![](/grafik/intetbillede.jpg) | ASR 15 x120 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x114 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x111 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x113 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x123 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x121 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x106 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x108 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x105 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x096 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x101 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x103 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x104 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x099 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x072 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x077 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x021 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x017 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x016 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x019 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x015 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x012 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x011 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x010 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x018 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x025 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x127 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x026 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x080 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x089 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x090 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x081 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x082 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x092 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x094 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x142 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x128 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x119 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x007 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x009 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x003 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x008 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x005 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x004 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x001 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x027 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x145 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x139 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x146 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x144 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x141 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x143 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x138 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 15 x134 0700 Jern
jernklumper |
![](/grafik/intetbillede.jpg) | ASR 440 x0149 0700 Jern
jern |
![](/grafik/intetbillede.jpg) | ESM 0086 x0253 0700 Jern
Forrustet fladt jern 2x2 cm (ukonserveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x1013 0700 Jern
Jernklump. ca 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1144.12 0700 Jern
Ca. 10 stk små brændte jernklumper. Ubestemmelige. |
![](/grafik/intetbillede.jpg) | ESM 2731 x005 0700 Jern
1 stk. ukarateristisk jern |
![](/grafik/intetbillede.jpg) | ESM 2731 x102 0700 Jern
ukarakteristisk jern. |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0700 Jern
ukarakteristisk jern, gulvlag vestligdel. |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0700 Jern
ukarakteristisk jern , lag 1 vestlig del. |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0700 Jern
ukarakteristisk jern fra soldning, vestligdel af gulvlag. |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0700 Jern
ukarateristisk jern fra soldning, østligdel af gulvlag. |
![](/grafik/intetbillede.jpg) | ESM 2731 x109 0700 Jern
ukarateristisk jern fra soldning, fra opfyldslag, nordlige del. |
![](/grafik/intetbillede.jpg) | ESM 2731 x118 0700 Jern
ukarakteristisk jern, fra nordlig del gulvlag. |
![](/grafik/intetbillede.jpg) | ESM 2731 x119 0700 Jern
ukrakteristisk jern fra gulvlag. |
![](/grafik/intetbillede.jpg) | ESM 2731 x119 0700 Jern
1 stk. ukarateristisk jern, fra øvre lag A på nordlig profil (se DT6-5). |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0718 Anden genstand af jern
jernsaks. Den forreste halvdel fåresaks |
![](/grafik/intetbillede.jpg) | ASR 9 x479 070099
68 stk. jern, heraf een med indlægninger |
![](data:image/jpeg;base64,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) | ASR 9 x498 0718 Anden genstand af jern
Hammerhoved (ca. 10x2x2 cm) med del af træskaft bevaret (ca 13 x 2 cm). |
![](/grafik/intetbillede.jpg) | ASR 9 x307 070099
saks eller tang fragment |
![](/grafik/intetbillede.jpg) | ASR M5785 5785 070099
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 170 070099
|
![](/grafik/intetbillede.jpg) | ESM 1520 x200 070099
Formodet hammerhoved, fragmenteret |
![](/grafik/intetbillede.jpg) | SJM 311 x139 070099
Fragment af lille håndsegl. |
![](/grafik/intetbillede.jpg) | SJM 311 x139 070099
Lille segl. Spidsen er afbrækket. |
![](data:image/jpeg;base64,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) | ASR 5M74D D06607 0703 Kniv af jern
1 knivsblad af jern med bred, flad skafttunge, der omtrent flugter med ægkanten, men ligger noget forsænket i forhold til knivsryggen. Denne er tyk og kraftig og danner omtrent på midten et stumvinklet knæk. På den ene side af bladet løber der parallelt med ryggen, ca. 0,4 cm nedenfor denne en svag fure. L : 11,75 cm ( heraf skafttunge 4,3 cm. St.br. knap 2 cm. St. tyk. knap 0,4 cm. ) |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07316 0703 Kniv af jern
1 afbrudt, forrustet spids af knivsblad ( ? ) af jern. L : 4,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10977 0703 Kniv af jern
1 aflang, let krummet forrustet jerngenstand med nærmest ovalt tværsnit. Krumkniv eller leblad ? L. 9,0 cm. Br: 3,1 cm. Tyk: 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11022 0703 Kniv af jern
1 forrustet, fladt stykke jern, afbrudt i den ene ende, mens den anden ahr en lille ombøjning. Knivsblad? L. 3,2 cm. Br: 1,5 cm. Tyk: 0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11112 0703 Kniv af jern
1 forrustet fragment af knivsblad af jern? Segmentformet. L: 4,3 cm. Br: 2,2 cm. Tyk: 1.0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11125 0703 Kniv af jern
1 forrustet stykke jern af aflang, rektangulær form med flad underside og hvælvet overside. Kniv? L: 6,9 cm. Br: 3,0 cm. Tyk: 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12945 0703 Kniv af jern
1 forrustet blad af jernkniv(?) med afbrudt skafttunge. 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13028 0703 Kniv af jern
1 flad, aflang forrustet jerngenstand af tilspidset form med enderne, hvoraf den ene er afbrudt. L: 9,8 cm. Knivsblad? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13029 0703 Kniv af jern
1 flad, aflang forrustet jerngenstand med tilspidsning med enderne. L: 9,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13275 0703 Kniv af jern
1 forrustet jerngenstand af flad, aflang, tilspidset form, antagelig overbrudt i den brede ende. L: 9,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x297 0703 Kniv af jern
6 stk. jern, bl.a. dårligt bevaret kniv |
![](/grafik/intetbillede.jpg) | ASR 8 x358 0703 Kniv af jern
Bl.a. greb-ende fra kniv. Bemærk fastrustet brændt knogle på flere stk. Brandgrav? |
![](/grafik/intetbillede.jpg) | ASR 8 x070 0703 Kniv af jern
Jernkniv. Nu helt eksploderet. |
![](/grafik/intetbillede.jpg) | ASR 9 x382 0703 Kniv af jern
jernkniv? Meget smuldrende/nedbrudt |
![](/grafik/intetbillede.jpg) | ASR 9 x151 0703 Kniv af jern
jernkniv. Ca 8 cm. lang, heraf bladet ca 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x388 0703 Kniv af jern
jernkniv |
![](/grafik/intetbillede.jpg) | ASR 9 x392 0703 Kniv af jern
jernkniv. Grebende + del af blad, ialt ca 7,5 cm., greb ca 5 cm., med lidt træ |
![](/grafik/intetbillede.jpg) | ASR 9 x105 0703 Kniv af jern
jernkniv. Greb med træ, samt lille del af blad. Samlet længde: 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x374 0703 Kniv af jern
jernkniv. længde: 5,5 cm., fragment af knivblad |
![](/grafik/intetbillede.jpg) | ASR 9 x094 0703 Kniv af jern
jernkniv. Længde: ca 9,5 cm., heraf bladet ca 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x443 0703 Kniv af jern
2-3 fragmenter fra flere knive? |
![](/grafik/intetbillede.jpg) | ASR 9 x047 0703 Kniv af jern
jernkniv. Længde: 6,8 cm. |
![](data:image/jpeg;base64,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) | ASR 2360 X141 080703 Dragtnål af kobberlegering
Ringnål med tilhørende snoet ring. Længde: 7,3cm. |
![](data:image/jpeg;base64,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) | ASR 1909 x057 0703 Kniv af jern
Jernkniv.
Knivens læderskede er delvist bevaret, og har muligvis haft et præget, enkelt mønster.
Længde: 12,5 cm. |
![](data:image/jpeg;base64,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) | ASR 1909 x070 0703 Kniv af jern
Jernkniv.
Med rester af træskaftet samt af skedens læder.
Længde: 15,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1906 x021 0703 Kniv af jern
Ligner spidsen af en nedslidt kniv. Brækket i tre dele.
Ukonserveret |
![](/grafik/intetbillede.jpg) | ESM 0047 CT1 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 026 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 166 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 167 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 173 0703 Kniv af jern
|
![](data:image/jpeg;base64,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) | ESM 1425 X0001 0703 Kniv af jern
Jernkniv
Længde: 20 cm. |
![](/grafik/intetbillede.jpg) | ESM 0045 M3 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0228 0703 Kniv af jern
Aflangt jernstykke der går ud i en spids. I to stykker. Formentlig skaftet fra en lille kniv. 8 x 0,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0303 0703 Kniv af jern
Kniv af jern, del af skaft, tungen afbrækket, smalt blad, længde 7,6 cm, blad bredde 0,9 cm, blads tykkelse 0,2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0541 0703 Kniv af jern
Od af jernkniv med bredt blad, længde 7 x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0583.02 0703 Kniv af jern
1 jernkniv, spidsen afbrækket, længde 9 cm, bedde blad 1-1,3 cm, tykkelse 0,3-0, cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0665.04 0703 Kniv af jern
1 ubestemmelig jerngenstand (evt del af kniv med skafttunge). Længde 7,3 cm bredde 0,9-1,7 cm, tykkelse 0,7-1,4 cm. (vokset, men uafrenset) RX. 1071 og 181. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0681.04 0703 Kniv af jern
Formentlig fragment af mindre jernkniv. 4 x 0,7 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0695.09 0703 Kniv af jern
1 lille skafttungekniv med, kort og smalt blad. Længde 7,8 cm, blad bredde 0,7 cm, blad tykk. 0,2 cm, skafttunge diam. 0,5 x 0,25 cm. I tre dele |
![](/grafik/intetbillede.jpg) | ESM 0086 x1012 0703 Kniv af jern
1 jernkniv siddende i skede af uvist materiale. Rest af formodet træskaft siddende på skafttungen nær skeden, ca. 14 cm. lang, skafttunge 3,8 cm.lang, blad 10 cm langt, ca. 1,2 cm bredt og 2-3 cm tykt. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1101.02 0703 Kniv af jern
Skaft af kniv. Er dækket i sort voks med spor af trådomviklinger.Resultat af konservering. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1192.06 0703 Kniv af jern
Samling af forskellige jerngenstande. En del søm samt tre cindrede jernklumper. 72 g. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1254.03 0703 Kniv af jern
Jernkniv. 15 x 2 cm. Dækket i voks. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1318.08 0703 Kniv af jern
Del af jernkniv el lign, antagelig spidsen. |
![](/grafik/intetbillede.jpg) | ESM 1700 x012.01 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x076 0703 Kniv af jern
Bestemt ud fra formen. I to stykker. Samlet længde 8,5 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x105 0703 Kniv af jern
Måske en lille kniv? Største længde 8 cm. |
![](data:image/jpeg;base64,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) | ESM 1520 x133 0703 Kniv af jern
Knivblad, delt i 2. |
![](data:image/jpeg;base64,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) | ESM 1520 x168 0703 Kniv af jern
Knivblad i 2 dele |
![](data:image/jpeg;base64,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) | ESM 1520 x235 0703 Kniv af jern
Knivblad, mineraliseret/rustet |
![](/grafik/intetbillede.jpg) | ESM 1347 x258 0703 Kniv af jern
2 små stumper af formodet jernkniv, uafrenset. Ifølge røntgenfotos synes der dels at være tale om de yderste 2,8 cm af
grebtungen, dels odden af knivens klinge, der er let bøjet. KRR 84023 Rx.1 & 5, KRR 03006 Rx.1 & 4.
Mål: 2,0x1,0x0,3 cm (klinge). 2,8x0,5x0,3 cm (tange) |
![](/grafik/intetbillede.jpg) | ESM 1347 x286 0703 Kniv af jern
Fragment af jernkniv fra overgangen blad/grebtunge, formentlig med lidt påsiddende træ fra skaftet, konserveret
og afrenset. Bevaret er ca. 1,4 cm af bladet og 1,9 cm af tangen, der har rektangulært tværsnit; overgangen er jævn,
muligvis med et lille hak ved ryggen. Niv. 300. KRR 84023 Rx.1.
Mål:
Bevaret læ. 3,3 cm
Blad: bev. læ. 1,4 cm, br. 1,3 cm, tyk. 0,4 cm
Tange: bev. læ. 1,9 cm, br. 0,5 cm, tyk. 0,4 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x205 0703 Kniv af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 083 0703 Kniv af jern
Del af kniv 8,0 cm |
![](/grafik/intetbillede.jpg) | ESM 103/68 Gr. 6.a 0703 Kniv af jern
Jernfragmenter fra lille kniv? |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 078 0714 Syl/nål af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 079 0714 Syl/nål af jern
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0221 0714 Syl/nål af jern
Forrustet jernspids 4,5 cm lang, diam. 4-5 mm rundt (fodrsnit?), flad i bege ender men uvist om det er tilsigtet, eller beskadigelser, kan være spids til syl el. lignende, eller stilk til søm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0495 0714 Syl/nål af jern
Syl ell. lign. af jern. 7 x 0,3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0521 0714 Syl/nål af jern
Syl eller lign. af jern. 7,5 x 0,4 cm. I to stykker. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1141 0714 Syl/nål af jern
Syl, dorn eller stilk fra søm. 5,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1347 x028 0714 Syl/nål af jern
3 små fragmenter af rund jernstilk, muligvis del af syl? Niv. 124.
Mål:
Samlet læ. ca. 2,0 cm
Største stykke:
Læ. 1,2 cm
|
![](/grafik/intetbillede.jpg) | ESM 0045 AH 007 0704 Økse af jern
|
![](data:image/jpeg;base64,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) | ASR 5M74D D04581 0707 Pilespids af jern
1 lancetformet pilespids af jern med spids skafttunge. L : ca. 9 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1322 0707 Pilespids af jern
Pilespids?. Jern. Knækket i fire dele. 6 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0848 0706 Lanse-/spydspids af jern
½ del af spydspidsdølle af jern, selve bladet mangler. Nederst på døllen sidder to nitter eller søm. Bevaret længde 7 cm, oprindelig diameter uden nederste kant 2,5 cm, oprindelig diameter uden øvre brud 1,8 cm, tykkelse 1 mm. Længde nitter/søm 1,3-1,5 cm, diam nitter/søm 0,3 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x002 0706 Lanse-/spydspids af jern
Spydspids af jern, type JP I, med smalt, rygget blad, hvis sider er svagt konkave fra ryggen mod æggene, rombisk tværsnit. Ca. 3-4 cm af yderste od mangler. Markerede æghjørner på overgangen til døllen, der udgør ca. halvdelen af bladets længde. Døllen er forsynet med 5 gennemgående messingnagler, som fastholder en rest spydstage, bestemt som ask (Fraxinus sp.), samt ornamenteret med sølv- og kobbertråde i inkrustreringsteknik: Et bredt bånd foroven og forneden, henholdsvis umiddelbart før bladet og ½ cm fra døllens ende, samt fem smallere bånd mellem de fem tværgående nagler. Øvre brede bånd består af 34 tynde tråde (diam. max. ¼ mm), yderst i begge sider en ren kobbertråd og derimellem skiftevis en snoet sølv-kobbertråd og en ren sølvtråd, hvor den snoede tråd på skift vender snoningerne modsat, så der fremkommer et grangrenlignende mønster. De fem smalle bånd består hver af 6 tråde: kobber, snoet kobber-sølv, sølv, kobber-sølv, kobber og kobber-sølv, også med snoningerne modsat på skift. Nedre brede bånd består af i alt 23 tråde, hvoraf de midterste 15 tegner et geometrisk mønster af sølv- og kobbertrekanter, der til begge sider afsluttes af 4 tråde: yderst kobber, dernæst snoet kobber-sølv, sølv og kobber-sølv. De snoede tråde er dårligst bevaret, hvor især kobbertråden mangler, mens de rene kobber- og sølvtråde er bedre bevaret. Både dølle og blad er noget forvitret. KRR 83055 Rx.2-7, KRR 95536 Rx.14. x1: Niv. /58. x2: Niv. /66. Planche#.
Træskaft på spydspids (x1-2). Prøven på 15 mm i diam., udtaget af spydspidsens dølle, består af rustinkrustreret ved af ask (Fraxinus sp.). Årringene er over 2 mm brede og marvstrålerne parallelle. Skaftet må være fremstillet af et stykke udkløvet stammeved og må have siddet i en ret stor afstand fra stammens marv. Orienteringen af marvstrålerne i forhold til spydbladets plan er uvis. NNU A.6740, Pd 21950.
Mål:
Bevar. læ. 36 cm
Oprind. læ. 39-40 cm
Blad: bev. læ. 23,8 cm, br. 2,1 cm, tyk. 1,0 cm
Dølle: læ. 12,2 cm, diam. 1,0-1,7 cm, tyk. 0,2 cm
Nitter læ. 2,3 cm, 2,1 cm, 1,9 cm, 1,9 cm, 1,7 cm
Nitter læ. u. for dølle 0,2-0,35 cm
Nitter diam. 0,2-0,3 cm
Ornam. bånd br.: nedre: 1,2 cm, midterste: 0,3 cm, øvre: 1,7 cm.
|
![](/grafik/intetbillede.jpg) | ASR 8 x168 0715 Smykke eller dragttilbehør af jern
Jernnål? I 6 små dele |
![](/grafik/intetbillede.jpg) | ASR 8 x404 0715 Smykke eller dragttilbehør af jern
Fem fragmenter af jernnål? |
![](/grafik/intetbillede.jpg) | ASR 8 x141 0715 Smykke eller dragttilbehør af jern
1 bæltespænde. Mål: 3x2,4 cm. |
![](/grafik/intetbillede.jpg) | ESM 0047 BO1 0715 Smykke eller dragttilbehør af jern
|
![](data:image/jpeg;base64,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) | ASR 926 x062 010709 C1 Tating-kardel
Bugskår, meget lille, ca 1x1 cm., Tatinglignende |
![](/grafik/intetbillede.jpg) | ASR 13 x1201 0715 Smykke eller dragttilbehør af jern
Fem mindre cirkulære eller rektangulære mulige genstand omgivet af korrosionsskal. Kan dog også være udfældninger der har samlet sig omkring skelettet. Fundet omkring hoften. Hvis de indeholder jern, kan det være prydsøm fra bælte. 4.12.2013 (UDGÅR) Indeholder ingen jern - udfældning |
![](/grafik/intetbillede.jpg) | ESM 0086 x1125.03 0715 Smykke eller dragttilbehør af jern
Spids af nål af jern, ca. 2,5 cm lang, 0,15 cm tyk, rundt tværsnit.
|
![](/grafik/intetbillede.jpg) | ASR 440 x1107 071502 Remspænde af jern
1 stk. aflangt jern, ca. 6,5 x 3 cm.' Remspænde? |
![](/grafik/intetbillede.jpg) | ASR 9 x479 071502 Remspænde af jern
Bæltespænde. komplet, O-formet med torn, ca 3,2x2,5x0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x561 071502 Remspænde af jern
Jern rem- eller bæltespænde. Helt forrustet. Mål: 4,3x3,3 cm |
![](/grafik/intetbillede.jpg) | ASR 9 x105 071502 Remspænde af jern
Jern rem- eller bæltespænde. Ovalt. ca 2,5x1,2 cm., med bevaret dorn |
![](/grafik/intetbillede.jpg) | ASR 9 x440 071502 Remspænde af jern
jern bæltespænde, står svagt på rx, men ok |
![](data:image/jpeg;base64,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) | ASR 926 x034 071502 Remspænde af jern
Bæltespænde? Indkapslet i korrosion. Men formen rigtig |
![](/grafik/intetbillede.jpg) | ASR 926 x027 071502 Remspænde af jern
Remspænde, lille bæltespænde? |
![](/grafik/intetbillede.jpg) | ESM 0045 x 008 071502 Remspænde af jern
|
![](/grafik/intetbillede.jpg) | ESM 1347 x018a 071502 Remspænde af jern
|
![](/grafik/intetbillede.jpg) | ESM 1347 x018b 071502 Remspænde af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x558 071502 Remspænde af jern
Bæltespænde af jern, ca 3,5 cm lang, 2,5 cm bred, tung: 3cm, Stærkt korroderet |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 071502 Remspænde af jern
Bæltespænde fra soldning, vestligdel af gulvlag, til konservering |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10869 0716 Nøgle eller lås af jern
1 forrustet aflangt stykke jern med trindt tværsnit og en mulig fortykkelse i hver ende, hvor der ses en klump korrosion. Minder i formen mest om en nøgle. Længde : 6,2 cm. Diameter : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x224 0716 Nøgle eller lås af jern
2 jernnøgler. |
![](/grafik/intetbillede.jpg) | ASR 8 x091 0716 Nøgle eller lås af jern
Jernnøgle. Meget flot. Længde: 13,5 cm. To tappe, bøjet skaft afsluttet i ring. På skaftet ornamentik i form af indslåede X og streger i tre grupper. |
![](/grafik/intetbillede.jpg) | ASR 9 x456 0716 Nøgle eller lås af jern
nitteplade |
![](/grafik/intetbillede.jpg) | ASR 9 x205 0716 Nøgle eller lås af jern
jernnøgle. Ankerformet fragment. Modsat grebenden |
![](/grafik/intetbillede.jpg) | ASR 9 x378 0716 Nøgle eller lås af jern
jernnøgle, fragment, ankerformet. Nøgleneden bort fra grebet |
![](/grafik/intetbillede.jpg) | ESM 0047 CV1 0716 Nøgle eller lås af jern
|
![](/grafik/intetbillede.jpg) | ESM 1700 x013.01 070099
|
![](data:image/jpeg;base64,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) | ASR 4M75 D09344 0799
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0164 0799
Lille forrustet genstand 3,0 x 2,0 cm. (ukonserveret) |
![](/grafik/intetbillede.jpg) | ESM 1347 x019cd 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x027cc 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x027cq 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x027gv 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x050 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x052a 0799
Af de oprindelig 23 pyntenitter type C er kun ½ bevaret siddende på stigremmen, i hjørnet t.v. for tappen på stigrembeslag x52. |
![](/grafik/intetbillede.jpg) | ESM 1347 x053a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x056a-61a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x057a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x058a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x059a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x060a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x061 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x061a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x062 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x062a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x063-68 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x069 0799
Remendebeslag af type 3 fra rasleblikgruppe IV. I 4 dele, fastnittede del er hel, men øskenen afbrækket og på endeknoppen er fastrustet en endeknop til x70; rest af læderremmen på bagsiden, her anes tillige den tværgående læder(?)strimmel som en pukkel på remmen. Sølvbelægningen dækket af korrosion på begge halvdele. KRR 95536 Rx.8.
Mål:
Total bev. læ. ca. 8,5 cm
Br. v/ led 1,4 cm
Læ. fast. del excl. led 4,4 cm
Bev. læ. løs del excl. led 3,7 cm
Led diam. 1,2 cm, br. 0,6 cm
Knopper br. 0,6 cm, tyk. 0,8 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x070 0799
Remendebeslag af type 3 fra rasleblikgruppe IV. Har været foldet helt sammen, fastnittede del nu i mange småstumper, bag på det største stykke er læderremmen bevaret med jernnitte og nitteplade, sølvbelægningen på forsiden er afskallet, endeknoppen fastrustet til x69. Løse del næsten hel, dog brækket igennem hullet, korroderet og opblæret. KRR 95536 Rx.8.
Mål:
Bev. læ. fast. del excl. led 2,0 cm
Bev. læ. løs del excl. led 3,8 cm
Br. v/ led 1,5 cm
Led diam. 0,7 cm, br. 0,6 cm
Knop br. 0,6 cm, tyk. 0,7 cm
Rem br. 1,7 cm, tyk. 0,4 cm
|
![](/grafik/intetbillede.jpg) | ESM 1347 x072 0799
Remendebeslag af type 3 fra rasleblikgruppe IVa. Beslaget er helt, men bøjet lidt sammen i højre side og lidt bagud i leddet, så leddet er blevet trykket i oval form. Forsidens sølvbelægning er delvis afskallet på fastnittede del og dækket af korrosion på løse del. På bagsiden en tynd rest af læderremmen, af smal type. På øvre knop lidt sekundært træ, på nedre flere lag halm. KRR 95536 Rx.8, Rx.25.
Mål:
Total læ. 8,8 cm
Br. v/ led 1,3 cm
Læ. fast. del excl. led 4,4 cm
Læ. løs del excl. led 4,3 cm
Led diam. 0,9-1,2 cm, br. 0,6 cm
Knoper br. 0,6-0,7 cm, tyk. 0,9 cm
Rem br. ca. 1,4 cm
|
![](/grafik/intetbillede.jpg) | ESM 1347 x073 0799
Remendebeslag af type 3 fra rasleblikgruppe IV. I 2 dele, knækket ved øskenen, lidt af fastnittede del mangler. Læderremmen bevaret på bagsiden med begge jernnitter og nitteplader; ligeså den tværgående læder(?)strimmel, som først er brækket et par mm uden for remkanten i højre side, i venstre side ses en mulig oprindelig kant. Beslagets forside er dækket af korrosion, let afskallet på løse del, hvor sølvfolien ses i brudfladerne. Lidt sekundært træ bag på øskenen. KRR 95536 Rx.8, Rx.25.
Mål:
Total bev. læ. ca. 8,5 cm
Br. v/ led 1,6 cm
Bev. læ. fast. del excl. led 4,2 cm
Læ. løs del excl. led 4,3 cm
Led diam. 0,9 cm, br. 0,6 cm
Knopper br. 0,6-0,8 cm, tyk. 0,7-0,8 cm
Rem br. 1,8 cm, tyk. 0,4 cm
Læder(?)strimmel br. 0,6 cm, tyk. 0,1 cm
|
![](/grafik/intetbillede.jpg) | ESM 1347 x074 0799
Remendebeslag af type 3 fra rasleblikgruppe IV. Beslaget er helt, men bøjet ca. 90° bagud i leddet og lidt sammen i venstre side. Læderremem er bevaret på inderste halvdel af fastnittede del med jernnitte og nitteplade. Den tværgående læder(?)strimmel ses tydeligt, er brækket ca. 1 mm udenfor remkanten i venstre side og mellem beslag og remkant i højre side. Beslagets forside er dækket af korrosion, en smule sølvbelægning ses nær øskenen. Lidt sekundært træ, bestemt som spidsløn (Acer cfr. platanoides L.) ses på beslagets kanter. Hertil et par små, løse korosionsklumper med påsiddende træ. KRR 95536 Rx.8, Rx.25.
Mål:
Total bev. læ. 7,7 cm, udfoldet: ca. 8,8 cm
Br. v/ led 1,6 cm
Læ. fast. del excl. led 4,4 cm
Læ. løs del excl. led 4,2 cm
Led diam. 1,1 cm, br. 0,6 cm
Knopper br. 0,8 cm, tyk. 0,9 cm
Hul 0,7x0,3 cm
Rem br. 2,1 cm, tyk. 0,3 cm
Læder(?)strimmel br. 0,7 cm, tyk. 0,1 cm
|
![](/grafik/intetbillede.jpg) | ESM 1347 x075 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x075a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x076 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x077 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x078 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x079 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x080 0799
Remendebeslag af type 3 fra rasleblikgruppe III. I 2 dele, løse del er hel med rest af øsken siddende i hullet, fastnittede del er ufuldstændig, den inderste del og øskenen mangler. En tynd skal af læderremmen bevaret på bagsiden, forsiden dækket af korrosion og lidt sekundært læder på begge halvdele, sølvbelægning ej synlig. KRR 95536 Rx.9. Beslaget har siddet som afslutning på en læderrem med 7 firkantede pyntenitter, type B (x80a).
Mål:
Bev. læ. fast. del excl. led 3,2 cm
Læ. løs del excl. led 4,2 cm
Br. v/ led 1,4 cm
Led br. 0,6 cm
Knopper br. 0,6-0,8 cm, tyk. 0,8 cm
Hul 0,6x0,3 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x081 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x083 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x084 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x085 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x086 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x087 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x088 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x089 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x091a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x092 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x093 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x093a 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x094 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x095 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x096 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Beslaget er lidt sammenbøjet i venstre side og lidt
bagudbøjet; det er rimelig intakt, men en del af forside og bagside er afskallet og dækket af sekundært læder/sand;
nøglehullet kun delvis synligt, ligseså bagsideskinnen. Remmen, af foldet type, bestemt som okseskind, er bevaret
indtil ca. 1,5 cm udenfor beslaget. På denne del ses tydeligt, at remmens kanter er foldet ind mod midten, hvor
beslaget dækker sammenføjningen. Den foldede rem har været syet, idet der ses tætsiddende parvise tværstik langs
kanterne og på remmens bagside fra sammensyningen; tråden er nu væk, og remmen har åbnet sig lidt på forsiden.
Hertil findes et lille løst remstykke også med tværstik. KRR 95536 Rx.6, Rx.23. (Planche 28,6).
Mål:
Total bev. læ. 7,8 cm, incl. rem 9,4 cm
Br. v/ led 1,8 cm
Tyk. 0,2-0,5 cm
Læ. fast. del excl. led 4,3 cm
Læ. løs del 3,5 cm
Skinne læ. bagside ca. 4,1 cm, br. 0,9 cm
Rem bev. læ. 5,5 cm, br. 1,5-1,8 cm, tyk. 0,5 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x097 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Fastrustet til stigrembeslag x52 sammen med
beslagene x98-99 og x110, ligger øverst med forsiden opad, en smule ind over beslaget x98. Det er næsten helt, men
forsiden er krakkeleret, opblæret og delvis dækket af sand, så den nøglehulsformede del kun er svagt synlig, og beslaget
er blevet opadbuet. Remmen er brækket ca. 1 cm uden for beslaget. På bagsiden er fastrustet lidt sand, men der synes
tillige at ligge et læderstykke mellem dette beslag og stigrembeslag x52. KRR 83066 Rx.17, KRR 95536 Rx.28.
(Planche 20,1).
Mål:
Total bev. læ. 7,5 cm, incl. rem 8,9 cm
Br. v/ led 1,8 cm
Tyk. 0,2-0,3 cm
Læ. fast. del excl. led 3,8 cm
Læ. løs del 3,7 cm
Br. skinne ca. 0,6 cm
Rem bev. læ. 5,2 cm, br. 1,9 cm, tyk. 0,7 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x098 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Fastrustet stigrembeslag x52 mellem beslaget x97 og
remendeduppen x110. Det har forsiden opad, er helt, men forsiden er krakkeleret, opblæret og korroderet, så detaljer
kun er svært synlige. Remmen er afbrækket i flugt med beslaget. En rest sekundært læder ses på nøglehullets runde del.
KRR 83066 Rx.17, KRR 95536 Rx.28. (Planche 20,1).
Mål:
Total læ. 8,4 cm
Læ. fast. del excl. led 4,2 cm
Læ. løs del 4,2 cm
Br. skinne ca. 0,8 cm
Rem bev. læ. 4,3 cm, br. 1,5 cm, tyk. 0,4 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x099 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Fastrustet til stigrembeslag x52 delvis under
remendeduppen x110. Beslaget ligger på kant, og den nøglehulsformede del er helt knust, og øvre ende mangler. Den
løse del er intakt, men krakkeleret, opblæret og dækket af korrosion. På stigrembeslaget ses lidt læder, der kan være
rester af læderremmen på beslaget x99. KRR 83066 Rx.17, KRR 95536 Rx.28. (Planche 20,1).
Mål:
Bev. læ. 6,0 cm
Br. 1,9 cm
Bev. læ. fast. del excl. led ca. 1,5 cm
Læ. løs del ca. 4,5 cm
Br. skinne 0,7-0,8 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x101 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Beslaget er intakt med undtagelse af den yderste ende
af den løse del, som mangler; endvidere er en prøve udtaget til metalanalyse af den nøglehulsformede del. Beslaget
er bøjet lidt bagud i leddet. Forsiden er noget opblæret og dækket af sekundært læder, nøglehullet dog svagt synligt,
og i en afskalning på nøglehullets runde del ses lidt sølvbelægning. På bagsiden er skinnnen svagt synlig. Remmen
er bevaret indtil ca. ½ cm uden for beslaget, og på denne del ses tydelige tværstik fra sammensyningen. KRR 95536
Rx.6, Rx.23. (Planche 28,5).
Mål:
Total bev. læ. 6,5 cm, incl. rem 7,2 cm
Br. v/ led 1,7 cm
Tyk. 0,5 cm
Læ. fast. del excl. led 3,9 cm
Bev. læ. løs del 2,6 cm
Skinne, læ. bagside 4,5 cm, br. ca. 0,8 cm
Rem bev. læ. 4,3 cm, br. 1,5-1,9 cm, tyk. 0,6 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x104 0799
Rørformet, glat remendedup af jern fra hovedtøjet. I den er bevaret en stump læderrem af foldet type med tværstik til
sammensyning. Remmen er brækket ca. 1,5 cm fra remendeduppen. På dens ene side ses animalske hår. KRR 95536
Rx.18, Rx.26. (Planche 29,1).
Mål:
Br. 1,5 cm
Diam. 1,0 cm
Tyk. 0,2 cm
Rem: bev. læ. 2,2 cm, br. 1,5 cm, tyk. 0,4-0,7 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x105 0799
Rørformet, glat remendedup fra hovedtøjet. Var af uvist grønligt materiale, som smuldrede helt ved optagelsen.
Bevaret er kun en lille stump læderrem af foldet type, hvori der ses tværstik til sammensyning. KRR 95536 Rx.18,
Rx.26. (Planche 29,2).
Mål:
Rem: bev. læ. 1,5 cm, br. 1,5 cm, tyk. 0,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1347 x106 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x107 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x108 0799
|
![](/grafik/intetbillede.jpg) | ESM 1347 x109 0799
Rørformet, glat remendedup af jern fra hovedtøjet, korroderet og opblæret. Remmen kun bevaret inde i
remendeduppen. KRR 95536 Rx.18, Rx.26. (Planche 29,3).
Mål:
Br. 1,5 cm
Diam. 1,2 cm
Tyk. 0,2 cm
Rem: bev. læ. 0,9 cm, br. 1,6 cm, tyk. 0,5 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x110 0799
Rørformet, glat remendedup af jern fra hovedtøjet. Fastrustet til stigrembeslag x52 mellem remendebeslag x98 og x99,
dækket af korrosion og kun svært synlig. Læderrem af foldet type bevaret indtil 1,7 cm fra remendeduppen. KRR
83066 Rx.17, KRR 95536 Rx.28. (Planche 20,1).
Mål:
Br. ca. 1,9 cm
Diam. ca. 0,9 cm
Rem: bev. læ. ca. 2,3 cm, br. ca. 1,5 cm, tyk. 0,4 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x111 0799
Rørformet, glat remendedup af jern fra hovedtøjet. På for- og bagside er fastrustet lidt sekundært læder og sand. Lidt
af den ene kant er afbrækket og her ses lidt hvidt materiale, sølv/tin/bly? Læderrem af foldet type med tværstik til
sammensyning bevaret indtil ca. 1 cm fra remendeduppen. KRR 95536 Rx.6, Rx.23. (Planche 29,4). |
![](/grafik/intetbillede.jpg) | ESM 1347 x112 0799
Nøglehulsformet remendebeslag af type 4 fra rasleblikgruppe V. Kun et kort stykke læderrem er bevaret med et
negativt aftryk af det runde hoved på beslagets nøglehulsformede del, selve beslaget er væk. Remstykket er tydeligvis
af foldet type med tværstik til sammensyning. Remstykket synes ikke at høre til nogen af de andre nøglehulsformede
beslag i rasleblikgruppe V og repræsenterer derfor sandsynligvis et selvstændigt, men ikke bevaret beslag. KRR 95536
Rx.6. (Planche 28,8).
Mål:
Rem bev. læ. 3,0 cm, br. 1,4-1,7 cm, tyk. 0,4 cm. |
![](/grafik/intetbillede.jpg) | ESM 1347 x113 0799
Remendebeslag af type 3 fra rasleblikgruppe IV. Bevaret er kun den yderste ende af beslagets løse del, som har lidt
træ siddende på bagsiden. KRR 95536 Rx.8. (Stykket blev fundet løstliggende i præparat x19 i området mellem
remendebeslagene x61, x69 og x71. På røntgenfoto 83063 Rx.5/2 ses dele af et sådant beslag at ligge under
remendebeslag x61, dette er derfor sandsynligvis x113’s oprindelige placering. Ved delingen af rideudstyrsdyngen i
de to præparater x19 og x27 blev beslaget formentlig skåret over og den anden ende kom til at ligge i præparat x27;
denne del (x27ae) er ikke bevaret, men ses i flere stumper på røntgenfoto 83066 Rx.19.) (Planche 27,3).
Mål:
Total bev. læ. 2,2 cm
Bev. br. 0,9 cm
Knop br. 0,8 cm, tyk. 0,8 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x117 0799
Smalt, tyndt, fletværksmønstret metalbånd med læder på bagsiden. Af samme art som de mønstrede belægninger
på rasleblik, samle- og stigrembeslag, formentlig sølvebelagt tin/bly-loddemetal. I hver side ses spor af fin fletning,
den grovere i midten er utydelig. Kun 2 små stumper er bevaret, i den ene sidder et lille jernsøm med rundt, hvælvet
hoved. Prydbeslag til saddel? KRR 83063 Rx.16, KRR 95536 Rx.26. (Planche 29,7).
Mål:
Oprind. læ. ca. 4,4 cm, bev. læ. 1,0 og 0,5 cm
Br. 0,7 cm
Tyk. 0,3 cm
Søm: hoved diam. 0,4 cm, bev. læ. 0,7 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x118 0799
Smalt, tyndt fletværksmønstret metalbånd med læder på bagsiden af samme art som som x117. Kun 2 små stumper
er bevaret, i den ene sidder et lille jernsøm med rundt, hvælvet hoved. Prydbeslag til saddel? KRR 83063 Rx.16, KRR
95536 Rx.26. (Planche 29,7).
Mål:
Oprind. læ. ca. 2,5-4,2 cm, bev. læ. 1,1 og 0,7 cm
Br. 0,7 cm
Tyk. 0,4 cm |
![](/grafik/intetbillede.jpg) | ASR 7 x1723 0711 Hestesko af jern
3 større stykker forrustet jern af flad, aflang let krummet form. Sandsynligvis fragmenterne af en hestesko. Ukonserveret. Længde: 8,5 cm., 7,5 cm. 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M0323 0324 0711 Hestesko af jern
Hestesko |
![](/grafik/intetbillede.jpg) | ESM 2731 x069 0711 Hestesko af jern
mulig hestesko, jern , detektor fund. |
![](/grafik/intetbillede.jpg) | ESM 1347 x119
Formentlig prydbeslag til saddel som x117-118. Bevaret er kun et meget lille jernsøm med ombøjet spids, sømhovedet
mangler. På sømmet ses ved af Acer sp., hertil fragment ligeledes af Acer sp., formentlig spidsløn, hvorpå ses et tyndt
lag nedbrudt læder. På X-ray 83066 Rx.4 ses utydelige spor af et smalt mønstret metalbånd imellem to små søm med
12 cm afstand, hvoraf kun det ene er bevaret som x119. (Planche 29,6).
Mål:
Søm total læ. ca. 1,3 cm
Læ. stilk, til ombøjet spids 1,0 cm
Diam. stilk 0,05-0,2 cm |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04773 0718 Anden genstand af jern
1 forrustet jernklump af valdnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04774 0718 Anden genstand af jern
1 forrustet jernstykke af aflang tilspidset form, afbrudt i den ene ende. L : 6,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04775 0718 Anden genstand af jern
1 forrustet jernstykke af flad, aflang uregelmæssig form. L : 8,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04800 0718 Anden genstand af jern
3 forrustede jernfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04876 0718 Anden genstand af jern
1 aflang forrustet jerngenstand. L : 7,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04877 0718 Anden genstand af jern
1 forrustet jerngenstand af aflang, bred flad, let krummet form. L : 8,2 cm. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04879 0718 Anden genstand af jern
1 forrustet jerngenstand, overbrudt i to dele, af aflang, bred, flad form. Total længde ca. 12,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04880 0718 Anden genstand af jern
1 forrustet jernstump af uregelmæssig bred flad form. L. og br. 2,7 og 3,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04881 0718 Anden genstand af jern
1 forrustet jernklump |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04903 0718 Anden genstand af jern
1 antal forrustede jernfragmenter |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04927 0718 Anden genstand af jern
1 aflangt, let krummet jernfragment. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04951 0718 Anden genstand af jern
1 flad, forrustet jernstump, ca. 2,5 x 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04983 0718 Anden genstand af jern
2 små ubestemmelige, rørformede metalfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05097 0718 Anden genstand af jern
3 forrustede jernfragmenter, heraf 1 klinknagle af jern med uregelmæssigt rhombeformet pladehoved. L : 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05130 0718 Anden genstand af jern
1 stk. forrustet jern. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05142 0718 Anden genstand af jern
3 oprindelige samhørende stk. pladejern. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05143 0718 Anden genstand af jern
4 forrustede jernfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05173 0718 Anden genstand af jern
1 forrustet jernfragment. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05195 0718 Anden genstand af jern
9 forrustede jernfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05272 0718 Anden genstand af jern
1 fragment af bøjet jerntråd. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05322 0718 Anden genstand af jern
1 forrustet, fladt jernfragment af uregelmæssig form. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05340 0718 Anden genstand af jern
1 forrustet jerngenstand af flad, oval form. ca. 2,8 x 3,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05378 0718 Anden genstand af jern
5 forrustede jernfragmenter, heraf 1 søm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9TP5UCk/GlFAC0lJxS8UAJxRtopeKAGd6XFKVoxQAUYpRRQAmKUUlFADqKQGloASlopM0AH60053Dpt70tFAC+9LSCj6UAAo/GjNAoANtFJ3paAE/Gil4ooAb+FLzSc0760AJSU7+VJxQA2nA0neigBaKSigBaTtRS9qAEFLRSUAFFH0oX8qAF/CkxTs0lABRS0UAHSkzS0nt2oASlWil/CgApKKNuSDmgA96KWigBq06kFLxQAlJxS0uKAEoxxS8Uv8AKgBmKKU0tACUUcUlAC0UcUUAIaKMUpWgBM0uaMYpaACijrRQAhNJml+tHFABx60fzpdtJQAUZooNABRRiigA2+9LiiloATbRilooATbS4oooAaVo6U6m0AJto29OaM0vFACbaVR1pfrR24oANtG0UtFACbaMUtFACbaNtLTc0ALtxRtFHvS0AJto20tFADStLtopaAG7aKdRQA3FLTTmloAdSUmaKAFz2pabmkyaAHduOlIT7UbqazdTQA1mHJNKrBgPSvIvin4g1e516w0DSNYm0eSfa0k9pHG0oyxOMyKygFIp/wCEnKjnGQd74MeIbvX/AAbG1/dSXt5a3NxZyzzIqyO0Uzx5YKAATtB4AHNAHoVLTFanDNADqKTNITQA6io807dQAk0ywxvI5CqoySegryXUPjRe6fqOn3c2iGDwzfXsNlDfTSkSv5oGyURhSAhZlX5ipHJI7V2fxCnabQH0yJsT6o4sU29QHB8xh7rGHb/gNeU/GS7uNY8QeGPCOmxIY2uYpbosPl2Z2iMD12ebJ/2xx3yAD32NwygjoRmn1Vs1KQop5wMVPuoAdmik3Gk5oAdS0zmnZoAWim5NFACUvaig0AJS0lLQAGkNLRQAVHN8sZPtT+fWq99lbZ8elAHjOh7vEvxCub6RcrumnUc5jjQm3gGfRj9qkHpvrZ+CMkSt4sto2yItdusrkHBYhj0HqTVf4ZsZ9QHOW/sWwL55O4mckn3JrS8G2p0/4meK4wNgmitJ9uAM5EibuOf4MZPpQB6WtOpqZ7mn8+tADWpvNObNIKAD60nNLTJCVUkelAHG6tcfbPHEUT4MGmWRuCD/AM9JWKqw9wsco/4HXgfw98Vx+Mv2gUla5aa1kjvNQt024U7TFDE4OenlOx5A/wBc3oK9I8a69cWvgnxVrVs6rfahKbGwZzgbiwt4Rn+6ZCW47PXzv8GbpdF+NXg3S4Ywzi3kgd0BwNlsFdevGGiAI9RnHoAfdsf3Qe1SVFEu6LDcgjvU3NABRS4NHNACUNnHFLg0GgBoU+tFOFFABg0lG6k3UAFA+tJuGaXIHegBaOaQH3pcigA21BeKWgfntU/emTfMpHrQB84fCr4ifY/ive+E7q2ZGNhFHDcYOHaBpYnHpjKN06Y5+8K7bx1fN4R+InhvXZZ2Sxuz/ZkobG1d5yuOOpbaSSeBHx1OedXw7baN8bszSeVNc3CXloCo2lPInV0U9d29nc9sbfWvUPiB4Ti8ZeEb3TXIDSpmMnoHUhlJ9twFAHVwsGUEGpK4b4R+MG8WeGcXavDqunyGyvoZRhkmQDOe3IKtxkfN1Nd1xQAjCkFJJIq4BOMnApN3fNADjXOeNtYfTdKEFtIE1G+b7La8ZxIwPzY7hQGc+ymtXUtXtdHspru7mSCCFSzyOcACuBvLu4vJH1WZWh1e8jaDS7SRNzW8Z6uy9iTtZ+mAFXqPmAMLV9Li1zxRoulWxR9E8OwfaJYsk7p/uQjrztCyk5/i2dxXmf7POl2njL4wax4jsoGXTNHiltIJJCCTNcNHJKnHGUMfUE/638+68Y+Z8M/hzqkwuvP1e6TYOpZ3IP7uMDncRuwxycncc9K6L9nf4bn4a/DyzsZ0jTUbhmu7woBjzpDuIyOu0YUH0UUAerJkYp9NXHrTs/jQAtGPeikzx1oAXFFIrA4OaXNABiilzRQBHu96MUBaXFACY96SnYFGBQAfjSqKTFLQAGmn0zS0lAHj/wC0F4fm/s3TfFNhF5moeH7lb1QrFS0QIMi5yMAgDJ/uhh3r0fw1rVt4i0W0v7STzLe4iWRGIwcEdCDyD6g9K0L6zS+tZIZF3ow2lSODmvBNH8Rf8M9+KbrRPEE7W/gnUJPM0rUpAfLtJmJL28rY+XJIKs3UkjOTQB2HjDwzrPhHxHN4u8Kw/bpplVNS0dnCLdqv3XQnhZFHAzwRxW/4b+MPhnxB+4/tKKw1BW8uSyvHWOVXHVcZwxHfaTiumsdStNWs47i1njuIJV3JJG4ZWB7gjg1z3iT4V+FfGDGTVtDs72U8GSSIb8ZBxu69QKALfiHWoYbzR3WZfJ+0sZHz8oXypMEn0zj8xXK+Ivj14W0eO4WDU4NQmgC+atvMmyPdkDzJSwRM4ONzAnHGa5rxH+yb4L1q+juIraSyVc7oY5CYnODtJU5xtJyNpGCAe1aumfs2eCNPvJru50uPUriQ5L3iiQdT0GMZ5IzjJ7k0Aca3xQvfG2t2KaJb2/ii9dxJALa4zpViuW/eySgEyuNvGFxnAG07mr1uysYPDNlc6xq93G92Y99zeS4RI0XJ2jP3UXJx+JJJJNR65rHh34ZeH5L258qwsLf5VWJOSxPCqqjJJJ6CvJtSvdd/aOgOn2UF54e8IM6NNdSqqz3G0htq4YjGfwGOdx3IACLwzcS/Hz4sWmtwwTR+DfD43wG4Tabm6OSCBnlQNjcjIKpjq2PpKOEKqgdBWP4R8K2PhPRrfTrCHyreFdqjJJPckk8kk5JJ5JJJrdUYoAVQfWlFHvTec0AOzS4ptLQAtLSUuDQAUUhFFACClxQePekDdPWgBaKSjdQAU6m5o3UALSfypM80uaAE7Vi+KPCum+LtJuNN1S0hvbK4TZLDMgZWB7EGtrNJQB8+SfBvxx8P5FPgfxJHJp0TZh0vVI8qi4xt8xRlu3LAt0JbPJ0rP4nfEnRTt17wMtzEGy1xplxuAXA6JlmJzn2x717jjio2VFGSBj6UAeEx/tCa3dSTwp4B1yOZVPlGS2kCs3GNx2cDrnGTx09M6Px38XPHELW2n+E18MoVwNRvZV5ymCfLIJUhuRkN0GRXpXiLxRodn4p0xpfEWl2Mdm0v2m3mu0RySuFBXPbk8121jdW1/bpNbSxzwuNyyRkMrD1BHWgDx3Q/2fY9TkiuPGGoz+IXSQyx2s7sYEJ65Uk78knOflPHyjAx7Bp+k22m20UFtEkMUahURFACgDgADtV1QP8AIp2BQA0L7UKo3Z79KXilH0oAX+dNp1FADcZpVopaAFGcUtIKDQAUUUUAJmjNNWloAWkpaSgA69KbTqSgA3Um40v0pKAFz0o3H1pKWgBfxFcz8Q2/4pt4y7RpPcW9u5jdkYo8yIwDKcjIYjj1rpsVjeLPDy+J9FlsPtEloxeOWOaLBZHjdXU4IIPzKOCOaAH6ZoOnafYx2trZwQW6LhYo0CqPwFc74e0+00P4havY2EUdrBPZQXTQQrtTzDJKrPtHG4gLk99opsd5400+EW7aZpmpzLkfaku3t1b0JQxuV+m5ulW/CPhXUbTXNR1/WbuOfU72GK3EFspENvGhdgq5OWOZGy3GcDgYoA6/n1peaSigBfoaOfWikoAd+NFHTmkoABS0lFAC5oNFIeuaAF5ooFFAEe7FL/Km8etOxQAetHFJ9aKAFzSZFIaTH+c0AO/Gk3Clpu33/WgBaWm8t/8ArpV7UAP4pG5pRQaAGKoDU8YoC0UAFFFBwoyelABRgUA7uQcg+9FACnFFJ+NBoAKXtTaUUAKfrRmkpaADPFFFFAEeCKd2ozikoAKQ0M2BTA49c0ALzQrGlzmigBcmlA9aQNzTqAE9KKdxR+lADRmnLRQDigBaSlzSigBKMUtLQA3FFLRQAnak7078aSgBtOopKAFooFLmgA/KiiigCPdRRRQAxlLKQDio/KCriiigBI2PIPSpc/nRRQAvvS80UUAKppwoooAX+VJRRQAnSlU0UUALmlzRRQAlLmiigBKQmiigBM0bqKKAF3UZz3oooAOnFFFFAH//2Q==) | ASR 5M74D D05399 0718 Anden genstand af jern
Jerngenstand i U - form ombøjet stk. jern med rektangulært tværsnit. Enderne er fladt udhamret og delvis afbrudt. St. mål : 2,3 x 2,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05449a 0718 Anden genstand af jern
4 forrustede jernfragmenter, her af 3 stk. gennemrustede uden jernkerne. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03983 0718 Anden genstand af jern
8 fragmenterede, korroderede fragmenter af jerngenstande - heraf ihvertfald en del fra nagler og/eller søm. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05491 0718 Anden genstand af jern
1 jerndorn af tilspidset, rektangulær tværsnitsform med svagt fortykket hoved. L : 5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04020 0718 Anden genstand af jern
3 forrustede jernstumper af flad uregelmæssig form. Længde 3,4 - 3,6 - 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04040 0718 Anden genstand af jern
1 forrustet jernstump af flad, aflang form. Længde 4,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04055 0718 Anden genstand af jern
2 forrustede jernklumper (sømhoveder, ?) |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05697 0718 Anden genstand af jern
1 trådformet jernstump vredet i uregelmæssig tovsnoet form. Længde: knap 5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05739 0718 Anden genstand af jern
1 jernplade af størrelse som en lille mønt, ca. 10-12 mm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05838 0718 Anden genstand af jern
6 fragmenter af jerngenstande |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05897 0718 Anden genstand af jern
1 flad jerngenstand, et beslag ?. |
![](data:image/jpeg;base64,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) | ASR 5M74D D05976 0718 Anden genstand af jern
1 stærkt forrustet, aflang, flad jerngenstand aftagende i tykkelse med den ene ende. L : 14,25 cm. Br : 2 cm. Tykkelse : 0,6 - 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05979 0718 Anden genstand af jern
1 forrustet, aflang jerngenstand med stor bredde i den ene ende. L : 3,8 cm. St. br : 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05993 0718 Anden genstand af jern
1 fragment af aflang flad jerngenstand. L : 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06015 0718 Anden genstand af jern
1 flad, korroderet jerngenstand. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06145 0718 Anden genstand af jern
1 flad, nærmest trekantet jerngenstand. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04082 0718 Anden genstand af jern
1 korroderet fragment af jernbeslag. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04084 0718 Anden genstand af jern
1 ca. 7 cm langt korroderet stykke jern. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04393 0718 Anden genstand af jern
5 brede, flade og delvis bøjede, korroderede jernstykker, heraf 1 fladt, let forbøjet på midten bredt udhamret stykke jern. L : 5,7 cm. Br : 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04423 0718 Anden genstand af jern
2 flade forrustede ubestemmelige jernstumper ca. 3 x 1,7 cm og 2,4 x 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04425 0718 Anden genstand af jern
1 rørformet forrustet jerngenstand. Diameter ca. 2,4 cm. Højde ca. 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04445 0718 Anden genstand af jern
1 korroderet jernring. Diameter: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04521 0718 Anden genstand af jern
2 forrustede ubestemmelige jernstumper, den ene fragmenteret. Længde henholdsvis: 3,4 og 4,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04616 0718 Anden genstand af jern
1 aflang forrustet jerngenstand. L : 5,5 cm. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04657 0718 Anden genstand af jern
1 tynd, flad aflang forrustet stump jern. L : 3,1 cm. Br : 0,75 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04697 0718 Anden genstand af jern
1 forrustet jerngenstand af aflang ubestemmelig form. Længde 5,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04698 0718 Anden genstand af jern
1 forrustet jernstykke af ubestemmelig form. Længde 7,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04715 0718 Anden genstand af jern
1 forrustet jernklump af valnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04718 0718 Anden genstand af jern
1 forrustet jernstump af bred, flad form. Længde 3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02577 0718 Anden genstand af jern
Flad jernring af uregelmæssig, cirkulær form brudt i tre stykker. Ringens diam. godt 9 cm. Selve ringkransens bredde varierer i nuværende og konserveret dito tilstand fra 1,1 - 1,5 cm. Tykkelse : 0,7 - 0,9 cm. Funddybde ca. 2, 85 m. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02686 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ASR 6M73 D02942 0718 Anden genstand af jern
1 forrustet jernklump af hasselnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D02945 0718 Anden genstand af jern
1 forrustet jernklump eller rustsammenkitning af uregelmæssig form og barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03018 0718 Anden genstand af jern
2 forrustede jernstumper. L : 5 cm. Br : 1,5 - 3,3 cm. ( Sømfragmenter ? ). |
![](data:image/jpeg;base64,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) | ASR 6M73 D03019 0718 Anden genstand af jern
1 flad aflang jernstump, lige afskåret i begge ender, hvoraf den ene er fladt udhamret. L : 5, 15 cm. St. br: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03092 0718 Anden genstand af jern
Otte uformelige, stærkt forrustede jernstykker og jernklumper, hvoriblandt enkelte søm kan skelnes. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07233 0718 Anden genstand af jern
2 stangformede forrustede stumper jern. L : ca. 4,8 og 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07235 0718 Anden genstand af jern
4 forrustede ubestemmelige jernklumper. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07273 0718 Anden genstand af jern
1 krogformet forrustet jerngenstand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07274 0718 Anden genstand af jern
1 stump af stangformet forrustet jerngenstand. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07315 0718 Anden genstand af jern
4 ubestemmelige forrustede, fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07319 0718 Anden genstand af jern
1 forrustet jernstykke af tresidig form. St. L . og br. ca. 2,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07351 0718 Anden genstand af jern
Seks jernstumper, de fleste af flad form. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07381 0718 Anden genstand af jern
3 ubestemmelige forrustede jernfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07382 0718 Anden genstand af jern
1 ubetemmelig forrustet flad jerngenstand, hvoraf der foreligger to fragmenter. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07406 0718 Anden genstand af jern
4 forrustede ubestemmelige jernstumper af aflang flad form. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07407 0718 Anden genstand af jern
1 ubestemmelig forrustet jernklump. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07408 0718 Anden genstand af jern
1 ubestemmelig forrustet jernklump. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07429 0718 Anden genstand af jern
Jernfragment |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07431 0718 Anden genstand af jern
3 ubestemmelige forrustede jernklumper. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07636a 0718 Anden genstand af jern
Tre jernfragmenter |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07802 0718 Anden genstand af jern
1 tyndt stykke let bøjet jern af omtrent kvadratisk tværsnitsform, brudt i to stykker. L : 4,5 cm og 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08199 0718 Anden genstand af jern
1 sekundært forbøjet stykke jern af flad aflang, let tilspidset form. L : 7,2 cm. St. br : 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08200 0718 Anden genstand af jern
1 fragmenteret stykke jern af aflang, flad let tilspidset form. L : 6,5 cm. St br : 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08201 0718 Anden genstand af jern
1 forrustet itubrudt stykke jern af aflang ubestemmelig form. L : 4,2 cm. St.br : 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08202 0718 Anden genstand af jern
1 aflangt stykke jern vinkelformigt ombøjet i den ene ende L : ca. 9 cm. St. br : ca. 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08228 0718 Anden genstand af jern
1 aflangt, fladt stykke jern af afsmalnende form i den ene ende. L : ca. 6,9 cm. St. br : ca. 1,0 cm. |
![](data:image/jpeg;base64,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) | ASR 4M75 D08229 0718 Anden genstand af jern
1 fladt stykke jern som er bøjet i krum, nærmest U-lignende form i fladt plan. Den ene ende ender i to grene. St.mål : 6 x 7,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08387 0718 Anden genstand af jern
1 lille jerngenstand, aflang med fladt tværsnit, bøjning i den ene ende. Længde : 5,1 cm. Bredde : 1,1 cm. Tyk : 0,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08507 0718 Anden genstand af jern
1 ubetydelig stump forrustet jern. Længde : 2,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08549 0718 Anden genstand af jern
1 stangformet jernfragment overbrudt i begge ender. Længde ca. 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08550 0718 Anden genstand af jern
1 fladt jernfragment bøjet i let krummet form. Diagonalmål : ca. 4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08551 0718 Anden genstand af jern
1 stangformet jerngenstand ombøjet i U-form. Længde ca. 5 cm. Br : ca. 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08552 0718 Anden genstand af jern
1 fragment af tynd, flad jerngenstand. Længde ca. 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08553 0718 Anden genstand af jern
1 jerngenstand af aflang form. Længde ca. 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08554 0718 Anden genstand af jern
1 jerngenstand af bred, flad ( ? ) form. Længde ca. 6 cm. Bredde ca. 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08555 0718 Anden genstand af jern
1 fragment af tynd, flad, overbrudt jerngenstand. Længde ca. 3,5 cm. Bredde : 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08556 0718 Anden genstand af jern
21 forbøjede, fragmenterede jernsøm |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08604 0718 Anden genstand af jern
Flad, aflang jerngenstand med antydning af bøjning i ene ende. Bredde : 1,4 cm. Længde : 6,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08605 0718 Anden genstand af jern
Aflang jerngenstand med rundt tværsnit. Længde : 3,2 cm. Diam : 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08606 0718 Anden genstand af jern
Tre ubestemmelige jernklumper. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08626 0718 Anden genstand af jern
1 aflang bøjet jerngenstand tilspidset i ene ende. L : 6,0 cm. Tyk : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08652 0718 Anden genstand af jern
Aflangt fladt stykke jern med svag runding i ene ende og lige afskåret i den anden. Længde : 3,1 cm. St. br : 2,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08653 0718 Anden genstand af jern
Lille rund, flad jerngenstand. Diam : 3,0 cm. Tyk : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09336 0718 Anden genstand af jern
1 forrustet fragmenteret jerngenstand af form som en stor krampe. Længde : 5,0 cm. Bredde : 3,5 cm. Tykkelse : 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09345 0718 Anden genstand af jern
1 forrustet jerngenstand - et trefliget beslag ?. Længde : 4,1 cm. Bredde : 2,8 cm. Tykkelse : 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09346 0718 Anden genstand af jern
10 forrustede jernfragmenter - heriblandt nogle søm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09365 0718 Anden genstand af jern
1 aflang, krummet, forrustet jerngenstand med øjensynligt firsidet tværsnit. En sømklinge ?. Længde : 7,7 cm. Tykkelse : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09936 0718 Anden genstand af jern
1 krumbøjet, stangformet jernfragment. ( Søm ) . Længde : 6,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10697 0718 Anden genstand af jern
Sammennittet øsken af jern. St.mål : 3,3 x 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10705 0718 Anden genstand af jern
1 forrustet, fragmenteret jernkrog ?. St. mål : 3,0 x 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10707 0718 Anden genstand af jern
1 forrustet, fragmenteret aflangt, stangformet stykke jern med firsidet tværsnit. Nål ? Sømstilk ?. Længde : 2,7 cm. Bredde : 0,6 cm. Tykkelse : 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10979 0718 Anden genstand af jern
1 forrustet krumpformet stykke jern, måske af vinkelform. St. mål: 3,9 x 3,7 x 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10996 0718 Anden genstand af jern
1 forrustet stykke pladejern - stykke af leblad eller krumkniv ? L. 5,8 cm. Br: 3,7 cm. Tyk: 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11167 0718 Anden genstand af jern
1 forrustet jerngenstand af trind stangform med en klumpformet fortykkelse i den ene ende. L: 10,5 cm. St. tyk: 5,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11344 0718 Anden genstand af jern
1 aflang, forrustet jerngenstand. L: 14,5 cm. I rustlaget sidder indkapslet to udspaltede fragmenter af stangformet hvæssesten af grålig skifer. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11379 0718 Anden genstand af jern
1 ringformet forrustet jerngenstand, 6,5 - 7,0 cm. i diam. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11943 0718 Anden genstand af jern
7 forrustede jernklumper fra hasselnøds- til hønseægsstørrelse. Ringe fra ringbrynje? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12180 0718 Anden genstand af jern
1 fragmenteret oval jernring (?) af flad tværsnitsform. St. mål: ca. 4,7 x 6,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12294 0718 Anden genstand af jern
1 flad forrustet jerngenstand af krum eller vinkelbøjet form. 4,6 x 5,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12394 0718 Anden genstand af jern
1 forrustet jernsøm. L: 4,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12504 0718 Anden genstand af jern
1 nål(?) af jern, forrustet. St. L: 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 1000 x018 0700 Jern
Jern
Plader m.m. |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Beslag eller del af overfald?
Fra skrin
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragment
Med nittehoved
Fra skrin
konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelformet beslag, komplet
Fra skrin. Fra bagkanten af skrinlåget
Konserveret. |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Småstumper
Nok fra søm/sømstilke/stave
Fra skrinet
Konserverede |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Overfald
Fra skrin
Komplet
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0716 Nøgle eller lås af jern
Låsetøj
Næsten komplet
Fra skrin
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragmenteret
Fra skrin
Med komplet nitte
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, komplet
Fra skrin
Med næsten komplet nitte og yderligere nittehoved
|
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Nitte
Fra skrin?
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, komplet
Fra skrin
Med to nittehoveder, det ene med lille stump ag staven
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragment
Med et nittehoved
Fra skrin
Konserveret
|
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragment
Med et nittehoved
Fra skrin
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, komplet
Med to nittehoveder
Fra skrin
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragment
Fra bagkanten af skrinlåget
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Vinkelbeslag, fragmenter
Med nittehoveder
Nok fra skrinet
Med spor efter træ
Konserveret |
![](data:image/jpeg;base64,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) | ASR 1000 x057 0718 Anden genstand af jern
Nitte?
Fra skrin?
Med træspor
Konserveret |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwvHh2+B/ER6f8AEuuP/RTVu1z3xEYr4A8TFRkjTLkj/v01A1ufgp4Rkgt/HBWV7ZYtkmTdX8llHnHXzE5B9qwPiFq015rl5aJetc24mxFHHfSXUKDA+478tk55x2ro/hp9q/4T7FodRE3lSDOmSQpMOOeZflx61V+I3w+8Sw65qHiC8sroae0qt9pvJoGlOcAbhG2M/QYq0SeeMpuZGP8ADuOc9hUAYbt5bAJ2lcdR0/lXrXxC+Etn4L8C2Gro+rzTTx2bi9ksAunXRuLcyssM27loyChGOSG+6VwfHskMy55Jqhn7Af8ABIOMw/s2+J0PVfF90D/4B2VFS/8ABIpCv7NOvsT8zeKrgsPT/Q7Mf0z+NFZsD7eooopAFJS0UAFFFFABRRRQAUUUUAFFJnFeFfF79sTwL8LLltNhnPiTXTlFs9NkVo0kyRsklztQ5ByOSO4oGe7UV+aXi39vT4nalqk9xpN/YaLZ8FLSGzjmVR6FpAzE+p49gKgh/wCCiPxRhhYvHo0xXHzNZn9cOOtAH6aUV8DeDf8Ago54kmtJo9X8KadqN1HyZLWWS2VB1IIIfPBHPH49a+yfhV8TNP8Aix4Pt9d0+KS23MYp7Wb70EoALIT0PBBBHYjocgAjsKKKKACuc+JH/JPPFH/YLuv/AEU1dHXNfExtvw38Vn00m7/9EtQNbn4J+BYUuPGrhoo5l2SHbLpZ1BeveEc/j2rnPGjLD4u1URoi/vSiJFaG0UE46QnlO/FdV8Pp47LxqWlntoEMUg3XV/NZJ1H/AC0i+bPt0NZ3xX0OLS9Qk1BNW0u9kv5WYW9jfSXTwjA5Z3AJyOASSeDVoRjax8Qr7UPBtv4aW2sLbTreZJ2e2tVjlnkRWVXkcctgO/8A31XLRwhp97fcVd5/oPxNR+Z5akdWb17D/IqSTK2sYJ+eU7jz2HA/9m/SmB+vn/BId/M/Zs8SP13eLbk/+Sdnmiov+CP/APybR4kHp4tuf/SOyoqGB9zUUUUgCiiigAooooAKKKKACs3xD4gsPCuiXur6pcrZ6fZxGaed+iqPYdT6AcknFaDNivzd/bb/AGpk+ImoS+CvC903/CP6c++7uFyv2yZSen/TNe394nPZTQNGR+0d+2d4g+J2qS6V4emvPDnhhFKvbpMBJeqCTvkZQGUbesYYjjnNfNkmrTT2aSxuhKSH5ehPcN7HiszUr0TQ2rI7tdljukfbg9lGT9efU5+tUJneKWCODm6QjdGrblLdsHPp9MEmgDeW4SS3utqlWQDOCcbiQB/PP4e9TtZq9sh2Nukj81cE9CcVz1tfHCblkZ53M0ig88ABf1P8q1zqizNb2ttDJKV3EbeQ68kknOMjHp9PWgRU03VLqx1aOONpIGlk2Dyzg9gCM9+K/QH/AIJ8eKprrxL4p0o3MkkUlslw0W8snmIVTcuT1IY5Pf8ACvz+t7iS6vF8wYliZtiuCefr+GB9K+6P+CdNxpcPjPxBETFHqEtj+5AY/OgaPdjPcYHHsaAPviiiigArl/iln/hWfi7Bwf7Iu+v/AFxeuork/i4234U+Mz1xot6f/ID0DW5+FvwrkuG8fStbC8kdYZD/AKC9urnBH/PcFMfrzXDfEySaXx3rJm84SC4YN9oMZcdufLGzP+7xXX/DW3huvGEsc1st2qxO7K+mPqA+8vPlIyn/AIFniqXxG8OeHbaa7u7XXN2pNcYk0tdIktFizjIG5ztA9DVk9Ty9cli2M1au1KTFTzsAX8QOf1zXsfxQ+FXhXwp4N8J6xYX+oQajq1nZypYXVugS4DRkzzq4kJCq+1RlQCSwBOxseNTMbi4dycFjk8etMZ+vH/BH8Y/Zp8S/9jdc/wDpHZUVL/wSHjEf7NfiNc5/4qy5/D/Q7Oioe4H3BRRRSAKKKKACiis7VvEWl6Dbzz6lqNrYRQRGeV7iZYwkYwCxyeByOfcUAaNch8Rvi34R+E+lf2h4r1y20m3J2qr7nkc8/djUFm6HoOK+Jvj9+354rHijUdL+HCWcOhRL5UOrTRZlnbHMihxgLnoNucDPfA+KfF2va94r8QT6r4hv7jUNSuZDI7Sgs27tlskn6egFIqy6n1D+0h+294j+J19e6P4UebQ/B6Hy9yhluL8HIzIeNqEfwKf97PQfL817BNMkqzKxlXJhkDFtwboPXI9eOT6VlalJNGFLyyNJMw/eKQvIJHGMeoptrbTf2gbUpD5jHcZ2cfKoG4nI745x19j0pibNZoL3bJ9mj8+y2uzYYDbjGRj2J+vQ1gQ6fLbu0j7Yxs8352yNvbHviuisb2W108WUpJgW4FwI9h3PtVgDz6nOcenNZC6tFdecNqP/ABAeWvDBh2z0I46UCJbWBYbmG8nj4ADBR8g2kdQxPOA3vyO4GTQttUlsZ5DaJDA6O26SMgjABXv65PX/AOvUVxa3kkTXDSRy2hbDFQEDEADaRkH0zjufeqU6xiYxLHzANrLnI37umM+/6HrQB6BoPneINEubmCFzcRjd50h6Jhst05GVP/fNeyfs2/EyD4UfFrRL52H2WMiG43Yy0UnyM+cH+Ft3/ATXkceuQ6PpqRQnatwA6s55+YZw+OgJPTPqe9aeh2stvfaXqVwqF/K82XbENsR2lSOfvcc47nj6DEftjHIsiK6MGRhkMpyCPWnV84fsZ/HKP4h+D38MX9ys2s6EixRTAn/SrbaNjjPPy5Cn/gJ719H0DCuQ+MDFfhL42YDJGiXpAxn/AJYPXX1yPxfk8v4TeNXABK6JenDdD+4frQNbn4O/DSa3j8WXL3tzBbQmBhvuL+WyUEsOPMjUtnjpjBrlPHF0kniTVPKkSSKS4Yq8U7TqQCeRIwDMOepGTXe/DNp4vGc4sXvoZJYJG/4l8tvG+Ay8Zn+Uj268j3rmfix/ZB1yUWR1R9V82QX51EwEb+PumL5Tzuz26YqiTm5tSu9Tjjnu7qadLWAW0PnyF9i8hY1z0ABYgDgVlLjzC7dFAOPU+lXb4i1jWzUk7Duk/wB8jn8ulUWXawHp1+tUM/Xz/gkKxb9m3xMx5J8XXJP/AIB2VFH/AASFz/wzX4jOMD/hLbnH0+x2dFQwPuKiiikAUUUlAHyz+2D+1JrnwJ8ReHtP8Otp0skkD3l9BfRFtybtsa5DAjO1+nPAr88/iJ8YLv4s+PNY8T60h+36gy/uYY2MUYCKoRAc8YUdSTx1r2z/AIKAST6t+0bdWS/MILS1AbdgRp5QYjrndljge4r550sRR6nb3ElnNLBDjfCHChsE8EnPH68fjSHcivmls7eeWaVLdYztjt5I9u5sjdyMnjI44zzVJdUkmdkj++hypkXJfBDEnJ4HA796LyT7TrQVURrPzDshkkLtnPXJ/IfU10Gtra3muzTmaFbWSNh5yA7FfaGKBep5IXIznriqJMKCCHVtPk+VWktk83OeOWIG7HckAde9UbOzkkWVS7DlJDGp6gqSpPPbI/PvW34etjqV49udttD5YiuW6EBVbgH1wD7njFMktWjt4lj2osoBxGM8qSpJzye56/xdqAM2Y3UkF5OQskUTfaXilXhTnAOTyeX9e5rA0yxW4guJgsm0EsWGeBkjgiukuL6e/uJYNjTGa3CGPAwyIFIweufl/X0rnIy13frGGmi85DI29AgxtyzDPAzz37ikMZeW9mzoYgzR9BvxvOADjHHVicH+ZHNS8kvLgOk8MVmkjhmC4yrDj0+UZDccYya07nRp7qzhuw0dskxKs0zASLsC5HI69TnpjjPBxRiuZZnjiFzAzIQFRl3dOAenPBPX0qhGx4Z1BdX02bT5pisqDd50rZAUYAA+h6ZruNL1i4k0OG3kIuLlJTE6q5KMjMDuJ7EEEYI55PWvOtLhi0+/un271SQgljs3RnIIHoTx7jOa1LyFdAukvbWZJY2yoYrvVgcjAGOWGDnjgjP1QHt/wf8Ajjf/AAL8RadqNhpsV1HayZnYsR58bLiSINjAXJyvXnBPIxX6Y/BX9oLwn8ctIFzodw9vqCIHn0u7GyeIH+IDoy9PmXPUZweK/F0akl0olUyCPcyyMSWBLEtyfUjjGe1d/wDCnxx4g+H/AIktvFuiXDW1zp7DbwGVvkIKlT1BUYP+PRDP2vri/jU234N+PD6aDf8A/pO9cV+z7+05oPxu0u3t5DHpXiYxGR9PZjtmUdXhY/eHqvUYOeBmuz+N7+X8GPHrdMaDff8ApO9Ia3Pww+HFv9u8Y3cBt4rs+U5Am0l9SUYZcnyl5HJ+926d643xIBb+LtWLxoBDdv8Au0tTbLwxOBEeU6fdPTpXR/DVoG8UTGeSyjX7O2032oy2KZLr0kj5Lex46+lUvG+uaFf3N3ZWGgW9pdx3B36pDqU1ysuCQxG8/MD6/T1qyThnEqt5zhgWYkMe59c0kflpl5e/Rc9TXvP7QXiqPWvCelLp/ia3vNDkSxePSRepctFMlqVlaCILusogx2GJmyxAb5gox8+yMZpQTwnX6cVQI/YP/gkNI8n7NfiRnxn/AIS25xjsPsdnRUX/AAR/Yt+zX4nJGP8Air7rj/tysqKh7jPuaiiikAUjUtI1AH5F/tQeKLfxh8ffGGtwSxy2nn/Z4Ty+9Y1ESt/ukpkYryKBZn8y2kllt4vMAZU+UM3I5PYdevrXfePNFvdA+JXinRb7D6pFfz2/7vAUt5rfdA7HnHpmuL8ZW6aTfwtuEc7Bgyk7cAcqfcEGhA9zPcDT9SWeaz/egb1Q4PXhWUEc9ffp9aW+vortiY0ZHyJpvOTa25c5UL17evb8Ksaj4giumS8aHi3g8tNv8ZD5UZ9QCOcDJrF05r66u2J8qJJpdqxknIyemccnBxg+opiLFtI90strcxrHb2zvcYyDtLbV3Njrg49uPet6azlnmihtEDNLCHAVMhcIcx4zyB/XPrXPMlzpsXnSNlJ3PmMTyQHIH155z6jvVpvEEwt4lkfCRj5TGMEkqCQ3fAwB+B9aYjJkvRpt9eSmaNr2FZIwinI5BXgjg4z+I/XH1DUGmhtnSTyPKARAoIYjAOc4xwcfn6VBrFuiyHMrEEkkqOh69M+tXNN8NyfYftou7eZFkJSMnaSo4L9AQM9B9fSkMr6ffW86iK582aFskFCSUOOCM9OcZ7YpraWbUeaPng3NGsytgsB1AU8ng1Nd6e8N6YLgPu27htVQqDnrnOccHrk5x71H9qgjkhe5RvLDB2SHKq67j06Yzj6UAQ3k01wqQAPLHbgqsgjO4bskBj+H5Zq9o+jz3k8dnbb5p5B0VSQrYO7AHoB+QNM1C8t5Jkc6YUHDMFkz8uxQPXHQnr3rXttQjk0dPma1dI2KRQxhJHbbhDuABxwM4Jzt96YiW8sRJp896n7yC3McKRhQC+QSHUY5+6fpxnrW3pupizVfs/z275jmaY8EH7wweuM9evSqtrbXN14XS7kIZDL5bFmOV2RhdoHY4OO3A/LZ8J6bHea4baWWM2yoQski5SLadykj9OeRk+lAHf8Awlj17xJ488OW+k3ElhfTX8MNvcRggKxYAMMc8feJ9B7k1+oH7QUjQfAT4isDl18OagcnAyfsz18h/sVeE7bWPisk0jApo9tPdoqABGfeI1PB64kB6cbRX11+0Rj/AIUH8RgRkHw9fjGcf8u71HQuO5+HXwVmvI/GV4bH+0hctauB/ZdxBBIF3LksZgVK9OOtcV8RHkTxhrHmtcGT7XIXa5dGlYljy5T5Sf8Ad49K7H4Rxq3iy+eaMTO1q/DaINVCgsoJMWRjjjd7471zPxO199d1iW3+wafaJYzSQo1lpq2LyDdgGRFGQfl6H7vIqyepxckodsMGx2APSnYCwruzlv4e9BJVt2MnvijAcs/OxeB70xn6+/8ABH1i37NPiYn/AKG+6/8ASKyoo/4I+tu/Zp8Ten/CXXOAP+vKyoqWB9z0UUUgCkpaKAPjj9t79l2bxVaXHxE8Ixbdcs4s6hYQpzdxjrMuOkijk+oXOQRz+fetXq6rci5a2lW4CBXcx9CuAApJxz9TX7lV5hpX7Nfw50XxpceJ7bwzanUZW3rHMPMt4JM5MkUTZVGz3A47YyaAPjL4B/sFv8QtAtPE/jbUb7RbO8QPb6VYxCG5ZcECR3bdtyeQAuSMHIzXinxu+E2hfCv423fhrw34iudV060iWWeW8KPJaOwJeLcgAdgoznAxnHUV9o/tvftTXPwjsYvCPhS6jg8V6hD5s15wzWMJOAVHTzG5wT90c45BH566eZbyWSZicSSLGXZjudmOSCxycZwT1znr3p+hTskcz4gvJLqWZI8R2+QuzgBgvA7ehA/Amsg2bhlUKzqwGBnnJHH48mun8T2qWN9LGUG3Ysm5uTyM4P8AkdKwfEl+NL0hLgussk6qUA54xx+XT8qCDP1bywi+S+TxuULxk+9MtIZ7qZE81ZVVN+3du2DcAcjt61x03iK4kYOCdufl3c/p2rufDOtWktikQWSO83b9zEBOnXIXIHHQ+tAzWurK4uLa3hS2SVYhtZo1+bucg45I3Hk84xjpVGXw/qdlI6PD5Duj7kdsnAzlcjvgZr1zwHayrpiX8qRlioaPYhJw24Lgk4HKsfwPXpWPpvhFLLxhbrq8bTWkd1Kt40aFmSFWxlgMlQQrHnjGO3JZJ5rHpN/M4i+ykHYW6/w9PbjOB+Nadjp76paypqEklrHZJtVmTcUAIwucHaCc49+O9dfD4djtbm5DTSRhRm3O3DZIJXIzwCAN3cfWqs2j6jCuJIY0TaIWWR3VpjgyB+nBAfjsdlIDkNJuPsVxd2aGV4JN+2NjuB54OPoDyPb8O88G6qlrqlpYzpJcQXWzf5OfvDk8d8jI59T3rhLyzZZFc7YpHI2BvlLDJyRjr9Petn4e6jcQ+JoJT5kqRklhEucAgg8H2J785HIpgfb/AOxFqjeG/jZe6YbSORNasHC3IJypj+c47ckdPcH2r6z/AGlJDF+z18SnXIYeHb/GP+vd68e/YS8C6V/wiuqeOBbyJql/dSWiJNgi2iXbuVMAD5m5Jx2Hvn2P9pEBv2fviOpON3h++APuYHxUlx3R+GHwwurW28SX5u5dPiDQMc6jfXNom4spwHg+bPXg8de4FcX4hkH/AAk2qGIxPFLcyYaGV5YyCxxtd/mYejNye9d18GWuofFl/wDZLm+gkNs2WsL22tXI3rwWuPlI9hz+tYPxB8feItZ1C80jUNSub20t7xvLhnaN2UqzKMsg2scE8rwe1WSJ4k+E+u+FfDdpr18NPl0i4m8hLix1S1uwJNm/YwhkYqQpBwQOo9a4mSQS7gp2gDAX0/8Ar1638YPiR4d8baPaW2kQ6jb+Q3mR2dxsitNOj2qBbW6IxDjOWMrBWYgEgnJPj0altxA4wf5GgF5n7Bf8Eef+TZ/Ew/6m+6/9IrKik/4I7/8AJs/ib/sb7r/0isqKljPuqiiikAUUUUAFNanUUAfk/wDttahbeIP2lPFMlu9wI7eOC0lZl27WSNUfbntlTz7V4et1drpwhmVZIlZtk8afOSem4nA/L8K/Qr9s39k/W/iJ4hj8b+DLa3ub5bXy9S04MUmuSmdkkfZm2kqRkE4GMnivij4gfD/X/A01s3iDwnqWgI0fl+ffWhjWT3DEDJx1+goA8f8AGGtT3Wps8s27zpVWT5ccZAOQOnr/AJxWN4ghk17VYrZJXaC3TaGjjJzxnoPw59q6bxFpgv7pZIR5hYblZDuHvnGec+9chG1xb6gzsrFd+SeAQf8ACgDd0fwLbW5hmmiuoY2IeKRfvcHlhxjPTrXVx+GbDwvq2iX8bPfNLJ+9ju412ggqdpGPQjt34JrldL1m8ljaJwjWy8b26qR79h046c1rx+NLfUb2xW/nke2sVwzW65ZiOQB2HQDPbHQ9KAPp/wAI6Dp1xeT2xlSW5hmYJDLxHJG+W2AjGR8vYgjmuU8aXRsdUh1d0j8mS1aBJbYlNrcld6nPB3OvJ5I56E1mfCvWZY7SOZpvNVlBJVsjcxXaBwSMd/fp0rrPFUmmeKNIGn6lExWO48ny3CqxAGS8Z9RlTkdckc9KCTgl0uOTSbKQyNJJMFQCVsswERATOMcnC/gPesnXPEFvN9phgvDcZRZUDBiUlH3gCOoOWGCOMgD1rb8T+DYfDWnpc2MqypG4EscrgkLkbQrH5sjtn068YHnSaPBDLMGeSd5GyMsSBk5x/PnFAzR1/VrS7hsbRrD5Yh85wu/GFHJ4wMgnHOMCovDqyaLq0c9hPvmVgi7GB3Nnd+IGB164qv8A2bNbSrAZFMjNnOeeSSev/wBapNRt00zRftxkWUyfuzGAcjdwxx1IIH6mgZ+nH7AfiWLV/g/fafmQXFhqLs6S9Qsiqy+3UOOPSvTf2nJPL/Z3+I7f9QG8/wDRTV4z/wAE6dHFj8L9avYoFjtby8j2SZLF2WMBgGPJAyPoS1et/tYNs/Zq+JZH/QBux/5DNDGtz8Q/g/Yy3nie/Edl9s2wH5DoR1bb8w58sH5f978O9cf4+8N6r4b125bUNMutNS6mlkga4sXsxIu88pGw+Ucj5RnGcV0/w1Ni3iC9e9l0qKPymC/2re3Vqmdw+60HzE+x4rh/FF815rN6DMZoY5pFi8uZ5Ywu442M/wAxXHQnkjGeaokylydvPXg1PHGqxS/NkhgP0NQ27B2Kgds5NWEj3Ws5H95f1DVSGfrx/wAEe1C/s0eJgG3f8Vfdf+kVlRR/wR6Xb+zR4n/7G+6/9IrKioYH3TRRRSAKKKKACiiigAqhreg6b4l02bTtX0+11TT5hiS1vIVlifByMqwIPNX6KAPl3xl/wTz+G3iC+lu9GuNU8KvIS/2exmWSBW67grgsOewbA7AV8ufGT/gn58QfB++70KOLxlpmSzHT12Xa85y0R65HZCxr9RaKAPwX8RfCHxP4bklOp+HNW09DyTdWUkWBnr8wFUNJ0JLrMdw62oEZCNgDLdgf8a/fVlWRSrAMpGCCMg1zupfDXwjrEDw33hbRbyF+WSfT4nB/ArQB+Jng3WZfC9y8cjK8UgAfaQXUbhnAP0//AFZr1fRb3Tdc0O2SRYLa+hdvLZsHLYbgHAYduOe1foj4s/Yv+EXi0s8nhSHTJ2Xb5umSNBxnP3AdnX1WvL9e/wCCbPg6e1RNB8V67pEkbiRDcbLlFPGcKAnXA79qBHyN4wvHutGvLiaCNvLMOJoyuRlACDyO+T74rzVkRo5iHG7cO/PHB+lfeGtf8E27W804JZfEG+iu8lnM+no8Ltx/AHG3nnqetfP/AMTv2M/il8Mt9xFpi+L9NDFhcaLvkdQozloiu5c+2Rx1oGeEwysZgVCusjfLyMDvyT2q1qVvc6lDaCMC5Lb1+8vlIGLDcQrBt2cHGOw65qFI7ncy3EctsMhRGwb5eeRyPavsv9jr9mSy8aMnjDxBbTjRbS4V7KymHyXky/fZgesYbHHQkEdAQQD61/Z48J/8IP8ABHwXo5iEMsOmxSSqFKnzJB5j5B77mOfesf8Aa3Yr+zN8SyOP+JHc/wDoFeuV4/8Atff8mxfEoeuizj9KGNbn4rfBe6vrXXtQNhdanbM0GWOk63b6Y+CwzuacEMOBwOe9cX8QPA+t6DdXGq6ksP2e7um2SHVLa7mYsWbL+U5JOActgDP1rrfg5Z3F5rWqLbWlxdBYFLCDwtDrp+9xmOQjy/8AeHXpXmGv7k1zUBIrIVuJAUaAQMDuPHljhP8AdHTpVEmn4o8LS+DbrSVlnWb7dp9vqI2qRsWVNwXnqQKzPO2iZd2Qy8fgcj9M1peM/iBqfji20SC/iso49HsY7C3NtbJHI0aAAGSQDdI3H8ROOwA4rBj3TAL26BvfqBTGfsJ/wR9YP+zT4mI/6G65/wDSKyopn/BHn/k2fxPxjHi+6H/klZUVIH3VRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIpraG4QpLEkin+F1BFPRFjUKqhVHAVRgCnUUAFeO/thf8AJsPxIz0OkSjgZ9K9irxb9s6Qx/stfEhh1/spgP8AvpaBrc/E/wCGkmlQ6hqEmotoaRGILH/b0uoxKTu52mzOc9Pv8elcZ460W00nVC1lrOl6zHcFpT/Zf2gpBlj8h8+NG/nx1Oa9F+Cuq3VnqWrG3vL+ydokDNY+KbTQi3zHG5rhWEn0Xp1715NrUzTavfFmZ3Mzks8qyNnceTIMBj/tDg9aokzB8wIoy67SDjnI+uacfmzn/vodKYcqq4pjP2O/4JAsjfs3eKWT7reL7kj8bKyNFRf8EdST+zL4mz/0N9z/AOkVlRUgex/tbftcRfstTeEFl0BdbTXvthLNdmDyfI8np8jbs+d7Yx78fPrf8FabdI2f/hXhIG3C/wBrYJyuT/yy7Hirn/BVa60a3Pw8GswiVX0/WhasQflm36ft5HTI3DNfC/i288FaD4o1yxvLNYjDd3QVFRiFja0xCBg9piD+ppBc+2l/4K5af9lLn4fZlU4Ma6vx+fk/Snxf8FdNKIQyfDybHVzHqwO0Z68wjNfCXhO68E+INe0TSxaJPNdXOiwFHVxub7t4M5/iLL9e1Yl7rHg6DRLm0+zquorpU0edjk/a/twKEHpxb8Z6ckHmgL+R+grf8FetH52fDm6Ydi2rKP8A2iaF/wCCvmjsefhxcKOMn+2F/wDjFfCmmDwR4m8QT2elWiyZm1udU2yKPsyWG+1PJ7SJI2OvHPGKzrXVPh7HeactzDuQXeii4G2UDyRC41DpzzJs6c/3eKLBzeR+gq/8FdNAbdj4e3hZVJI/tVeuen+q9Oc05P8Agrr4b/diXwBfIW5bbqaHb/5D5r8+tNh8N6h4M1a7jt0k1HTvD5uLk5dSt02qxxo2MgH/AEeULxkfN/eFSXd58OZNQ1B4Vxbte661uuJx/o5tR/Zv/kbPXn+/xRYObyP0Gj/4K4+GZZAi+Ar8k9B/aSD/ANp1cuP+Cs3g6FlRPB2oTScb9l6m1DgZ+bZ25HHpXwLoMPgj7CNYuLdP7Gt9T8O2l5cAyqUSS1lOofKPmOZIn5XnK/LxXI/bPBh8OAMP+Jp/Yhwo83m//tI/h/x5/wDAf+B0WC/kfpFff8FbvCNrsMXgjUp9xOB9uRTj1+5SR/8ABW7wky5fwNqaHOABfRnPr/BXwFrdn4FjhbVLWFhpFzqniG1sZN8uXjitYmsVxnPEsq9Rk7vm4FVtNm+G7app63UmLY3+i/aSWmAFubZv7QHHPE23pz/d4p2FzeR+hH/D3DwZ5wQ+CtW2kcMLuPr9NtH/AA9z8EiPLeCtZD9lFzEfxJxX516jY+FNM0XTZblDHe3uhRXUEnmOfMuP7SaNiAOB+4RuDgfL603XJPh62q3/ANklVrb7RrQt9rTAGJYh/Z3X1fPXr/FRYfN5H6Kn/grl4LH/ADJGsYxnP2qL/Clb/grn4IWNW/4QrWeev+kxcV+f91o/gPStcsbfVXa2jaXSZZUaSQkW8mniWc8HoZWU8cjOBxWPp9l4HvtLsIRO0mpzaVADHlxm8bUSrjrgH7N26d/vUW8xc3kfo8P+CtvgWSEPH4N1t3LbdnnRZ6Z4/T86nm/4KzeArePdN4T1lXwP3azRE5IBx+v6V+cutW/g3Q77VNPWY2729xrUXlF33I0aAWQ3d8uD9cc+8mm6D4H17XNL0+zla5+0anZw7Vkky0JtyZ/p+82jPbtxRYfN5H6HN/wVw8BKsbHwfrmxwTu86LjA6df85rzH9or/AIKceD/ix8GfFXg7TfCmr2l5rFp9njubiaMxx/OpJIHPQGviZrTwRHots7XmL2Sxs2dd8mBMZys/GOoj59u1T6l4a8H33h/xDc6TI08+n2FzcpiVsJ/xM4IYTz1BhlP55PNHKHN5HO/DXxRpXh++v5dVvfsaSIoQ/wDCOWesZIOT8ty6iP6rkn8Ko63Z+DZdSsW0zXNVvftF0ouzfaRDZJFGW5ZNlxLn/d2gCuQZhzggZqFfmPX9aYj3n9onQINB06yeXQLLw7qH9t6naWsFnbiAXOlRiD7NKQP9apLShZzkyYPzNt48KkVQgaNuO6t2pDuLA5yMYzn2ppDDtnBoA/Yn/gjuP+MZ/E3y7c+L7o4/7crKim/8Ec8/8My+JsjH/FX3X/pFZUVIzkv+CuWi3nirxJ8CtAsDGt3qt3qVpEZTtXe72CLuPYZYZr87/ihpJtb/AO3/ANvLr8l8jSyXH2V7dw6ybGBRgOMjII7HnByB9+f8FlLo2d/8FJwu8xyau+wsy7sGwOMqQR9QQa/P/wCKXxY1D4r6lplzfJ5JsLL7FEr3k9yzL5jyEtJM7uTmTHXAAA7VQupxNnePY3EdxFK8c0ZDI0ZKlWHQgjoQf5VFJIXYszkljyW65pGVVUtnI6D/AD+NRYLfMTntQM9A+EfhXxH4q1bVm8LS21ve2OmXM0zXMsaboWQxSKpfjJWUjtjOcjg1y2vaHe+F9cvNM1aBrXULOZoJ7dyCY3U4KnHoa2Phr8Rrv4Y6te6hY2tpeXU9nLaKLxN6xlwMSBehKkBgDkZAyCOK5a6u5r65lubiWSeeZzJLJIxZnYnJJPck0C1JYtRuIVuPLnkjSdRHKqOQJFDBgpHcblU4PdQe1MiunHPmMq98HoKjGxYwzMGcnBXpj3zUZO7jIHcjNAz1fQ/Cuqap8Nbq7n8Q6PpOmalM81vY3+9JbySyhYnZIIyikLOwCu672bABJGfMlmYMxwMmu88P/FmPTfhfP4Nu9IOo2v2i4u4GN28cImmhWLzJYhxK0YTdGcrtYkncDivPZCqjcTgnpjoaYkWW1S5ezhsjNI1rE7SpCznYrMFDMB0BIRAT32jPQVXWZmYkdB60zaRuYj5F9xmhWCqpHQHJB4pDPUPiF4HvtJ8E+Fden8RaXq+nNE1jZJaxXMUuxWaRmxNDHvQPKV3rkZO3PFeYGQLk9SDiu9+K3xOsPiSy3kOhHTdQeXzbu4kuzcA/IFWGFdq+TAgU7Y/mxkDcQBXninzEHbHXPegSLt1q13f3Hn3NxJPKI0i3yMSdiKFVcnsFUAegAFavg/Sr/XvGXh7StKMY1O8vYba1MxwnmvKFTcewyRmubZvlHPNdD4E8XHwR4w8N+IltxeSaRqEF6sDPsEnlSLIFzg4zjGaYFPWNUuNY1fUL27Ktc3M0k0m0YG9mLNj2yTUdjqlzprJdWc8lrc28m+KaJsMpI6gjp0pdb1KLVNYu7yCwt9LiuHMi2doZDFFn+FTIzNj6sTVK3YyCSPOcqSMnpjn+lIZJNI8ixAnaAMZr0HwL4H8Q6t4S1y70650+CDUraaxS1u5Cs98LfybyZYAARuRY4mO4jIbau5jivPPv2eemxufxB/wr0XwJ8X7Xwp4Xi0+60aS/1DT5L6fS7xLsRpA91bpBIZY9h8wKI1ZQGTDZzuBxTEzzBs5xShC1DMGZjkdaVWIYHNAzsbf4Ya0t9LYtHC032u6sNu//AJbW8Ykk59MEc96z/FHgm48P6fDei+sdStXma2kksJTIIZlAJjYlRk4bhl3K2DtY4NdEPjdryQyoLXSxM7TSm4Nkpk86aLyp5QT/ABumAewIDKFbmua8SeN73xJYQWsltZ2VtHK1w8VjbrCskzABpGA7kKMAYVedoGTkJ1P1p/4I4/8AJsfib/sb7r/0isqKP+COP/Jsnif/ALG+6/8ASKyoqCjzj/gtI2z/AIU62P8AoMj9LGvzHjYuSvU4OMnoAM8UUVQBt6Ajnqf8KjaYqCoAAznFFFMCMZfAFTOvl2+7GST97sP880UUAV9w79adIoUn5gV7Ed/eiikAskg8pFUbcD5sdz/+qljY8s3IHbNFFMBFkJjbnbzik8zdlj3PSiigBPMJ+UDjPQUKfnIHAPFFFIBZoyv/AAEAVEW+Xg+9FFADvMLKMnmnW03l3COemcH3HQ/pRRQBLP8Au1CknLAEj8P8/nVdWx34oooAduC8Hv3pcHgdutFFMBxLLwetNVMsMnCn1oopCP2J/wCCOalf2ZfE4P8A0OF1/wCkVlRRRUjP/9k=) | ASR 583 x0045 0718 Anden genstand af jern
Tynd jernplade med rest af én : nitte samt hul til endnu en. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 8 x239 0718 Anden genstand af jern
1 stk. jern. I mange dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x092 0718 Anden genstand af jern
Jernstang. Meget ødelagt af korrosion. Omtrentlig opr. længde: ca 10 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x093 0718 Anden genstand af jern
1 stk. vinkelbøjet jern. Krampe? |
![](/grafik/intetbillede.jpg) | ASR 8 x101 0718 Anden genstand af jern
Kædeled af jern, ca 12 stk. |
![](/grafik/intetbillede.jpg) | ASR 8 x106 0718 Anden genstand af jern
Jernring med snoede ender |
![](/grafik/intetbillede.jpg) | ASR 8 x107 0718 Anden genstand af jern
7 jerngenstande, de fleste kædeled og brudstykker fra x100. |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0718 Anden genstand af jern
Ildstål. Ret kompakt, meget flot, med oprullede ender. Mål: 7,6x2,9x0,4 cm. konserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x354 0718 Anden genstand af jern
jernring, diameter: ca 1 cm. Efter kons. kun smulder |
![](/grafik/intetbillede.jpg) | ASR 9 x392 0718 Anden genstand af jern
jern beslag |
![](/grafik/intetbillede.jpg) | ASR 9 x456 0718 Anden genstand af jern
jern, udhamret ende? |
![](/grafik/intetbillede.jpg) | ASR 9 x491 0718 Anden genstand af jern
To jernstumper, samme emne brækket i to dele. Mål: 3 og 3,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x550 0718 Anden genstand af jern
Ringformet jerngenstand. Diameter ca. 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x025 0718 Anden genstand af jern
Sømøsken. Sømlignende genstand, hvis stilk er bøjet rundt og drejet om sig selv, dannende en lille øsken. Samlet længde ca: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x172 0718 Anden genstand af jern
jern, ringformet |
![](/grafik/intetbillede.jpg) | ASR 9 x136 0718 Anden genstand af jern
Sømstilk? Nål? Længde: 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x159 0718 Anden genstand af jern
jern. særegen, spændende genstand. Desværre kasseret i forbindelse med kons. pga sprængning. Funktion? |
![](/grafik/intetbillede.jpg) | ASR 7 x0051 0718 Anden genstand af jern
1 forrustet jernstump af flad rektangulær form. Længde: 3,3 cm. Bredde: 2 cm. Tykkelse: 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0086 0718 Anden genstand af jern
1 forrustet jernfragment af flad rektangulær form. Ca. 2,8 x 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0582 0718 Anden genstand af jern
1 krumbøjet spinkel jernstang. St. tværmål: 2,2 x 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0645 0718 Anden genstand af jern
1 aflang fladt forrustet stykke jern afbrudt i begge ender. Krampe Længde: 4,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0660 0718 Anden genstand af jern
3 forrustede jernstykker af flad aflang form. Længde: 5,4 cm.m 5,3 cm., og 2,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1402 0718 Anden genstand af jern
1 forrustet jerngenstand af aflang form, brudt i to stykker. Længde: 9,8 cm. Sammenlimet |
![](/grafik/intetbillede.jpg) | ASR 7 x1402 0718 Anden genstand af jern
3 samhørende forrustede jerngenstande af valnød- og hønseægstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x1854 0718 Anden genstand af jern
1 jerngenstand omgivet af massiv rustskorpe hvori er indkapslet 1 lerkar skår af gråbrændt magret gods. Længde: 6,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2033 0718 Anden genstand af jern
1 forrustet jerngenstand af lille valnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2148 0718 Anden genstand af jern
1 stykke forrustet jern af flad uregelmæssig form. St. mål: 4,2 x 3,2 cm. Tykkelse: 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2288 0718 Anden genstand af jern
7 forrustede jerngenstande, varierende i størrelse fra hasselnød- til hønseægstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2382 0718 Anden genstand af jern
2 forrustede jernstumper. Længde: 3-4 m.m. |
![](/grafik/intetbillede.jpg) | ASR 7 x2387 0718 Anden genstand af jern
4 forrustede jerngenstande af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 7 x2396 0718 Anden genstand af jern
1 forrustet jerngenstand af flad skiveform. St. mål: 7,1 x 6,1 x 3,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2397 0718 Anden genstand af jern
1 aflang stump forrustet jern. I fem dele |
![](/grafik/intetbillede.jpg) | ASR 7 x2400 0718 Anden genstand af jern
4 forrustede jerngenstande af aflang form. St. mål 6,6 cm., 4,0 cm., 3,8 cm og 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2404 0718 Anden genstand af jern
1 aflang forrustet jerngenstand. Længde: 7,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2412 0718 Anden genstand af jern
1 forrustet jerngenstand af aflang form, stumpt ombøjet i den ene ende. Længde: 6,2 cm. |
![](data:image/jpeg;base64,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) | ASR 15 x054 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas - Wodan/Monster. |
![](data:image/jpeg;base64,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) | ASR 15 x065 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas - Wodan/monster |
![](data:image/jpeg;base64,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) | ASR 15 x048 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas - Wodan/monster |
![](data:image/jpeg;base64,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) | ASR 15 x022 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas - Wodan/monster. |
![](/grafik/intetbillede.jpg) | ASR 15 x013 0903 Mønt af sølv eller kobberholdigt sølv
Korrosionskal af Wodan-siden fra en sceattas. Desværre er aftrykket af mønten nærmest fyldt op med blank lak, hvorfor det nu ses noget mere utydeligt end før konservering. |
![](/grafik/intetbillede.jpg) | ASR 7 x2487 0718 Anden genstand af jern
1 forrustet jerngenstand af flad båndformet vinkelret ombøjet i begge ender. St. mål: 5,0 x 4,2 x 1,5 cm. Brækket flere dele |
![](/grafik/intetbillede.jpg) | ASR 7 x2492 0718 Anden genstand af jern
1 aflang forrustet jerngenstand. Længde: 9,4 cm. Brækket i to dele |
![](/grafik/intetbillede.jpg) | ASR 7 x2497 0718 Anden genstand af jern
2 aflange forrustede jerngenstande. Længde: 8,4 cm. og 7,4 cm.. Brækket i flere dele |
![](/grafik/intetbillede.jpg) | ASR 7 x2502 0718 Anden genstand af jern
1 forrustet jerngenstand af flad aflang form. Længde: 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2504 0718 Anden genstand af jern
1 forrustet, skiveformet rektangulær jerngenstand. Mål: 4,7 x 4,3 cm. Nu i flere dele |
![](/grafik/intetbillede.jpg) | ASR 621 x111 0718 Anden genstand af jern
Klinknagle af jern med rombeformet hoved i den ene ende, oval i den anden ende. Længde: 4,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 621 x130 0718 Anden genstand af jern
Forrustet jernstump af hasselnødstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 621 x207 0718 Anden genstand af jern
Forrustet jernklump af barnenævestørrelse. |
![](/grafik/intetbillede.jpg) | ASR M0652 0653 0718 Anden genstand af jern
En samling af forskellige jernsager såsom rester af knive, rembeslag m.m. Indleveret med karret nr. 652, men uvist om fundne sammen. |
![](data:image/jpeg;base64,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) | ASR 1874 x056 0718 Anden genstand af jern
Lille jernring, Ø:1,1 cm.
Ukonserveret, glødet og vokset. |
![](/grafik/intetbillede.jpg) | ASR 1874 x174 040503 Forslagget ler/sand
Porøse slagger |
![](/grafik/intetbillede.jpg) | ASR 1874 x087 0701 Søm af jern
Søm?
Ukonserveret, voksbehandlet |
![](data:image/jpeg;base64,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) | ASR 2360 X056 050301 Splint/klump
Blå splint |
![](data:image/jpeg;base64,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) | ASR 2360 X057 050402 Tangaftryk
3 fragmenter med tangaftryk, en grøn, en blå og en ribeperle med reticella |
![](data:image/jpeg;base64,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) | ASR 2360 X136 050401 Halvfabrikata, tråd
|
![](data:image/jpeg;base64,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) | ASR 13 x0451x 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, bukket i en vinkel på ca. 90 gr. I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 10,5 cm. Beslaget er bukket i vinkel efter 4,5 cm og det ene søms længde kan måles til ca. 3 cm. Det ser ud til at være bevaret i fuld længde. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bp 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, nu bukket i en vinkel på ca. 60 gr. (sekundær skade?) I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 9 cm. Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bs 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, nu bukket i en vinkel på ca. 60 gr. (sekundær skade?) I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 10 cm. Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bu 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, bukket i en vinkel på ca. 90 gr. I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 9,5 cm. Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451u 0718 Anden genstand af jern
Én af to bæreringe, ø 5,3 cm fremstillet af et jernemne med rektangulær snitform, ca. 0,6 x 0,3 cm. Ringen har været fikseret med en jernkrampe, så ringen har kunnet bevæges. Krampen har været sømmet i vognfadingens yderside. Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451v 0718 Anden genstand af jern
Én af to bæreringe af jern, meget nedbrudt. På Rx synes man at kunne ane, at ringen har været trukket ud af form til en uregelmæssig oval. Kun monteringskrampen anes tydeligt, den synes at være lidt kraftigere end på den anden bærering. En anden mulighed er, at bæreringen x451v er en reparation? Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451at 0718 Anden genstand af jern
Klinknagle, meget nedbrudt. Afstand hoved-nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8+TwxzWpounz6xqUVnbBTcS/KgeRYweP7zEAfiazGyJBg8VatyrSN9DiupAexeKbfUrP4fWNhfXGqGO3aJGik1u2uLZSoP3YU+Ye3PFfo5/wSvOfgXr2ST/xO26/9cIq/NHUrOVfhzYTm0uEQ+UfMbw3Hbocg9LwHc/4j5q/TH/glopT4H68p4I1puD/1xjrSp8Ao9T7NooorhGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH89fwu+C998StOvNUiuJodN09pDfPa2jXMkMSW0twX2ggZIiKKCygswGR1qvrnw6tvD/i1NLbXoLW0msYb+C61W3kt32SorqkkcYkKPhs4yRjkHkVwYuXi5iZo2AwSpPNT/aJLq482aRpZW4LuSSeMda7LxtaxOtz03Wzplj4TtrWC88P308Tohl0+bUTcPgHJ2ygRD3wB7V+m3/BLWQS/BHXmySf7ZbOTn/ljHX5natqF3N8MdLt3ur54FMWI5PEdtcQrxxi0VfMT8T8vev0n/4JT5/4Uj4iJzzrR57f6mOqqfAOJ9sUUUVwjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+aFhtbBrR0dbSTUbdb+ea3tC37ySCISuo9QhZQT/wIVSZg3B/h6U6DbuxnHNdXUD2LxNpa2vw+tJbW01RtO3RiK+uvCNvZJIvOD9sWRmYn8d3rX6Qf8EqZTJ8D/EAPbWT/wCiY6/MTUI9JPgmzaH+wf7RPllvsrX5vffcH/cfXb+Ffpv/AMEpsr8E/EQJz/xN8/8AkJa0qfAxR6n21RRRXCMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP54fhddeCFubm08XafJK8+37JffaJEgt2B5EyRgsUbP3lyVx91ulM8Xal4Mf4na9Np2kXH/CLC6mWxttPvTESgc7HDyxucFedpXPI54rhN3zehxToWGT9a7ObSwra3PZvEurNc/Dm0htZ9Xi0rMYhs7zxhbXkaKOg+xpGrqR9Bj0r9Gf+CUblvgl4iUnO3V+P+/S1+bGpWt2vwuspnsb5LfERFw/hW3t4Tzji+U+Y+fcfN3r9If+CULf8Wf8UjsNWTH/AH5U1VT4Aj1PuGiiiuEYUUUUAFFNSRJFBRlYHoVOa831f9oz4f6L4kk0KfXlbUol3SxxQyMkYzjl9u3PsCScdM1Lko7suMZS0irnpVFVdN1O01rT4L6wuYryznUPFPA4dHU9wR1FWqogKKKKACiiigAooooAKKKZHKky7o3V1zjKnI460APooooAKKKKACiiigD+aGRt0meh71Z026jsr6GeW1ivY0bLW05cI49CUZWx9CDUUlq7sQgZzkfdFJJby20zRzxvFKnDI6lSPYg109QPSNYvtDvvCYktrXw3ZXrlG+z2LambqMZwRmZmh+uCfav0u/4JOk/8Kh8WDGP+JsnH/bFa/NG+vryT4cWVu99fSW4EeIJPE1vNCOe1kB5i/ieOtfpZ/wAEm3LfCXxd6f2sh/8AIQrSp8Al1PueiiiuIZg+M/GWn+B9Em1G/YkKCI4I+XlbHCqP6ngd6+DfiZ+2B4g8e683hmCe30aWFGEtlG7xrcrtBPPJYkMQMEj5cirPxyvtfsPGWttql3Ndapb3SwmGMl1kEmVjjRBzht2VHzYwMivAviHoD69Hp2pW1gsXifToi0RgX5ZRgAq77yuWJ5HYseADz85jsd73sk2v6/I+rwOBjFKpLV/1sSah8WPGnw9n/wBC1i+0G7kaOaK4tpG8l0ZVL27nqQHL7B16+1c14q+IB8Sx/b2u5NL1q0u45Ua1PnC4iAGHZW24weoIwB164O78TmP9g2Fxc6F51m16v2gSD57dwDtc44CFsgZ4yo/vCvObhJdEv7y/tdIW/vdOw81okmdls7MrN8uct2KkEbCfasI15SjG6PQlCMU2fop+wP8AGrTvEHg2PwjdTN/a++S8t5A4aKZCAXCAKPLwQx2nPGSCcV9dV+NXwh+KyfC/xBF4x8HRJBDZswubC8YeTHIw2EeWOm4kYYHHI5XpX6ofDf45+FvH2h6JKdc0ez17ULWKeTRV1KKSeJ3H3Nuck546V7uGrxrRts0fM47DSpz51qmei0UzdUVxdxWkJlnlSGJcZeRgqjJwOT713WPLsWKKxdb8XaR4bsYrzU9Rt7O1kdY0lkf5WZiAoB9yQPxrnvGvxq8KeA45f7R1OKS5SFpha27B5GABwMZwCcHGT2J6AmkUoSeyO7rj/iR8TtK+GuiPfXzGeYnZFawlTI7YJHykg447V8ofFL9uS81Tw4lrodofDd5cT7I7j7R5s8m05KqNmE45LNx2yK+f7/4szfELxNqT3ZmutWt4Ip7hpplfn5BguhIPLAAAnG3AIya4q+KhRi+56mGy+dWS59Eev/Ez9rbxja2cWi3bpbLc7nf7MqtNIGOPLDHurZGAD09K4S0/a4m+H0dqss2pXKwDz0KFVUA4DE4IySUOMgHlfXjx3Ub6DWfEa3cgZ79Nz2KOwGyVh8youecKBzzzn0qjr1jeC1E17p4mnsgyohAhk2kAZALYcDLfN+Z6V5cKk5LnlJ3PelRpU04Rij7x8K/GnWxp0f2fW7mdvPVRHqDAt8+W2uwyMjODjuAB3r6X8A+Kj4y8Nxai9vJaymR43ilTaQVbAIGTwRgg55Br8dvg/wCItR0nxNb3sV0strDJDCYVdwZPnZUIIGGbBcck5x1BANfp9+zHr1hNpGr6NHdx3WoQXH2iZ0UgHcAuASTu27QM55/Qd+GrSk+SR4uMowUeeJ7dRRRXpHiBRRRQB/O/4H+LWp/DvRtTttIeazvbu4gnjvbafyyhjEilJFwfMQrK3y5GGVTnjBq+JPiZca5r1pqUFuhkt7KOy36ssWoSTbc5eQyJtZsnA+XKqFXJxk8dcqPMIByMmoVXLDHXjiuxzewrLc9T1x7/AFDwLFqE+n3EUchjYzReFLS0tsk4G27jwxH4DPSv0g/4JJybvhP4wHpqsZ/8hV+Y1x/Zi+C4NkejDURsDGJb77Z177j5H1wPpzX6af8ABI9ifhX4zHpqkP8A6Kon8LGup950UU13WNWZmCqoyWJwAPWuMD4R/aAZrr9obV9USeNbW3WK3SNouJJhGNxBONzJ5RPHIyc8V4v4wkvNQjtLTRruOz8QRzx30McylbedSxEwmHPG9xhuexzxXpvxc1ZPGHxS1NtI84W1teyzzyOg8uSOWBhGyc5OfMZsYHCHrkV4dYWVzqM0slq7PE+my24hjLs8LHYqssnJw4RvlY56kjpn4ua569SUu595RsqMEuiS8zr/AIgNZa14a12yvomtdEaWTbIs5jfaXYAhznaqbN2Tnp0wa+ZdN8WxatrzeXMbmAW9zp0d9Cx8y5cFfKcgkAFxCzr77h2rrfiJ8XNCj8P614ZfS7u48tU02AxsoQJGiBvMbOQMmU57gjPINfNulXjafq08FjNP+6dnxGcjCtlTjoT1/WuvC4WXs3zfI569dKaS26noJ8SanpPh+203ToYYZ7UxaxMkoDiZNiEYOeQGXJQjORnPYdB4N8fWtxdaZPq9yum6rbvhrlX2t5YOY8DHzYK4DDkZHWuA1zX9T1a3tb+Gfyl2eWkKr/DydpJPIP8Ad/KtH4e/D+TxlE0uozZFmVAlIOU25Owgc4wc9K63TjyuUnbzMYzlGfLBXPtzwB+3d4u8A6Nqnh2/j/tl/LL2t4sqSyWYO1eMnBCnsw+YntzXF/Fz4vfEzxhpem+Fdc16eTws06PLdNMrGR/OyQJsKxI6Dk8NwCOR4J4x1a4+FXi6bUrVhOl5p3kTRzBGVWOCowQRnIB5yeTnvVG7+NNvdeH7CcaIY7y1nlezijnbejMflJXo6ggrnIIAwB3rT2tVwjyK8WRyUvaS5rJ+h6V4o1XWNYvNTsv+EjutNXTbZbpULs4aBDh9rsw2sG9M/eP42fBniu7vPBLKZ4baZlLvdeRuaUB/MZ2YnJ+8APQnOM9fK7z4laxrWvalptzdWNnBJEWu7ySMM7iTBZMjIAyxJC99xFW7Lx5P/wAI3daZYSHUJLWCNY5blzHCGjJ2bFQgkbVQ/NzkAnrxm/bKOiN0qbludn4g1iHwx4Niv7DV2sLyS3uoZLu6iBuZjhyzJ6AsiRg8YBHcHHT/AAZ0W20uS7urBWmstTtIHW6kbdwBuZWU5JXKljxk7xxxivn7wHqFno8Gv3/iyOKa4kiMatOSWjJH3YwoPJyuB0wCDgZI+nvgTqT3HwZ0fUZbKf7HPG1tJmWFxOYkbaAB8wA2lsckBPqK5cTTlTptvXbU1w9SM5xtp5ddDL+KD2Xhjxho15aW63Cz3ReW8yCMupGYxxtUMydSfvHJ4GON+K+oTazpeqz6RPNJNbRAm+Mm1WUthnQnkkgEDpy3GMA11/xA060k81b29ijjtd1zaS+YzEA7WGcnLDvgYA3ZA5yfGfiR4ys9H8DjQ7OS1mj1NlDNJGDKgBUu2AeBlRjvz71vT51ywSMavLyym2ehfCCxsdX8VaW2n2AtNMVd9pJNnbFyQWALddwJPB4IPPBr6x+DfjS48G/GLQo4/s9vNqt0lrIg2lTGzlFO3gg7VxxuxjJwK+fPgCwGi6BdLLC3mWoaAtI3mKyqEYSEAAJlVwp/vDrjNdZp+rS6X4sXV9Va4e9OrRvDdRvsNrbxoAoxx3bJPJAU5zWvM0nLrcw9mnZdGj9WaWs/w/fRapoWn3kFybyG4t0lS4IA8xWUENx65rQr3D5Z6OwUUUUCP5oJGAIz1B6ZqSyvprC6iuLaaS3uImDJNE5V0I6EEdDW34U8B3vjC3ubmC8sbGKO4itEN9KYxNcShzHEpAIBYRv8zbVGOWGRTLr4f69aX1jZCxknvLu2N0lvEhMiqHZCGXHBDI2RXTZ72EdpqmuXureAY5b7VdQvJGKMy3PiaO4Qnd1+ybd4/wC+uOtfo5/wSOZW+FnjQK2R/akX1/1Rr84Nb0jUdH+HscN/Z31q0RQMsmh20cYJb/n5DeYe3Uc9DX6L/wDBIZ93wx8cDjjU4On/AFyNXU+Ea6n33XBfHDxvb+AvhnrWoSXcdpcyQPb2rSDO6ZlOABg5OATzxxXe14F+2tren6P8GLgXtnHeTTT7bfdJh4WCOTKq/wAWBwR/tZrilezsa00pTSZ8LeHNevtFiE2oQGU6jeEGRACIoPL2IjsMAsmD6n0GM45j4fPqtnc2dzb6hFDte4t0tVk2yeWWj8pmz0LPvwfQn0r0C812z8P3/wBie2ivZdWthALmaJJDGN0UkyK2fkztIJxlg+BiuUZtFXVbi7v5bZZLqweJYzHsVERlJKjseQO5xnjmvja3LzKC+enqfa00+VyZ8xeMrJ9D8Tai0cU0n2qcsu7lCHb5gTjJ2ng+uPeq8nhuC4vkcOLRnVZBIowckdAR+PsK9N+JKabrE+nJb3N5JdXII2zAAR4YhiTn7w2t19evQ1yei3Fl/auoQ6jIy2liqlnZOVBOAADyeWUcevtmvWw1T2kE3vbzOKrFQk10vpsUG0mY27292DcxQy+YjhtpRsjcenPH0x6V32keFUhvvtNnqHkQFViM0jEHD5UHIGRgjI9zjjtRk1C0W62R2BG6F4hHMu1im7PmHnIO7HOeOfw5j4qeIH8SWtrFuFtY27rIzK4RZz0UlACW+v8AtVt8TSky5TVODlFa9Db+NU1nClvb2jx6ncmCOa8uYZAwBxgjqRnBA9OFPXOfC21CWbxBJKSxeQ4USBcBSc4242456AY9q9K+G9p9uN1BG0FgI7aRs3Bd5HDKVIXHQ5bvjucdqh0DRfDlh4ollv43uDs2xRK+2MyEbdpbHy/ezkdMEcHBrthFU48i2PGqSlUnz7FCXwtBJAkUTtcNJgRywwBQx54zgADIxn8hU17oUNiilZrmS6R0AsI1Y7iArOdy+qEcjOOhrqLq0sbWSGzjjumW4DMtzDKqrlcNs5b0XaWzzkZxkiuK1TUtctdRh1HTFWYNK0DRoAFXIyMlMAErkZBxhT2pddDWyim5aktn4Xn1Dw7PfXizGC5kAjnIO1OT0I4Ix6j1xX1H8H7++1n4d6JBfLJDZRSyafDHEf3eVVwsiD7xY7hkdMMeMAY+ZW8bT6X4WFvb+ZbXsheOOBRxDkbCOvJ6kfXPrn6R/ZVjkvvgjqEUs07Nb3+5JXX5BDtVmwMZJJ3c5HtnpXnYz3Kak+jR3YaSlOy3scb8YtVd9Ygl/s9oJGEWw+UFIihBySAORyFHptOM4r5p8WXLat4olEr+TbByUVSXCA8kgZ7nn8a+jfi1ap4c8TPp1o1xPHmRhcz5kllU/Myu/GCG/ur0BznHPz94qZy8eoLGkLygMpRMbsYG7qfp6ZU11UL2uc2Kte3Y+oP2f9cun0HTLbSllkihgLiORyGnjjeRmZSRkrlemeCCMcnPcyeJINe8L6BJbxO+u3WoAwWkMAaa4i3sZECt8yna6HvkjvkV5V+yTo1/b3yajqbywaTcW7LbPI26NFJO59gI2qG3Ek9uxzXvHw1eDxB+0t4PunuUls2jt1+RnDebPLGhbLDj5Qh4HOWzjpWUlGMWr9bHVTlKSUrdLn6U/DXS5tE+H3h3T545IZrawhiaOX7yYQDaeO3T8K6WiivWSsrHy0pczbCiiimSfzSWOuX+m2N5Z213LFaXgUXECn5JNpypI9Rk4PUZPqaseIPFmseKr2K71jUJ9Ru44lgWa4fc+wZIBPfqeTzzWUvKipbK3N1dwwK0aNI4UNK4RBnuWPAHua312A7iWO0/4QSFxDpYucL88drdi5+93kb91+Xb3r9Lf+CQjZ+GvjoempW/b/pm1fm9qiNY+CRZPdRztHtBEPiBJ0+9ni2X/HjrX6P/APBIFv8Ai2/jsdv7Rt//AEW9XP4QXU/QCvjf/gohc6tHb+CRpFzLZ3sTXMkMsJIcuTCAFxznp+dfZFfJf7dcslndeCLyQgWlu1w/CsW3fu+mMcnIA+p9c1xTkoRcmb0IuVRJHyLZafIZLbWLry4W2ogRs/Ou1icHO4Bi3bp17Zrm/Hy6LeXcsN1OIdQjmW5t7qVcb9oUgcdQ+/kDo2P7uK9G/wCEamj8Oabb6pfWv2m4ikm+zDdiKPnbCCy4LDDHIzwV6EkVwvi7wrcroqzX1jMLhYd1rJIMfaolkEYkhbkfMUZT0+6RjpXxdF8uIc5f1f8AQ+xqPmp8iOA1y1hntLOGGB1exmMp8pAf9Z8/lltpBOR6EHI9DXkvim1vLVrCSKbyIrty7yLGrOnAIUYORnt7dK9Mt9aj0fSBJZ/aLrbvZRds4AVRuDuvXcNoUnHQKewrzTw5YwJe79Wvsp56yR2+MsCoyoUnsc4z0yM9q78OnS5r7L8f63IrWqxSXUqSXdxF9kjUYedWmiXgMVDlSWJ77lPB+verEnhDU7+xF15zQBbzawdhI0iAjDDJzjLHC9wO1Z8Ok3F5rkzx+ZpEGpTbFIzvUElo+SexQc+x5r174aeEvEP9pPYQQPrDld0drbQ75brMQYbUAJOcjIAzz3rtqVXC3Juc8KUZp+12OQk8J6r4as31XTY5FnjkR1WUMizoMltjDHXI/PB993T/AAzqHxf8VWmgaHpbNrblRDZW2Glud2DKc/whFXr1HJPQivs34J/sN+KvE3gyPUvEGqN4Zm1Vm+1WcsDmdYgxaNwpYLnDFdrKOBnvX1f8Df2a/CXwJ01f7Ktlvddkj8q61qdMTTjcTgDJCLz0XrjJyea7aFCrNqdXQ4q2IoxThTR+alz+yF8ULe5j0Ow8AaoYbS2SU35+QSsGDSKpyFwfTrn+Ejp4n4s8L6r4Rs9V/tLTbnTFs2uIfLNuyukjZ/1hJwAQoUDuR3zg/vcFFeefFn9nnwZ8bIbOPxLYNJ9nlMha32oZgQAySZU7lIAHqP4SK7Z0tbo4I1o25ZI/Bbw3osniiW3t7u7W0Vd8yh22pv2g9TwCeCc/1FfZ37LzJb+F7e2luNPuNKhctiSTylcu7q3zHI242jtk444zXoH7TX/BPO28F6TqviDwdLBFo64/0eZ5GlhLEAYAG3aBldxy2SOuePHvgmsdz8NTDpU0Pm2cQtGYKxlSV5JG7/KQQFIz/eYe1fPZhKduVrZnu4SNO3NB3v1+7Q4z9ojUrWx8VNfz/azZKXe3lVyDkMMxc8Fe2e+7ntXh+o6HDqVrpeo24uGsw726wyRcFgAygfMd3UgnttFfRP7QPw//AOEssx/ZClYvL+0DG35WCq0gkUHIOBndjGRye9eTS6LdafNpWnCztt+nNs4zvbcTvlyDgYG3Gf71bUKlqaV9TKpTcp3toezWsx8JfBO6trS7gsLu4ja1jdVy6+a+09M8hBj2zngg19GfsH/BG/8AGs3h34jXF3G9pp3kR7Zid0kiRAMUwOm4BiCcZbPtXj/wd+Gd7rWnDTdajh1uLVC0VksOA5ZmUQj5upLfNkjjBzkV+oXwk+HNh8Kfh/pPhvT4EgjtY8yCM5DSMdznOBnk9cDoK66dNVGubZanNiK3sYNR3eny6nYUUUV6J8+FFFFAH8zG04HHFM53V1XhfRdA1GDUX13XLnR/ssCy26Wtity1yxdVKDMse0gNu5OMK3fANaTTdBl1pobbV7sad5eftV1YiOTd/d8tJH49934V0uOgrnUSLdL8MUZl1DyDt+ZorcW5/eeo/eH/AB9q/SD/AIJAurfDfx3gYI1C3B/79vX5t6pp9ha+Cy1okdyAVC3n9lTRs/zjJ80uV9untX6Pf8Efm/4oH4gL6X1qf/HJP8KqfwjXU/QevlX9vRZP7D8HOghULdXKtLOoKDdEABzwCTj5sjGOtfVVef8Axy+FcPxg+HuoaCXjgvWXzLO4kXIjlAOM+x9e3B5xivOrRcqbUdzpw8406sZS2PzG8e6hMvgu2li09rfUXkWcXzZMlvMjvGSU3EyIwBzuA++Dk815hc+IvF3jiLSGOuGPStMvVtzcIhMULbt0iRZXnJAJ+bALDpnn3rxTo9/o+qrYahYyTQ27vBNpVnbLM77FYSCNGHzAkMBg889xxyfiTSdJ8J6VY6Z4YiuLbToZ5ZpLNow4KZBc7ZEO7naQTwMKAcAV8ZSrxw6dLl96+/8AX/DH2dSm6rVTm0Oc+MXwtXTdLuby1nXE8fny2i5SSMohEnyg9CeAOBhj6Yr5m/tCbWJLeSGEaeFALzyfIRKgZgc8n7uOMV9a/FrxPf8AjbwzosunXUtmmp6f+9t7e2SSVFkXLR7ucH5XU8DHYGvE/EPwf1rUtAluTuNxpVvPciK0ALyZO0E8dMjb1znIA4NdWDxF48tZ63MatKSV6ZmjwFqnxG1jw3p9g32GfUbiVkkdwqESTDZlmYLwGk6sBgcnHNfp9+xf+zJc+B7y/wDGni7S2sfEyP8AYrK2dFVYY1jCvIpXhgSWRTj7q5GQRj51/wCCY/hXQPE/j5LnU1e+1DTbBrmGPyiYUmWRNpZj/EiuMD1P+zX6k7a+hw1NWUpbq9jwcbWcZOEetiAx0hj9qn2+1G32r0uY8nmKuzBqaMU7y6cq4obG2cv8UPAcXxM8B6t4bmvbjThexqEurY4eN1YOjdRkBlXIyMjIzzX4433hrUvg78Yt1tdLbNJM0E+mrKHgkuAh3yL/AAlQ68hSSpfaDgGv25rwD9pX9l+3+MVvY6loiaZp+v6e8ky/aLRNt0zAfekC71bIHzDPcdCa8/E0pVI3jud+Drxpy5amz/A/Nrxl44ivHknSFY7iQ42wIGBJUhssSzHgYxu55HHSsnwX4o8PyeJWh12YabCNPa4jiaPK3CJlvLXIAd2IIUFiTgAck1tax8N9Q8F/EDVIPFFo8ElxInlwzIpSNlJ+YgHlQd3K9QAa6/w9f3eq+Hb74V2vhyyvNL1C5W/OtSMLq4tcODiIoo2PtYLjG7n8B5VKnFStLofQVJyjG9Pr+R9Nfss+AbfWfF9o0NpeQabpNtHPDcSPlo2Q7BDvxzk5b2wR7n7Xrzv4E/DUfC34f2Wk/aZblmVZD5xYsg2gBSWJYkADJJyTXole5Tjyx1PlsRU9pO62CiiitTmCiiigD+aPnp17UzARM4wSxxUjNuYD/ap1r5K3EZug5tt48zysbtuedueM4rqYjr3ubX/hX6RfaITc8fu/7RmL/wCs/wCeO3Z09/frX6Rf8Ef2z4H+IX/X7Z/+gS1+fGsTW0nw7/0GfUV0/wCXyo7i7tCB+85zGv7zr/j0r9Bv+CQBH/CF/EMBw/8AplmT6j5JutOfwjXU/QmiiiuQD5Z/aT/Z/wDEuua5qfivwrGdUvJ41ZbMyhDA6Jtyqk4YEZJwQeSOeK+UPFvh6HVNC1yymh8jUbdPtEV04HmQEZXb5YYkAEAMpABDD0xX6q1zPi74Z+FvHdvNDruh2d+JgoklaPbKQCCB5i4bHA4z7V4uJy2NaXtKcuVns4fMZUoqE1dH5XSeGZfDsWmatYAizjlhl1CcTFijr8pjUdGydwAHTA5zgjnH8VXfhzxBc6c9r9m0e6nkF00cTM72qSzKFXd8y4B34GBksfcfoL4q/Yd8L3UWoS+HtSvdOurjYUhvpDcQJs+6o6OF65GTwa4Tw7/wT9vJvEC33iXxPA1vuzJDpkZG84xvUMoCMRgcZ6DO6uKOW1Od+01Xc7/7Spcvu6HZ/sKfDXSvD/w6l8UwRj7dq00kalkXMcKMQozjO48lucdBjivp2srwr4ZsfB3h2w0XTYzHZWcQijDHLHuWJ7kkkk+pNatfR04KnBRXQ+drVHVqOfcKKKK0MQooooAKKKKAPPvih8EvDvxVNvNqcRgvYFMa3UKKXKHqp3A5Hp3HPqak+HXwP8H/AAviY6LpMX2x2DPfXCiSYkZAw2PlwCR8uK72io9nHm5ramvtJ8vJfQKKKKsyCiiigAooooA/mmit3uJQsStIzE4CjJNRzRvGrhlKkHkEc967L4c/EKLwXDqVtKuowLfiL/TdHvfsl3Fs3fKH2tmNt3zJxkqhz8vMnjb4lWvijXNNvH0qTUYLGz+xn+27x7ie6w7P5k0sflszDftGOioi84ye12te5Gtyw1jKvwwFybKTy8D/AEj+wcL/AK3H/H5n8P8Ax2v0P/4I8uG8I/EcA8i6sf8A0CevzO1TxhaahpslnB4a03TixGJ7aa7Lrg54Ek7Lz05U9fxr1L9nr9rrxt+zXY6ta+EZLJItVeOS5+12wmyUDBcZ6ffapl7ysikfvfRX46f8PVPjMMfvNFP/AHD1/wAaUf8ABVj4xq3LaKcdm08f41j7N9xn7FUV+PQ/4KrfGDaPn0Ut/wBeAx/Onf8AD1b4wdR/Yh/7cP8A69P2b7gfsHRX4/N/wVX+L7fdj0MH/rxz/wCzVI3/AAVU+L6Ngx6JkcH/AEHv/wB9UezfcD9faK/Ih/8Agqn8W1EY8nRM7ct/oJ/+KoX/AIKqfFrvFof/AIAn/wCKo9m+4H670V+Ri/8ABVT4r85h0M+32I//ABVWP+HqXxSkUGO30PdjlTZng+3zc0ezfcD9a6K/JNf+Cp3xYz/x6aIfX/Qj/wDF1I3/AAVS+KqNzYaEPUNaN/8AF0ezfcZ+tFFfkzH/AMFUvik3Wx0H8LRv/i6cP+CqnxO2kGy0HPY/ZH/+Lo9k+4H6yUV+TS/8FUPiisi+ZaaEV7hbRhn/AMep3/D1T4nBgfsOhnI6fZG4/wDH6PZPuI/WOivyh/4enfEt/mSz0YDrtNof57qG/wCCqHxM2Liw0XOef9Dbp/339afsn3A/V6ivyi/4epfElef7P0hz6fZCP/Z6b/w9T+JbLxpmjg56+Qcf+hUeyfdAfq/RX5Pv/wAFVPiYuf8AiXaEPrbtn/0Kij2T7gfA+p6HqWitH/aFhdWIkzs+0wtHux1xuHOMj86oyNuUD0FdL46bTvtMZ07+x9hd8/2R9s24yMZ+0849Mc9c9q5Rn+Y1UtNBIBnnmvU/htq9n4b8E3Wt3ljHfpYeJdJkaIqu54/JvSyAkdDtHtwK8qzzXuOjfAsahothAl14jMeoWkOoPqkGlB9GhYxbx5k/m9I97I74yhDjacckL30FK1tTmLX4jaXBpMNq+jb5Y9KgsDJ8vMiX4uWk6d4/3fr+Fbut+N9G/sO31WPT4SdRudeUWqhC8AnSIQlsdlLHH+6cV48zDnJ7UAc89MZ60e0YcqPVY/ixoa6tFcnQQYl1G1uzHtTmOO28pk6fxN83p+NW9Y8UaZ4YsdHim0tJ3vNI02YMqLx5c7O+fdgMfzrzjwZ4bbxl4o07REv7PTJL6UQJdag7JAjH7u5lViATgZxgZ5wMmrfi7QbbSYrV4vFemeI2/wBUI7D7VuhQcjPnQoAvPQE/SnzStcLK51V58StFu4bpU0XyzLb30SnC/K004kjPT+Ffl/lXQeLfiBoWi+LrmBdMhvEivJrnzYRGUdZbFIgo4/hfLf8A168QLY4oDZPWp9ow5Ue1eC/HOj61r/hvSf7IUSzX2iwGR0QqfIZllzx0fzF+uOaz9W8e6PZ291po0lfPSyvLAyKi4Er3fmq446Ko2+vNZXwt8DWHiTT9X1m/1i+0iLSZrZBNp9n9oeAyl8XEmHUpDG0ahnGSDIgAyap/E74fXnw4vtKs9Tdnv72zN7KpAwuZ5YwVbPzqyxhww4IcEccm+aXLcWl7HoGjfEDQfE3i+4QaXDYQzXes36tOECrHLYlYovqrpkdssMVkWPxW0O11CxmbQ/MS3udEmddqfMtnAY51/wC2rEH3xzXkaBmPA/Kl3BenJ9aj2jK5Uey6L4i03xB4O8QRx6ekMul+FzE8jKuXkbWYpA446iOYJnrgEdKj1H4uaHd6tfXSaH5Uc97rtyibE+VL21WG3X/tk4LegzxzS+DfhTpd14Y0i+1DxLrFpc+IYSsGnaTpX2k3WLryvJVvOTe6siytHjhShySRjy/xHpJ8O+IdU0ozx3RsbqW2M8Jykmxyu5T6HGRVOUopMFZs9m0Hx/4eh02PxBNpsJj03WfDPmWW1PMmjtrO4S42jurvGCe2WXPNco3xE0lvC39mjS/9L/sP+zPtG1f9d/af2vzfX/Vfu89e3SvNRJ1FS26rJNGryiJGYBpCudo7nAqPaMrlPd9X8baG3h3/AISIaOsdtquteJ47aBUTMKz2dssCntiNpsjHTBxWRpfxY8PWOo2c8+hmRIb3RLh49qYKWlo8M6/9tHYN7455o8cfB2y8J/DVtbj8bxazZLeRpYR2tpL9luWlQlyjngOBEu4EAjaA2DgV495nmdWBOMVcpyi9SYpSPY9Q8WaRo/hrQYvsUV3PfeHEh/chS0cy6tJKS/fcY49vrhh2qO6+LWh3E140ejbFnn1qRV2J8ou4lSAf9syCfbPFeQiTH8XPsa6HwH4Pn8eeIDpFq7C6a0uriGNUMjSvFA8qxKo5LOU2jHOWHB6UlUk3ZD5Vuz1rXvHWieE/GEEF3oy3PlXek6kwijTDRLYKHTB/vNIG9DjmsCx+IWiz2tpp39mpG8lnZWJmITHmR3XmPIfZkO31qL4yfCseB7N7ptW1DUL20vzo95/aNp5AaaOIHMDF2MkaqFGSFIDR8fNgeS7gPp6VUpuLsyYpNaHtPi7x9oOl6x4h02PTo5WS51iFJ4UTYfPdBCVx2TYfpu4orxViCcg596Kh1Gy1Gxq+IPEttqWmwWNpa3MUSXEl08l5dC4kLuACAQi4Hy5PGSeT0Fc033j9aKKUncQ3PtUy3cywmISuIjyU3HB/CiipAZwetK2FbGc49KKKQCDg5FKGHeiikAhIP1oGfeiimBJHI8eQCwBHODjipZLppihYbwo2ruYnj060UUhjZJi3oq54UUgJoooAsw3k8OwxyvG0Zyu1iNpIwSKh68kmiikMSnqp9f0ooqSkT/apjbCDzm8jdv8ALydu7GM49cUxQP8AIoooKsLt+tPRzGdwJDdj0xRRQDQ+SSSaHLyMyq3AZs8nv+lV2+7RRTJI/wDPWiiimI//2Q==) | ASR 13 x0451au 0718 Anden genstand af jern
Klinknagle, afstand hoved-nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451am 0718 Anden genstand af jern
Klinknagle, afstand hoved-nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ao 0718 Anden genstand af jern
Klinknagle, afstand hoved-nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ai 0718 Anden genstand af jern
Klinknagle, afstand hoved-nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ax 0718 Anden genstand af jern
Klinknagle, afstand hoved-nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ay 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451aj 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3 cm. Var gået fra hinanden inden dannelse af korrosionslaget. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451an 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8+2BWXANW7Zg0xz3B/lXcfD74M33jrS31gXTWukQPci7njt3meBILY3DNtGASVBCgkZPUgZNVtY+G40bxTbadDq9q1pd2MeoW15ff6JuikXcodWJ2tz0yQcZBIINdvK7XFdXsdFFbzN8LfNFrfeXsUmRvClusH+sA/wCQgG838ccn5elfd/8AwSXUrb/EEHj5bLj/AL/V8G32n2+k+CZLffoN3cRbR59rq8sszZcfdi3bOnt0yetfeX/BJmQSW/j85OdtngZzgZlpz+Bgj9DKKKK4RhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Nxa69qGlRzLp99dWSyoElEEzIJARgg4PI5IwfWkuNSutWv8A7Ve3Mt3csArTTOXYgAKBk88AAD2ArPPdeau6XbpdahbxSXMVnG7hWnmDFIxn7zbQzY+gJ9q7NQPUkt7/AP4VEsxs9X+x7UP2hvDkC2n+tAz9sz5nXjPc/L0r7j/4JJMd/wARATnalmB+c1fCN9Y6Dp3g+W2t73wrqGoJtAurT+1ReSfOOgkVYOmRyo4BxzivvH/gknIGj+IKgD7tmc/jLVVPgYkfonRRRXCMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5q5CsmMYBXj60Qr83XJ7c13/wv+HehePnura+8RXGmaqrL9l023sFuJbwHqIy00alx/czub+HceKr+MPA+heH/AIoa74csvEPlabp13NbDUNWtXjJaNypXbCJSeRwcDPXC9K7uV2uTdXsdQP7X/wCFS4L+JBphRcBrlf7OP70fwdcZ/wDHq+3/APgklwfiBxj5LT+clfCl6mjaf4Le0ttU8MajdRqFWa3tb9btzvB4aSNYwcHvjgetfdX/AASQbK+P1K4YJaHP1Mn+FFT4GNH6L0UUVwjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+avzCrAqeRRGdzMSctmo5MCYleQe1WNNhikvIFuZzbW7uBJKE37FzydueceldYHrNrqV5/wqI2ovdU+y7B/o58WW/2b/W5/5B+3zPfGevzdK+2/+CSbYuvHaD7v2e1b/wAfk/wr4guLfTLXwLLFZXUd7GFAS5bw4I3bLjObgkkdTz7Yr7e/4JKN/p/jte4tbX/0OStKnwMUT9HaKKK4BhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/NOykNk8VJHg9OleleAfDfgu78PX+q+K7i+cwXUUf2XTr2GCZY2Vz5gSRGaUFwqfJjZu3HPAqr4y8M+FdF8SWMMd7eabp91YR3VxbwNFqU1nMxb90WDRK2VCt1BXzNpBKmu7kdrk82ti5byFvhnjzrgfJ9z/hJoAn+s/58dvmfhn/AGulfdP/AASVYf2p48Hc2tqf/Hnr4putNSH4byS6YmrXmlKmUvrjwXaxIf3nJN8JHkXDZGQT/d6V9o/8EkJA2sePgB/y7WxB/wCBtxRP4GNH6SUUUVwjCikZgqlmIAAySe1QWeoW2oQiW1uIrmMjIaJww/SgCxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH82EzMvy4wQ2feoVY7hkelTTN5jD0Of60+zSFrmIXLyJbb1EjRKGcLnkgEgE4zxkfWuwR3Nraad/wAIB5rQ6Kb3ZxI19OLzO/8A55btnT26c9a+5v8Agkaw/wCEh8er3+x25/8AIjV8dz6fP/wradtLHiibQ9vyTz6JElpjzPm3Tq7EDdnn1GK+xP8AgkeoHibx6Qc/6Fb/APow1U/hHHqfpbRRRXCB4z+0h8StR8B6HHa2Swj7fDJhnPztswWRewypxk8c9c18XeH/ANp7X/DXiSUtctouoR28RtLG4bY0rq7iWF/k2vI3ChcgblIAJwR7L/wUD1a20bUfDd7qGo3CWVrbTH7CsCSRMzZHmEOdpIC9MZ44zzX5wfFTxhqOsaHazRO1ppU9wwLR5Uh9wYE9ycnPvx6V4tVVp4i8Xov6+Z9HhvZQwy5lds/Yj9nv9pLTPjTZLZSWs2m+IIIN81vINyybQokdWHQB2xg89K9jS8gkuZbdJo2uIgrSRKwLIDnBI6gHB/Kvwv8AhD8ctXC29wdeuLPVY1kjuZ4YS7z4Vihc7uu0MuRjg5OcGvd9I/ao8a+Ebi41K98Qte69qqx21xJbiVmjiVflj3O2FI+XDBf4icnNdMcRKmuWorvyMJ4GFV89F2TP1fpOa/L6z/at8ReFdQu7Cy1PVo9RhgXyrNrt7k3bFGZyV27BJ8ueCNx6YOQelk/aD8bf2q13D4u1SJLjbMiyzBDtKjCFDGQNrHsSCGByM8Dx1JJMlZVVk2k0fo7RX59WP7SnxIZrS5XUNSLXZkBinSMQqAMZGEYgEqxDEgfmK6Rv2mvHYEcMuuw2xkYI0xSHbGVVWcBjGBkAt25xjjHMf2lQWlx/2RX7r8f8j7hqq+qWUc8kL3cCzRqGeNpVDKDnBIzwOD+VfAXir4/eIWhnhn1m+uSySPFcm4UJG4AztGAVOD0wcMSOxFeaQ2OuxeLJta1HVZtQu54fP+x38omeDfIN0ikn5wAMAHG3PGSRXLLN6S+FXOiOTTfxTsfqZa3lvfwLNbTx3ELZAkicMpwcHBHuCKxPEHxA8OeFZkh1bWLWymcHbG75Y4x2HOTkY9e1fmxb/F298Ltb3nh+PVriJLswXV9p7tCqqCBI231XAG4EZ4zkVyHiv4keJdBudO1S082/0S4vz9pij23EksZ2gAeYdwkDKMkYX5jnpiks09pFckbS8x/2SotuU7x8j9VvD/xC8OeKpUi0nWLa+lcMRHG3zfKQGBB6EE9Dz19DWL8SPi9onw90S8uWure91GGPzU0+OXMkg3YI4BweGxnuK/MPwf4y8Y3nii7trRYb6xu0kkgE77i4UgEHY3EgAAySTnIq/qXjjWofCd3cWGpNPgpLZS6tEJY7FSSSGcfMp4VVIA4P3ieBDzSVuVxs/U0jlMObm5ro+jPFn7X2q+MNaW1tEh0nw0+y3uIRe+XcuzbdxhkC5crvQlVxjI5Oa9V/Zz/aAPib7P4Z8QvcHV5v3theTL8tzAV3LknB3Y5zgghl55Ffl9rWv2fizSZrTVJX0zxjZ3c95d2k0DSfaGkkODFt+UrsERyOu0HHO6vUPgP48S78QaRqEs1zHrml+ROm2MECKBiSi55GURF4OOCCK7KWKbiufe/9fIVTCU5XjDb9T9eKKzPDfiKw8W6DY6xpk3n2F5EJYZMYJB9R2IPBHtWnXrHzLTTswooooEfzUySbmIAAGaFkPBz1Nd38PNU8H6b4c1SXXdPtNS1JbqDbb3jTq8loQ4mW3aP5VmBKMDJxheM8q0vja18B6XrWiQ6VdTa5pSaf/pdzYs1tJLMZpSpbzUbawjMQYAEZBwT1PbbS9yb62JbF9HT4fSMf+Ee/tVgQN/8AaP2/7/bH+j5xj229fmr7e/4JFTNJ4p8eqSCBYwY/7+Gvj24vmb4Z3KaOviK10Rk+SK48Q27wD95zm3EasfmzwMc819d/8Ehm/wCKw8eA4/5B8P8A6NNE/hKj1P06oooriA/Lz9vjxBrvirxtrumQxtJZWt35Ud0j/JbbVVTuQZLEkMBwBhTg5DV87aL4dtdW8H6dpomXUvLil/tJbvdGdqEqfLfO0kEkjgZA9Tx9n/tcfDOG6+JV3E6ljqLpcHbKdyK5dTKGABDAk4HRcDnkivm+P4d6ppEFysWmTX15EXgWFJfkldSEAPbk9uCSOeleJXqQhdXs7n1GGg527WPn3UvAM3hXXVhs2kbz0V7fewOzA3FGPTBJBDDswHc1r2PjmDxRoc9qkEyCKNcNcTnL4YAYBPykY4AyRkc4GK9V+K3hm0/sewuPIT7RaM9rJNHKBhSyje38QwxlTLYOEyOmD4JMsXhPUrrSL2XLQPvWa1+6QygjD5BKkEHgA570U6irQTe7/r/IupF0Z2i9P6/4J0On3l3da/FeaZb29xbW/F48g5jXoxAZhuKoB1HRfxr1bQ/HGraXptqurx29pLKCIt0hwCJGw52Z2swVezdAc9a8kPhPULO1tZLO4jmGtfK0kM2wnGSwZemOmQfQcYYE7Nn4ovNN0y30i/lV0UTBZJAJlPU43Lk8k4OD6fL3qp0XreO39bihWV/i3/rY6bVfivcWmpWt1Hpc0q26fZYLgTss0agDcI05CZdEGSoGBjGDiuq0X4uPbrbaVqdqLzT4dOeOKaMhgtwoVlLE4LZxgtxycdBXmNrfac8l1JBqln9nM2AlxG5VFC/fbIwSflXau7GW4HGaWk3tk80b22spaqw8tnmDbgp4AAVSSMclcdOOa4amEpyj8NjrjiZX3PQR8XtZuNsN5cW9y/m744fsSorqQVCNgdz82BzxxWfofj7xLM17BFcw23nu14JrwlVRlO5kR1ycE7flPBIUYzzUcV3oMljprxXF1e3axv59vMSqqwZmByuQQVA4PcdxTb2xXVdPlkmnjtLNUf7Ha+YjOxd2ILKBhmHmvtZsbQMA5FbUcPSa2Vjnq1Jra9zWvdS8Xa1DB5OqRHbG0k0OnoSkUO0kucZJxjrjHvWHNZanJp9u63iIqP55SMKUXawIwjA9zn0JOa5+zt9WaRru4nhjgsZDm01C6MEsi5XC4yM5wDx6e4qe8+JLWdixtIJl1G98yS/ZnUx7yMHaR94bN2VbGN5HqW66dCnH4vyOaVeb2/M0tT1/xH4buluptQuFE/yxvcRIduSGIEmeOcZHbPQV1Xh/4t3X2c6fqSaZNYXEYilabT03ojHJJHG7dgc9eB7V5pZeK9KjWWfy5mgjRWOSFB42kMpPzZJzxjpWlosml3OqiW3klZ2RwzLbbt3GUG07QTuOffB7DBK2Eo1o2cSKeKq057nX+MvAT3muRyaJ5U2kwwmS3FvOxERTzAZI2IG1cqPkHB4wAMYzbfVtQ8J2tzqdjahzeW7W09yqkLhmRg2Omexxwc1QWCzh1Rm+bStQhucrLqhkjhmjDYDrhRt46g47Y9B3nhnwvFrXgadoG3W8lwftTW6idImYq42KOBt37mbOAMDAOAfNVF0FZ6o9dV41NtGfpH+xj4th8RfBmws4pmuDp2F8xhgssg80cfVmH4V7xX50f8E7fiZFp/xIvfBb3Mnlz27LaiYYLhAX4Hthvwx61+i9e9hZN0kpdD5bGwUa8rddQooorqOA/mhA6UnPAHTNKn8NSWrQx3ULTo8luJAZEjcIzLnkBiDg474P0NdIHeWE9h/wgboW0n7dsbhrK4N19/8A56/6scfp719wf8EhGJ8aePAVA/4l0P1/1tfHp1SOb4e3EWmTaxaaUIztsp/GNq0f3+QbIRI7c5OABnrX2D/wSFz/AMJr46Jz82mxf+jRVy+EIn6f0UUVxgfm38WvFXiBfGGq3Gv3st5q0Woz2qyCPYIkWZjHGq+ijpnqGzWdJ4qubrwtcXMtrIYFmkuppIYRvZGZjtITO3BI+bnnqea9Y/bO8CrY+MoLzS4lUX0QvbqMIWO/eVdwPcBTgdwT3r5d0bxENPTWNNuUvEheB7c7XKFUYfcJOMdueMjPQ185jKLabSu73PqMPVT5eitoR/Fj4erqfhG68Q2t/BDLq0QkkQyOquWZWyEPGTufPAJKk9QRXzb9jtJNWvLOKxt/Jby44A0gYTRh0RsybgI2G0sWJAwWz8tfU+t/Ex9T8HjR30ESSWd9hmJO6AfKySYGAW3M2AflIwOc18367Y2Vv4m1OabW7dbOSUGG1W1eT7Qi4KgpwASwXvwM5rTLaVSmpRq93b8BY6rGraUOiV/xFsX0GS2uNP1K5K6PZNKLe+hhdyytInzso6HaW555AAzjJpPcWkguIdPsFlUIz2rMxC+WQXyVGDkqFwT2AGa5abVdOW0eBjL5m1Y/ssMbKmeTks4JA5HHv2wBWrpEcei2sNxdR30MwKxxrnerKAeGJwOFB6AY2/l6rlGCseeoyqSujo9P1i4utNt7C1hWa9dWaXy4SsESKGYAsWIfHDfdAyTgnOam1LVHmvpZWKardlVQFlk2QkbQDnI3Yx0IwSfu4AFZ8epahqrypcGaJbZxItpIpMh+UnCcfLwMYHqK9D8A6PJrHiKCxuYSJbCD7VMQgiAuXIKFS33vLXBAPBIbuAa8zE4r2fw7I9Ojh+Ze8tWcPfXrf2TDHbrLHaecVmuNmyMEEDCrnLY3Dnj6VZ0vwn40vrZr1rjyt/AubgyMvOGCZGT0z6jIH1r2fTfhpBJZLZgw6VaJC015Hd2rzR7yCzJEdzbTvUcEYIYEsOAdO18PTr4b+0COO1e23JYfapmkWeNQAspQLwhIXnnORzzXi/XVH+EvU9X6vF/xpHmVt4TvNX8LPc3F3dT6jbLGPs0cACKWCmMO5BGOSOMgkY4q34g+HJsdL0tri0nj1CYk2720K9dwBLEtl3LEYCqex4AIrvPCfhHUfCviDWH1C7d9LuWS+SSOcbFO4qyojE9QUJIx9D0HSxzWd1JKNSt7m5ubdRLbMsRYMyEOiuwJCkllwGI3YJ4JxWNTGVozundf1oVGjQkrKJ4x4V+Hd1dNv8QR28el2243B01A88YPyxnyyefm4IA/i9iK17r4S61q9zJZz615M9yEn09fLDGaIzGMjg/Kyn5yCTgE9xz2Pi/4X/aEdtPubmz1EPJbNPOfIJxkxleCAWJXBXjcFxjFb3hG3sl8D6VBNJc3F7Z3BieaKfypbdgW8yMMM8EgDb0IbjC4IzqY6tZTjLX8v6/IuGDpu6tofOni7wn4o0lbPTdRaK7hj4ijMituwSAQQevytx1GCDiuk8D2d5pOljTcSXMEk/mTPGpAiKsjBWzn+7/47z0r0D42aha+LfC17FaiFLeO4a602SC1CHEb2zsquCvzF3cjBGc89ifEbXxtD/Y8NrEiGaREeSW3ypcEfN84UEknJ7jBHcGuyjWrYyjd79f8/kYypU8NU/r7j139mbVPs/xy8KPFeNHPDqFs8MOwKskhdBNHj/dLYwOw+tfsjX4wfA37Ja+L/CEwhN3cjVomWe3Ygkh1+QkZI+UOPX0r9n6+soLlVmfK47VprzCiiiuk8s/mkEe1Vye3So8HefrXXeEde0LQ7TVl1bwxa+IriaBBZNdT3Ea28gkXcSIpU3KU3jB77T0BBrSa5pV7r32t/DlnaWITyzp9lPOsbN2bdJJI4P4446V2NabiOm0uQj4ZzoN+3a/H/CM28o+//wA/p/eL9e3TpX2p/wAEg5D/AMJp46jOMf2bER/39FfGMl1aXXgm6ks7K0sIGUhbdvEBMq4bnFuTzk9sc9a+yv8AgkOSPH3jYf8AUKjP/kZaJfCOJ+olFFFcYHh37VHgybXvCtrqdpa+fNaM0c0igbo4iMhvoCP/AB78R+bOvajPp/iiCKSOO/IPnTtdfKE/ebdjk9QuR6npx0r9lJI0mjeORFkjYFWVhkEHqCK/P39tD4I6R4R8SDWdMMcen3Vs81xZxNloXVlIZ1BBMZIBHoUOc4xXHWik+d+h6OHqOUfZfM+ZL/4mQnw1qTQxX1nMhjgUTIGEikEfNn+IbEGOSNx6ivJvFOozXGgNJepJDDC7WS2pUiZAqs5Qnuwcnkj+IcYxXYGNZrdofMlntrqH7Oyhtqsu7KbhkcAjdz+hwa6KHw6PGfiyw8OafC93qOUdrpS2+5uJfLU/Nn5jkrknnPGcVxyjCjBwXr+R6lNzqT536HlnhXwraarG6xiOVYrKGXbO0hWFjG7feK5BBGCRwdo55xVHWtGn0hbZI7iS61EPI+0MSkjNhdi54zgE5wc19r/CT/gn74x8VX2sweL7WPwhZLcSxLLGqyNJAcFPJCtgfMGPPHOcHivor/h3L8Lmura5ebWJLmKHy5JWuEJmfvI3ydT/AJ75yhh6tT3mtPP+rlzxdCn7qf3f1Y/OjSE066s5L+WzWCdVVnSTJ8thhBwQRjDNnnHPHXNdd4S0u50DWtS1e9WWTSL7aZpY1bEcgAQKDnhjhcjBLY5r9Cfh/wDsR+BPCb3E2s+d4pnmZZNl3+7hjcEYZFU5z8q9WPTjFe8R6DpsOlf2Ymn2q6d5flfZBCvlbMY27cYxjtWMMrcotVHa/wAyqmcRi17ON7fI/LaPxgkccG6zN+/k/aRIwbzI5FZYxGUAPBIk3Hg44xtyK17zxDbalpeoLdu1rpkcaxtCTs2q+5h5YkYDezZyW7qMgdv0a0n4X+ENCvBd6f4Y0m0u1xieKzjEgwcjDYyK2F0HTFmaZdOtBMzbmkEC7ifUnHWhZLTsrSszmlm7k2+U/LHxdqWmxWFl4eFx/aAcoLuJohtmVUfdjaQFYvtYlcH5R7456z1+C41O2soJ5I/s8m2BZseQ5ChVVxtZivXB42tz06/pl4o/Zv8Ah54saSW58OW9tdsdy3NnmFkYdGAB2nr0II9RXhHjb9hEWunyz+FtRivtQMIhSO+jWLYQMK6lflJx1BA4zg8nMVMr5I+7735mtLMoydnofOL61Dq3jAtPPNcxjTFmNoqMPKDMAVY7SrA4BAJyp2k5DfLf1Dw/YeH/AC7i08y409Y18swRhVh/gBWQsPlPTqSeCvB49Gm/ZL+IWiza9fw+HtOJu5Pnj0+7w80IQEHl+HypXKjJ3Dj5a5bWNL8Q+EbfXft2mXVvFIYZokugUL4z5sI3jDp2BAJy5FfOYjBVaSWjSPaoYuEn7skeU/GaHV9U0y4h8N6lJa3UlnHFe2zs4lnRyBKEfaQMlghwQWweor56bwzqGn3GmyzWi6WykQSwAbDE+N23a3P3XVvTDj1r6u8WakwtGkt/tSW620e6G1gLSl1YSSJEmenLfMzKcKwGRgjhZfDt942Ny0MKxT3E8s9kixiaeSRGwQCM5dsR8Z7YG7iu7A15UY8jWj+8daEaz529UXf2dvD8uteLvDOm6WJbmWPWIXXy9ybQ5Qvk9sZl5PZeDX6/1+fH7J/wl8QeB/jnoqXumy2xW3dtSPlvsiYwZiBUgBGPln1I3kfLnFfoPX2dHmcbyPkMc486jEKKKK6DzT+af7renOKN22I9CSxJx9RSbvmXnjJP61JbyrbzLK8azorgtG+QHGckHBBwfYiutiPR9Jtb5vhfcTJY6g1piQG4j8L28sH3u98T5i/UDjpX2R/wSIBX4h+NBjGdIT/0clfGM2qaDqnhOeZdM8OaddlG8uATak10pB6rlmiyf9o4r7M/4JDyRn4jeM1QsD/ZCkqen+vTmnL4QifqRRRRXGMK8M/ae+B9z8S/Db6hoflrrloPMe3eIML2NVJER6H7wQ4zztxXudFZVKca0HCWxrSqyozU4bn4oeL9H1TTNYl0jUZrjEAfbFMskRt5yjE7WJyy8HrkEqo5xmvuH/gn38ILS38OzeMtWj+26tC/2O1luBl4vkDyOOOreYBzn7vbNfVGpfDLwlrGqPqN94c0y7v3be9xNbIzsdoXkkc8AdfStrS9HsNDtfsunWVvYW24v5NrEsabick4UAZJrlo4b2bTk72O+vjfaxairXLlFFFd55YUUUUAFFFFABRRRQAVU1LSbLWLf7Pf2cF7BnPl3EYdc9M4I96t0Ubhsczrnw18L+ItPFle6HZNArB1EcKoUYAgMCoHIBqLw/8ACvwj4VmSbS/D1hZzp92RIRuB/vf73v1rq6Kz9nC/Nyq5p7SdrX0GLCiyNIEUSMAGYDk46ZP4mn0UVoZhRRRQB/NtoPhvVfFF99k0bTLzVbnaX8iygaZ9vrtUE4qHV9Gv9CuJ7TUrO40+7jI3291E0ci9eqsAR2rc8H+NrXQdK1PRtT06XUNJ1GSCeVbW6NtOskQkCFX2suMSvlWU54PBFS+KPiMur32ivaaVFBYaRZmxtbW+f7WWj8x5CZGYAO26VsYUAAAAcV2u1tyNbm1or6gvwxuTG+tCz8uQssKxfZPvc5JO768V9g/8Eg5g3xR8ZJ3/ALFB/wDI8f8AjXwlf+O57+zntTpOjwLINvmQafGjr7hgMiuo+C/x+8ZfAXVLvVPBerHSb68g+zzSeRHLuj3BtuHUjqF5HPFS7SVikf0MUV+Ji/8ABSL477R/xWQJ99Otf/jVL/w8m+O3H/FXqP8AuG2v/wAarL2fmM/bKivxSX/gpR8c+S3i9QewGm2v5/6qn/8ADyb46dP+EuQn/sG2v/xuj2fmB+1VFfiwv/BSr46KMHxVET6/2bbZ/wDRdOX/AIKSfHbZn/hK4iCcf8gy1/8AjdHs/MZ+0tFfjDB/wUn+OW2Qt4nhbC8Z0y245H/TOkX/AIKUfHH/AKGiP/wWWv8A8bpez8wP2for8ZB/wUo+OGP+Rni/8Flr/wDG6mh/4KW/GpGHmeJIHUjB/wCJbbAj3/1dP2fmB+ytFfja3/BSb42MAU8SW7D/AGdOtv8A43UkP/BSX439f7ft2Hvplt/8bo9n5hY/Y6ivxx/4eWfGvn/ifWuP+wdb/wDxFSL/AMFK/jSVydftOn/QMt//AIij2fmFj9iqK/Hdv+ClnxnZQo1+zVum7+zbfn/xymx/8FKvjPGxL6/avx93+zrcc/8Afuj2fmFj9iqK/Hdf+Cl3xnV8/wBt2jjOcHToB+H3Kf8A8PKPjK2WGu2699p063P6+XT9l5gfsLRX49t/wUq+M3lrjWrcc/MRptv/APEUv/Dy74xocf2vBJ9dPt1z/wCOUeyfdCP2Dor8ev8Ah5h8ZypA1WzHozWEBx+SCij2XmgPizU9F1HRZEGoWN1Y+ZkoLmFo92OuMjmqTtuUDvit/wAZR28M0P2eDTYVYsf+JbdSTqee+9iR7VzTP8xFOWmgkAzk813/AMO2RfCfj+R0VzDpNu67gCQf7RtOn4HFefZr1jw38MbZ/D2jTXereIIbjxHCTDBouim8gdBOyBJH85CWDxBiqq2PlPXgEb3Bkt78YdOu9SurkaKyJPqGvXgj3r8q39skMS9P+WZUt754xVy18dadfeHdU1P7JHC1nJ4fiFqzLvm+zQtHIy+zFMn03DNeW+IdHk8OeINR0meaGeWwupbV5YG3RuyOVLKe4JHB9KzVOeBnOafO0KyPTm+K2nMpX+yT/qNVi6r1uwRGen8Gf8MV02h/EDTotI/4SltL3W2k6/4Y8y2+XdKLayuUkAOMfOYSfx5zXhnAbAOe1eha/wDCzU/DGkypdeJdBEUlvFqRsYdTDNKpiLxMEA5YpIcDqN5HGTTjKT1BpDoviRYL4ZTTTpn79dFk0vzsjmRr/wC0iTp2X5PX8K7KP4laQtjN4j+wKYl8Sx3H2DKeYUNq6nt0yB7V4Tu2jPek3+9T7Rj5UekL8R7H/hG3006c3mNoKaSJQV4lGordGXp/cBT159K7vU/iBpbaTF4s/skLa6l4l8RSR2wC741ntbYRoTjGFMufw4rwSxtzeXkFuHWMyuqBpDhRk4yT2Fe0a58DZrOPVrXT9eu7/TvDxvjqMVzZNA1pdRQ78+UXbCTCIBJCQT5Zyo2gGoykxOyMY/FDTn0j7MNKPmC10638w7cZt3LOen8QOP510V/8QtKi8O22s/Yo2+36l4lQWqlfMiFzaQRwk+ymQn/gJxXhbOMnAp38ILHAqedlcqPYdO+MWl2eoWdw2jF0hu9BuSvy/MLC2MUw6f8ALRju/nVm+8U2Wh+CfDty9mJTqOkanart25RnuX2sTjtXlnhHw/N4v8U6PoNrLHBPqd5DZxyTE7FaRwgLYBOATzgV6H4k+GOnR+Eb2607xlNrc2jWX257B7F4o7WFrsW5jYs5Mc3mMG8srgqQ27J204yk02J2TLlh8ZtItdft759HZoY9d0vVGi+TmO1iZJI+n8ZYH045pNW8Xabo/gbRbbyUuLnU/CbWe6LbmGYa1LNuf38uLb64Ze1eN7s05WPr+lR7RlcqPZr34zaPda616uisITrN7qXlHZ/q5oEjVPqpUt6c8VL4o8T2Wj+D9Is3s991qfhq0VJVx8rJfSOWPuVTb+NeXeD9Bj8UeJLDSZtWsNES7k8v7fqRZbeI4OC7IrEAnAzjAzzgZI7n4tfCuf4e6Loc194rtNXvZg8KafHBdRvBEjt8yGaJAUzzxjJfIBHzValJpsVlexrXnxi0W41K+nGjuqz3/iC6VDt+Rb+1WGFP+2bLu/HirmveP9K8M6rZKbNLxXs/D11mHbgeRbRmVD7sSQfcc14g0nmEsTlu9G7sWqfaMfKj1WH4r6Ylukf9mNuFvq0RPy4zdIViP/ACf8K6nWfiJpfg3xfYpd6V9r8u68M6ywiVRmK3sAZI8Hu5mX2+XmvIPA3g278ea3JpViSbpbO6vEjVS7SeTA8xRVHJJCED612nxW+F8nhPTLq9k1y41a/0u8g0fUo7q2aIRTGFjGsLlm82NUhK5IXA2YXBFWpS5bkvlvYT/hZWmx+HY9PXTyHXQptJaYbfmme/a5En0CME9ePSivKs9+31oqHJsq1jQ17VdPn0uw0+yNxcm3lmme7uoljc79mIwAzfKCpblurngc55xup+tFFDJEz14rX0nxfreh2c9pp2sX9haz/62G1uXjSTt8wUgH8aKKQzL3FsEmlHC9eaKKkBPzpzSFurZPTmiikAjEZx2pvNFFADgxXvitZfE+p5uHOo3rSXEAtpWFww8yIAAI3quABtPGAKKKYFBZAqn92N3Ynmms7MxLZJoopAOhmaJw6/KynII4I960rrxJqt3DewzaldzRXsqz3SPOzCeRc7XcE/Mw3NgnkZPrRRQUZlL9DRRUjHrkelX77WL/U7ezgu72a6hs4zFbRTSs6woSWKoD90ZJOB3JoooHYpqo9qXbj/APVRRSGTWtxLZzLPBK8UqHKvGcFT6g1b1LXNT1i3Ivb+6u4ll8zbNKzjzCoUtgnqVRQT6KPQUUVSb2JMz8TRRRSGf//Z) | ASR 13 x0451bl 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ak 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ak 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5u+Hvxi8J+H/CdpZ3em6hZ6va+TGz6bBbOl5HHLNI8cjSDcqyiVFfIf8A1KdvkrgvC/iS0j1KaFtA0qZLy7LLJcQyymBWIG1QjjIA6DBJri4PlkVvfNbXh1hHq1lIWRFS4Ql5HdFA3DksnzAe68+lehzN2uSo21O38YQ29v4ishbQ28MfkglbaymtVzubqspJJ9xxX7p/Bv8A5JD4HwMD+wrH/wBJ0r8MvFtzHeeIrJ7e4s7lFhClrO6uZ1B3HgtP82fYcfjmv3L+Cpz8HPAh6/8AEhsP/SdKzr7Icdjs6KKK4xhRRRQAUUUUAFFFFABRRRQA10WRSrKGUjBB7inUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Nbx5mCMV0ngjxBqegaig0/UbiyFxKkc32e6FvvXPQyN8q9/mbgdTV3QPhP4i8R2UN5DHaWtrcJG8E99eRW8cpkklijQFmA3M8EwAOOEJ4HNR+FvA/iK9vjJa6FqV2lndiK4a2043flspG5ShG1iP7jEA5weDXfZrUV0dZ431C6vvEGntc3NxcuIBhrjW4NVP3m/5aQgKvU/Kee/ev3G+Cv/JHPAnb/iQ2P/pOlfht4zt7ix8S2KXNpd2khgBWO80CHSGYFjyI4iQw/wBo8547V+5HwT/5Iz4D53f8SGw59f8AR0qK+yCOx2lFFFcYwooooAKKKKACiiigAooooAKK5fxV8SvDngtvL1XUVhuD0t40aSTHHO1QcDkfMcAeteNeNP2ubfStahstGsop4ZE3CWfLSfdyT5akYA9cnPtUyko7m0KM57I+jaK+P9H/AGx9R03XbrT9RiivLqSQlbdgqCLKbkAIc/eBUjJ7N061ot+2lq0KbbrwXdWplISK4MT+UrcZJJ4KgnrkUlNMt4eaPq+ivDfCv7VGiXmlwya5bSWV5MC0CWw3LOBj7oYggn5iAcghTgnpXoXgH4p6H8RvtaaU86XFpt86C5iMbLkcEeo+lPmT0M5Upx1aOwoooqjIKKKKACiiigD+dqw+LXifRbC00m11INpdlcJPbW89vFKsbRu7oRuUnAaSRgOmXbjk1j6ZcNearFLcuLgz3KtM1xvYPlvm3bTuOcnO059Oawwdzc810ng/T4r7UFeXUrXTlgdZc3Mske7DA4VkViDx17V3XbFodN4vjs7bXrQ2NtZ20fkqzLZw3USk7iMkXDM2enI4/HNfut8Cm3fBL4fnOf8Ain9P5/7d46/C7xpc2914gsmgvI71FhClkvprsA7jwWlRSPoBiv3T+BzBvgt4BIGB/YFh/wCk6VNbZAtjt6KKK4xhRRRQAUUUUAFFFNChWLAct1oAUnAyeBXh/wAdPi62i6df2WmaglqsEYaW7t5VaQk/wqCOgxyetX/2kPGyaR4RbR7TUVtry+YxXKxspeO32MzswPQbQffketfB3jDx1ZxyW8MVrqFrYaUsqw3DuC87gFd4ORgMMDC4GMnmuTEVJRTUdz0cNQUrTkX9cuL/AFKdru/8QNZwyyLFHPfsS7b2B4XhSSzY7dR0wMch4wtb/T7P7fpLNrLWryCGOVfMM4Lbc4jKsRtUYxkDGCMZqzr2tDxxpMcdzcWekx29pF5ENmnmFSXVnI3EKxyD3+vTJwfCejXMdjaaBpyS3uqWwluPtjnDSlNzYYEZAOAQAe2a8Rynfm5tVue3ypqzWhox6Bd3ebq6sN1xOsR8mKNX+zs20FlDLmQEbhwW7jrnPQ6fqA8LrAVdb+eNGlb7cqSTxMw6hVOdoAYgbTjAPc15sPFXk2WnXGrrsNrdRyStDkxLGcqqy91iLDdjBO6MAKcnGv4i1/SvFn2yyhi82SRSlzcaZciPcyMGMqcB1TZ8xboeAcUKdW6b1uNxppNI6bXLpby1R7SdnmnkZoLqS5CIRjaDv+UDCkgepOPeu3+E/wATNb8P65oQE254GbdcvI4L/dKo7AgPGxA2jJwrHODivGvBNxJpGnRQo19rKafNKzzS5lLRsNyNtOMHO4ndwcd66nw3PpeqWMi/Np9nJJI0E8pG2TjkrsUZY8kb8D5V+td9KfvbnNUj7tmfqf4T8SW3ivQrXULaWN/MQGRUOdj4+ZT6YNbFfmh+zr+0fc6D4402zEZtvLsZI7qS9uHdLlmfK5QHCyAnHGM7sHHAr9FPBviyz8aeH7XVLNl2yDEkSuHMUg+8hI7j9QQe9enCakjw61F03fobdFFFaHOFFFFAH81LsHfeMDPUe/etPw2WXWLFlZg4mTDRzLEwO4YIc8Kf9o8DrXofw38J/DnXPD9xca7qeoQaraWl5cXFn9qhtkfZC7QeSzqfMJcKpTIbJGAwzt5PwjZ6FNeI1zealb3fnr9lgtdLivQ/I2ghpUySeNu0g/jiu+z0ZNzp/iDcXFxr1gbm5uriQQAA3eswakwG48B4QAo/2Tz371+5nwJ/5Il4Ax0/sCw/9J0r8NviFZ3Nr4isEuLW8tGMQIS98Pw6OxG48iOIkOP9o89u1fuL8AnMnwN+HrHjPh+w/wDSdKivsNbHe0UUVxjCiiigAooooAKRs7Tg4OOtLXP+PtWuND8Hate2tu1zPDAzCNDg9OTntgd6BpXdj4M/aK8ay698WrvSpoJbyKOzW4MrovluQ+2RcEEbgojK4IGVA75rxC8bUbtXjlhm1fRJJFyi2oUrJjOVBIG4EtwOzdgTj1/4u3Wy4gu/7Ws4bPMsgSRWVp2xHtTaRyRJubA42gZPp5PH4ouLFb200xYYQIobe3uI42aJWaQIcA9CMqeAd2eo7eHWvzNn0tO3KomxNJDe+H9QtbLyzcqVt52eQbo1BDhlByysXZeTgYBA+8KveK7x/hZ4f1Vrbz5te1GGR3PnfNb2ykM8quV4Y7kUFsjc4+lfN3ijQ7y81lla4a5iXbJK0hUm4y4y7EHtjHIHTOTxXcrc2niyP+zfEPiGSPcCVm/eTJGAcxxZALKp2kDHyjK54FZLBuaWunUp4jlurHmEnjA+KNWhu5IzBuaQQQyyN5aRxnoc854BHPdsDmtmdtQ0uyhudOl+zyyD9+YY3HmsNpxhjyQGRsAeh9ztaJ8NZNZ097qzu7NbezMkkNnNPsnmRNxJj25GApGSSOCcZOcJ4f1KS8ksrWSJr20ULEkrf8uyOwG4gDONx75zngV7UZRjG0Ued7OUpXmzcaylis9L1yC8u08ueKP7JKnlLcxuQjEkZyAmCvJ2/kKu6n4ivYXNk8hjDkA+UM/bFZiCCwPynkggdO+CDneu9RsWvvEWhyiyu5/tEU9vfWy7RJAflSPy+AoTY4yBzvzgVJ/a6yaxFZ3iQQrapte48xZIioIZpUbJG/aThQFxknnBx5UJu7aV7/ed8ox0TdrHDeMvFbeFfjVo1/q7C00u7tNo/stQhjbMmxmJHzgMQCDkkD8K/RT9hHWFvvDHiOBjIZjcpcc/c2sGAC8ZwAAPT071+VPj/UpPiX8RLMaeyWmnx+XZpdyMoSEhnIZ3OFB6nPTGPQ1+kH7A/iAatr1/c3Euya60yOJUDlhLJHsV298hQ2f9o9wa9Gno1c4K1pQlY+2qKKK6zyAooooA/mp3Ft2OlaGjKh1Cz8wRsnmLvEwcoRkZ3bPmxjrt59KoR43Me3XH510HhC/sbDV0a7s2uiXXypFu2t/Kbd98sATxXagOp8Tx6eNZ08WMemxxlAG/stLtUzuPJ+0ndnH93j8a/c39n3/khPw8/wCxfsf/AEnSvw88bal/aWu6c5u1vTHH98anJfY+Y8bnA2/QV+4X7PZ3fAj4eE9f+Efsf/RCUV9kJbHoFFFFcQwooooAKKKKAEpHRZEZGAZWGCD0Ip1FAHwV+058E9a8J+MLi40e3Wfw/rTkwAOA9tJtA8tGP3MnHXjAPPWvmfxHpV62mWDa3eSwrE6QzwwKvl28e4fM+CA6kchicDkcCv168Q+G9N8VaeLLVLZbq3EiyqrEgq6nKsCOhFfBP7VXwPuPh1rVvqdtZJdeGLueRZCu1DGjgF+g4fIJGOMgEADIHDiKdlzrU9nCVlN8ktGfIFvItjeai1zo1xcafDcLHMjXHzPblwrBTyFILEAlcfMCQccRQ2ejNC10sy+ZI2La1kU28QHAwx3cDnPpk8YANSeOvhh4h0PUXvNPguLvSGmaWLzPl3xDGAwJBOMLwDwPTnGjpelvqun2F7rtvYzpCHiggiyhyTkF9pyWDHI3nqPwrB1J8torT8TrUY83NL/gGe8mp+IL77PqEj2ljdxCKG8SQmCGIPv3fLn5Sd52gDlh0zXaXs1k3iKyvY443tpYLdY4Mb2htt3zLww+YjccDkbc+9SaP4r06LSYtGmtpI/PYGO3dA0k6jb+7RguclicdgSd2RzWafEr6LcW6oWWWKXItZLQJOCAArjnD7lJGR2yf4qy/eSTfU19yMkizrvh+HwXa6v4oKWc41ZlRNNt7kr5L4IAVtuZM7OeR/FwfvV5nqv9pQx74lmgnvrJlWOJeETewbcuSFBG/t3969n8Lw6x8QNWisn05Le1LLKbu36puZ/3igtjfgf3gfWpfiD4Q0TwndWunaDe/a53hee5gidjLDKVGCxzwSGznOT6YwaMNKpGPLU/ryMa9OLknH+vM8V8P+H9PstajgtbWK9tmiVpGKEpJwSzdcqCMeh46cV+kX7Bvwk/s3SpfGkzo8MyNa2BWMIxUEhywx6gY55/Cvnb9nj9ny++KmraUWi+z6LDeLDcpGzIVREO9+cgE9OMck884r9LvBPg3Tfh/wCF9P0DSI3j0+yTZGJG3Mckkkn1JJP412UbzfM+hw4mSpx5Fu/yNyiiiu48oKKKKAP5qo4ZFKkAtwau6Qrx6naMpIbzlI+dUx8w/ibgfU8DvXpXhn45X/hfQ9E0iyfUNNtbVWjvG028ELXCmczB0Ow+XL8xjL5bKKq4wOedtPG1zceJLya10zTYY9Svmm+zf2Vb3Zi3vnZEJEJwM4CgjoK7+Vaak3Zt+N7iWTXrF52ckQ4+fUba9PJP8UCgL9DzX7i/s+kn4FfD7PX+wbL/ANEJX4c+PrW4s9ZsfPsruz3RcLd6BDpJYbuoSMkP/vHntX7hfs6uZPgL8PGPU6DZZz/1xWor7DWx6JRRRXGMKKKKACiiigAooooAKw/GnhS08beGb7RrxVMVym0My7trdj/+rFblFG+g02ndH5seMPh74r8NX17LrmlT6dpFncQxgXCgmdBIoLBidzKzqW/iIXG7uT5hq3h1b2O4vdMmaaDBaKBtqzQDpl0zjauR8wyP1r9c5IY5QQ6K4I2ncM5HpXAaj8AfAWpXqXh8PW9rdLJ5nnWbNA+7g5yhBHQcjn9a5/YroejHF/zI/Me48P6bdfaHv9QsvL062S4tbUwoG64O9mGCxYnA4wCeetYmh2tpN4nuPL+xWzwSYilsrct5qhlBVSuduO7ccE5PHP6pap8A/A2pWYg/sK3tipUiWFRvyDkE7gQxzzkgnPPc1y2qfsj+BL9cxW8trKCu2SMgEbccZABHQZwRnFZxoNbyuX9bj2sfCkx8Uyao0Fu1zaWlvb/Z98caxSMh3FnMmNzDOW5YYB9eT678IP2QdX8R+HraYw2unWNxEuNVuQPNlj3PwkQGdpXy+WYZ+Y+hP1dov7PHg3R7m3ujYtd3cOAk0pAbaCDsJUAlcgHBznHOa9LrZU0mYTxN1aO5z/gjwNpXgDQ4tN0q3WNVAMsxA8yZ8cu57k/pXQ0UVscTbbuwooooEFFFFAH82EyqJmC5YA8fTNWdItzJqMHyrIgdS4kDFcZGd235seuOfSqjOBJ9RzzWv4Y1+90XVIpdPv7mwMhCSPb3DQFkLDILDoPzrtEdL4u+xR6pZCwi02JCmWGlreKmc/xfaSWz/u8V+5v7NpLfs/8Aw6J5P9g2f/ola/EXx3qEV3qlgzX0l6fL5Z9Va/K85A3FFK/TvX7d/s3nPwB+HhByP7Cs+R/1yWlW2QLY9HooorjGFFFFABRRUN1dw2Nu89xKsMKDLO5wBQBNRXzH8SP2xILC4hh8IWL6jHDOhuZ54iPMjDfMqLwckcZPIz0rstG/a38CatcQxSHU9PEkfmme6tNsKKCoYs4JA2lgDmuf6xSvbmOp4WslflPaqKgtr+2vIIJoLiKaGdQ8UkbhlkUjIKkdRj0qeug5QooooAKKKKACiiigAooooAKKKKACiiigD+d3TvhTf6t4ctNRt9Qsmu7y1kvbfS/3n2iS3jlaOSQEJs+UpIxXdu2ozYxUUHw91ew8Vajp6z2Hm6TfPazSSajBbZaNyCU85lJHBwcfWuf0/wAUazpKWkdlq17aJaTfabdYbh0EM3A8xMH5WwB8w54FR2+oXOpa4lxcSy3V1PcCSSR1895XZskkN98k9j1zzXb7pOp6J8RbqSbVtPM1zLcN5X3pL+1uwvzdAYDgD/e5r9vP2aW3fs+fDo8f8gK06f8AXJa/D/x9FPaalp32mzu7NmjOFuvD0OkE89QkZIf/AHj0r9vf2Y23fs8/Do/9QK0/9FilW2Gtj06iiiuMYUUUUAZHiDxPY+GYonvHwZSdigqCcck/MQMAe9fJXxr+JE3xAW5trTUZ9PSFzsmBfyxgkE7QQOnpz/Meh/tQfET7HdeHND0o+fdLetNehEBPlJGf3Qzx8xIJ7YjOT2r5F8ca1eWv25LIeVBKjPGgY42c5yO3AySOn414ONqSnPkjLT+tz6HAUVGPtGtWcjbz2+g6ZPpU94Qs1wt2kiuWEXyj7pJzgMSNmPX6Vq6L8QtM0eG0gnnje3jhdZEL580nczMQR8ucjoMc9sV88atr+salqUu+4/0KP93KrPwrDHDcHI5+9j0+lQaXMJ7gWE8IeRHKyyq5LfMAMMOeFIYjAzluScCnLBpxvN/cdH1lcyjFH07r37TTT3elTaA8GkNZyE2UyTo7BSwwoyODtBxnr68YPr19+3l4hvUjTT1s9oKRSSxW5MucHLhWJHOMgHvxXwbqFrZaaLa2kimnZtuy42jauCBnt8+ccdge9TaLr2peE9Viu9NkjlntZDNJHLIHO0Z+XBHp/D/tZGMmtqdOShejIwqcvPy1Yn6Q+A/2vtf0ya0TxfpLXunXErM17bx7LiGHJG5o1G0hSDnO0kAkA4xX1autae1qbkXtuLcbcyGQBRuAK5JPGQR19RX5OP8AtCLqul6hbXvmR396jKTHGTjkcEFgoHBB553nr0q1F8eNJ3XVlPqaz6dMiFLiXzIpY5FTaI2QrsdemMY2he/AE0cRiIK1WDZlWwlGbvTkkfrNRXw58Lf2udSstPthNqiXWnLEjJb6pFmUxq207JAVzncvXdjK4HWvtLw9r1l4o0Sz1XTplns7qMSRupz9R9Qcg+4r0qVaNa/L0PMrYedC3NszRooorc5QooooAKKKKACiiigD+aT72fp/WtLw1p9tqGohLrULPTo4wH3XqzFJMEfL+6Rm9fTgdc1nNGyg5p2msVvrdt20h1wwfZjn+92+tdYjvPFUNjHd2IsYdIjRlOf7JW+Cnnq32rkn/d4r9zf2Yf8Ak3f4dZOf+JHa/wDosV+HnxA1T7XqWmv9oNyVQ4P9sHUNvP8AeKjb9K/cP9mFlk/Z5+HbqNqtolqQPTMY4orbAtj0+iiuQ+IHxX8MfDK0M2v6lHaOYmlSH+JwPTsMngbiB19DXG2luUk5OyOvrxT9qD4o6z8N/C9mdC1K10y+vGdDcXEYkMQ4CsFIOeT6HpXyt8Qv26Nc8SfEC1hto007wrp1yLkWdrK6XN95bghGbIPIG4gDHTPrXLfFD9pbWPjhOf7Xs4dJ0hpHhsLOKLbcTryxBkJPGVXPbqM9jzYidoNJ2fkelhsM+dSktPMfefG+61bxBBFqssqa5cwNLNbyqAWOceZKFHyL8u7b/CxxyeR53f8AxGurG8vbWB1uYoZJBd3m0BZG2spCNjOOi9erMeteeaDfWureImsLa3+zXUmTd+ZKPMTyztjVm/hOMYxknPfta1D4U634m8qEX0UdjbXkziZm2hpCqERyEE5YHd6kjB4zXheyhze/1Pd9pyq0TKsNH1C/ury8hjS1RJW37XXcWIySpBxxjnPerGn+ArrUi8MdrDY3rMYxNI4hSQIy7m7AAAEhlHIUkZzz6v4M1i10m1NrpQsY7uNlnnGoqHWK3yCMR53biWJ+XjnnrWP4w1rS/Fni6xudS023gtShvQr4jM5RjlsAjluMqc/eHXFUsXU52mtEZSow5fM8q0jwf4l1e61OKxtrq7sLYlrm4YpFCrYCgsZGwQB2Bzx7Zrph4H1jw7ZJ/avhvVYnVRGbl4y0TSeacEYXKqyqqjJ6gkZzgerax4zgv9DezXRItDiu44r0ubjy2cuxABwPu5Vc88jAA6VoRW8OtaadSm1H7FdXjveYNwWjiCkAbRkK3GCOcHPXLVk8fUS92G4ewi3rI+Xtc1aCSOeFLH7FOrhVuBKyFCSfvKw554PTGK2/DOm3uqawI/7Ke7mvF/0dLez8xZP4S6lMehzjPPHrXrF/qGhXeqWl3rd/Ffyr/o8NtPskXnaRJIPmBbnO3OPl56iuj1LWr+HyNDsbpbV2nMSppZRQqswzEUBzwc9DtzkZODXZLGvlUVHddzJYX3rt7HlkOpHT7y3tLa32TqwgffHlxtcEZAwVHb8CfSv1L/ZOnuZ/gjo32iNYtkkyLGg+VcOdwB74feM18Y65c6PfboNT0iLWriOLzJL6FUMhbIyfNxuTgt869/XIr3v9lXx9b+DNOuNDme8fR72+i/s2KZy4gabkpHuOWBZsnpgnvmlg8TBz97T/AIJGMpTlSstbH1pRRRXvnzgUUUUAFFFFABRRRQB/Oppdx4Kh8Pxtqmm65fa2Z38w2uoxW9v5O1dhAaB23Z3Z5xgCqGhyaCszvdWeosxmzbLDdxJsXjAdmjIJ98Ae1Ye4iNh/s55+lSwZa7gQLuHGNq7s/gev0712tkndfESWWTUtN8wPkRn717a3Xcd7dQB/wLmv3A/ZRbf+zb8OD/1Bbcf+O1+H3xCs7m21LT1nsbuzOw4W60CLSiRkdBGTv+p6V+337Jf/ACbX8OPbRoB+lRW2Gtj1qvkP9tbwDr2ua5pOqRS2cmjyRpZBJostGxcliSCCeD1PAz9a+vKr6hp9tqtnLaXlvHdW0gw8UqhlbnPIPvXFOPNGxtSqezlzH42+Ipp/h5rLrZ6VY6jqN7G6WAWFiIgCA0hbcf7wGc7uW9q9G+Af7L/ij45fEC/urm+m0rw9bjdd6kYGOJCAfKgydrOeCcHCgZPJAb9EtN/Z++HWlapNqEPhHS2uZX35mgEqoePuq2QvTPA6k138MMdvGEijWNB0VAAKxhRtrLU6p4pte6rH5JfDXSV8Ga54lHi/Q5dNnhmu0muJFDEQiUxrGSPmHO87+p5xwRWBrV9aalrkWk6MJbnTZgZY7OOzOApBZywYYYDBJDZPAOTya/VTVPgf4K1zxhP4k1HQbW/1CeEQypcxq8L4bO9kIwW6DJ7AVc8XfCfwt43ksX1bS1lazUxxGF2h/dkYMZ2EZQjjaeK5fqMXJzb3N1jrJKx+YXhXw7qPxU0keF/BnhKK7vI1InvYgjSeWrBUBYr8v3FGGI4A645+jPg/+w5r81xp8nxAOmx6RCrBrCPbLe5Ixt8wAoqMQCQCcjjivr/wX8P/AA78O9Pex8OaRb6Tau290gByx9SSST+ddDWsMHSjq1cwnjKktI6Hmy/s5/DVTb7fBekhYEWNFFuNu1fuhl6Njnrnqa5r4ufso+FfiVpLw6fFB4ZvzEIVuLO2HlbAxbaYlKj7xzkYP1r26iutwi1Zo5Y1Zxaknqj4xuP+CeaQ6laXqeJhqywoqSWd1D5KybU25DLuAyMcbfx4qjffsKa3baf9ogvbGa7GFW3hdt6gsQCJGHLKu0knqQenFfblFYvD0m78pv8AW6z3kfmnefAvx18N9SeD+yLm4vI18/zLXTRcfaQiBfLDKQpXdswT6ng54qeDfEviHRdYttSmtbjVtcS6S4gsnjEcKzjJYMC+DGmAPlHHIGdwx+m9cH4m+C/hfxBHctDp8ek30+M3lgoikHJyRjjJycnucE5wKxlhUtYb+ZtHGOWk9ih8OfjZYeM9Ym0G/hGla/GAyWrFiJ125ZkJGOOeMnjHJr0uuY8K/DfQfB/lSWVmsl7HGI/t1ziScgDH3j0yOoXANdPXXT51Fc+5w1HBy9xaBRRRWhmFFFFABRRRQB/NQrbs8/w4rR0HVINJvVe40611NHXb5d28qopJ+9+6dWzx69zxWhovgDV9c04XtutnBbOxjie+1C3tfNYYyEErqXwSAdueTise80+50fWPsd3DJa3drMYpopMo8bqxDKfQg5+ldrutSUdT4wk0tr6zNjFpITB3/wBk/bACc8bvtPOf93j1r9yf2SWD/s0/DkqSR/Y8OM/Q1+HPxD1Zr6600tqFxqGxW5uNY/tHbyOh2Lsz6c5r9wP2PX8z9mH4bt2OkRdfqairsNbHsVFFFcowooooAKKKKACiiigAooooAKKKKACiiigAoopPrQAtFFFABRRRQAUUUUAfzj6L8Rb/AEjTYrBrTTdStrdme2XULNJzCzEE7SRnBIztOVzk45OacnxC8Rx6pqOoRa1fWt3qEzXF1JbTtD5sjcliEIHUmsW+t0sbloo7mK7QciaEOFPfjcoP6VWkbdn1rrlJkpI1tU8Uat4imgfVdTu9TeP5Y2u52lKg9QNxOK9G8P8Ajr4q6ZZ6fYaVrfiG1sibeC0t7a9lRP327yVVQ2Bv2tjHoa8gU8qc16Zq3xIu9Hm8OnRbuJ/s1tpty+UDbbm1EmwHPpvOR3zRGXcfobo+Mfxb+yG7HizxMbf7N9r8z+0ZseT53kb87unm/Jn1qxL8WvjJZvcxzeJ/FSG3kuI5VOozfI8ABmB+bgoGGfrXnKeP9VGljTmlj+yGw/s0r5Yz5H2v7XjPr5vOfTitnxd8WLzUfEviGbS3CaXfahqdzAs0Y8wJeFQ+7k4OxE78EGnzILs7Jfi78ZY5HU+JfFQdSysv9oT8EReaR97tH830p9v8YPjNJNCkXijxSzzPbRRqt/MdzXCloAPm6uoJX1ArlvCvxMvbrXmOs3EMFrLDdSs+wKDIbGSBOnr8ox6msaz+LWvWN1azxSw77WfT7iPMQPzWUbRwZ+isc+tPmXcLs9Bh+M3xfuLQ3SeL/FBiNuLkONRnwYjN5Af73TzPk+vFWV+M3xktGmaTxZ4oTyROH3ahOMGLiX+L+EkZ9K8/0X4lSWvh/VLG7OZF0hNO0/YgOCNRiuzvP4S8+4FVLn4pa3eNctJJCTcm8MmIgP8Aj5IMuP8AvkY9KXMu4anprfGL40RyPG3ifxUro80bL9vn4aKPzJR97qqHcfaprf4yfGe4kijTxT4qeSWS2hjUahOSz3CF7dR83V1BK+oFclP8UruTwtHf/aIW1y41XUHnhCcCOe0ihLBe2RvA+lYdn8XNdsZ7WeOWFZba5066j/dA/PZRNFbk+oCsc+pp8y7hqelw/Hj4wm1WceKvFEttLCs6SDUZseWZTCrg7v8AnoCv1FSXHxq+McMc0sni7xQqwiRpC9/OAgjcI5PzY+VmUH3NecX/AMUJYfD+gWGnNhoNLWyvPNTILLqE10u056fNH+oqrcfFLWryG7ilkh2XYuFkxGM4nlWWTHp8yLj0pc67hqery/Gv412pljfxf4qV43nidf7QnyrQRiSYfe/gQhj6CiL44fGyaSKNPF3i15Xe2jRV1Cfk3EZkgA+bq6AsPUCuH8ffFK6Xxlri6VcwT6c95qEkMgUMHF1AIJTnv8gGPQ81B4R+L11Y+KNJuNVIbTob3TJ7jyY/n22UJgixz18tmz6mnzq9rhrY9At/j18a5Fhli8XeK5EljSVCuozEMjyGJSPm7vlR70snx4+MawyXEni3xV5aRvM4OoykCNZPKdsluz/L04Jryqz+K2tWMdtFCYQlvBDbR5jz8kVwbhM8/wB8/lxWz4e+Ic95pviCPUbiGMjR7iK2XaF3yS3cczL75+Y/QUKafUep31x8dfjVFcSwt4p8UxSQy3MRj/tCYbHt4984PzdUQhm9BzUsPx0+NNw8cbeKPFDszwRJtv5gWaZDJCPvc70G4e1eW3nxc1y7u7q9cwGS5udSuXHl9HvoRDPgemxRt9K0bP4wXUWjtMxX+24dQ0ye2PlDy/LtbWWAbueuDF9eTRzruLU9Dh+PXxnuIkWLxV4nYSiEow1GYZErbY8fN/EQQPpTLj9oD4yWtu8x8UeJkhjgN0ZH1CfAiE3kFz83TzPk+teTWnxW1uzjt1jaDFutqqbo88W7l4/1Jz61seIviFOfDGjRWtxDLJe6RNZ6ghGfLzqUtyBjscrGfofemqi7hqehyfHf44xzXEUnirxNG8UlzDIrXkuVa3QPOvLdUUgt6A1GPjx8bnkWNPFnipnJiUKt7MMmSIyxj73O5AWHqBmvNbz40azfTXs0v2dprq51G6dvLIAe+hEVwRz0KqMZBxVrXvjFPDq8M2jbRbrDpznz4+fPt7EW57/dy0n14NHOu4anunwE+OHxb1P42fDmDVfFHiW60q68QaSlwt1fzPE8M90igMC2CrjcOeuDRXmX7N/xE1XUvj18K9LmaP7LJ4l0G2OEwdkF4nl8+vznPrRXPUlzNDPGPFzT3GpR3crXLpdQrNHJdXQuHZeRy4UdCrDGBjBFYOTRRVS3EtjX8IzaVb+KNLk12J59HW4Q3ccectHn5hgEE8dgQT2I613Pjy98LzeGStvPoN5rbXUZt38P2d1brFAFfzFm85UDEkxYwGPDZYdCUUKVlYLHmfmdAB0NOaRdox175ooqBnWeG73wTb+HLg67pmtX+tfaVEP9n6jFbQmAq27dugkO4MF74Ibtt55rUJLWS9uHsoZba0LkwxXEolkRewZwqhiB3CjPoKKKdwKm6nqwyM0UUgPatY1j4Z6k2sm2gtdP+yWk50oQQXH+lLJERDHNuJxcRPtJcfI2W+b5Vz42qvJyB8v97sPxooq3LmElYN6r0IY+tdZ8ObvQLXUdQl8QWtvdqtk7WcV6Z/s7XAZSBJ5LB+UEgXBxvKbvlzRRULcrc0PiZrHhbWrPSbrQNOtNKupJLkzWdl5xWC33KLdJGkPzzACTcy/KQU/i3Y4RWXnOc9uOtFFKTuwSsiQyxmNUEY3dWbuev5CvWPhjrHw4XQZofEOgJLrdvbXjLNcz3JjvnML+RGoiP7uQSFByCpHO5SPmKKcZWYNXPK5pF+0SFIvKQscRg52jPTJ9KYZB6H9KKKgZd0ea0j1aye/RpLETIZ0Xq0e4bgMEc4zXqfjG++HNv4Tv9P0X7HdXK2izWt4kVyt0bprwkoS/yeWtsMEY+8Vxk7jRRWkZWT0JavqeO7qRpd3aiipQz3H9jVtAk+PvgmHVtsWov4h0ltNnmWQosq30LMvydHYDapYFeTnGdylFFKT2Ef/Z) | ASR 13 x0451ar 0718 Anden genstand af jern
Ekstremt dårligt bevaret, men må ud fra placeringen være en klinknagle, Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8/ed5yMirNjiOQMeBuGc5xj8K73QvgbquraXFqN7q2l6HYTxW8kN1fySFXadpVijxGjEMTDIckYAXkisvTfhj4hm1bVLGO3gW70u7a1uUkvYYSsiMQwBdxnkHkZFd3LLTQnmR0njiXSHtdNGmzeHJW8xt/wDYcN9Gw4GN/wBpABH+7z1r9av+Cd+f+GXPD/8A183X/o01+V3xW1DU5rPRl1CfXHCysU/tXxJb6ooOB91YlGw+561+p/8AwTu5/Zd0HPX7VdZ/7+GnW+EI7H0vRRRXAUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH86+n/GLxjo+nWel2viC9/suzmSa2s5H8yKJo2LIVVsgYYkjHGSa583s19eTXdxM0888nmSyykszsWySfUkmsrIbGa6Dwr4fufEl+1vazWcLqvmFr2+htFwCOjysoz7A5/Kuy8pOxNktTvfiJJp8lnpX2IaZv3Nu+waRLZHGB1Ln5vwr9Yv8AgnC5k/ZZ0Mk5P2y6/D95X5WfFaSaSx0kS3d5cBZG/wCPrxfba0BwOiRKDH9T16V+qv8AwTlYN+yzoOF2gXd0P/Ihqq3wsI7H05RRRXCUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWXrPijSPDvkf2pqdrp/nvsi+0Sqm9vQZNXLLULbUoFmtLiK5ibkPE4YfmKV1sOztcsUUUUxBRRRQB/NMwBYsowD+lWLHImjJ4yeeM9/SvVvh7+zq3jzw7HrQ8Y6LZWZhuJZo/LupprVoonk2zKkRCZCEgluRnbuI21xPh3wTJrVzdi21fSI47aXYJbu/S2EwzwyCTaxBx6Z5GQK7eSSs7Ecy2O5+Jwb+zdLJVlHmMBnwrBpGeB/HHzJ9D061+rP8AwThOf2WtE4x/plz/AOh1+VPxQkSSx00K1m7CQ/8AHt4hOpN93umTs+tfqp/wTfYN+y5o+O17cg/99CqrfCxw2PqGiiiuAoKKKKACiiigAooooAKKKKACiiigAooooA85+NHxgtPhTpNoPLNzq+pO0VlAFyu4Yy78j5RuHfkkCvizxF8afHniTULhfEGv39rptqGuBHGyQb+Gw6mIA7QHAGOpBz2zc/au+Klj/wALeuNQt5ARZSLpoA5VvKPzuckr1kYcAcL614x4l1wanqUviFLOSfzTJZu0bkMVDMQqFgAQS5xgc4GRxx42Jr1nJxp6JH02FwtOEIymrt/gd/8A8JZqjQ22oapd3GpT7muSylNoXaS0nzk7hx0yDkduh9G+Gfxg1HwfDJrFnePd+Z5ZaxBDxNGQc5YnaD1I59PU141qwlv/AId3YWJLeaScaU0igyeWoCsxXOd0Zyw3Ek5BwQcExp4Xk8N/Z2XVovEGj3Fy8E+rwuZIjMWJZY3PzORkAgrgNn6Dio1qms30/q50VacJWhb+ux+nngvxhp3jzw1Za3pcjPaXK52sCGRgcMjA9CCCD9K3K8U/Zh8D6/4N8M3TancRHTbxhPZ26SmRlz95icYAOAQB2PNe119FTk5RTasfLVYqE3GLugooorQyP5ttK8RaloTXJ02/ubE3EL28zW0rR+ZEwwyNg8qRwQeDVa3zviPv2Garov3gfzra8M6NFrWoG3m1Ox0pVXf52oM6xnkfLlVY5/DtXXqxHqvxYsb230fSGurPVLRDIQrah4TttGU8D7skRJk+h+tfqN/wTaJP7L+mA9tQuh+q1+UXxAg0iPT7EaadA83zPnOk3l5O5GP4hP8AKB/u81+rf/BNc5/Zf0//ALCV1/6EtaVvhZMNj6nooorgLCiiigAorB8beMtP8C+H7nVdRlVEjU+XEWAaV+yr+P5DmvlnUP2wPFr36Wmm2eknzfLlEtzuwiM5DAlTgYxwD94HOa46+LpYd2qM7cPg62JTdNH2JTWdY1LMwVRySTgCvzb8a/tpap8TP7Q0XVpF0aGxbAt7OFoy8oBGZQzEkZPADbcckcCsDxJ8cLzQdBs9IvdYvNWs5IN0ULTuEL7F2nYrsGBYnJAIHJHvxVczhTlyxi3fbzPRp5TOceaUkj9Fv+Fu+CjfGzXxRpb3SuY2iW5VijDqGwfl7dfUV01jqdnqkXmWd3Bdx4B3wSBxz05Br8vPArSaDp8t1cym51XUCb24LHzAcIQyIox0wQMknGK7NfFt34Z1qPxHoV22k6nYRmQLHOVWVQpysysDuQgLn0wMVxU85vV5KkdH1udFTJ/dvCWp+jNFeXfDv9obwp46s7GOW9TSdYmXEljdHGxwoJAkxsI9OefSvRLjWbG10+a+lvIEs4Y/NkuDINipjO4npjHNfRxnGorxd0fOzpzpy5ZKzLteFftS/HjTfhn4NvtJtNU+z+Jr6IrEkJPmwRYy8oIHDbeF/wBplPStf4vftKeFvhV4Li8QPdxajHNObeKOJjhnADMpbGFIBHX1r8q/jD+1VB468U+J/E7eXa3920aWcPlZVVUHcwxn5uEAJPOTWVWry+7HVnbhsPzPnqaJFPxx4303WLi4hntp7XcyRRqk4ebc7naEYKfm3ZLYHO78a7dNVlTQ4LvS12R2lsqlQ3+tIQncfcBT7nGe9fL/AIIvn8YeL7OS+uJFaF5LxmRSS0i5dVGD3evpDR7uBkstDkuo5d9pulYnZIGDR7XcjkEYI78qK8yvelFLue5Qkq12ekXdneHwxoCyWBu5rgi8jkhcqiSdTGTuBG0kgqRyQc9BWXH8N9R06a3uxextbSagzJa/aT9lV3CbjIgO7nBO8Dp16c7vhOF9f0We+j1BXldYmmtYmESDynGUG053FirEggtk9hxdjsrTSfDraWt7Ol9eRyXU064jRS24vL8pODtZiAT8vTnrXgQquEmpaHdKnzWa1P0U+HOoWuo+DdMe0u7G8jjiEXmacSYRtGABnkYAHXmulr5U/Yi8TBbfXdFvGhF9PIl0DDKDEwWNYx5Y+9yqg89gK+q6+zoVY1qanE+NxFJ0ariwooorc5j+aNGwcdM1NC+Jgffg17D4f+C/hybwvoWp6xrmrLe6vB5trYaXpYn+0MZ2h8mOQyDdKuA7LgYVhzXJah8O7LS/FWvaLdeKtJsP7KvZLRZrtLgi52Oy7l8qN8DjuR1712ezkiOZbHXfFM6oNJ0g37a80Jl+X+1tPht487f4CjEk/XtX6k/8E0W3fsv2H/YTuv5rX5M+Ol0aOzsRpp8MmQSYdtDGo+YRjq/2n5cZ/u81+sP/AATJcP8Asu2fqNUugf8AxyqrapjjsfWFFFFcJQUyWVIYnkkYIiAszHoAOpp9fNf7Znj690ew8OeEbK8ksY9eaZ76aF9kn2ePYpVTg4BaRc+w96zqVFSg5y2RtRputNQXU+dv2hPixrHxM+IV7bLcS3ekWmTpdlYSbV5I2sxzneygsT0wMZGa8x1TWriK2uLy5j+zfYrkPNIm1hvIkABRiMKpwcgsc4PPfZPh6aK9P9myZllmjN200m9Yk3bmUEHDFVJXIAzjqc8Zni6G71IppFrBHGtrD5hkMZWMqBkALwFVcYHGTyO9fC4jFQqV0qnX8P66H6DRw7p0bU1seVXUlxaeOHuJ2Y3D2mxLGaDCxKshVlDKeBym0gEc56Zz0Gm6XImuXXi2Zlm0iOK3jitfmk8tjIqOx4BIQFm2g84BJ450fE1ujQwa5dXFzLp6CXUFuFUPtAV43UkZxgyZHqAo/hFdZ4d+Hs9x8JdWsIHt9RvNRsZ5lj2yRkbxlE5YAbTjONw4AGQDWNbGRlSUnpey/wAyoUXCTSH+JtUt7G6kfSi2qxqsaQvAxWXyzlZkVgwH34pGOOCCcdqxta8Vy6bHa6hpPko58wzNs3IrOoLKc8g/KPmU9AuMYFYfjPwjb31v4a0uXUZhLaxTrMv+sMjKWQo564Kuycf3jkYHFzwrZQeMLWG0020gVrCCO3uUP7sfdGV24wdqspDA4OB3rOMIRjzvYvmafIyE+NtXgv4YdCaLSrSZMzQXUACSlFHyMBjAwNvykNg5zxxveE/GGv3Wk6r4b03UGshqEYmnsFlTaGViVVkC5MTbjh8dh3ya8r17S9W0nXtQtbK4fW7eRN8VorIzLJubcqtx93I+9yAw6iqHhPWNP1i8s9ZvHmtrrSwULPlZIeMFN2QcBjkdv6elG8Y81N6eRyS5ZOzWp2HjzwTrmuajd2VtrdxBmB5Whu1LRMTIQfK2nn5VGU7ZwTivKLf4STWU1nqmsQSf2fHKLRGi2TKy4dmmIz8owpCjH3iOhAr0TwrqttayCD+0pbxvEF6ZElfDokpDBNmc7XB5PJB28Ba1/FmpWWl6umh/akR76F4xHIHxIVZSpVycZ3ZznOQRxXVhsTONRRkjlrUFKFzzjXI7PwrZw3clmNK1CHyi+mqMq0bOPl4J244JHTLDrg12Wg3MWtWbwafprlrrfAizdAqk4ZmJ4JCgDoDnpyDXBeKdO0LXLNr2fU5J3UeaoUsUfPRNxHXPQYByCCMDNey/DK7s9P8ACeufY7L7Td3GoCd2B2EhiwQR7gVyCMYHPP4HbE1NLx110+diaK5W+bsW7Bj8PrUThlu7iWFLhYZYD5UjDczKzHkkZbuMAn+6Kz/iBq/iTydI1R/JktrgpNPHZtGsUts4LDkdcHPygknAx60/WI7sWdzJa2JEVqi3MlwGyskmwMoAY5DIWwU7YHpWP8XIdW8TaBp2taPYzMq2Swapp5g3spKoWOBkYy6HHbI4zXKoP4nqxuV3yrQ9F/Zr8e3vw58RWF3aTpPbW9/K7SRvkSQL8nlEMflzukIxn14yAP1aRhIispBVhkEHINfkHpejrY+EdDuvKa0e2gMMkKJsIVvnAJHcZIPHXPpiv0G/Yy8ZXvi74ROt/fSX8+m6hNZBp23Soi7Sqse/DcexA7V35XWu5U++p5uaULQjVT20PeKKKK+hPmz+a9dQubeSIwzSRNGdyFHIKnjkehqsspaQE5znOc80+U7pGPQdePrVzQtPs9S1ARX2pRaVDtJE80TyLn0wgJ//AFV1eQj0r4oXOpyaHpQv5tekiEnyLqusRXkY+X+BEAKn3Pbiv1K/4JgsD+y7b45xq10P0jr8nfHTWUmnWUdncaRKVcknT9MltXxjqzOBuHtX6wf8EvVK/suwg/8AQXuj/wCOx1VXZhHY+uKKKK4xlDXtatPDuj3epX08Vta28Zd5JnCKOwBJ4GTgfU1+ani/VNY8WXT65qF5JqU817sjnum83yYJGyShPKABQOMA7QCPlyPrD9sD4hL4f0nRfDscayTag73T7vmULGOA6fxKS276oO/T5Ht7eXT1j029EZQWu1YUXyWXev5nJPB/2fXr42NkpTSvot/me/l9Plg5tav8kbOsx2+oSmCzvF0/TYI184Rje8/y7iC3uGyeCfmHGTXFx6lpWpbbZbZrOdwgtlijAuPOIOwjPXGcj35rLurOO3k0exZ5ngil80xTx7pM/LlWYAf7IB5OBnAwAavxC1z/AIniSyNcJfWsbS2xjjH2eFeCFbdyWCkngnJC/Wvi44WNbEe+9H1urn2FStKnRThuQeN9MudK8Nz6RcxZSO1JSJtyYZwcfMe4YHjnlRycGu5g8UXfjWw0dU1eTSHmbF1qFskccsLmJ3KIQCvVWGc5xnpzjzmPU18R3Ek13Zy+UN8Nmkky7cZPRQCQA7hsFeTnkmpvC3iiPU7jUNLiWe3v3gD30M8YWEK7hfMIXhSNo+YZzu5HPHTPD+7dbrXvuZ810r9dDvfiDqfh3xBfaN4a1ZPJ8Row1G7lgn2Rp5HVjtP3XJOUDEjg8daxvBNxceJptYSGO3tpQFiuLfAjdiCys6MU3MjZBByR0561n6bp+jeL/F02p/ZV/t3RbVbK+t7qAh55CAFnSTHQgPnIPHXg7h3trdW3gzw+/n3drbXEa+RMsJIljjz+7BLFmztZCVPBIbHHNcMnyxUIX1/r/IqN1ds8U1PQX0zxTcebPsmjikne4EjHcGCtuJJyx42ZHUr7V439u1bxB4+aHS1tbKxvgkb3agsEOMfOD33EDpgdq0vi18SLrXfFEcUFzhLa5aEoAURI1IUiRsFuoJ79M4rnrHxA99qulzQ2NsZLZvMMlrnbMUUJnLAZ+9z07nmvrMJRkoKUlq0eDiK6c+VOyT6G/Y+IvF+l69babqsP2yK0nL2MkMQREmUEq7ZGVGG+9gEZB7Yr1LxjPpXjjS7bUt/2DUFkkmsHZwUEqkeam5chiqjJ55ycH04vSdeXVvEkiPF9rEscQSJGXemBygDcE4XHI4J7Yqt8TNS07T/DNr9hzoywyC5lt41UsWAABZAfklztwARjJB4rDE4fmqwUdH5F0cQ405OTuvM4fx5DPHJc+XIlnZyamzJ5RCRxAvIWVQOoBY8c4/CvoT4O6bI3gbWrOaOGR7eeG8UoXLOvl5QIhPXco/AGvlzUfGFz8RlsNGtrRoPLaS4uJmJycszSMVGByMdMelfV/wAPRqd5qlv5doqmNrazZp5BHF5flPKQCWGTmR2xzxjOM4q8ZGUaajLf/gr8ycNOE5uUdixey2dneSWF0biC21O3UN+8KNnldvbBZT1wfu4yBwL17futneXq3Z826ZjcWixScn5BlgcLgrgfRTnlgah1e3a8ZcyN5qMzxXqRFWWQA4O0E45yxz2x+GxqEOkLqElrHDJa2DbDLcCMrI+4o2VZyTtfkZz2YdRmuOtX09na5tTpa87ZP4guLnQfB9tY3jPDqxgN3JMls0gRY5GBjAGSNu35RnoQPm5J+iv2F/E6aTrfijTLjz4rfWLpbixWVV3s20szOPvAHOAcYOMZPGPkBPFlrJ8QtPtwJH06F5rPYHwxJZQq7sgEfeBAJICnPUV7v+yvcXer/GzRbqyufPzLI86MR5xgZpHXcAxIAJ6HONpH12wN6dWDfX9RYyPtMPNLZH6M0UUV9gfFH80kkvOfamLIWcZPNes6P4F8G6x4P0OM362+tapBKTqE2oxJDBdpI222lhI3IrxqpEpO3c47A45nxB4X8K6b468S6a2uXFrptlfywWUtvbLeedErsASwdQeAORnOa65Ra1J5lsdJ8RtQu5vD+lLPdX1wu8ELdeKYNUUfL2iQZj+p+lfqf/wS+k8z9l+I4wf7Xuv/AEGOvym+IcQj0XTxHDIIxLgSSeGo9N3Dbx+8ViX+n41+qf8AwS2Yn9l9c8Y1m5/9Aip1NmOOx9fUUUVxjPiL9qZr3VfjoLYk20EFnHArGU/vVcK2NuOFJ8wE/wCyeOufAdX1q4udYsJIIxaKkAnuPtB3MX3f6za7dMbBj68cGvpn9sXxZZReOtJ02I2Md7HZszzHaZdu4Fi3fCoHx0wW98H5O1jQ20vWde1AW0ySR3MqyswiAZfN5+bGRggdePXFfNY73ZtN7n12B96nF26Gvby2t0gu0ubiW7k3edNcMuWIb7+F/iz5Z6jOG6jgHizRL/xF4eTT7m2t4WV8Jd2+zcgC7VOQfvf7PfcT/sm/4V8a6dBpKz29406JJ5NzYmMqknzB+G3AFVJxzwSver8OrPfeJp5Uj+wxyEyNHvP7xcZdeWYlcgAdOBnuK+flOMWlB+8vwPd5JSXNJaGBpfw/1X/hILTRbZV1FwnExIEWELsxV2KlRt5KkYwcjpxkeBfCs+ueN9Whi+zRzNbi2k2DhoHID5zzuDY5yuAwIIzmu81aOO+0u4v9NvLSbzjJiPaql+oG1uhCndjByTuPevKfG14uoXFjH4fWPS9fS3Z0t4Yy6SKqYkUeoOV4K87U9K09pKpotH3/ABX9f5EcvIr9Ox7JoWuWcenSx37xXV1/Z6nyI3UyvIsAcoQRlSSSQpzx6CvnD4h/tJaf4k8G3l/boq3vnmysrOaI7ljC8SPIDlgCW7j2xznw6yudbh1D+0Le6aG4ErvI0c5jfe4Ifcc7hxke4FZkc0V6Wint0aCRxH9qXIMeRtAAPy4BK5z7cjOa9ahlUIyvN366aHh1cwlb3FYoalql/wCMLpzLEHuOZbgK2QzFiS2Pqx4/pXTf2haahcafahPs8kiG0jEYG13QdSQvT5sYGTkjJ4zWWfC8chaSCZojH8rXEp8tApz+Y/z71Pb3lx/Z8t21wZmUssLspwxJBynYZwARjsc17UkrWR5sL35pdTb1st4R02W7lhcWNzOkTTRTYAfG44yCSSBkj2rz7T/FWqWy3K2DZjeXzVkkUllPquT1zjnrxWDqdxd3U5N1LNIwbbtmYkrjjHPpXUeB9AXxNqVtY+WzxPIkb/NgIGIGfYc9enHNNxjRhzS17kRk61Tlhp2PQPg/4RuP7N1bUPsDzTXMcaQzOVKFSS7kjnOSijPbkd6+xvgpokX/AAq559YRZpZNUNxFtk8sMztswu1s8AjGTkFQQOlfOfhOaK11J9J05PsWkWgd1jjJbGAdzluuck4xx7cV9I+GdQl03wJpdz5sfh3S7mOFvJ8rjkKoDY4IyclgMkYGSOny2Oqzluvia9T6TDUYxjZPYxPGG7UNcd5pxZR2lzvee5JLyN0wRzvJ4+7nkHsaxdQ1LUNe+yWlx9nmZoPLWZHYq7IdsgXdycF8gHsPqaZ47125m0q31Swnu7dYtTjUrICY40EoBHAyQcZ3KO2RyorD8ReItO1a6/s6SH7HbwQOI5dmQ7hgAcDO3I6Et83BGKyhFqNurNpK7Ta2KHhTT9NkutFF1cB/ss8jSSluJAUYGRye+7GD796+qf2I/hnf2PxIOvrOkyKjhZEmJItyz7d6dORtCnLcE+wHyVHb3UJmHl2kUsKBd6uSu3g46YzwMcHJxxxz+gH7APgPU9H8Jalr+qCMC422tonlKjpGP3h4XA2neuPZQOAAK9vCUXKsp32PMx1b2dBwXU+s6KKK+jPkT+Z9vrioFkJkHtU7c5zVjQ7fTrjUFj1W6ubO12n95a26zvu7DazoMe+a3YHeeNmhGh6fsaJ2DjOzXRfn7p6xgfJ9fwr9W/8Aglmd37MJOP8AmNXP/oEVfln8RbW8t/D+ntLDqaWzSgRPe+F7fS0b5TgiWNiXOOx+tfqZ/wAEsxt/ZicZz/xO7n/0XFWtTZijsfYNFFFcYz4n/ak+HlxF8TxrTpHHZzfvxJcqFRgqncm8Z3Bj/Ce+OOQa+a5NUmv5NSvLpYXnc4SyZNnmEPnt94llPzHAPX1Nffn7XOjm5+Ga6slusz6ZP5jls/LGylTwAf4tnpg98Zr4V8ZR3enwXpKR3lqLeEpDMGXzMqVzsHIIIU53devAzXymaw5ZeT1+Z9llc/aQT6rQ4O41jSYLWW6hiltp4U2zSPIwjjfIx8wHIXHPQ/N06V3nhPUNH1ErPfTzzW9uitGkto7ljuIBcc8AKmRnpzjg58xcadLsc3Ds08bCRI0JVlK4Ibk565OcZA4yTxo+KNSn8GSW+r6aotdOQhVvegkPIDfM3QZHPYAZ9vDdNSTdld7L+vzPe5ne13budVotjdeOZbPS9YuS1hDqnmSQQyBW8lEbZGHADcMB+fU8GqWraba+H9b1PUbS2jE1rO+lxQRgY2AIZjuGM4fcM4OAAPasjw/8SLvRbS4ZktJJry6RTdYxPlwWwr9CoGehB+Ye+YviB4mh8J+E7qyt/KivHeO185MGOFS2ZR1ySApyec7u/StpUnOraDutF/mc3Oox5qi2PK/GXh+3t9Ynu9N3WuYI55fKzsEi7mZWP8RIIJOM5B9M1zvhvQoxpt7Pf2k0jidZVYJuU5UFRgdCcg9wenbnoJvET3ng9dQbc95dRiMROH3FjuAOc91U8nqCT71Ja2tuovreWaGLDOfskMm7MZz5ZHPBXnjrwOtfQOpOKt/Wh4HLCTul/TOfurOaSwaMTiS1ugIzGzhZd3zDGSu1eNvUjpmuJ8M+KIvD99FY3mmSPcKHtHguQcDew5Ix1AL9OeeMV6Lo+i6kYpYZgZxHJ5huIySrMoJGGxkEYIOOuFx0zXCeLtNlstWi1u3tWVGYfaJE3EGTJViMjnJUnI4ye3Qb07NOLMajfMpJ2MHxZoMi+LryFIY0TzWASMFcYPAwenFdv8KnuNAvGIjjhkkkKpcTqQqsORk445Xg5GD1OM1ztzqlrea5qWovFutcttVchiOCPvcjpz9eK9G01I7rSbaW1aRUJQEH5vK8084XHVSQcdMDnvSqyl7PkmtC6UIKo5xep3XhW1jTQWnnu4Yr3VHW2SR1DlFdgM5AwOcnnsvX09o8Ua5bWnh5476Zby6km8lLuDhRFGnz7QV6AZPGM7q8fuoILHw/Y6bpd3DPd2ciNeR28hmlWUnOXXA3fd9T6HFZH9t6tp8d7c+U1p50zfvbm47MQGwgBCrsGCAe45zXhyw7xElK/X+vkexGvGmrWO70HVNF1OO8hvb9La80yRJHtrshmywy4MYySSW4I74yQM1gQ6w8t1rOt6lCyreSslrHhd0cYIK4Q+wY9/vDr1rkPDNtptx4knmu72SDVbqYzyM3KktyoHTJO0gjGBx7CvSn0VGzG8SG9kuBiWQkvEWQKpBBxtBB568Ed61dKFGfd/1/VwjWnVj5HJ6bea1quovBaW9xJqF1MFiMAKsg3nP+8DwPx/Cv2N+Dfgr/AIV98NdC0Qy+fNDAHlkwAC7ncwAHYE4H0r4n/YT+Cer6z4uj8X6kU/snTpDkRkLvugONv8RQcEg8Zx1xX6GV9JhaajHmPlsdVcp8lwoooruPLP5oXQqGqsvLCvQ9Jb4fw+F7aXVbPXr3X2nkWeKzvooIREFUo4LQOcklgRn+HPfAw9LXwvLdXr3y6tbWhkzaR25jlcJzw7HaCQMcgDPPArqlHzJub/jAaYmhaebSHQVm3qHOl3d1LMRtP31lOwDPpzn2r9Yf+CWriT9mIkDBGs3IP/fEVflt8TIb+Pw1pZnttditTKvlPqdlBDGRsONrR8k49e2a/UP/AIJWt/xjNcD01y4H/kKGqqbMcdj7GooorjGZ/iDQ7bxLod/pV5u+y3sLwSbMZ2sMHGe/1r4j+NX7KuteBfD6anZaguv6NYzjNrgwSrCzZYsR8oAJJJ4HJJHp92UyaFLiF4pUWSN1KsjDIYHggisK1GFeLjNHVh8TUw01KDPx18TagLGS88QaduvdOdI7YlLWNEPzY3MoAU8Lgnrk8nPNZMTWetX39naVaXuozXiyTrIiE+QrIBtQZHGFO3g7ctnFe4ftFfCZPh544ubWITabHJ5gtrgREg2xyUAbJzjaRzgjGOgrzvw3qV5aR39vcaKLp2bNl/Z0kiM27KjdhgCuAcsDnPPFfGypujNuS1X9dfvPto1FWpqUHozyqy+Ht/b63ANQkktbOO6XdJ5gbdIzYjCAnDZ9f9k59a6H4vaKviGzTRboW9s1jGYLW2iYZmXmZmZg3Lcnt1brzivrv4Pfs6a58YvAcup6pHZaA006pEzWZEqRqgKmGXO4YY4yMYIODnNe1eD/ANiXwFo8MMuu2p8Q3y7XYzsREGBJOFz0JxnPXFejh6GJq1FUkrJbP9Ty8TiqEIOne77H5bad8M2htYbO5vki0uC3SNpZVGyF5MlctjcpH94cYPXHNcxr0N1pfiSSzuEYi6jQS6hGqthC4Y8L8oBxwRznHPWv2T1j9kf4Va3JePceErdTdxpFKsMskabUYFQFVgByOw5ya4H4m/sHeBdd8MXMPhmwj0jUly8PnZlj6EbOcso54weMCvUWEqJtuVzzPrdJ6JNH5kw3zR+VGk8yXSHy5G2jkAkhsE5bKgZ7dBWXp6aR4gttWsms7tdR+1Eq0si7EVBjBAGQCcdCRyR719EeJP2XfF/g23mub3SpotNU+S9w0b7lmf5uGB5XJAx05PHaq/iT9nfxFoMmnaxqnghtNsrkiGQyIV+0OBnMmMDsWBI+ntxeyeraZ3+0Tsro+Zrr4fxf2LMbgLFbxEvIUbrkE8H0B7k8ZHtXQ+G31bR9NWDTtIkaxjRWedQBtUNkh+Pb72ejDnmvUtV/Z58ca54Zm1aLTrpbKNwkeoC2zCigYIdicLnKgnB9OK3vAfwZ8YfEBNUsPCWiS34sYoYZJ45FjEgUn+IkDgKBhiCc4ww5Cl7Syha9+hcfZ3cr2t1PLWjuLS5mj02CONNV2/a1mVR525cYWLJ+bp8wOTx06Dt5vC58VR3Kyz2dipl2wwplgF5AkOc8kbcg9Dnk4zXtmg/8E5vGmseG2vr/AFG00zVmVFi0+7fcdvIJZ48hSoxgDcD+HPWeG/8Agm7rem6j5N14yhFnJbgT3kMTeY8gAwnlnGQCMbtwyCTjJ4zlgqs7NIpYyhBtOX3HzHofhm28M6hbXKWz5Rd7zMS00nLAgEDgAMTj9fX1f4bfs5ePvi2tlq+l6YunaNLP5bXt3MqgYbLMVzubBLZwOSSM9a+rPBn7EPhTQbi3uNa1bUdfmhCEJuFvGWA5+6d204HG7t1NfQum6ZaaNYw2VhbRWdpCu2OGBAiKPYCuujl75uetqcdbMko8tBfM5L4Q/CnTfg74QTQtNuJ7sNK1xPcXGN0krABmAA4HHA5x6mu3oor2klFWR8/KTk7sKKKKYj+aZidhHXjNNY7WjTGDjt+FL97d0+7V/QZdMh1BDrEd1LZYOVs3VZM9sFgRj8K6mI6rxg2jt4f00WA8PC5DLv8A7LGofaMbTnf9o/d4z12856cV+rP/AASr/wCTabv/ALDtx/6Khr8x/idcTzeF9LMlzrj2okTyk1HWbe7jVdhxtjj+ZTjufpX6b/8ABKsj/hmu9AbfjXbjn/tjDVVFowjsfZNFFFcYwooooAxPE3gnw/4zjgTXtFsdYW3cSRC9t1l2MO4yOKwbr4H+Arq6Sc+FtPidcfLbx+TGwyDhkQhWHHQg13NFRKnCXxK5pGpOPwtojt7eKzgjggiSGGNQqRxqFVQOgAHQVJRRVmYUUUUAIyhhgjI96CAeCMilooAjjt4okKJEiI3JVVABrO0LwvpHhhbldJ063sBcyebN5CBd7eprVooHdhRRRQIKKKKACiiigAooooA/mlWNiGIBOBUcmR5f+e9eu+BfilpOj+EbDTG1jWfC1zatIbl9HsYbhdQ3OWBkLyIQQDswdy4A4HOeT1zxl4b1bxlrmqSeGWksLy4MtraR3P2fyFJJ52LjJ4OAABzjiu2SVtzNN32NLxs1j/wi+n+QdIMu9N32LTLi3m+4fvSSAK3vjqeRxX6lf8EoXDfs3akAemvz/wDomCvyg8YfEiPxVo9rYRQalBFDIHVbvVpbqMAKVACOMKeeo+le7fs0/t6+Kf2aPA9x4X0XRNI1KzuLxr1pb9ZS4dlVSAVcDGEHalK0k0i47an7dUV+Uv8Aw988ejH/ABSHhw/hP/8AHKcP+CvvjrPPhDw6R9Jx/wC1Kw9m+4z9WKK/Kr/h71447+EPDufpP/8AHKf/AMPevG2P+RQ8PZ/7b/8Axyj2b7gfqlRX5X/8PefGpXjwdoG76z//AByl/wCHu/jdcA+DdAzjPWf/AOLo9m+4H6n0V+Wi/wDBXbxiYix8HaCDnA+ab/4uhf8Agrt4xP8AzJ+g/nP/APF0/ZvuB+pdFfl0v/BXLxg3P/CHaDj/AHpv/i6nj/4K3eKmVgfCGhqw6fPNg+336Xs33A/T6ivy/f8A4K2+Ll/5k3RB9Wm/+Lp8f/BW/wAUkHd4L0b8JJv/AIqj2b7gfp7RX5hr/wAFb/FLA48E6OdvJPmy/wDxVL/w9v8AE/8A0Jejf9/pf8aPZvuB+ndFfmSf+CtXieT/AFPgrR2PXb50pPT60H/grV4lVQ58HaNhuFUTSE++fm4o9m+4H6bUV+Y0f/BW7xJnD+DNH+qyy/8AxVSj/grN4lGCfB+jEf8AXSUH/wBCp+yfcD9NKK/M1v8AgrN4iL4Xwjo2MZLGWX/4qkb/AIK2a+nXwfpLf7ry/wDxVHsn3A/TOivzK/4e3eINox4L0snv+8lHH/fVFHsn3A/M1WI602Q7uQf84rc8eC4TxNdi6F8s+F3f2ioWf7oxuA/ziue3dact7CQoc461694Vj8OaZ8O9E1fWrGOTzr7WrR5vL3MzCwh+zA+yzSBh6Ek15BGCzBV5JOABXrepfC3XodEl8NHxJod1faU9zfy+HoZn+1QyCJftA3GMIzKkIyoc/cOOaqF90iZdiW38SeA8J5lkuVt9HU/6OT+8jx9sP/AufrWpqH/CHWOg6dq8lhCtlfv4hit2ERyW8pRZ5Hbazrj0zXiW77/bipGup7i3igaeR4IyxSNmJVCcZIHbOB+VHtPIOU9ft/Evw6XUIXeyjMAvtBkcfZ2P7iK2ZdQGP9qXBI/i6in6h/wiekeFdKvbiyjRtS0PUPs7iIktci9kWJj6EIuM9gK8l0LRr3xFqtvpmm2kl/f3biKC3iGXdz0AHc113jjwN488PeH9PXxJot7p+l6WGtYGuIQgj3uzlSe5LMx5qlNtN2E0r7nYweJPht/b9rI1mn2EazYyyL9nbH2RbfbcLj0MnOO/WodZ/wCEZ0jwLpEl1axrf6n4VL2sixklrsavIpcnsfIidc+gxXi/mbe/NSzahPdRwRzTPLHAnlxKzEiNdxbao7DLE4Hck96n2m+g+U9tfxR8OG167cWiDTzrV7LEn2dsC0a22wDHtLzjtTNfi8LaD4ZtRc2ccV/f+G7Ge2YITuuDeZlfPYmJXH/668s8G+F73xt4hg0mykhimkWSVpbmTZHFHHG0kjsccBURmPfjjNdl498D+JLPSRqGqXlnqGlaTb2lnZ3lq+Y54JvOaJoztG4ZjlBzggjBGRxak2m7Csk7XOp1DxP8OX1a6kt7OMWbalr0kai3YD7PJbqunjHosm4gfw9TUuuN4N8Ow6dFfWMMdxdWGg3a4iLZUxlrskju2Vz614QZD03EjtU9xeXF55bXFxJNsRY0MjFiqgYCjPYDtUe0fYfKexf8JN4C8iYC1UNjWtn7husiD7D+TZx/d710GqXPgjwt4ks7TVrKNI2uPDN5IgiZh9kNkHven95pEJHUnp0rxfwb4Rv/ABxqr2NhJbQmGF7ma4vJliihiQZZ2Y9B0H1IFdf8Xvh/4l8P+VquvajpupTReRpVx/Z04kNo8duqxRSbQBnykGCuQdp5zmqUpWvYVle1y9b694KOgwRPbxnUBo17E7eS2ftbXJaA59RFgZ7dK7DWpvAPhXx01hqdjDHBB4g0+eWIQs4Fj9mzMvHUFmU46mvnXeWPFW5ri61OWW5uZmmkwA80zlmPGAMnk8DH4VCqeRXKennXPBreGfKitl/tL/hHlh3eQ2f7Q/tHfuz6/ZsjPTHHWux8YP4A8MeOr7TrmxhhW01+/E0KwkhbY2yrCvHUCXcQO1ePeA/h7r3xFvbu10K3guJ7SA3Uwmu4rcLGp5bMjKCBnnHStj4w+F/E3hjxZ9r8UT6fc6nqsaX7SWN3DOreYivyIydvDD0B6jI5q1N8t7E2V7XOkh1fwTcaJHapBGdTfS7KEHyWH+li7JmOfUw4Geh6Vu+KbzwL4c8Xa9pl1ZRRSWer+IoDEsLEJGbcR2KjHZZg2PTqeK8CVmVg6Egg5BHUVJd3k99cS3FzM09xM5kkllYs7sTksSepJqfa6bFcp7fomreB9V1LT7GG0hluLg6FAiNCwBkUBb3n/aY8+vaor7UfA2n3NzZXNtGl5bjXIJFETHErKVsuenysOPTvXn/w58G+IfE2rQ3fh6NHu7K8tVRmdV2zSShYj83BG4c9h3qT4meENS8M6hFqN5f2OrRas0s6ahpku+GRw/7xegIYMeQQOoI4NXzy5b2Jsr2uep+HZvAOveKtF060treZ7/W/D0SQtC4JiEJS+UkgDDSsueeetFfPlrfT2N1DcQTyQTQsJI5Y2KsjA5BBHQg96KqFZL4kTKm3syz4ybSm1ZF0lkkijt40mmiVljlmC/O6K3IBPqB3OBnA578KKK53qarYFbaQQcGu+uvjh4wvdLuLOXUoSbiE2894tlAt3LGV2srXATzWBXg5bkcGiikpNbBZPc4VmJ70cqMA8HrRRUjJrG4mtbyOe3lMM8R8xJA20qV5BB9eKfe6hc6rdzXN1PJcXE0jSyySNksxOSx9yTRRQBVY7vqKTP0oooA0/DniTUfCes22q6VctaX1uSY5VAPUEEEEYIIJBBGCCQa2774ma/qXhOTw3c6kZNGku/t32NYECpL833SACi5dztXC5Y8UUU1JrRCsjmVeNUBUFm96a0hbk9aKKQzY8L+LNR8I6kb3S5xBcNG8D7o1kR43G1kZGBVlIPQgiptQ8Z6rqHhy20Ga4X+zLedrpYliVWeVhje7AbnIHA3E4HAxRRRzO1gsYqyMjZDbSPQ0vO0YbOew7UUVBRd0fWL/AEDUIL/TrqayvIG3xzwOUdT6gitHxl4w1Hx1rTatqzLLqDxxxO8caRIVjRUQBEAC4VQOPSiind2sOyuY8MPmNt3be5JPoKbt2nrRRQFjpvA/xF8Q/Dm8lu/D+ptp80u3fhFdW2tuUlWBBIPI44qn4i8Xar4mtdPg1C4WS3sUdLeKOJY0Tc5djhQASSeSeenoKKKrmdrXJstzDYcUUUVIz//Z) | ASR 13 x0451av 0718 Anden genstand af jern
Meget dårligt bevaret, men må ud fra placeringen være en klinknagle. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bm 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5Z+E/xo0bwT4XuNJ1Cw1W3vP3/wBm1XQrqOC4jaUwknLISGAhKhgfuyyDHOa5y++JJvPG2uaxaaJpqR6nceaLe9tIroxfQsuNxzliAMnsOlcGygSE479Kt2qNNK2xd/OcYNehzt6Ecqvc9X+J+ny2a6Mz6fc2O9n/ANf4aTSA33ehVj5v44xn3r9jP2Mf+TX/AIe8Y/0A/wDo16/GfxomnbdKOnf2GMFjL/ZA1EH+HG/7Xx9NnvntX7L/ALF2f+GX/h/nr9if/wBHSUq/wjjse10UUVwFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/NTJlZMEexxWn4c13UfDeoNeaVqN3plzjZ51pM0T7SeRuUg4rofDXwp1HxRpcmri/stO0RPtBfUb1pNkawmAMWVEZ+TdQgAKTlvQE1C3wx1q18Qaro4ewa609lEjvfwwo4YZVkMrLuBGD0yMjIFd/LLcm62O0+IWq3Osw6SsmqTakY/Mf97r51PZwueCo2Z/X8K/Yj9i3/AJNd+H//AF5P/wCjpK/HT4j3c/l6KszSgqXx5mqWN4M4UcC3Ubf+Bde3Q1+xP7FX/Jrvw/8A+vOT/wBHyUq/whHY9uooorhKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+cPT/H3iLw/ptxpml65qFjpdzgz2UNy6wSkhclkB2t90dR2HpVO91a81zUrvUr+6lvL66cyzXEzF3kcnJYk9TWTn5sGtbw7Z2eoX/k32oR6ZDtJ86SJ5BnsMICa7bt6C8z0j4mWVxZ22iNNYX1nkPhrvwxb6QGwF+60THzf+BYxketfsZ+w8xb9lT4eknJ+xy/+j5a/Gj4gWGn2NvpTWVlZWuS25rSzvYPM6feNw7A/wDAce/av2Y/YffzP2Vfh62AP9Dk6f8AXeSitsKOx7nRRRXEUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH80UjBuc8gY4p1uwEgOehr0z4NXXw4+3wW3jjT33fbI5ft0k8v2fyARvieOMbgcZIYZ5OCAPmHIWd/4bOrX015o999jkfNtb2OoLF5I54LPE5bt6V28uzuTfWx13xAu4Li10oQ3drcupbctvqNzdFeB1EoAX/gNfsz+wud37KPw97/AOiSj/yYlr8bfiZqVzfWWkCa8v7iNS2xbzxNbasE4XokSgxfj1/Cv2N/YRkMn7J/gAn/AJ95x+VzLRW2HHY98oooriGFZfiDxRpHhOwa91nUrXS7Rc5lupRGDgZwM9T7CuF+PnxZk+E/hKO5soUuNVvHMdvHJ0UAZd8dCRkcE9SK+AfH/jXVfGV2+p6zLNrBjU3AkkuBIgOQD+7wfkAHOBjIzXJWxEaLtuzvw+ElXXNeyPt/xZ+1t4J8O2/n2r3GsQqhkeSBPLCrnAwHwSSeBxjIPNea6l/wUE0mCVWtPC00tuwwrSXiq7t1wF24wBkk5NfKjX+l3P2q6njEix20kUUdxtZZZwPlxgAqcFiAenPrXE6dI+tPDaiNSI4/MlLY24+b5txIJLbcnnPOa89Y+TbVtj1/7NpqF9z7Isf+ChU0186y+D1EIcoqJctuOBk/NtxnGeMV1Wi/t5aG2qJZ654cu9LMiCRPKuEldlb7m0cK3HX5sjrjFfFVjJHpulzJPbJN5jp5kfytlzgDBbsCfr3xVLxFLFdafbwAR2sYkyLe4QJIcEMhDcn5uAMnjAznihY2blboL6hS5bpH6B2/7c3wym2b5tRgU7NzSQJhNxIOSHPAIGcevGcHHZaf+1B8MNUuHhg8WW29DhjLDLGo4z95kA6Ed+4r8hdZ8Qy28X2aHakGwM9u7AttbGSDwSemAf7x9zU9v8X49Y1ya2jDWstuhk8qQeXlVdVAPzYOQxACjIwT611PETvaCuc31Oj9ptH7baF4g03xPpcGpaTfQajYTDdHcW7h0YfUVoV+QPw9/au8X/DfUVbwyz2qyMHk0ub57dx82Qck5wMHOAwxjNfanhf9v3wrqXgkahqWl3dvrkMYW5tISvkCUjgBy27aTx90ke9dEa8ftaM46mDmnenqj6qor5q/4bs8GweHZ9QudN1BbqNtggh2vG7cdJOMZ5xxyOnt574k/bi1bW9NWDRdOh02d+Rchy4B2ggH2yQeMkj8aiWLoxV3IcMvxE3blsfa9Ffnhov7YfxM1BpopdVtYTLIWEfkQvNFhjhFOACfl9D6da7nwP8AtpeJbW78vW4dP1fTVHE5ie1nwBjLNymc4PTPB49GsVT7ilgasT7Wor5n0X9uDQb7CXOjTRukZ814rhdm8EDC7gMgggg+49a9/wDCHizT/G/h+01jTJfNtbgd/vIwOGU+4PFbQqwqfC7nLUo1Kes0bNFFFamIUUUUAfzPMxLEd6WHnA75pjMGlJNXtF1T+yb5Z/sttecFTFdx+YnPfGa6gPRfiHDcQ6dpBntbmAFmw1xotrYA8Do0Jy//AALp+Nfsf+wTz+yX4B/643P/AKVTV+NPjq3WG00thYraeYxPGjNYg8DoxY7/AOlfsr+wLk/sk+AM/wDPG5/9KpqqtsKOx9BUUUVxjPjr9tzXLXU/EWj6Ql3Gk1nAxZs8wySYIz9VVT7cV8hWmrXVtDeW0l18twDs+QEEHdgNgducAY9q9l/ak1zT9c+LfiP7HJI0fnwxksdnzooRxyM/eXjkdPpjxzT7W0muEvJp2a4Rw4eHaWUqwKjryQOvGOOlfP4hqVZ8x9Xhrww6SI7q1t4oku5o/MibdJLHDjZu+o+6eAOvcCqnktHao0cxhjeDDSLGyK/QA8/LnCjnjII461esrmWZryD5UmuEMkUkqmRsKrHuNvI56AZznioLizPlwt9jkKuAGhhBGQQzktg8EjHI9fSvPldM9CKTWpF9omhvtPimuWZWm8xY5GKmUKMt1PyHfgnG3j1ziqUyy3AkQRJmNTGIYWByAwKAsxJLANjBIx060xWOrWKJFLJEY9qrIJD87PwhJ9iOQeCCOpxWzocc0NwhuI422yqLiQxE52rxn58t6dPSsuZr33udPImuVHnvjTTbe6vTLFDBG8doDJ5LZYEDkEE5zkKvB759a8e+zSaB4kj1JrZpB52wPMoKwgAkgjpk8Ec8d69l+Lem3Ql1SfS7Z1tXtkuEmtphsLhgJAo6jPyn05x0Az5lqGirITe2k2+2vlVfKZMnoGIYcbW/Dnj1r1MNU033PHxFN9Ohe0e+lfVFWG4hCb13pv4I3YJz04BY9QOK7aG+F1G8yzKwIV0jyAFPOM+g+uPukY6Y8bsTJ4f160t1tZbYtBj9+5jSQhieMck4wO2D1r0O0120tNPkWKC4MnlFs3hCfOUHKYJztDEgkc7+nHPZOCk+ZHJTqWXKz0u10W41EhZpgrxgtKyyqF2Atu3klM4I6ZBGcd81uyafbaOIoooHvRhvLuLfCxshJwd5HODjPHI7DBz5BNez6vpentJHGwt1z50JCZXd/wAtT02rk54we54rSh8RXV1LpcZ8uSzQoFYYxI2c+YGz3DYyT8oJ45rhqUnLVv5HdColoj0W6kibTbDUENrbTJEsSbjvLB2BI3H6L8x556ADmGO8fWNRt49QuZIRAu0ssW5GwMbVG4Mx53Y64BPPOaOqfZmtDFMUgigtpDGxYBY2wNqM3bkLhiRjrnJrM0X+0PFek2V3cmS2lgfZLDtDRiR/vEEHPK7SM85PYDNRShyppv8A4BVR8zVkdtqOnusYfTZUvysyusJmA5AJBZcf8ByCOo7817n+yp8dNQ8E+LrbwzcSM+nX00MM8E0Uh+zuxRcjBADHcp6cjn6/L6+F9G8ORWEusXNw2ualEglj34SMYLEtHkHflWG5uxxt716B4L8can8PfENrqo0S3tvsYWW2+2yRPGp3Ha0qoxZt20bW6A56cVCm6Mo3kV7ONaMoqO5+tVFcp4A8faX4y0uBYNc0bVNXhhQ30Ok3qTrFJj5uhJxnPJrq6+oPjZJxdmFFFFMR/NtoPgLxF4pjkm0bRdQ1OGN9kktrbvIiHGcMwGBxzzWffaTe6RqE9ne201pewvslgmQq6MOxB6Vt2HjvUNJ0FdIiEYt1uJZg+XSQCSNY5o8qwyjqiAgg/d4I5y+8+JOvXGvXeqWV/Nos1yscbR6ZNJCixxoEjT72SFVQBuJPHJJ5rr5Y2Fqaviy4spbTTBaz6TLIud40579nHA+/9o+X/vj+WK/aL9gP/k0nwD/1xuf/AEqlr8bPiBqt1qdhpRuNSu78qzH/AEnxAuo7SQMkIFHl/jn07V+x/wDwT7/5NH8B/wDXO6/9KpadX4RrY+iKKKK4wPzW+OyWt98ZPFhiV7fzbx2SPJVy+WyVXBOS3OPY9K8vaWOH7PDPbGSaKQ/LjYY+TgEk/wB5gMH09q7n9oPW4dQ+NniuT7U0tvBezOoTKucfwjsPukZ9BnpXJW8zW8MjFGaVxsdo3VicHIO4dMFgemeK+axN1OTfVn2GFScIpdEc7axtp+pMI7Gd44QWG9/lf5BuGR1PB7Zx6ZrYiv8A7ZG1uq75JY/IkuGKll+XkH5Tx15yCMHnrV6G4jXTne3mQ7o1Mcy/d75CjHcD9c+tWYrHTbi1+1NpMqaw6kLJFK7QvhkwNu0kbgzbgTjoeOc4yUZaN2+8vmaZHJp630kIQmKdpFIjgUMQfmGUwVzkjpz/AEPJ6x9p0m5a6CrcNCCYjbkGUq4OGXOVABLHscKO/FdNesrrJJLJbsFfyDCMvskyxDcDG0H5SRycDj1pa9q0LTwJc6fJD8sm2KFBKF+QNh9/XlTyfXHtXPFW3OlNs5vWbWWe5hVhGbuUqWDRLngABPlyCMjg4H615jq8c2i32n2c5hjnjuJbe4RSW3Rs/BDYJIII5APbrXqs2g3FxptsqSJ58p823RHY7YCM7GYnGNo5XJ/GvLfEOi3Vh4w+2WE0z6k1u0NxbwbWWL5ScOG5GVIPA42muqHK9TCpzWshl14VV1eG6jW8YkGCNUBKnLfMD1zjJ6cAVBY+E47211GK7u5obq1LRWzSEDMYJZsqRk4HfrjgHHRkNnd6hdrNG7XVkmEG2PzFjxjdv2ng/MASMHbjitTV9Sh07yVv55YZ7t47eNsMh3A4LHcBgYViexyDVOU9osy9nT0cjBsbBPEek38VzqceLVdsk7yl4RuBZmOCGGNuMd6d4M8FnVoLZZNUEM1nLudpkEolJVvlwSCoKlR35JPGa7ey0/8A4m15dNpou4oYPKurm8kVEdZO4JPXhRxznHQEZ0NI8D3u37ZdgqXnVt4bdIxAzggfNnhcknnB9cVyyxUkpKLt9x0Rw0NHJXKni/wbpw021+1X9wtvD5eEhiKszfNhGJUhgTg5b0HUcVp6feS2WhyW90sujrdRbYreRF3ZK4ydg4IUgkkdf92r9xqV1p4v9KCtdW904ZLNrUGXjYvmhyeApy2ectjsWxXsPE19deLItOESX9qIniGoELgKOGLKAwJyCAODn1Aop1KkV7+25coQk/dRYRNF8fW+mRa7Mml6hpD27WdxYrHFKzRgqS244JP7tiDgYHABo1bxbplrb3iRW8xa8Rofss0h2N5juXZXXjnDHJJ6jp0rcsfC4s9NRbNntz5wighmMe+WQ9SCFBYAA4A+6qruJAFea+MtLf7SrtcTMU2hJrdgqRkArsQhTgYAPcfMecmpU4YiT7f1/X3mkqcsPHTck+C9xqfh/wAZadf6Drd9p2rxS7RtkKyrEHPBOVGCSfvHGD3HFfsJ8CfidB8Vvh1puq+aralGpt76MEBhMjFGYqPuhihYD0PtX5C+EPDebiXUwWkO2SG6XbkOrkoAozkNhSvGep69a93/AGT/ANqKH4S/F9/Cmu6kl1Yagmy9kjV2EMnmEK7HBbeAcsMDhjnkc+1hqtR1eXeL/A8bGUISoOe0l+J+o1FMhmS4hSWJxJG6hlZTkEHkEUV7J8yfzSXJDyEgYyKsaTo9xrWoJa2gjMzZIEkqRrwM/eYgfrVSRhu9e1IkmWBAxzXSB6Z8QluF03SY5VcFSQcz2cg4A6CABh/wLNfsX/wT4z/wyN4Ez/duv/Sqavx08dWc1loujyTafeWwk6PceHotOV/lHSRHJk/ED171+xn/AAT5cSfskeBSOm266/8AX1LV1tgWx9FVynxW8UXXgv4c+INbsghu7K1aSHzFLKH6AkDrya6uuL+NIQ/CXxd5ih0/syckNwPuHv2+vbrXDLZ2LhbmVz8uPE15fancC8u0/wBOkPmtcPGuXZiWYt+bZz+XOKrQa4626wfZ4vljPmNIAgDHqx+uF+gHHWr2qN9vkhlZJJ1VViZ9x4wSc7s+g/RuKx7y3828mlikaJl+ULIBJjayqAMjjjPYDjtXzTlGTdz7FRcbWN+z02CRGl+1LDpyAsI9xJRVwVAyx2jhj+Gc8Vf1y1RpEs4UUQMruGeQDkHoRkr0Xp79xiudMtzo91awxzqVmLxboywAwpYsWUnC4yNwPX0yKv3G3WLiKWeNB5ciuFE5+mSQTknnk8dsYFZSi79wdu1in4is44bP7NEu+VrrKqriYllUqDkLgZJxj1bvwaoyX1guo5m2IrKsbmRh5gUg4UHv1VjjnqTW/bXXmLDHcPHOBK/kOMFdxVmCnqS2AAF6Yzz3EXiZ5WsYrhTI8u1JPLkXgfKcgHG5ARkHp0HpU1OVWizSi5as4/XPF1v4fiF5Bujntgd3kBVdSwk3EDGMdAexNfN7fEbVNP8AG2qarJbSX9lMzRRJdYVlQPmPpkZGO3qeec19ex28cmiy6tBo6XCG32SJsjZZSDk5LAqp4B2dyD9a+TIYLS8Ml3Oi6eheUGCV+UcZIjxjK+nQjOPfHZheSalFx7GGL5rxcZWPSofGnh3S9FTW9ODy3jRohsbM48hCQzHYAQo3FucA54ryjxcuoeLXjvbS7f7DG7mCBmbaDwWZQeT1GRj8+a1U1axsWgso7driHy4kOx/Jfap3FPQ885IPzAHHXLrzxIbe3uDbwbtOmk8uULtLRfLheFx82Bxnrs9q6qOHVKTkt/M461X2keVnpHgD4j3UnhyJhC13NY2iTN8w+aZgwJIBwoG1QTgcH1POXp/jHW5NSOmXoe3tFRWjvlmkaXake4sW3KGBwQASMbsHOBXBW+2y0hJNNffG83mz2+Gwik5PUYAHTnjg+taEnjiK6RInhkEccm+YRkIZzhV+d8liMDp0GT26ZrC01JyUdx+1lypc2x2Hjn4oeIYprcJaJc27CMskp8x9uFLjcMbd4UBuGBxkHvXWaT8TvC2uaDfbLP8AsJLy5USK0qrLEzL8xwW4TIBBUcEn6V57qHjK2uHK6PH9ngaXDQTqCqAY+ZuCD9R2FSW1jZzrcF7+D5nRG+y2rNt3liFOVHULxjPy9uMUpYOlOKha1uxpHEVIPmvuejax4km1GS3mRRcwfaFuLJY9jKFUEMg2scBEAxyOW7da0fiBp+p399pgubaUWjxp5kEikKkgHWTnfwCvBJwQB61meC/CF1qWj29to090bBgzxxxr8xCqc4A24I5BOeo55xXT/CL4U3fxM+JHhTw/D4sn0+4voTG0KrPmOBo3LM8ZRfnwB3AIzhtvNEMucbSj+P8AX4hLH8yakQX0VhotnbWP9t28d7MHjsprUGdRECTuOQCGJztHXO0ZIyR5Jonwz1jSPGVrqF1aSwC6VpGg8srJKo++2MDAPPXHUd6+/vEH/BPvVfBM1pceEtWl8WX9xPw2tMILbT8EEP5aMDJ/Efm3HIJOSxz7H4Z/Yx061toZfEniW88Rak237Q0sQW345VYoiT5YXttP1FexToU6ekTyp4r2ms3/AJnqXwFtntvg/wCFt9/NqRms1uBcXBJciQlwp5PK7tv4UVq/DnwSvw/8PNpEVwZ7VLiSWBMYWJGOdijsM7jjtuorZ7nmS30PwB8G+C9A17wy95qOqtZ3s141mrCWNYrPKKYpZlb5mjdyVLLjZtJOeAaniHwHpug+LLvSJtftrJLaC3czyhpw0jwo8igwqwO1mYZ9q4zbx7Ypm47x3rpbVtiLanovjSzsLbTtO+xQacDuIaazgvo3cbRgt9oJU/8AAQPyr9lf+CeTFv2RvA+eeLvr/wBfUtfjV4x1KG60fS0jv0vHjPKLqM9yV+UfwyIqr+BNfsj/AME7f+TRfBH1u/8A0qlp1dhrY+kqgvrG21Szns7y3jurWdDHLDMgdHUjBBB4IqeiuQD80f2hPhHL8KfGklkgC210XuNPmYB/MT5uoAxuGORjtnoa8Zt7mBpntWYpLHJuLGIrhTzgDG45Bxz046Dmv0k/ay+G9t4u+G97rUVi11q+jRGaMq5BMP8Ay1XGeflyfXjrX5xWcH2XVEuxuSOViohSLzDICxATkgZCnvzXi1qEaTbWzPpcNiHWgr7olvLKaYQXUc7NFZJ5ahVXYihuByeT8zZJ9Bn1E8drHYG3uLu6mhluIxIYY4v3Ycg7VIB5zjt3z6UJp1zrVibIu+BgIkWF81TncOc8dex59aoNpc5vLRpL+QvYxAxQsWZiGBO4McBMYwFHOAK8rmlHS560VCXQnj1iK4aKD7FHAdgxtnQBmxxkk9cnkA+mcU6+1aXXcabA7SJNM26QtHCBGu8bfkY/eYcDPPsKjh08aUPtcrtG5cgeZ8+Qq5AwR3OPTJFZen3ST36afdzJaXM0jNNcMOWBydmV4VsnoMZwSMd7lLmV0TFRj6HUaeIrprSzt9yQwv5KzSxApuKszgkDc2VQ9civefD/AOwV4F+MXw1m1PQ/E1xpd7qczTT/AGWOC4t47gMcqVCKwwD93f8AKT+FeG6FZWN1p+oWt3fizSxVXC3AzIdqgoeFG4YDe+GGDzz+gn7JWlxaf8FdMZYHhuriaWa63jG+XdgsBtGAQq9vfJrpyu/t53XQ480fLSTT6nx/b/8ABJG5XxhFJdePY59BbLTyxWZju923oqksvXvnp27V2E//AASh8MWl9aS6b4x1J7QKkdzb3sETOy7suyShcr04GM9fmFfeuyl2V9OlFbI+XdST6n52/Er/AIJe6r4k8RWqaD4rig0WORd8upHMhj2gE7IkUGQEsPQqF+Zea4r4wf8ABL/V/C99ZTeBtNvPGNvIuZtupwWbxsCOGSbqGB6q/G05HINfqSFp22htPdCU2j8utN/4Jx/EC/htojo2g6TZ7F862vLrdJ833h5kZc5GM9SOePSu7k/4J46/oPgu707SLTTZNSmuBJ9st9TkWQgJtAbegGBvkAAKnHXdnFfoXtFFQrRd0jR15tWZ8fWH7IfiTw78OIPDmnvbMYYog8kd6vnzsJC2DKYAMKTuztBzyMtzXsXwc/Zn8LfB3VF1vS1uE1mezFtdsZd0bkhdxGRu6r3Jr2CinKTna/Qz9pKzS6hRRRUmYUUUUAfzODP6VPpLWMeoRtqUM9xZ87ktpVicnthmVgOcdqj8sKAe+KhVTu6V0sD0/wAfX011oulqbu9mtw/7qK68QW2oBBtH/LOJQYzj+99K/YX/AIJ3Db+yP4KHPBu+v/XzLX49eO4bq38OaK01tdxIcBWuNBtrFT8n8MsRLSf8C+vWv2G/4J3yGT9knwWT1zdD8rmSrq/CKOx9I0UUVxjKuqabb6zpt3YXaeba3UTwSpkjcjAhhkexNfmL8b/AV98JvFmo6ZdWbPE00jWjOQFuICHCtyuAcY6HGQw7Gv1EriPi98KdN+L3g+40W+f7NMfmtr1Yw7wP6gHqCOCP5EA1jVpqpGx1Yes6MvJn5O3G/QWOHWYpHmSEK3QHchweuc8H2/ATnXLSSPeJrh4mbMuSIigHHL9xyRyAcV6d8Rvgb4j+EviqK51/S2/s1nIhvo38yGQqCOMeoOcEZ615lrWm2ZvLpbddwuvMkghQlAiIu7LDdxnjrknGB1Arwa0XFuL3PpqUo1EpJ6Gf458Xf2fawDTIVmv5ZdqKVHlxyDkkoWKkZGc8YKiuZ8Gi5sreOWbaiyEu1zISA8hIC/8AoRxyBkDrWtfaXbaTqFx9pMFwULYMTBCmRyoDfebtgcZ6962r4+Zotw+jWcx06K24EjAtArbWUkLnI5HAyOM9s1nFKK1+Zs9XdGPDqEVm8qwsssM9yEjWJFEqjKqSSwJA3E8dPvdK/Uj9kPxBdeJPgRoMt2LfzLcy2oktixWQI5+Yk9SSTn3z3yK+Cv2NPh3pfj74uafZayzXFmka3clmsX3pIx8h6cIQMn2Y8AEV+qtnY22nW6wWlvFawKSRFCgRQScngcckk/jXrYOko3mnueLmNfmtSa8yXbS7aWkr0zwwpaKKQBRRRQAUUUUAFFFFABRRRQB/OX4a8cy+GNJ1Czt9K0i8kuXjdbrUNOgupIdu7ITzEbAbIyPYVStfFcsepXeoXGm6XdS3WMxyWSJCmO6xoFVfwFYuPm49+9NRWk8tV5xxg12tsmyPQ/HdmI9D0m4FjHaecwbdHo0lmpyucCRmIcfT61+wf/BOY5/ZJ8If9dLv/wBKJK/HLxdNaPoelJDPpTyqF3rZSX7Sr8vRxP8Au+v9zv7V+xf/AATlx/wyV4Sx0827/wDSh6mrsOOx9M0UUVyDCiiigDJ8U+FdL8aaHdaPrNml7p9wu14n/Qg9QR2Ir4r+Kf7CXiB9WuG8Ky22paZJIZVN1cFLvkMWR8kIwJwNwwTnpX3VRWc6canxI2p1p0n7rPyQ8afs/eNfhnqCTa5oN1Z26uzpOu6WJS2BlXjJGQBzyT3x3ryyfw6trvs0vpTPO/7/AMsM7Z3EggDGM4xznnHQGv3AZVkUqyhlYYKkZBFchN8G/Al1qD303g3Q5rp8EySafEx46HlcCuP6ok1yyPQWPbVpxPN/2V/2e9G+FXgvS9Wlh+0+JL62WaS6lVlaFXXIiCnGCATk4BJ9gK95pFUKoVQAoGAB0FLXekoqyPLlJzfMwooopkhRRRQAUUUUAFFFFABRRRQAUUUUAfzRKfmH41a0vWL3QbyK9028msLyMnZPbyFHXIwcEcjIJH412HgL4cxeK9DvtWuJdUeK3nS3+z6Lpv26cMylt7r5ibE4wDk5OR2qr4m+GV1o/iy50K3u7V5LeKGctqM8Vg6rJGrhHWVwFkXdtZMkggjnrXc4u1yOZXsbnxA16/1Tw5pLXeqXl+25WK3XiOPUcMU5PkhQYz9ScdK/XX/gnDIZf2S/CpIA/f3Y4/67vX5A/EORofDekwPPDK0bqpWG90+cDCY/5dvnx7ucfjX6YfsB/tHfDTwJ+zP4f0XxJ410nRtXguLoyWd3NskUNKxUkY7g5qal2rIqOx91UV5F/wANc/Bk9PiT4fP/AG9inL+1t8Gmzj4keH+P+nxa5uSXYZ63RXkw/ay+DhOP+Fj+H8/9fi05f2rvg8xwPiN4fJ/6/Fo5JdgPV6K8o/4au+DwbB+I/h4H/r9Wnr+1R8IJGwvxG8PE/wDX8lHJLsB6pRXlf/DVHwh/6KN4e/8AA5KX/hqb4RHp8RvDp/7fk/xo5JdgPU6K8wX9p74SspI+Ifh4gDJxfJ09etIf2oPhKOD8RPDv/gen+NHJLsB6hRXma/tM/CdlyPiH4dI/7CEf+NL/AMNMfCjj/i4nhvn/AKiMX+NHJLsB6XRXmq/tKfClmwPiH4cJ9P7Ri/xo/wCGlvhTkgfELw6xAJwuoRnpyeho5JdgPSqK81/4aV+FQ25+IPh4bumdQjH9aVv2lPhWoBPxB8PYPQ/b4/8AGjkl2A9JorzcftJfCwru/wCFg+Htvr/aEf8AjQv7SXwrbp8QfDx/7iEf+NHJLsB6RRXnP/DRnwu5P/CfeH8Dqft8f+NN/wCGkPhYOvxB8Oj0/wCJjH/jRyS7AekUV5t/w0p8KjwPiF4cY/7OoxH+tFHJLsB/PRZ6nc2M3mW08lu+CN0TFT+lQzyuzb2YuW5JJ5JrY8XadZ6XeQx2aRojJlvL1CO7BOTzuRRj6GsAvnNbS7CQ5ZenJzXoFn8Pbi48Lf24uoIsf9myaj5O05wl4lrsznrmTdn0GK86Vugxk5r0DxbZ+IrXwX4Ziv8Aw5quk2VlDLCL25tpI4rgSStKMEqB39TnGaIve4M6DUvg7e6feanCdWic2N3rFqWEZG46fCkrEc/xh8D0xSR/B+9a+NuNWiyJIo9xjP8AHYm7z17AbfrzXlxvp+SZpGJZicseS3U/j39a0vEfiy/8S6s9/MRBKY4YisBKriOJYlOM9SqjP1NVzx7Cs+56DpPwiv8AU7vTYF1aJGvZ9JhVjGTtN8rMpPPOzbz65qnbfDa8utHt78alGBLpaan5ZQ5CtqP2Lbn13fPn04rkvBPiqTwr4u0HWpPNu4tNvre8e3D7d4icMFz9AQPTNYsmoTs7fvJAuNoXeeF3bsfTPP1p80bbBZ9z1S8+Fd3Yxakz6lG/2RNQJ2ofm+ySKjd/4t2R6Yqe4+Et5Y6ldWx1WNmgudTtdwQgE2doLhm/4EGwPQ15xovjC90P+0BERN9ttJrN/OJOFkxuYc9eBWb/AGlcscmeUsSxzvOfmGG/McUc8ewWfc9c0/4PahfX9rbLq0SNcXWk2oOw8G+tTcK2PRAu0+pNQ6Z8MbzULHT7oapGq3kVnKqlTlftFzJAB+BjJ/Guft7rXtN8CyaXLpOpRyareW2p2d80bqHit4Z1bZx8wAmByDgBa43+0rmNQgnkAXAX5zgYJI/IkmjnS6C17nqNx8O7+x0i61FdUjKwWE16UCHLCO+WzK9e5fd9Bir+ofCm8sbjUYG1WJmsrrWLVmVW+Y6fCkrkc/xh8D0xXmOpeLr7VNH0rTXASHT4pIUZCQ0ivKZTv55+Y/oKr2c2paldLBb/AGm6uZWYiKLc7OWHzcDkkgc+uKXPHsPXues/8KmvPPaH+1IwwkjjyVP8dkbvP5Db9eabpPwnvtVudNt01WFGvp9IhVmRvkN+rlc8/wAGzn17Vx3xI1bV7vXodSudO1DRYrq0tvIS5R4/MEdukJkXIGQdp5HY4rG8MeMr/wAK+JNK1i3fzptOuoLqOKYkxs0TBkDAEccY+hNNzinawJNrc9Asfh3d3Wl21+dSREl0xNT8vYdwVtR+w7OvXd8/04q5ffDO/t1vV/tOB3szqTFhGQX+yOqMOv8AFuBFeRtq102f38oXG3aGOAu7dt+m7nHrzXSeC/Ed5YTauBbXWpPfabdWqrHlipdctJ34AUk/Skpxelh2fc7q++FOpQ6peWratEzxXWo2xKxkAm0tRcsQM8Bg20Dsafp/wp1Ga9tLcavGpubrSbRSUJAN/atcKev8AXafU15G2r3jbibqfzSzFiXPO4YY/Ujg+taNt401G38O3Wjq/wC6uLy2vDPubzUaCOWNApzwMTN/3yuMUe0j2Cz7notj8Ob+/tbSUasqLdQ2MwXYTt+0XDQqOv8ACVyfrTNS+H2o2umXd2NXWRbfT5r8xqCMiO/FmVHuSd2fTivKY9QvCVjjnmLfKqqrnPByoH0PSut8RX2sah4K8Py/2bqFtY6dDNYTX7IwhmdriSbbuxjI3jgnquaammtha9zsdS+EF/pd9qEEmrxu1pc6xblgrfOdPhWVz16OHAHpio1+El+955H9qwqfMgj3FGP+tsmuwevYLt+pzXk0muXrklrmVmYsSxkJPzjD9/4h19a0vE3jfUvEmq/bpX+yyeTBDst2ZV/dQrCp69Sq8/U0/aR7BZ9z0fR/hPqGpXGmQprEUYvpdJiB8tvl+3b9pPPOzac+uaK4P4deINQ0jxpoWqx295qcemX1rdyW0G5iyxyqVX25+Ue7UVtTlBr3jOXOnoyp47juGh0ua/uYX1ORZBNbxeSdihhsYmIADdk8Hn5c9GFcbRRXLPc0jsT6feyabfW13EVMsEiypuUMMqcjIPXpXo/iD4xQ6xpevx2mgrY3+vgLqFy9/POhHnLKRHG5IXLovLFiBkDGaKKlSa0Q7XPNWZjke9L5h27fSiioGdZ4P+JOteB9J1K10xLQR6gybp7i0jmeNkOfkLqcZBwfY/SsHWtbu/EGpTahfyLJdTY3tHGsYOAAPlUADgDoKKKfM7WFZbmdnBpysVoopDPZLT9oa5W3uPP0mC5M+n/Y2jluH2RSratarcxDPyMYnKsg+U4HAwNvkSgMGYuPcAHNFFXKTluJJLYQy56DA+tdL8P/ABtN4F1qW/hiM/nWs1o6rK0ThZEKko68qwzkH2wQQSKKKhNp3Q9zT8dfFTUvH2jWNpqfmXN7He3OoXV/PMXeeabYDhcARqFiQbR3yc9AOKWQgEYHPHI6UUUNuTuxpWHtPJsWMn5V5AHTnn+teqfDH9ozxN8NtCm0W3ubifTPLuPssUV1JA1rNLGyeYpQ8gFt21gRkZG080UUoylF3TG0mrM8wubya+upbieZpp5XMkkkhJZmJyST3JNNZZFUMRwenFFFIZa0nUptJ1WzvoQrS2syTIHHyllYEZ9uK9L8YfHu58VaRqVimiQafHe2C2DRw3MrQoPtZundUZj8zOQMk8DPc5ooqozlFWQnFHk3PNM3N3NFFSDPQfhD8XJPhXqk87adHq1pNJBNJA0zwtvictGyuvTknIII5z1AIKKK3jWnBWTIcIy1Z//Z) | ASR 13 x0451al 0718 Anden genstand af jern
Klinknagle, afstand hoved/nitteplade ca. 3,5 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451c 0718 Anden genstand af jern
Synes at være opr. to dele, nu kun sammenholdt af korrosionsprodukter. Den første del er et ret kraftigt bøjleformet beslag fremstillet af et ca. 2,5 cm bredt jernbånd, som synes at have været monteret vandret og øverst på den ene gavl. Det har været fastholdt af et søm i hver ende. Beslaget synes at have været beregnet til et cirkulært emne ca. 3 cm ø (en lodret stang?) Formål pt. ukendt. Det andet stykke er meget nedbrudte rester af et kun ca. 1 cm bredt båndformet beslag, som synes at have siddet lodret og måske har grebet om overkanten af gavlen. Det har været sømmet fast. Måske en forstærkning/reparation? Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451a 0718 Anden genstand af jern
Stort vinkelbeslag, som har siddet mellem gavl i side i toppen af det nordvestre hjørne. Ca. 3,6 cm bredt og 15 cm langt. 4,5 cm fra den ene ende bukket i en vinkel på ca. 90 gr. I hver ende et søm. Rx150. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5itXMUsgPTYPxrpvh6r3HibS44YJ55HZlEdvYx3rn5T0ik+Vvx6da5WNhMs5DcoMY9hium8B65Y2Yt7O/0nSboXEhdb3URdN5IA6bYHBI4/uk8175xo3vGyzW/wASokmtbm1kAgxHd6fFYydRz5UZ2j696/ay3/494v8AdH8q/ETxBJaHx7aGwWxjt8xArp6XCR5OM8T/AD/nxX7dWv8Ax7Rf7g/lXBiuhvT2JaKKK881CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8C4bC/exnuo7GZ4Ix+9kWJiq5/vHHFaXgOdote0iVZ5bYiV8TQ6itgy5U5xOwIT6nrnHevUpv2lIpbOKGLQZrJxFcfaIYb8/Z7uSWBIQ0kezlVCg7STyeori/h34q1ZptK0GGCGW2eV1At9Dtb256FuBIoLd+rcCvfZxou+KJxd/EGOaa5mu2CwoJZdWTU2zkYzMoAP07V+2Vr/wAesP8AuL/KvxG8cRy2PxJUXUdzDKvknbc6bFYP2x+6iJX8e9ftvY/8edv/ANc1/lXn4rodFPYnooorgNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/n+3bpBuAX5QNwP0rf8AC9l9o1SwaWK2e2jlJla8ineAAqcb/J+f8q5r5rcnjcVBrv8A4a6/qdrdCzttRvrKBpN8kVvqn9npJ8vVpT8q49SPavf3OQi16O0bx4kdqNPS3zCf+JbHcRw5zzgT/Pn9PSv3Gsf+PO3/AOua/wAq/EDxdNJN8SbaSaaa4bMPzTauuptjP/PZQB/wHtX7f2P/AB42/wD1zX+QrgxXQ3p7E9FFFeeaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+G83wD8bxeHLrWJbS2gsYbNb3dLfwBnhYgBlG/J6+3p14qf4R+DPEd3fWOqRaNqF1pb7t11DpyXYbgjhJPkbn1rkP+FheIbHwjf+HF1Bm0a7ZTJbOA23DBsISMqCygkAgHFanwzl8vxFaR3DwtZN/rPtYlaHlTgMIvnP8AwHmvfVrnHrY6PxpHJD8S7ZLm2urR/wByfLu9NisH69fKiJXHv1Nftjpxzp9qf+mS/wAhX4eeLBaWvj6AWK2Mdt+7crp0dwkXXnic78/p6V+4Gkndpdmf+mKf+giuDFdDensW6KKK881CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+eq4YyW6j/b/wAP/r13vwos7hdXt9Uhu7S3SykCususRafMcrwUZznv1ANcRebY5CrHaAAR9ea0/h40sni3TBGkzzyTYCwWaXbn5T0ichW+hr3L2ZzdDt/iBcvffESO4kuGuswp876supEdePNUAf8AAe1ftzo//IJsv+uCf+givw78c/aF8eql3HcxyLBHxd6bDYP97A/dRErjGeepr9w9FOdHsD/07x/+giuLFdDWGxdooorgNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/GGf4G+Gbp4LFtf1B9ZuLRbkeXaILZE8nzDOX38xA/ITwcg15x4N8O6VNcWl3d69pKzI5zpl9b3b7/QMYk5z14auc1G8lF1J5bMAykYBOCOeKveBXa38TWDmVopfN4ZbwWhXg/wDLY8J9a9t2vscyNfxMtpb+Lo1tV0+OEiMgabDcRxHnni4+fP6elfupoJDaHpxHT7NH/wCgivws+IMxufG1vI88k/7uIb31ZdSPU8eavH/Ae1fuj4bOfD2ln/p1i/8AQBXFiehtHY0aKKK4Swoorx39oj9oSx+CekQwRRG88RXy7rO3MZaMANgs+CDjG7A7kdqmUlBXkaU6cqslCC1PYqK+F5P2nPiZ4m0c/ZNVsYnlbG3TbNI7lQSMAJIzE8MOV5ODgdKxfhX+05460/xZcXWrahL4l06GNUt7S6vxbpMX435CHcVypwTwCe/FefHMMO5clz0/7LxHLzKx+gVFfNNr+2A2qWNteWuiWcGneWsl1q098fs0QJx8vyAnn1I4Oa821/8Abg1mHVp7a0udNL28nDWiCaAptyxfJ3fJzkqQBlRnJqXmeFW0r+iZKy3EP4kl6s+36K+N/Dv7Y3jLUJdLtjZeG9Snl8xpTD9phLouPmAIIUfMvPOc8AjmsLXv2mPjjrkup2ml6T4XsbMO8aXX26Pft2nJG6UFehILAdM9K64YmlUdou5jLBVo6yPcvH/7ZHw68A69e6JJfS6tqtomXg08xtl+nlqWcbmzxxnB468VyN1/wUA8E2MLpeaNrGnX4ijlS1vhFH5gcAqVO8/Lgg5x0Ixmviq8/Z/+I+qa5q9++maXPqF9M6LFHd2kGMZYOn73g/7uec+uai0X9nf4ohpHj0fTdQmXMK+bq1tujUL8y4MoxgAZzyevrWUqlbeKX3nVDD4fabfrY+tvEn7ZPi6S4jbw7o+iXVhPGXMrSuzW6gE5yDhjjnGB9K831743fFP4tTfaorKZdItrYmePT7ryoEGTmWQKdx4U9eeDxivN/B/wH+KdnrVxbXmgw21pAAIZvt8AjBPU48w/KDzjB3civW7DwHf/AA50G+F7aTazALhybbSpMq8bjGGMhTOCQPlX1I4rKUqjSnJ2utv6RtCNKLcYpaPc7L4N/GHxF4Ehnn1u/utR8OQ2fnSwXziSS1KgE7WHIHzLwR3xXZ2v7avh/VrM3VvGun2+8KrXamRn57KpGOPUjrXzPp3jbTPETS2ceiacmn3MCLcXms6nPHwxA8ohB8jglR1I4Y5wpzmeHdc+E9tZ3kOv+HdVW5a5MM1nHrHn73DFQsaDY5GVxgMTkjrmiNWpFRWmvz/IUqdGUpNo+p7z9qrVdQ1m5g0PSra9tEt/MVYiZJsjOSCCVOcqAOpIIrqfhr8SPHdxeGfxbp9vBpbrtSNBtuUPHzsmM4+9wQD0rzbwP8QPhx4djJ8PeHYbKaJcGOVWtriIAgf8vGGA5P3T1GOteX/G744Q+MpjpaXv9lWCnaPs8uVukzhg0h+84OOB0/GlVqSoL2lSV9dEthwpU6v7uEEl3e59xTfEbQ4rqzgFxJKbqcWyPFEzIHLBQGI6fMQM+prp6+J/2afEix+I0tIYpvJlEUs9w7EuR5u1WbJ6Hn6cdyK+2K7qM3UgpyVr9DysRTjSnyxdwooorY5T+fa7t2V5JGPzDOB6cVt/Dy3sptajaaXUf7UEi/ZYrCxiug7HOQVkYA/TBrmNW1KSZnKrsU8DH61a8Lyx/wDCQ2UM5t/L85d/2qOSSPA/vKnzEfTmva6nOdd8RrW5g8Zwm7S8icxxgLe2MVm+MnnZF8uPfqa/cvwz/wAi3pX/AF6Rf+gCvwe+IV9D/wAJXF9i+xLAAgBsbaaFM5OcrN82f0r93/Cp3eF9HPrZw/8AoArjxPQ1hsalFFFcJZ5n+0L8aLb4F/Dm48QSQC7vZJVtbK2OcPMwJBbH8KgMx+nvX51eFvEniv4reNvEHiXxO0uq6WsTSK00oEivhtqIM/KnU4xgDA96+3P25tFg1L4IPdvIsdxp+oQTwbv4iSUI6HoGLf8AAa+BfD/jzU/C+k/2VpggupLhWE0Makuq4+8Mex96+fzavOCVKnu9T6bKaEZRdV9HY7N/Bt/ca5/wkem3kWkXVnah4yd22MYBLtneR3BC9Rj0rnbrxENDuYrDUYbe2ljkNxeJc5a3ZcH5Mnli7OuFUdCCRxkdlrfj+0k+H9+vh+ZDJdwkXL2coJtymS6tleSHwPqK8kuNT1TwPJZanqUS6pZ6vbJBeLqECStasq4WS3cnHmnb0A2gHtXymGjUqNSlqz6apNRi1sjX1PXj4KvDqL3cV1pen2MJsILq322y+Ykiyyqq5+bdtAOCcbgNxJNcF4o1rT9W0XUvGF1eQwXepMiNZsfs/kBgwzEHJLqcE/KeMcg5FSN4m8NnQV1m/K6fqp3ta2tupaFQqvtzgEFmPYnPzA461wPiTwnJ4sa5nvNRhtLOxWJDFEoWJm3bAV2gAZOF5BJHIAAO36DDYSU53enp5dP+CeDiMSox7/8AB6/8AtaH4+8R2Nqj6LrN1cxrAsXnSFYSq7EQiI54UNwADnCg4HNdPb+KPEeitBr/ANpkaNohE7CBZJGiHLgk5+8y/MSM5B+XjFLpsFp5OkCOOa2trspJFJKo3fMxRQEA6ED16HnjFWbPR9O0+8nurvXRBFGCpPMkDjOAxJXcFPGcqeGJxXsYinDDxT11fTc87D1KleTXRLrsfR/wb+NvhfUEtbSbULY3VjCLm0mmjYF3JPnDcRzjcmCFyBkkHFevaZ8RNE1q4dLU2wuWbdGgn8wog6l5Y9wjIJcZJGABXwBb6WqalCbaa2eNJAY5HRliV2Cty2OiqQTnPHOOoHe/D2O+8N6XE93LFHdSSFfszSk7YmXbt3AZYMuQRwR8uDiuZ1FT0todKpuo731Pvjw78QrDxBZiW3DyWwaQNNsGPk+UkH+IE9COOD6HHNeIr651y3uJo7cDTI42Ll28shdueAcHKn2yDnngCuJ8EeLLW08N6LBdLb2V3fIRY2nmsfNUK0jKA2WIwWzkdc9jz1OtXT+I7U2Gg3MlteSrIlzBLGq+XtXOFdupIDDsQeOTWl3NGNlCR4/a+I9NubW4s59KtrkxyNJcTzybVZMxsobHRtzkbgC4A4OM51/DPjTwv4qhl08ajaeH7K5kRgtzsaJ/JQKGjZ+Ef5XwOS4YjgZzwvjxfEN9Dd2UMccWnTKwluootylSUBXGGzklOMZ+7j2wrq2tRoOrpozXcWrzW8s88iSGEW8DM4kJkGWGFWMZzghiG71thasrK+6MsVTi7tHm/wAXPF1n4+8da9c6ZZzXcVyxnt7yXzJpmSM5ExyAEQgFSMkYb1Va4ldQ1LT5dOsVjlurVVcQLnzFBIHKdQU3Ekj2yK6qOwtr6/8ADthatctbeQwlkjcujz73cFwwK4EaA7FyzKcjceDPoFv4XsXtp/OuI9UkLGLYqyr8oBjDZYcHHTaOoORV1433Jw8tbI+nP2Wru58Sa9b6jZyLptjNYWvmW6Y3fu5U3qSOBwvQdmycdK/Ryvzj/ZR1S3/4aI/sZPmtrrSJLqRSu1FaeYuMjHDFWTjtwK/Ryumj8Opy4z40vIKKKK2OA/D/AE/xz8OL7UNNttTsYbfTra3jljaKx/eJOse2WGYg/vVdvnD/AMJx2zXC+D9Y0KzvLSN9OnOsNKWS/XWPsKRdcHdsO3HrmvPb+63SzSAcsxIwMDP0q/4I8+bxdYBFlnnaYYWCFJnPB6I/yt9DxXrORikdd8SNQkv/ABlbySXX2rMcY3Nqw1LGCf8AlqAP++e341+8/g858I6If+nGD/0Wtfgp8S7e7h8WWguoLuBzFHhbyygtWwWP8EPy49+tfvV4L/5E/Qv+vCD/ANFrXLXNI7GzRRRXGUeEftoeB9Q8afBO/k0yFLm50iT+0mhZ9m+JI3DgHI5AOffBFfk7L4kvfC+ow3tvPLa3oAV2jjOM/Kw5x0Ifn/dr907y0g1C1mtrmFLi3mQxyRSKGV1IwVIPUEV+bf7YH7NEvw58VTeJ9HhjTw7ezF4bW2iby7UkDchzkcsMgDgDPQCvHzChGUfaNX7n0mU4lxboX32PCvhjrcnh2O6iW0hidL4vbWkbMw8zcMFg3YsRkkk455IrF+JrXniq8vG1SaMtHJBPNNDcNEFMqKj7ImO5sbVXJzyucAda3hCSLQzp081hcfKzK64yMgkDGRtLA44PbFGr6/c39hqOj6bPjUr/AAL28vf9Wky4IUSlcgENLkdFyCSAM149CjGUpzhrJfl1PXxUpRUeZe6zJv8AULXR9SUWNhJZ3mn2cd2FbEix5hjGY0C/dKruBySCxOc5I4m88XX+rLdWNnLbNpMDYjuLy3WGUmTcnmMFJ5XOBkkDqMZrodV0ldd1ECK28281KC2EUsYdhFcbSzqBjOxsEgngBSMYwaoRyCzstb064uEk+2IolMsIlOU5+UoSVIIUrkADkZAJz7mBvCnZP3r63/r1Pn8X787v4bdO5mw+MtVgm02FLp5ry2fy7dnbKGNs4Kk8dWOT9ateI3n1Cyv7q8upBPiBRC0ZVfmGcMcYHCjHqWPYVXsNA1CZlmtFgMyqCxkkRj1JJCYJIyOcHPY8nFXdP+1aTompQatoCmCORd0c0G1354yxUEcZweDycHtXoycU7vc8+Kk1ZbGx4MF3odi0bXdncXkhV4hv2kERYOefmXYBn3XnjhvTPhTM+qXltBql6JLeRGf7PIzsMDI24BA3ZOefU8HNeHx6ld+GbQtDaCHS7qVpYoATIYjgKUc454CnIHcfSuhm+Iz+DYrF7Z5p5VYh8g7k3AkYYH7wJXt0HQ9K8fEWm4uGvvHsULwUlLTQ91+M+i6EYdI17Q/J0u7spN06qfKV1OdyEZGH6gnH8QBOSBXR+Hdfn/sMavCbiDQmWSNbm9KYMqliqLty0hCKMuQoyWGOMn4+8beN5fFltYQt5dtb2vMMahiHLDDPyMfwj8/rXtXhP4wX1x4D0vwakjxWFrez3Pn21yAm14lgKEfL8vybiAMsWPI3Fq1l7OCc5uxnH2k2oQVzvbz4i22iax5Fvqy3TySgPCQGSVPvANyc5bttBG0Vx/xA1yC3025ntkkmlvYTAtvMVKQqwIcx4JIbIAB4BHVa4vSdG1m68YX99cR6gt6IZbmS3VESVtsbOC/mOMbsFiBkgZYBsYp3irXLq30ywR7FNPu5LaKRZJBtUqwJBy3UnkHrzxxzUU5y3WxU4x+HqY/ibRm0Xw34auoZ7eS6vXnWWKG5VjHuwNrRYBjbhiG5yCMH5cDXCx+DYYdM1mzW11Ftrt5e0ybQgwO5U4xwcEdCMiuQ8VQ32h6C0zzSSyFkeCYANDyMsY2Und2wwI+6evUM+G9vJdXmoWl8G+2tayOvkum6ERbnO49esajqD83cdd/ZzrNXexkqkaDfKtz7f/YgtBrnxUj8UywSQsLbbNJIn32lmkEIBOOF2uMY/u1+kVfn3+xHqE0M2gXNnpUky69Oryw2p/cwwwJsMnJAGG2sevfHLHH6CV6KVopdTy67vLQKKKKZzn84usabcaZtW5jEbsM7B2Hv71q+AdWtrXUDa3el6ffLdSKokvIZpTF9FiYE/TBrG1qa7uZpJZhK7SZPmOCNwz29qm8EyGHxJp77jGBMCGF19lx/21/g/wB6vTb1M4rQ6vx1DbQ+JLSGzitYYvLRitnaz26bsnnbMS2ffpX75eCP+RL0D/sH2/8A6LWvwP8AiNcfavF1ofPMx8pBuOr/ANpfxH/lrjj/AHe341+9/gVt3gnw+fXT7c/+Q1rnrlx2NyiiiuQYVleJvDOneL9FudK1W2S6s512sjjOD2YehHrWrRRvoxptO6Pz8+Mn7H/iDwTeRt4bsT4i0q+LJLLDGE+ydwzR89e7DjjtxXy38WfhN4o8K26a5bsbOBYmtrqKTBkKsMttGDj5S2TnsR3NftPXOat8OfC2vXk93qXh7TdQuZwokkurZJC2AQOo9DivHeWwjV9rRfL3Xc9uOa1JU/Z1lzeZ+JMXxQ0/w7r39p6QJmEsShVmcLKWWLyyGYZ2dSwyDjcwPWuTuPF9xJeXVzf2Ey3l1cs0t3FGsERdjwACpwMbumMDpX3H+2V+xcvhvxjpmufDPwqZdG1pZYtU0m2tZbmKG4HzLIiJlk3AnAUbVKdMHFeD6L+yl8ZvFbx6DZeBtcsdDkaNGXVrfy44mXrIvmmPHVjjP8R9aKdJYeo1GN/PyHOoq9NScrHgdvqaqxvHhW68piQssYDy5XJG3+TH2GDml1GG5fzItR3TzGUTtMrLudmC5+YHBJGATn0zzmvqvQf+Cf8A8UvEF5eadqfg+PR754EWLUrjUIDZRKF+dW8rLMSfu7QcHOTgV0n/AA60+JOoRDzfEHhu2a3jEVv5txMxAHc7IQDzzk888810/vJNPlsc96cVbmuj48sRc3KxzteSfZ7eIobeRBuznIyVJz8uDwAR+pxpEvfEH2Kb7Qt89ydwhtY9io27btb5R8/qAMY28nPH6O6R/wAEqWbSbE6n4/SLVn3fbzbacZoWG1QqpvkBOCvLEDIPQV7N8MP+Cdvwi+Htkn9oaZP4r1IoUlu9TmYIxPGViQhVwOB1I65zRGjN3bSv+Q5YimklFv8AzPys8F+HvFPjm+u7Pw7ZyXV1+6SYLartOGZVLMAFXqfqc8171cfsZ/FW28IsW0G+vSjtLb2sdrIkiMQu9lAyPm2qMFhnYp5FfqJ4P+C/gP4f3a3Xhvwho2i3axiP7RZ2aRyFR6sBkn3Jz712laqgrpyZzyxT1UUfk/qn7L/xut9Bm1K38H6tdTtDHbrJ5sH2gxmJldXjaVnYZOOg4Lccjb41rnh7xY0Fr4d1P4f3Xh/UmvRNJPe2LxvPlApDeYvmNkgtgPjLZCjg1+4tFaOjC1oqxmsRO95an4c/FzQ3bwtokCzahd6hOjvLby+V/o7IMD5lOVbnhM5x6cY5X4Z/CbxbrWn6leR+HtTvbZ7C4txJFDIcBo8R8gYVQ+3Of4d1furJ4I8OzXRuZNA0t7gjBmazjLkfXbmta3tobSFYoIkhiXokahVH4CppUnSVkyqmI9o7tHy5+wP8Hr74a/CfSX1Gwe1uJ1mnJnDB/nKbQAwyFwH9jnPevqiiiulu5yN3dwooopCP56r740+MW0Oy0yLWp7azs7c2kaW52FkLE/P/AHjhsZ9ABR4H8Vaxp91p+jWsreRNKAY4LKCeZtx52+YvJz2JxXDNKqnkAgMDwetb3hOwn1TxBaz+SslssqtJ5sDzRquf4lT5iPYV6N22RZHUfFKK6t/GlqLxL6OTyUIXULSG3kxuP8MXy49+tfvR8PTnwD4aP/UMtv8A0UtfgX8QI4IvFUAt1tIo/LXizsprVT8x5Ky/Nn36V++Xw5Ofh74YP/ULtf8A0UtY1io7HRUUUVyDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+afdtU7h3rqPAXiLUNI121is9RnsYLiVROsV61qrgdmkH3R157V3uifAO31aPRLN9V1BdV1a2juoGh0ppbGMSLuUPOHGMdGIUhTnPSuS8GeDdUudWtdTtBCLO3n2tILu2VwVPJVJWAP4jFejZqxmpI0PiVqDzeKbSQ3MdyTCg3Lqp1EfePHmEcf7v+NfvX8M23fDfwqx76Van/AMgrX4HfFieVfF1n50ssrC3XLTfZc/eb/n2Oz8+a/a74W/tAfDRPhr4Uim8feG4p00q1SSKTVIVdGESgqQWyCDng1lWTexcdj2iiuBHx/wDhkenxB8M/+DaD/wCLpR8fPhoeR8QPDP8A4NoP/i65eWXYZ3tFcJ/wvn4a5x/wn/hnP/YWg/8Ai6Vfjt8N26ePvDR+mrQf/F0csuwHdUVw/wDwvP4c9P8AhPPDef8AsLQf/F0q/HH4dMQB478NkngAarB/8XRyy7AdvRXEf8Lx+HX/AEPnhv8A8G0H/wAXS/8AC7vh2enjvw3/AODWD/4ujll2A7aiuMX40/D9/u+OPDrfTVIP/iqP+F0/D/bu/wCE48O49f7Ug/8AiqOWXYDs6K45fjJ4Bf7vjbw8301SD/4qnf8AC4vAfP8AxWnh/j/qJwf/ABVHLLsB19Fch/wuDwJ/0Onh/wD8GcP/AMVSt8XvAq9fGegD66nD/wDFUcsuwHXUVyC/GHwG33fGnh9vpqcJ/wDZqF+MHgRhkeM9AI9tTh/+Ko5ZdgOvorj1+MXgNjgeNfD5P/YTh/8AiqX/AIXB4EBwfGfh8H/sJw//ABVHLLsB19FckPi54Gbp4y0E/wDcTh/+KpT8WvBAxnxhoI7/APISh/8AiqOWXYDrKK5P/hbXgfj/AIrHQf8AwZQ//FUUcsuwH871n4w1y0019Ot9Zv4NPcHdax3LrEc9QVBxWRJK38RNT6jbix1C5gRXVY5GULIQWGD3I4z9KqSHd9a6G2JEsMxWQHNet2HwN16bULS1XUrQPc3ljZqctgNdWxuEJ46BRg+9eQRjcy4ByeMV3/xC+IN3qniiC90u5v8ATIY7WxAjZmiIngtUh8wAHqCGweuDTjLTUTv0NKH4Ta1No8Wpi/txFJY29+FLNnZLdm1UdOoYZPtVi6+DWvWMl/u1G1b7G2qq3Lc/YAplI4/i3Db+tefaf4w1TT5rQm9uZreHy1+ztM2xo0k8wJjP3d/zY9Tmrnij4h6t4i8RaxqUVzcWMOoXV1cfZY5mKRi4bMiD2IwD64GafNGwanfQ/A/xDc6mtl/aVn5r3lpZbiz43XFqblT06BVwfeqFv8ItcutPt71L62CTWFrqAUs2Qk919mUdOobk+1Yfw5+JV34b8daRqusX99eafbXKTzxiQuW2RmNDgnBKqdo9BxXMr4s1oKI11O8WIRpCqCZsCNX3ogGegf5gOx5o5ohqemt8G9cthePJqFsfs8epscM3P2IgSAcfxZ4/XFWIfgj4gGuRWH9o2nmnUYNOB3NjzJbb7Qp6dAox9a4nw38UNT0G41JrqWbU0u7G9tNs0xwj3KbZJBnPOcE+uKxv+E6177QJxrF8JhKs4k89t3mKmxWznqF+UH04o5ohqegQ/CHXp7CO7W+tvLks7K92l2yEuZzCg6dQwyfaprr4M6/Zw3sjahalbVdSZwrNz9iZVkxx/EXGP1xXP+GfiJcad4L8S6fdz3st9fQWcGnTZLCIQ3Ak2g54AGcAdzXNTeNNdYTLJq14yyCYODO2G84gy55/jIGfXHNHNENT1KH4FeJm1JLQalarIb+KxVt743vam5B6dNox9ap2fwl13ULS3uBf2yie1sbtfnb7t1cGBAeOoYZPtXKQ/FrWIfCc2mCe4F++px6guqee3mrsgaEID1+63XPQYrBj8Y63DGiJqt4iqkcSqJm4WNt8ajnorcj0NHPENT02b4P65aW9xM+oW5EMOpTNh2yRZuEkHTqSeP6VZX4G+IpNV+wjUbTzf7SXTM73x5htftG7p028fWuU8QfEq4v/AAH4b0+2ub1NRtTqC6hOSQJluJFbBbPzZwc5rmx4+8QpOJxrV953nC43+e2fMCeWHznrs+XPpxScohqei23wi1+4soZ1v7VUlttPuVy7fdvJTHGDx1BHNGofCLxBYQXEsl/aukFvqFwwV2zttJhFJjjqTyPauR8R/FbVNaj0mO0lm0xLLTrWxdYZjiYwEskh6cgnI9CKxn8ba5cblk1a8kV1lRg0zHKytulB9mbk+ppc8R6nqcvwN8TQaktj/aNoJGvjYgh3xvFoLnPTpsOPrVSz+D/iO8t7O5j1G3VbqPTpVy7DAvJGjj7dipz/AFrF+JHxVu9e8cXeo6NqF9ZafI8U0KbjGUkFukLPgHqQCM+lYPh/4ka1omsaZdS3txd2tnNbObR5jsdIJN8aewBzj0yafNG4lzHcXHwp8QW+n3V22oW2y3t765bDtkrazrDIBx1LMCPatGT4HeJV1SazOq2gmjvpLAtvbG9LT7ST06bOPrXmWufEPWNW1LUZ4r24tbW7kuCLVZSUSOaTzHj+hOM+uBW98O/ite6L43tdQ1zUL6+sQZ5JU3GQtK9s8Kvgnk4KjPoKfPG9g1Ojsfg34m1BbQpqcAFxHpki5lfgXrlIs8diOf61FcfCPX4NNkvTqNuyR2V7esvmNnZaziGQdOpY5HtXnS+PfEFmUVdYvUMYhVFEzDaITmID/cPI9K1/DPxZ1LR4tZhunm1OK+0y50+NZpjiAzOru4+rLkjuTS54hqd3/wAKN8Sf2oLA6laeb9ulsQfMfG+O0FyT06FDj60V5a3xD8SGYTHWr0SiVp9/nNnzGj8stnPUp8ufTiimpxHZ9yDxhpb6L4k1OzkMJaGdlP2dSqDvgA9MenbpWKM460UVEtGC2Or+GPjC38B+MrPWLu0a8hiWRCsRUSRl0ZBJGWBAdS24ZB5ArsPir8WNM8YeE7XSLe51zW7pLz7WdU8QtE00S7Cvkx7MnaSQTk9VHAoopczSsFle55FuZ2VcY9KkeX92qqPunJ+tFFSM7XwZ8SbDwn4YvtPn8IaLrt/NcpLDfanAZDEgUh0wCMg/KR6YPrXLa5rA1nVLm/WztdO85si2sYykMfGPlXJx+feiind7CsZTSN0oWTjng0UVAz6I8IftGaBYp4RstW0O8vdH0q3t/NsohFiC6gcMlxASM5kAYSK3Xd14FeC6hL9u1C5nUbEkkZwGIGASTRRVuTktRcqWxXaRV4U5PrWh4X1aDRfEml6jdWqX9vaXUU8lrJ92ZVcMUPsQMfjRRUFHtXjT9o618XeGfFOj3ME89ndQiDS7drWCJVYziQ3ExT/lqigRrtAyvWvAg340UU5SctWKKUdgEldj8LviEvw58ULqkmjadrtu0bQzWepW6SoUbGSu4Ha4xw2D+I4ooqE7O5W6Oh+PXxUsPif4i06fSLKOx02ysYbeNWs4LeUsEAfd5QAYZHHoOgHSvMdx7gUUVUpOTuxJW0BXr174O/F3w98PfD99Bqei3Fxq6zTXOnalaiItbytbtEpIcdFLBxg9R0ooojJxd0ElfRnHfF/xxZ/EDxamrWcEsZ+x28E89wqLLdTIgV5nCfKGY+noO9cSrFW60UUN3dxbEm+iiikM/9k=) | ASR 13 x0451aq 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, bukket i en vinkel på ca. 90 gr. I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 9,5 cm. Ud fra Rx at dømme er beslaget lidt forkert sammenlimet, alt tyder på, at der er tale om et vinkelbeslag lig de øvrige ved gavlene. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451p 0718 Anden genstand af jern
Bøjleformet beslag lig x451c og fundet under dette. Længde 6,6 cm og monteret med mindre jernsøm i hver ende. Af samme type, som x451c, men lidt mindre. Har kunnet rumme en stang ø 2,5 cm ca. måske fordi en konisk stang har været monteret i x451c og p |
![](data:image/jpeg;base64,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) | ASR 13 x0451bh 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, bukket i en vinkel på ca. 90 gr. I hver ende har beslaget været fikseret med en mindre jernstift sømmet i bund hhv. gavl. Udfoldet længde ca. 9,5 cm. Bøjningen ligger efter 4 cm. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bi 0718 Anden genstand af jern
Vinkelbeslag siddende mellem bund og gavl. Ca. 1,7 cm bredt jernbånd, meget nedbrudt. Kun den ene ende bevaret, bøjningen ligger efter ca. 4 cm. Efter alt at dømme et vinkelbeslag som de øvrige mellem bund og gavl. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451az 0718 Anden genstand af jern
Jernsøm isømmet nedefra gennem bundplanken og op i gavlen. Ikke bevaret i fuld længde. Rx150 |
![](data:image/jpeg;base64,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) | ASR 13 x0451b 0718 Anden genstand af jern
Vist opr. to adskilte jerndele, nu forenet af korrosionsprodukter. Det ene stykke er en del af et båndformet beslag, 2,1 cm bredt og brækket /bortkorroderet i den ene ende. Den anden har været monteret med et mindre søm. Det andet stykke synes at være en del af en mindre jernkrampe, fremstillet af jerntråd, som har givet en åbning på ca. 1 cm ø. Begge dele kan have siddet på gavlens overkant eller lige under. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451d 0718 Anden genstand af jern
Fragment af større båndformet beslag, måske et kraftigt hjørnebånd? Bredden har været ca. 3 cm svarende til x451a og et nydeligt rundt sømhoved ses også bevaret. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451n 0718 Anden genstand af jern
Vinkelbeslag, som har sammenholdt bundplanke og gavl. Længde ca. 10 cm og bukket i en vinkel på ca. 90 gr efter 5 cm. I hver ende rester af mindre søm. Rx150. |
![](/grafik/intetbillede.jpg) | ASR 13 x0451f 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451g 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451h 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx149. Nitteplade indvendig. |
![](data:image/jpeg;base64,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) | ASR 13 x0451i 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx149. Nitteplade indvendig. |
![](data:image/jpeg;base64,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) | ASR 13 x0451o 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx149. Nitteplade indvendig. |
![](data:image/jpeg;base64,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) | ASR 13 x0451q 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,4 cm. Rx149. Meget korroderet. |
![](data:image/jpeg;base64,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) | ASR 13 x0451r 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,1 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ba 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3 cm. Meget korroderet. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bb 0718 Anden genstand af jern
Klinknagle, meget korroderet. Rx149. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8+42IKfWuq8A6idN8RWV19qFkInJ89ppYQnB/jiBcdf4RXovgPV/hRb+E7SXV4IV1SPyY761uLKeaW4jVpjP5MiyBUdw0AVjt27CPVm5D4fatoun3lsJLW8ttTErFNSj1Y2iRDtysTFeO4Peu9RtZ3Ive6sdt4a1gar8dtCuVvE1Ddf2n79biecHDoPvzgOcdOR9OMV+8NfgxoN6L746aHN9tk1Ddf2Y+0PfPeM3zJx5rKpbH0GOlfvPWVfoUtgooorlGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH808XDg11HgSd4PEunyJNLAwlP7yG+SydflPSZwVT6ke1cvHjcRzjFdn8PdfvtH1KG2tbgRwXUmJUM0FvnAOP3sysqfU8V2R3Ed3o9zLcfG7R5nnmumN9afvbjU01Bzhk6zoqhsew46dq/eqvwV0eSS7+NGiPIdzfbbT/l+gvP4k/5awKEP0A46Hmv3qqa/QFsFFFFcowooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/nm8L/BTW/EljZXYvNP0+LUDbpZfbJHBuZZ5Jo4ol2I2GZraXltqjAywyKh8A+Gb2a8tdSBsDbQTsHjuL+yR+Bj/V3DYP/AlIrEsfiJ4n0uyt7Cx8Rara6fbyGW3tY72RYon+YblUHCt87cgZ+Y+tL4J3HxJp+3k+d0MEU+eD/BKQjfRuK7fdurE6nqOiyKfjNpCgRRn7Za8QtauoG5TwbYCPP059ea/eivwKsVaP4yaUNuwm9tflW0t7bqy9I4CYx+H481++tRW6DWwUUUVyjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+aNflbBGCDiuw+Hdpp15q8a3E16L3zF+zW9rpUV+spwchkkkQfhg59sVyB+fkg5rovAtsbzxNp0KwSXTPIFEMdn9qZ+DwIsjf9MiuuO4j0SxV7H4zaOjwyQMLy1PlzaZFp5HzL/yxiZlH1zz3r99a/Ae309tO+MWjwmynsGF1bMIJ9O+wP1U58nc2M+ueetfvxU1ugLYKKKK5hhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Px4D+Mmn+FfCt7pd34a0q4vUtbiKz1D+zLWaVmlUgCcyxsWCk5BBB6ghgRt53wDqUEt/aaW3h7T9SmuJsCeWG5mm57BIpF3fQDNcVu4b1roPBelXGq6xbmKx+2QROvnb4Z5IlBz9/wAn5wOP4eeK7OZtpE2R6Ctl/Y3xd0uH7ENN2XNu3krazWwGSDny5mLjPqTg9q/f2v59vsi6d8TtNiW2t7VRLAfLtY7lIxyO1z+8/Pj0r+giordClsLRRVTU9WstFtWudQu4bK3XrLcSBF6E9T7A/lXMBbrxz4mftNeHfhrrL2dxBLeW9tj7ZdwsuyInHyjnlsHJ+mOvFeX/ABS/ash1zU9U8L+GtQ+ymRFitL2O1ld5JS2MggqNvt/+qvij4vfEw2kN1pd9aXVnrNz9mFpcQyqxmCMMs/HIPzHHXLhe2a5KldJWhqz1KODbadXRH1l4o/4KFPb3Ua6JpumXUDBCWMry7WLkbCQR1XacgcE49K2fhp+20b9prXVrVbudYJbuRpJRB5CqwCxr8uJGbOcA5wR6GvzO0/xZaTalcfaEa1ltb5gy28ZImOSUbp8udozkY5rqdd8ex6bZ63eLqrunnRRxxxruaRhGpaNOu3AVct2LD0rx6mIxCqJx/wCAe1HC4Z07W/zP0z8Tftd/Z9Bil0/Rzb3Usfm/bLgl7ZU5OQVHJHGRn/Gq3hr9smx0+4i0vxPDC98SI1uLOdcSyHOAQcBOMdSOv1r84vDvxUuta8OSaNc3Akaa3Z7dJpVlG2T5RGAw5IHJOaseB9d1nVrXXopNQWGGKzgiLttieCZXHyb2HyjPXGD064BGUcVi+fmlJWRr9RwnJy8urP2M8G/ELRvHFnJNYXMYlibbLbtIhdD74J4zkZ9jXTV+PGqeP5LO+u7uCWV33lLZozjCnKIxGcKV3FcL0459PoP4K/tn+JPCu3TPEm7V9PESRWsl8DbspHyjD7SWGSF+bv36V6tPHRa99WPJrZXOOtN3P0DyM4zzS1+fHxD/AGhdc8aeMovF+jyvokFjb/YYw155YhfDs+D8ucggEsrDKYHQE8P/AMNPeNG0uyubLxjrdm92yRR3DTC4RzlD8isNjZzgYYZBH0OscZTk2kYf2bUsndXP0/or8qPBP7U3xC8N+KpdP1HxxfT2si3Ed1FrU4RUViMeWzgbZC46lsAN8ud1ep6Z+0X8QtF0torjxFcWwmdIYridIp3jOdoGDvDMxxjHOCScYqZY6lFpB/Zta26PvXWte07w5pdzqWp3kNjYWy7priZtqRj1J7Vk+FfiT4W8bsF0HXrHVHIZvLt5QX2qQC23rgEjnpyK/JH9oX4mXen6TJpNn4judTudRmjaXT4boiJmBZi8iAkMQSecLyenFegfs+/FaT4fto3ji1t7d53uBps2kQErsJDiYOwz1IQjgkkg54NJ4zRStp1No5apc0eb3lsfqnRXD/CP4pW3xX8Oz6nb2clk1vObeWNiWQttVgUbA3Ahh2FdxXfGSkuaOx404SpycZLVBRRRVEBRRRQB/NDt3MSfzrY8J6hJa61bgTpDBJIPMWZ5lib/AH/J+fH+7zXoHhf4L6f4g0nw/cXevz2t7rmRZ2lrprXO9vPaIjd5ijKbN7jGVR0PzbsDkfDek21nqkd1Lr+nWctrOR5Uklyrtt43K8UbYB7EHNdnK1Ym6Z0SXEc/xF09omtColgGbI3Jj+8v/Px+8z9ePSv6ER0FfzztqEd98RLGZLxL1PNhzNFPPMCARkbplV+PcYr+hhfuis63QroLXzp+2lqTWPg/RFZ9lubmSRuwZgoVQT/wMt77cd6+i6+Ev2vPHV54o8d3Xhpma2itVMNrGyZV3BVi3zEAZwOR1A9wTxVHaJ1YeLlUVj5w0jW9V0fUkvDMlkLeUOlwYwzBSAXDBfmJ5GSScc4xgivMPi/8Pb+61a68R+F7FpIp7iO3bTthPkg8xshPRfk+bd09Tzj0PQ7yG3js4I40lnllHmNcNyo3kYwo3Z27ME5zyPp2/wAWvFWl+GfhlDYWrahPqLBZpZzdObe4uwVG6RGTkBQCoBGQe+BXie9GfkfTz5ZRt1Pm1/gHf+D/AA3p17baz5t7q9o0s1jJtRQRjEaZY78jcuWAByORmsLT5JfEulSabcWiwaxbq0irMAjyEKCW5AIbCj0PAwcV6v4e159c0mS1niVL3yppNyggEkZVAfvHHQKcUkEcWqaekt3DY3jxKIVjnP74FsKWAyD8oZmCg9h26upU/m1HGgo/C7Hzj4d1qx1DxNafasWUaqtuXRiojUDBJ4weuDnI55zXsNrp5t1l0XTrqaSCaNblp/lCmQqHKnOTv+8pz6ZGQQT5t8VPA0Xh3xhcGyhWXTx5bbQDl2K4c7ewzk4PrS+BfHGoeDbzzrJFuNOIInsrp8pgKVDBuoPfA67RkEcVo4qtFSgYRqSoStUPXbfwpq17Y2Ukc9vdrBJHPcWLvGjHZ8jPuzhgrZxxzjPbNW77xRFq1ilzZ30jR2btKzW8SwyBgUBQ4+8O+QOvJzmvKNP+NWvPqE8V5JbapHczeY7zRM4t4xwYo8HgEY5OTx616X4dtF1ZGik0SCCO4haeARySPKW3lUDKeM554TPAP8XPFOjUi+aavY9CniqU17r3IvG3ii91Gy0+w02Ga6F9vN7cFW8to9yldqjgBQBkjGcEnPSucvNc1jwVYXFo7LcrJJbz295MmzyGgBMaIM5RG+4wzyB35r0Q2VlZahc3RmvIUkXbLEUQlCwGWQYBXO7+9ggnK9q57XNL07xDcT2d9O8VvBIwWO4kaRk43DL/AMWOmcmppKD9xrRF1G2nKN9djF8aXll8SLqCdbTFybRPPW2hcR28xG5VGWy3UgsOOMjAxnZvPGHiHV9LRtksfnJI0XlybfLK7du4nOXbHXOfkC460aPbSaS80WmWZaB3RkeNlliVwFUFweQpHftleOlVL7SZ21Nfs8ub+0Qyy2kd0+yVTjeSBjcATkgk4J5yDXUqKjFJP7zjdS7vIo/s2eEfCnib4k6SfHU88emzTMbqeKby5Yn3bQS5DZ+8HORyEPqa9t8WaClr4i8SWHw/1eLXdM026V7S5iCoxhDtuGVzvYqBhhgEksNucDxfT7GexvbmSPShcTtI0kU8pCsDsYBANxDc+pIzXs6WFp4c8W63LodhHp0XnJb3FoNxjldvnVlY5BcZOcE8A9Ca48ZVfwtf12NsPS9n70X/AF/mfTP7C/xMudR8XarpV7eNFDd225bW4MikXEblXABG3eMgdiR67a+3a/I7w7qY8H/FuyutT1C5s9Oj1GDUJW09dkvlrI29P4ckPuznH3l71+o3gX4neHfiPDO+hX32lrcKZY2UqyAkgZ7fwn6d8V7OAqqVJRZ4OZUWqntFs9zq6KKK9M8UKKKKAP5qXkdWG0kHGODVvwvMYfEFhIZmtSkqnzknMDJ7iQA7frg1UkGWP6VteDp7K21aIzpd/at6/Z7i11FLLym/vF2jbHbnjGK6+ojoL68F58QbGb7bJf8AzwgzSXzXhOCOPMZVJ+mOK/oaT7q/Sv56dSaS68fWcst1cXjl4f3lxqaag+M/89kAB+mOK/oWj/1a/Soq9B9B1fCf7YPw8Og+PrvWLdpoLTVrcYJTCiQAb0jbnBOAeBnLH2r7srwb9svwu2s/CZtUhVmuNIuEm+UZAjYhHJ4J4yp4B6Y75HHUipR1OnD1HTqK3U/ODS7m40gajBHIoSZ9s+7BkZBg5Axxg9wQfpzmj4pt7XXlXy7pDZo7nbMrmRCTjDcjPy4U4A6dK2mkkutQ+0jyltlIklhmLEPGOCo25KkjAz6AZ7Vkr4isb+3uoLq0j+zzSO4tUl8kKIyGx5p4woYfXHU9T5VbSNr6n0dF3ne2hiaLJc2+vT2WkXEd7ZRzEKz8krnCktycblB+mPw6ZrG18P8AEz/vbe4Ei3e4bXRTmRUJGQDv7HOD+Fc14Jhj0q+dBF/aiOh81rVwNirnhmbrz14xxmrOr6+954ZurG5ulm3N8ojiURx4AJc7RycHAHtXFo5cu9zrk3a7MPxho4vtUN8vkXFpM8bncSrGN+VyMAHAHbpkZ6iuH8Z2+nWdvdeRICFQxLBG+PmwOfrx78j6VbvvHS6TpDaLOFm06QsSLkPunwrIk5YEcIeVGSM5ByOKwUm8y6u7uKKG4tLmBntx5jM0a5wC4XHJCkcgjn1rpjT5LNPQ5nJVE09/vOH8D29wdds45JGSzgmErq2NoPTuR16da+iY/FVndXUVzFH9otY3VraGylPzNghgWDEl+V4OTgDIPFeUeHvDsu9Z/sb3JYEr5zZzg4OCuCRwf8810MzXJk+zxTJb3QZIVtY8K3OCcHJ9VPqM+xrWtKM2knqYYenKEW5bdP62PUdW1K11Jo/7KRoyzKUW7iSORV2HncGHI67QOo71IslizXKTzN50alH86YKuRuBbn8hyfXPFefeE/Dt1rnhy71S8Se4msVCOiq8nJ3Yx/CR8pAx1HPrXXab4Rs7v7PLqFq8Uxjjkjt1xGBnJ+6B1GMYOTn8a4Xak7XO+nGVRGD4d1CysZbqb93clVJiZwGEMnyt8pOMkYcbRwdx610Og6l4e1TxEl3dJavbxjy8XQRWiZkKu3ykHdg8dTx1rT13wrokcaNp9hNY3LqI5lkDMZGYgsy57EnIwBjjvzXl2o6H/AGbp7Ssy33mXTQoI5iMHCbeP4RhyTz298gp1oT2ev9fI1lRnHpod7b6XbLYtcGeyE+8/u7qVFZgWHX5l4Azxjnnjpjf8OeMrTxNPYWtjZXs09m/+lXMt4yxeV8q5wGwAo3bSoXbkAZBrx7WdcvfDt9pcH2/7NZlwS8cYFxtIBDbiM8LzjPIPWvQ9J+H91q3w30fxPo/iZLPXNW1Blh0y5uIo7jyI13i63qwZP3isuGXJA3BiCK1nRlVi3Np2+SOVTjSlZLU7rVIE0mS4vXtrm8hsWiVEuHcu0G7lGznJJQN1755Nfaf7DPgOy8K/8Jfd2VzDc2lyLJ7aMqzTQLJD5rhnb+8WXKj+4CQDXwlZ6S2iaHaI7TST3kzRy72ADMGdpOFyNrPJLhuBtXPtX07+wp8QtS8QfFrWokuhpulTo8UumShgsjpkps7b17kjkZ65Wnl9ove5lmMXKlfb+kfftFFFfQHyYUUUUAfzaR6Bq1xp8V/Hpt5JZSyi3juVgYxPKeiK2MFvYc1J4ZZ7bxHY/wCsikSdRlbhLZlIP/PRwVQ+7DArq/Cnxq1PwquhRrp1jfw6VG1v5Nx5uy5hM5uFSQK4GUmYurLhgcZJAxWd4Z8aaj/bgijeGKC8ujLKuy3U5Y8gSzKQn1Y4FdmmmpOpq69dSzfEGzkklldt0OGfU4b9gM8fvYQF/DqO9f0Kxf6pPoK/no19hJ4+s3yp5i5W6tp+/wDftwE/Dr61/QtB/qY/90fyrOt0KWxJVbUtPh1XT7qyuFLQXMTQyAHBKsCD+hqzRXOB+YXxu8F2WhzSaBFbm31/Trt4n3oqw3G4IA5ZsKBhQ2CQpySOleB6402jaf8AariJFkj3u89qGKqpZRkjGMgZJGc4YcjgV+j/AO158DdR8YWEnivw/DBNfWluTd27ERs6ICRIGx8xAyMHkjbg8Cvz3vF+ym+0uaWfUAke22ubRGRTKPmIZd2RwVB4JwSBzyPGxEXGV3sz6jBVIzhpuiPTZLPXtCLwPJb3ckLOfMfbuTy8E7c8sSynGQDtJ78ULdn0m4VtQsok0xcQsix+fuyvG1yQMkgjGcjGMgc1Rjvmt9S8lHknunhUrDGwAt8ABG3hjx8zE9gRnNbHiPWND0vw++pakYXghxLOsaASozjCoCvAzlcHPXDMOlcUeqtuejVko69jyHxhPutI7f7LaR2d1v8APeFY3kUo3CsxBK8ngjjHrgiptCuNRuLKdLM2kVvHCFf/AEeJcoMFR935ugPrwa50XEuqNPe3EDJYQR7txI3TKGBy2AMMVXr3Ktjkirmh6xHqOoW+n2MgS0v1S3maVCq4GSHIHPcc47Dua6pU/daSOOnP3k2/8z0fRI7iC80uyu/sscTKZj5ewqVdcfOAMqAejdOozW5feBrpbpd95DG4tzPDb3VuFlmjGxQHIPQ/MQ2M/iBXMaL4e1DTkh0m3Eb3E1uxmuATjywCArHspI7cY+tdbpun3OpWtvudp5QixzTzco8Z+YJkjcqgAeoPODjJrzvZyvzqVkdcqyT5EtS14P8AElteRXiWlpG9ks+QPL+6yh1O3BwuQx+YDPQdsi54kubeTXdMtfs5trmWCKbYTti+UEYXOT07Y7ngms2w8OXnh64iR7fa7eZGyqf3MuOg6bQN3fPftW/cW1peX0084jlihsDb20lvuYM2FbIycjBxz6NnpzScIxfPF3Lp1G/dktzmvEHjQp4dnS1muHubmZCl3E6FPn3HzQT0OAMZ5GBnnpytxpfz6ZHp00ya5H9nFxHIytFOAFyxJ+8CU6EjGT/e57nxBHa69c2rwRyWP2cJMU3/AOjlgcgEAcgHIY5OcgDiudsLf/iYWcOs/Z1GpXk1zp8lltPmIWHmRseSCpk/iHpgnBqqcVFJtWuXUqczfkeYXXmyeJIhf2flGRTDDNd/uw7eYFBG3jIJYn6nuBXo/h74kXfijx5qmu3Stqsk86LMztGPJiijWOIdEBCrGijAUt2GeKkk8JprEf8AYGtM1xa208ksDW4wysi5wHIOf1Xr65qoui2ljl9PAuLk3D4WRfJdlGAscin5Sc7mGfXv365VLx5F1OeNNc/PPSx6Mu7xF4k8IQ29vJOlzqDRBLaQbCW524z94ASDqCPfpX6p/C34P+Gvhjo9smmaRawam0Sfar7ylM80gXBJbk45PAOBmvgb9m/UNKl+KHhK8vlMWn2l8jjzo0CQymJgGbjggk8nHGDj0/TSu3L1GNNxW6PFzSUudLo9Qooor1DwwooooA/mhb1A7V0PgbRbnU9YimgSNktpEeXzDAcDJ6JMQr9Oh49a59lPPFaXhSNpfEGnooYl50G1LdLgnkdI3IV/91jg966luI7TxBEI/HVlhFAzHwsFtCDz/dtjs/r61/Qnb828X+6P5V/Pj4it/svj+wjljkjGIsrJpsFi2M/884WKfjnJ71/Qba82sJ/2F/lSrdAWxLRRRXMMZNEs8LxuqujqVZWGQQRggivy1+Mvw81X4b61eQ6jZXNgsbOWlQr5e1mJ8wEttx0PHORjjNfqbXn3xq+Dum/Gjwm2j388lq6bmhmjwQGKkYYdxz/I9qxq0/aKx14eu6MvU/JeMTyeJIdQVDcC2gWG5mjcbdwYSARgAqQN2ML0x7c+f61NZ6lD4itNRT7Kt9OZriIgBPkfIK7RlWygBAABBHTrXvXxG8Ev4G8UX2jTwRJdW+218qaAgmdi6+agJA2KMMG4BLYOVHPm6/D2/imb7bqMcazPIUyi5dwGOCR0ViSCwJ5HTrXiOUacrbM+lV6kVfU8PZJtF1AyfbRM00sfmQXL7llRgo+X3X5SCPQ/SvR/gv8ADGPX7zULl1WJjkyRS8fLkYxk5yeTz6Y5q6fhTaXWsK8Nr/rEaWOOYswVl5bLkDnaRnaPTivuT9k39jex1Cxj8S+K7aV7KVmeK3lmbfdnosjEY2gYbAxk5zx325Z1lyw0v1M3Uo4d89TW2yPHPgL+zHrfxs8SapLLJdWnhwyGC71CWN1U+WSPLUFvm42cenJr69vP2Hfh/D4Vj03R1vtJ1OFR5eqrcvI7MAdvmRlgjKDzgAfXrXvvhjwjo/gvTTp+iWEWnWZkaUww5xuPU8n2H5VrFFbivUpUYU4cjVzwKmKlOfNHQ/Lf4gfDnXfhLfGy8TWcZl3FIJ3yyXKkk+YHbKjjA7EY5wevlN5o9xqEdtf2beTPbmVFVWPMbqo3FcdFUkAkY6+2f2T1LRbDWbVrXULK3vrZuTDcxLIh/BgRXy/8av2KbPxBe2954F8rSRcSrHfWE1wyW6x8ZkjAB54+764I9K4p4NRu6Z308fzO09D4Yg0uya2U3irNe3QjjgSIg7zu2uu0Y25Chu3RcDB55WaEX/jHSNK0w/2VYWNzJPdfalBPlAksg45PLcgZz3PNfoBdf8E+4b0WUU3jWRobcKS39nAOWGRwRIOeSdxycgE55r1/wP8AspfDbwPZrFDoEepTY+efUWMxY9Twfl5OT071zrB1ZXv+J1zzCjF+7+B+avhexvNct9Ok0CC81WC6YKI5LfMsZ3Kq7ifU/htAroZ/hH4jvtU1GI+CtWLBxZST2tmzNDPuXCsAMliIyM8gYNfqtonhrSPDMLw6PpVlpULtuaOyt0hVjknJCgZOSfzrSroWAh1kccs0lfSJ+Pc8Gp+CNWuLDWLW407VrCVS9vfRFPmCfKxGOeN3Ue/fFfox+zH8fJfjV4fuor6wNnqmmhVlkjB8qUHgHnlWyDlT7Hvgeh+MPhf4U+IElvJ4h0Kz1Sa3/wBVNKmJE4IwGGDjk8Zq94T8F6H4F0tNO0HTLfTLNf8AlnCvJ5J5Y8nknqe9dNOj7KV47HNWxUa9O0lr+Rt0UlLXWeaFFFFAH86Om2Pg7/hH4LnU9U1ZdWeaRJbOztI2jjjUIUfezjO7cwxjjZ7io/COn6LcXluZbnUmvjcBYLS30qO8WXkbQQ0yZJPG3B+vNcyzHaR7d60vD8YuPEGnw+Q1yrTxp5McRmMnzAYCAqWJ9ARn1FdvyJsdj4itXsfHVpG9ncWJAjPlXWlLpz9Tz5Sswx/tZ5/Cv6DrE7rG3PrGv8hX8+HiSy+weOLWNdNm0v5Yz5E1g9m33jzsZ3P455r+g3TTu020PrEn/oIrOsNbFmiiiuYYUUUUAeL/ABl/Zg0T4weJLTX5dSutK1W3jEe+JRJHIF+6GQkepBxgkHGa+eYP+CdOv3WsRpfeLbBNFjjeNRDHJJIwwdmUcbRzjODwPUjn7uorKVKEndo6I4ipFcqeh8+fBX9j7w18Ore0vtdVde8QQgBZ2ZhFCAwI2jjJ45J4IJGMZz9BDjgcCloqoxUFZGc6kqjvJhRRRVmYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/NKG3dT2rf8ABt/Bbaxb28+k22q/aZEiUXAnJjy3VVhkQseenOe1W9I+Hsup6ZaXdxq+maQL4lbKK+kkD3GHKEjYjBRuBXLlRkH0pmkeBdebxEIl0W6uRZXf2e72280sUbowDq5hBbjvtOfTtXbZqzJujZ8S2sOm+NLSMaYNNXZG3kx29xb9z822dmb8c4r+g/SG3aTZH1gQ/wDjor+efxhavo3jK0iktIbIiONjFBFdxr9484uv3mf09O9f0CaD4k0l9E07GqWRP2ePpcIf4R71nW1KWxv0Vn/8JBpf/QSs/wDv+n+NL/b2mf8AQRtP+/6/41z2YF+iqP8Abum/9BC1/wC/6/40v9taf/z/ANr/AN/l/wAaLMC7RVL+2tP/AOf62/7/AC/40v8AbFhx/ptv/wB/V/xoswLlFVP7XsT0vbf/AL+r/jSjVbJul5bn/tqv+NFmBaoqr/all/z9wf8Af1f8aVdStH+7dQt9JB/jRZgWaKg+323/AD8Rf99ij7db/wDPxF/32KLMCeiq7ahar1uYR9XFH9o2hGRcwkf9dB/jRqBYoqudQtR1uYR/20FL9vtj0uIj/wADFFmBPRVf+0Lb/n5h/wC+xS/b7b/n4i/77FFmBPRUH262/wCfiL/vsUfb7YHBuIgf98UWYE9FV/7Qtf8An5h/7+CiizA/nG0D4jeJPDVn9l0vWbuytw5kSOKQgRucZdP7jcD5lweBWBcX07TSM0rl2YlmLHJOepqzrlpDp+pyQQLsiABC/aY7jsD9+P5T+FZjvuFdEm9hItQ3TtMrFyx969FuPAfibTWvo5rmLNnNqFvJtmJ+azSN5sccjEi49eeleaWkT3FxHHFG0srEKqIuST6AV2PxA8Vajf8AjLXrtDqGl295d3NylncFo2RZyN4K5wCyhQ3qFHXFOMrLUDeuPAvii1Zke6jDK16MCY4/0W1S5l7f885Fx6nI460q+C/FMagi5hO6OSQfvz91LMXjdv8AnkR+PHvXJ6N4+1PS7+a4uLifURJbXkHl3EzMFa5tmt3k5P3tpX67FHas7/hKNYxzql50Kgee3QxeUR17xgJ/u8dOKfOg1PQIPBviid40W6jBkFuV/fn/AJbWhuk/8hjn34pbTwb4qvJLaFLtf38thEm6dsbryF5oe391Gz6H1rl4fHl3B4TnsPtV5/abXtvPHdCU/JFHBJDs3ZyMK6qAONoxWRD4s1iBkZNTvEaNoXQrO3ytEpSIjngopIX0BIFHMg1PRbHwb4ovv7NEF2n+nT2FvFunI+e78zys8cD9y+fTjrTtN8J+KNZt9Je2u1KXwt1h3zsP9fcyQJn0+eJs+2K4rUviFqd5/ZX2a4nsBYQW8a/Z5mXdJDv8uXjoy72weoycdaueAvF+paX4m0S6klv73TdLube6mtYWZgIYZvNwFzgAFnIzgAsT3NPmV7BqdPZ+FfFF1HDIl0gE1ot4oac52Ne/Yx+Pm/pz7VJP4Z8VWdrc3Ju0EdtbtdNtuDnYt4LQ49/NYfhz7Vwt14o1iGZWS+vIItnlxIJWXbCJvOVR/siT58dN3PWp9O8f6jZ2Gs200kt5/aFl9jDzTMTCPtUVyWXPcvHz7sT1pc6DU7vVPDPiqw/tFrq8TdYm684pOTk28yQyYGP70i49Rmpbzwj4p02bUEmvlD2U+oW0uyc/fswhmx6jEi49ea8yl8Wavded5+p3kvn+YZN87HzPMYO+7nncyqxz1IBrotS8baleeC7KAvqH21NQv7i8vnZsTC5jtwVZ85Zj5Tls9QR15o9og1OpufCviu1mnie9XdDNqELYuG+9Z26zzdumxxj1PHFSv4V8Wxs6G8XdH52f9Ib/AJZWn2pscf8APM8e/FeZP4w1mR2d9UvHZmmdmadiS0yBJj16ugCt6gAHIrT8QfEbVda1aW7juZrGORQPs8EzBBmBYHP/AAJBg+xxR7RD1O7j8L+Lbq5jjF2plcQbSbhufNtDdIDx/wA8x+fHvS2vhvxheXFvbJfLvlk0+GPNw2A15A08Pb+4pz6H1rj/AAR48vNM8TWd1fXF7f26jaYFdnLEQNDEACedqsFHoOBWV/wmOrxXHmRarepLG8Lo3nMGHkoUhPXgohKr6AkCn7RBqekaf4c8Y3zWES36sLy40+3hDzt968V2h+gxG2fT3pdN8O+LdWjslh1BVW++yiIPO3/LxM0MeeOPmQ59BiuDsfiLqtnoU9gtxN57XdndQXnmsJLf7Msyxqh7Y87jHTaMVnQ+LtZtfJFvql5H5PleXtmZdhRi6YweNrsxHoTmj2gWZ6TbaL4vuLW2mi1AeXNbJdJ++52NeG0Hbr5qn8Ofaku9D8Y2drczT6m/lw2jXrr9pbmNb37EcDHXzT/3zz7VymteMNQfQPDQsXvrJbOwayuZlJRJpBezXIwwPOPMjPPIZfYGsRvGmryMfMv7qUMnlMrzMQ8ZlExQj0Mvz4/vc9aftCdT0XWPD/jDSo9UkuNQJGn/AGlZj9qY/wConjgkxxz88q49Rmn33hjxjpJ1KOS/VTYXF/bS7Lhjl7Py/Oxxz/rUx681wPir4h6t4k1zWb3z5rS31K4nnazjmYxqssolZPcblU+5UHtWh4V8aapLcaut7LqGrSaha3iIqlpWNxOq75CCerbF3Hqdo64p+0V7BqdjceG/GNjcT+ZfxiS3kv4mImJ+azgSebt/ckXHqciivMbrxZrbSOZNXvWdmmZ90zZ3SoEmJ56uiqreoAB6UVPtOxSud94u/Zb+MQ1GKRfhZ4xmllt43lW18MXCpG5HKjyoth7HjpnB5BrA/wCGXfjNz/xaTx3/AOE1e/8AxqiisJPUS2Ok8B/A740+B9c/tCP4O+PJ98EttII9BvoZAki7SY5FiyjgE4PPoQQSDo+Pvg/8Y/GFnpdjb/Bn4iQWenea0b6hpF9eXLGTbuDSmBRtGwYUKACWPJY0UUcztYLa3ORX9l74yGF2b4TeOhICoC/8I1e8jByc+X24/OmH9mH4zZz/AMKk8dfT/hG73/41RRU3Gdl4g+GPx317TVsD8Etcsrb7NHbN9k8ANHK2xQpfzRbbwzYySGHJNca37L/xl7fCTx1x/wBS3e//ABqiim5N7i2EH7L/AMZv+iSeOv8Awmrz/wCNV2vw/wDhb8dfAFjqkGn/AAk8fRTXjwTR3MOg30TxyRMxUN+6IeMh2DRsMN8p7UUUlJrVDIviF8Efi9441m1u7f4JeM9Et4LSO2S0g0C+kjTbknaTFkDJOAScDHJ61zH/AAzF8YkyB8JPHTN/e/4Ru9/T93RRTcm3cAi/Zl+MqSK3/CpfHPBz83hq8I/9FV6z4w0b49+MbDxFZ3vwl+IktnqkQit7OXSL6SCyDTpPIVQw/MdyAJk/Iny/NgEFFCm46ILJ7nko/Zj+Mg/5pL45/wDCbvf/AI1Sj9mX4yj/AJpL45/8Ju9/+NUUVIz0v4O+Efjt8JdQQxfB/wAcX2mNdRXctqPD17FIXjOQUlEJK5HBBBUg8qSARwerfs8fG3XNUuL+8+Fvjue7uHMkksnhu8yzHuf3dFFHM2rMLLcqn9mT4yf9Em8cf+E3ef8AxutDw/8As9/Gjw/r2m6pD8JPG0k1jcR3KJJ4bvdrMjBgD+76ZFFFK4z0Dxn4P+M3irw3daLD8EvHdjYSw28MVqdIv5YIDHI8jSRxmLAdywG7qBv67yR5c37MXxjx/wAkm8cf+E3ef/GqKKtyctWStNhv/DMfxl7/AAm8cZ/7Fu8/+NV6n8M/Bfxe8C+F73Qrz4JfES8t5mmeK403TL6yniaXyd53CBwf+PdAMAHDOMkMRRRRGTjqgkr6M4Lxl8B/jR4w8U6rrU3wg8cQSahcvctDH4cvSqlmJxkxknr1PJ6miiii7eoz/9k=) | ASR 13 x0451bc 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451be 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bd 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,3 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bf 0718 Anden genstand af jern
|
![](data:image/jpeg;base64,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) | ASR 13 x0451bg 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,1 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bn 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,1 cm. Rx149. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bo 0718 Anden genstand af jern
|
![](data:image/jpeg;base64,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) | ASR 13 x0451aa 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ab 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. Nitteplade indvendig |
![](data:image/jpeg;base64,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) | ASR 13 x0451ac 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. Nitteplade indvendig. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ad 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ae 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5317wbrHheG2vNR02a3truNJoZsZjdHUSJhhkZ2sp29QCMjmut8Aw3WnrqTme601JoFwyS3MKyfe4/dQvu49cDnrXPX3ijWZ/tCPqVyIriGO1uIY3KJLFGixxoyrgMAqgc+ma6bwDe6lqlvqKsNR1WGGFQiRx3c4iAXHSGVNo/wB7I46V7tjl5tD6u/4Jh3W/UvGcC8IlrbHbnPJZyTn8a++6/Pr/AIJf5XxB44Tt9ktv0ZhX6C15Vf4zpWwUUUVzjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8FvNIgkA+8Dkn1wT/AI13ngWzsW02XyriMXRiJljvLSyeJeDjY1xKvPAztGf0rkF8J662n3upjRtQ/syGLzJLoWz+Uqtyp3Yxg5HNb3w81COyhmM0gi82Pau65jgB44+/DJu59MV75xn13/wTFY/8JN43XHyi1hI4/wBs1+gdfnj/AMEt5Gm8SeM3Ofms4j/5FOK/Q6vJxH8Q6o7BRRRXMUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH4cx/GfW7vwyNFlhsT5Vs8Ed8bYfaRE8awsu7OOYo0TOM4Uc10Pw31zxHqcclrHqV/dW9rCgjt2n1BkjTGMAW2cAYA+bivHRlfPIGdgwfz/8Ar16N8PbXSbq3JmWa6vWh/eQSaeskcYzwVc3Uec/Sveucdj6w/wCCXfy+LfGS7s50+I4/7a//AF6/RGvzq/4Jd4/4TTxkAMbdPQf+RRX6K15WI/iHVHYKKKK5igooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/n7j0vUZLO+vIdPuZLSIDzp1iYpGD90swGBnjGetdV8ObhEvJGmFqc264W7ayAOD2+1KRnr93mnyfGbVm0SPSFtLExRWk1ql0qyLI6SQJbEsN+0kRIqj5eOT15q34A8V6jKRZ3mu6hBaw2gWCOK8niC4JGAI4ZeMDuB9a93qcmp9bf8Eu9i+NvFqoc/8AErjJ6H/lsMfpX6LV+bP/AASvuA3xB8Wxgf8AMIVuv/TZBX6TV5WI+M6lsFFFYfibxrong+FX1fUIrQv9yM5Z3+ijJP5VzNpK7KScnZG5RXn2mfHbwfqd99l+3vaMSQsl1GY1bGOhP1/TnFd+jrIoZGDKeQynINTGcZ6xdypU5Q+JWHUUUVZAUUUUAFFFFABRRXDfEj4taV8OIQtxHLeXrqGS3hxwCcAsewz/AF9KmUowXNJ2RcISqS5Yq7O5or4i+IX7SXi3XmCWWryaP5bcwaSm0YxyPMcZJBAz0AB4zmvErz4vfEC51bF94s1ZTAEkjluLhwzmQSKwjQEFcCM5OSDnA9+D69TbtHU9VZbUtebSP1Kor8x1+OHiS1vHS48U3d9dw4lf9/J5iuFU7WJI55CgjP3SOxr0vwv+2J4r8Psbq+UanYrHh4LgblUBwCQ6/NnHQjdnkn1qY46LfvKyHLLKlrxkmfdtFeR/Cf8AaY8I/FbbbxTHSNV4H2K8cDcScYRuhOexwfavXK9GMozV4s8qpTnSfLNWYUUUVRmFFFFAH88ULfNgghlBXk9K9G+GsKSRyS2pu7688tkktbezupPLUNwxME0Z/PivObpXaKSQwu23lmA4HIGT/nvXX/Dm3gvLi8a4a3hjMYfN1BayKTnoPtEsajr2JPtXt9Tm6H2B/wAEqZt3xH8YJjpo689/9ev+NfpdX5l/8Ep12/E7xl/2BwP/ACOlfppXmV/jOhbFPV9Ti0fTLm9nYLFChYk/oPzxXyR411vUNc1qTUXWSf8AekMvytgEsAAMjB5A/SvX/wBoDxtDpcNpoqSkz3CNK0Kttz0CZI/4EfwFeA2+rvcWLx3MOLxQrOrDdsJz8rEHg5wDj3r5DNq8v4UHtufQ5bR09pLqZPiDxMmnxhdXC29hd5jJAXKuU6M2MZ759j1zWj8LfjR4r8E6pawpqX9q+HmQytZiIMzhcbijNjGQGPHoTivJP2iH1+48N2+l6ZHELS4ZXnnWJhJDKCX37s4wQTngjlsY4FeTR+LJPDukaVqd5q1z9isp5BcTpLIGHmLsCuMnADHB+XuD3zXDg5SglK/3Hq1oKUWpLTzP1X+Hvx28L/EY+XZXDWdxt3LDeFVMi5xlSCQefx9q9DBDcjkV+Vul+JrS80u2urHVIbHzR+6kYNscSIXCEZIxgA5B6ttz90V6x4N+NF/Z6Nb2er65q+m2snyq1iRxIc7ch2xtyFBxwOBxnn3aWPvpUR49bLVvTZ99MwVSzEKo5JPQVy3jj4iaV4J8PtqVxdQsGcRxDfkMxYDGR6Zr4q1L4vXWo27WY1PUb2HyXEst6xlilIVggUKSSMjqvXqCOAeUXxZqi6PNHJA7QzqYRI6s6jbhcY6Fd2O4bjJHJNOpjlZ8iFTy2z9+R90eHfjr4R8QWZuRqcVlEsXmO90wjUdOAT168Y61Qm/ac+GUE6RHxVbsWO3ckUrIMkjlguByD3r4atvFr6JbwW+qXEbkxiGNtrtI6kLkcHbyFLDvliewry/XPEFtfeKJ7K0ga5jjAaQYKR28gLHJOctz1x0JxjrXMswrfDyq51LLaLlrJ2Psf4iftnatdWt/Z+FdMg0mRVJj1G/mV9yZwJEU4BzkEcNXyr/wt7WNaWR59Ue6spWbzQIiLiUtklx3PzMwGBzwCPXBsdNlmsb2KQrJeafGZc3bqRDBuAZ2BJUKobIAwcsOmc1j6XotlqF1q163mW1lYW6xhriVA5ZtqrIiZDPtGxto6bRyRmuOdSeIV5u/5HqU6FLDPlgh9144v/ECXjQ2r2VlbKEfyT+8aMBSyljkZIQfNjsDg45bq3ie30CO7NnqkSGaGGMLdyefE0BU8b1UMXG/rtGcNnoCYrDRLZrfUdPSa51S5hgMP2gRuGjdUV0O3HzFgr4TPc84HNDUEbVf7cVIEmvrXyza3DSeW7SgLsZ4iMArnsAcA01yxtfYzmpS2K9xrhK2F4UVb26kWGWORJQyogIV3dj9/cVwCCSCCeMA9xoevra6fqEOo2cqacLiS3lmtXA3kLtwMfLngH5euTwO/LvY6nPptpNNBEt9CqRSGRR5iyqQfu8YXIJH19Oiafoc0VvNqFy/mmKR7eW4kh3iLGCdpcYUts4I5wOfdyUK2j0HDmo63ud/HNNa29vqFuboRLIiw+Y/lvkksXIB5zxnj+HANfWf7NP7VU+rapB4X8XTlRKoWxvbg/vAw/gkPcdgxycjk18L2PjvVPBukm61WEantzIqKSqQAD74xn5dpGVOc5IHXB6XwnrR8Y2A1Bx9n+xswSYylGlySGCnAz6Hp94cDinGdTDJVFt1HUhSxV6U/kfr5RXzN+zL+0Dea5NF4S8UOPt6KPsl45Cl0Iyitk88AYPqcelfTNfSUqsaseaJ8dWozoT5JhRRRWpgfgo3xg1618B3vhfz2axmiW2SRZGVo4t4ZkwpCsCRj5gSASM44rT+HviZp7G90m/mtI0hiV7UlbeElwdpXc0L5ypPJBPyivNLqN2jKDn97x+lehfCW1mW6kubHUit06bJLa2N8sqgMMMxt4zkHjqa9vVs5lsfVf8AwStbb8WPFqkYLaM36Twj+tfptX5lf8Es8L8XvFK5yTosp7/8/EHXP1r9Na83EfGbx2Pj/wDaU8QuvxSmiz5q28CIkarhs7QxGSep3HGB3/GvK9I1IahfXM1vC1y6OFaE52jPALZH1AHb+fT/ALQWvb/iprrQSbJ4brcmMD/VoqHqcYJXn6cZzXIeFIZ7fdMCrSTYkuLqQ7I+hweP4vqPyHT4THWc5yZ9bhbxpwQ/4rQ/2p4Hkv7VfNaIrHKqn5VyGUMT3ADg9ycfl8bfECzs9E1f/hF9U+1WHh6/RWe+jXcXk3Eg7SOgIYdM8kE+n3Z4k01L/wAJ3Vt5Uk5kQSFgwQoRyuMdCRjt1xXxj8etNt9Tm0TXbWT/AI9YUheN/wCIZcxn0P8AtegI9a5cHU1VvT52O+pDmi0/6Rymmm8utMsfDcunFLSOMalZvhuHVm3AEdmGOc5OD0OceleD7iLXNTkOr3putQtxmO6LDeqKoc4UAFSB2HGAeelcb8O7O01i4WXU57eC5tZIV0+RgxYO7kmIEc7SCckhsBScdSevuPsclqbwXkVvqkNyJLi3v5sK2TjednAHyYHIOGzjFdUsUm/Zvf8AzBYd07yvsen/APCXXEuh6nYvHblms2trfnch+Tercj7ysCoJPYetaN7r8ihGaBljdHK2omQpG21FO9sYbLofl6/d68V57pniif8Asu6udEkhF9HLmCyvYWii8gIJGQkDAZQMIzYxkDIGKo+NfGlxotnHeX1/Y/bUu2uIrabEgmZUUhSoCk/M2FUcgHrjhplGUpci1KioxXM9Dqr/AMVC8XTblbewjAtzJamWORFUB2cpsB+VimzrztTg561bTQY9QhUW9msIZ/MaeOLc7kzK5AH3o1G1RycnLHozCuZ1HXb7UPGVhOLdZZbgCRreOyKNJLsRNirn7pBGM9emMZNdH4L8T3S+KYbOc+Xc3Ba3IRdjyldylTn5VII46Abucc1U4yjHUI2voXvE3hBL6z1L7NbNdSzWziGSSMB8nGGbGOBhlz249AKwfB2j3t9ffZvs32Z/K8t45XWSbz1YKzvkHcSVJ2YwG45zz0kmpTG6t765NxDNZzSNcMzl2EbBG3OpbKjaEIY8HkAnAB67QdX/AOEj1KO8URK0kMgRthQvIF3AqBjeWBKnGTxwB0rl55xg+ZXLe+jOVbQYvDksNwtihKybMzAiVW4wiNuBIPHJI+8du7Ga8s8QeLoNNu9ZMNrI/wBskZl3Qq06zZZvkxxt/wBrOGVu/SvTZvGp8VaihV7yzt2vTbqI5AIU+Rl8uQ4wu5o0YHqMA9Rmvl34mapdWd9awfu5mtNTUeezhmZVUquOPmGFIzzgAdOM74aLrPlq7hUXs48yPavht4ph1LwYuo3ktt58C+TPcq+N7Hjdhv4xkA567jxyKk026ENxqF2rwtZrKZFVjIULuCQjI3ABG/O7Izk+mPILPSZrjVoNK+0SYZLeZo9xZXdlLZx7ZAOPrmvX7eS51LQpNDW52T213NYuyAqElUhGwRjIYRtgY4B9a6oxSnp1OWpdRI/iDavq3h/Wbm6jd0+xzTS7sIjIU8wMuM7um7GRwB1BrnP2d7qe/wDAtqkEMUhsp5GmXH34htJPHcbj+AOPbc8SfD/U7j4YyXl5K+k6RdkR2kiwsUnUKVIaT+BRtGA3BAwMVyvwS1oeEdNsNPtA8cl/KJXeYbS2PvIoLbWBxnnHKr04ru9m+Ro441PfTR9Gw3V1oniSz1Kwnido1WQxNKQLfaVK8E8Z25HuOemK/TPw3q0eveH9N1KJt8d3bxzBsYPzKD07HnpX5XaX52jafbywzqbe4m3xXEe/eiIwLrsJHzfOR0I+Unvx+iH7Na6kPhZZtqN6t+ZJ5XhmU5BQtyP++t/9OMVeX+43BGOZrngpvdfqep0UUV7R84fz0agrQ7uMqR+ROea3fh/aLNqVykto94FhyVigaYg7hzhZosf99H6V0P8AwuC707RY9IFv/oAsHtmt1k2xyMySKHZduTgOSVzhmVW4xWV4L16TUGazlt9MMMceUaW20+JuoHMlwnzd+5P5V7btc5kfWf8AwSxk/wCLweJFPX+wZCfb/SYv8/hX6d1+XH/BKuQ/8Lt8ToeB/YUuApGP+PmH04/L1r9R68yv8Z0LY+Av2gNDj0X4ra3bi2b7MtykqDfljujD53N3y+fX39eV81L8zWskflQzQiNnCgsME/IflyB15HqK9b/aws2034nGZZX2XlrDcOq5IGA0ZyPpH/49Ximg+b9skeQo0bTNEZju+bH3V4U5yDgcZOa+Kxa5asm+h9Th3zUo+Zc8Dx3ek3l3ZXkbbLslIl2F/MK9Rk8AED8vpXzN+1NoY8K6xbfZNRN/FOgSXHzIiod6qMEYbAbgAdBX2BoMi2BjVbVgkRVQQwYSbgM7PRR8x7dfrXzf8evCKa34r1vTo/tFpI1uNRs08vzmmmRHJCAYBQ7HGScjJznIFclKp/tPNJW/U7FH91ZO54BHqGo2JxYAmXAYJkAbgDnkH5eAfwyO9dPFeeKL5hEIbRZAPM2vMEZ+enJGT8zdO2PTJ8rtry5u1TY3lK4V1RGDDB6r9Bz7jvXrfgnxpZaHM0UuqIkCsz2imAKSAABwTtDkhc8nleTwK9iWHl8SSFDEUm1GW7NfT/EWsRtHp/8AZNvYO0KRMtrCS0kars3CVmIAI67QB064xVXxjpNz40vYbq8+1QsoVLVdSLmTjdwGxtGTjjgnGe/OlqfxCvLa+tZG+yXJkk3w294S1zDGxJ3BgduOT2684ySaVfHD6lrEF5qF/BYTxlUjtjIyeQijdyGcEcA/MFwMcegxjSqz95L3u51Sq4ekuVvTszF/toxQztdRTmSAny45ISSCqgsCMcAYOR8vXOTjFa9z4m1croN9bXE0N3p0q39pDnePPLNvb5CS25Sx5ORyMVsWvijQPEmsQKRa3FtMm1kSNXZAAQSMtu4JJyOW64AABuW/hXw3FeWN9KLyKyb9yUtYiZDIc5IbjDgZJz1IGMir9mlddUJ1OaKa1iySz1KC43+dqEUV7cOz3EkyM6gMGBjC4VQAN2MMeDkc1kXHjE6POJrPUJwy+UEuJIfkQoSoTbjO0jnOPQY546m2tfCF1o9yby9GjahZcrNdTFWljySAwwWLcr9cGoY/Btu1m81rrAlZV2osbiRlJH8OAAD7A55xjnFczjzOy1TOiLjFe8rWOa8O+IpHa1n1e7QaftmjeOPzGYs5cGQjZgjDHIYlsE8cgVxHxTSXWdKgMDRzKkyzx3So6bcYD4BLEnkAlufl7cZ9CvtPNhNILuH7PbxxhTi5USb9pJDoQcAMTznnjkZq/ofw5sPF019cy20elP5KxRQ2N4NkjLgNtA37mIwckBSS3OaI0p6VFrbp/TCpUhZ03pfr/keTeD9Ujm8TzL5Ei2H7qCKNn3ocxqGbduGCxVmI9ePWvXfBvgoTaPqVtK0bTyt91tjeVJnDEIOmdpOPXHOSc8VrPh0eCfGpltLKO2sLe9huBcQkTMF4YnIzjhh1yckfh7D8JVgj0LXJI47cm6uNnnTfMse0CRNwwAy7WGdw6NnjFKrz0VzpWvYwXJUi4dm/x1MfxdrWt32k/wDCJDU5rrQIVVxG3lqQVxu3MG+ZUwec4A5PTA4q200a54k0NHWOYQ2zRwpbqCByzgYUEN1PzDA5A+nq3xOs7C40Oa20+0i069hhmMs6Sb42YuM/NyFIYNgKRwx46Yp+AdJhu9JsIYp3t2ab7M1w8XmLAcDcQ+csMjOeCd54OBXQsS+R33OH2KUl2Oi8NrJFpsN/er5NuwkW38web5Ckkl8gLhjk46jgfh93/sr+dD8LVtpJEeOC7kWFVABSNgrgEZP97I9iK+KrLwep8Iz2U+qpczWqtEtxZuzecojCbiCxyRgr34CnHPP1/wDsdTbvha8JSXdFc7TI2NpwiqAv0CfqPoDAVHKvb1v+BnmUV7Dm80e70UUV9KfKH88WoAmZto4Xjp14xXVfDtYtPmluTq6Wsjgxm3imnhlHIOSUgkGPauNvrxmbIG0lQOK6f4U3F1N4guPs0VxcSLA7GO3jupG6r2t3RsZx1OOfXFexfUw6H1h/wSvUr8fPE2TnOgTHrnrcQd6/U6vys/4JY3Dv+0N4mWQ4Y6DPkEEHP2iDPXn8+a/VOvOrfEb9D88vjX8VV+IXxO8UAWraXcaeW0xIpX8wusUhTcR/CSxJ6HGeveuF8FWczwyiJYmha5Hmru3YLKCQQwJBBJ/PPavdv2rvgze+HPHcXjrQLEvp2oOp1FYwNqXGcb39A4xzjG7OSMjPgZu4NL1yG+hhliuBIAYo8FQSWGSpx0xnrwB34r5PHJxnJLS59HhWpQT7He6fdXsN9LLFJDcRA7FQIquNvQHHBAJ7jjmvNP2gP7UtPFHw+1hYzDLY6q1s922AJY3TcA2RjAKNweDznrW5a65baTGXUiECKUtEjeYJVPzHLZG3nnqf1zWb8XtSt/E3hezitmleeC6hv7f91s5GAA5x82M4IIPXHcV4XvwqqXTbY9SNpRsfI/xG8AnQ/Gmox6NDNZ2c0jTwQXW1R5bHdt7ArnoQO3TjjG1LwjdaH4fGsX2nwWxVsCOZisjnd/CFXaVOcV9O/EDRLb4jeA9O1y9XfdaUCxazGF8uNxvj5yAzFT1z0zxjFeU32pWviTTNVuJICv2g/aLFLdxMFUrlRtGCPmyOmDgY6GvZp4qpUjG3zMpUYRvffocp4B8SWl9JNJJD9nkUCIwu8qNGSfl2lW75PBB5rU1Lwxp1/qwmuXleWQCNpJ3bG/lR1JONoXrwMY44rgfAsctn8QtMF6JbTzLmNFkjTLrnhepHOeDk19OeE9L0XxJ4+j06wmS6untluh9sby2eUEsgOGO0blUnkjHrTxVaWHldXs10LwyhVjadrrueXP4RtdJlmLwRwBo8xw7DlTgYZjkY78EHp0qpZ+E5rbfdRD7ZawSZdocpKgwSGxnjIB9RxXuWqfCHUFktLgiO7tFDB7mOQfvxu2ptb2Dc8Hkg07w38O4dH1RJdQmNy0iljaxbBlAqsEYn+IeYGOOBtH96vIqY2Cg23ds9eNKN0un9dDzPTfCt9rWkteaJoN5/o4Y3Ekz58wZPJGQy4HHAxx3rlG0PVIdQuYria8tpoflEFrIdgYjjJBYg4xxjuR719EeE9MvNFtZLeS88tlD7pRM8jRRhuGfjG/HY59MEjFbXh3R/Dmn61dT6XaJrEt1YxSmeY7rhIwcFxkHkFyMHrjOeKmGKdNynyen9bEyhGaUOb+vzPnzQV1TwvLun0y4vWkhUtM0jcoABwuRxgAE4PAweKvR+NrzSjBqNrZzRaf5ym5hksgIlbbgMGHAGSBjI9hzivaLzRkj0eygXzNTlijkS4WSWVxAFUMP3cg+XeMP/AA/eUDjmsux0OPybW9ks7e/tJJls7uNUMckXO0ngYYhlyVzn5WHOQB2LGRjLnu7GfsZSp+zSWh4N4w8erqEl6wuAqXCKziIZj/hwNoA5BA5HHsK9l+DcN3qXhXU5YUMr3saxtb2wMIRVTaTIcfOSdvIOSAc+zda0fwld2epwX3h1RZ3U0jW9xZOIpdysiiNQ4JwQysRxjBznaa7T4S+B5vC/hm7NzJDb6fazyBmkcSKhMZAVTgEqS7YYc8qOeSdcViFGlGUXc5aMf3klJW/4BjeOPBos/hul+t0H0yGdF8sKYst8pO1DkkYUHJPfjJrc+F95/bXg+xjvdMigeOZUkWOMrLtDF8kccZJAIwB5QzxVey8QQ6l4VuPtBzbWs267uoxlmxtwAv8AeyCAGxgknOOl6x8UNNqt5BYws0E0Ra2HmcxIVCr0AyxDds8BuRySJS9i4vruYXUqqf3GhrV9Db6bI0Vn9nYMUt5BmLgPlYQAQeAO/Qnp2H3H+y7oraJ8FdCja1+yGYPOI/ZmOD+QFfEN7M/iy50ZI9Je0CzmN45BhlcsY1AOMcHn1we+AK/SzS9Ph0jTbSxt1229tEkMa+iqAB+gruyqF3Kozzc0qWhGmWqKKK+iPnD8DdM+MA03TbPTLnRo72C1spLZFaXaqSsJAs6Db8rYkYOOQ4C9CoIz/AesR6nObCS306CKGMkTvYWjyMcgctO8Y7n+Injp6cPeNuaTBwe/611nw1t4raSW/lmtWiYGEQvewQyZyDnEsUgxx/dz716t22YrY+sv+CVirD+0R4iQEH/iRXAGMAf8fEHYcflX6uV+Uf8AwS12j9pDxCU5DaHcc7gf+W0PcAA/kK/VyuGt8Rt0K+oafb6tY3FleQrcWtwjRSxOOGUjBBr88vjx8HdW+FPiQLLDHNol3cSSWd9GSCVyT5ROPlYKTx37Gv0VrH8W+EdJ8c6Dc6NrdnHfWFwMNG45B7Mp6hh2Irz69CNeNnudNCvKjK62Py7s4rKRZYDq09s7EF5dquMHIJBx16bsdj+W7Zs+j63badqNvnTJYlkku5k6vhiVOSSTjOMEdCccVd+NvwZ1v4a+IG8OopTSmkEljMoCi7TkZJ5AK4GRkH9CeQgutTGnkXiR3I85UkWNvM2rhfn5/HAxng+hr5XEUFFNTev9WPpaVTna5NjZ17wwvhXSdRkspXm03UEbb5q7dh/iA549c9z2xWP+yB4J0q1+Nnhyx1m3itYLS9L2/nRDE8iozQhT6CQqR74HatHQ2t/EVjNaSxR2bXEQjkcIFjdSSBhs5zkZ44H4ZOv8Dvhnqln8f/D7y2zz2a30TRygnEmyVmaQjoCFx9046kdKMDLkqKMt7r57G9bWDfkz7V8Wfsy/DHxx4sHiTXfBmm6jrX8V1IjDeQoUFlBCsQABkg9B6V4V8Tv2FbTRvFg8c/Dmb7Dc2iMx8NtHmCTLAkQsCCnV22ndknAxwK+z/JHpS+QK+0q06daDhNbny1PESpyUos/LLw7NqugyPZz30LR2/wC7aLbIJNwj4zgHJYqMqAT1+htw6to1h4oiaS7kafyyzRWcGfKDsmHJMRKrhgScc5x6V94fEb9m3wx8RNVg1VmudF1WKVZWudP2qJWU5DOpUhm6jd1571z/AIN/Y08CeGPtBvBeay0vH76ZolABBUkIRluPvd/TrXzMsqam7WPa/tKm4+9ufGuj+H7O+uZdPSW+sUhzk3DOrBdu3YQy7htcdcgc+5zG/h648ESHUBeiVLO3+yorSiM7C7FlXBy2TjJJ64xgdP0f0H4X+FPDNrLb6boVnbxSrskzHvZ1yTglskjLE46cmuE8Z/steEvFTRyWs9/ockZyI7SbfAxPXdG4IP4EVpUy2pyWi0/IzhmVPm1TR8FaX4mtPEF55ov5X1IZxbOpk2HHPz7e2Mg9uOvbTuLWHXvEB/tG8gMaxNst1VBuUMCCQAACRu5cgfKOeMV6742/Yt8VadrD3WiQW+oxTzqjT2NwsU0UOPv7JSAW5IwHwRmuE8S/DHxT4M1RornTL5rNQUM1xaSxqVVhli2WBxwfvYAyeleBVwNWi7xg1+Nvmj3KOMp1PtpnEfHPw6vjLw3pnhqK8j0u9WKW7ikZkBVcASIdoGVI2jBPG8nGK3NC+0WnhmytdtvayW0tu9wJdpJkAAZBxhioGecjjPUAipPps39itcazeTw2i/umU/vPKWRl5jycc/J3A+Xr0wzxFpOq32k2KaTYyQ2EzKHmnmEu8tjbzuPyYZyeh4HHppCPuRhPXXr+hM37zkjNfSrmTxeNkMjQBXeWbbiN8xltxLHkkncRkY2ngjIq/wDD3SYodJub5JPOhMhWNFZSwB2jBz8yhVaTud2QONpz0uq6Ld6glhYwX4inCfZ41VQNwEZXdngEkhgDtzg+uCNfw/4PvNF0lfD+kabLrmqXfyW8UCqJGPTcSvCjaTuJOBn0FaSq80VSWsn0IjBR996I3fhJ4ftvix8SdCsNJjlh07TZV1C61FEZsqjFlHP3Q5wBn8iMV9714j+yx8GNT+EvhbUZddWKLWdVlSWWCJw/kqq8KWHBbJbO0kYx717dX1GBw/1aio9T5bHV/b1brZBRRRXoHnn84mpJ5bTAn5u2O3+c11fwgku08RSmzkkil8hsmN7teNy/8+ql/wAxj8cVFP408nw+mnRaNpBkXer3stkkk8gcjGWYHBXnBHPPtWt4Amt7y+TTf7DgllhgLNPa2ss8z4xywFxGuOeufTjvXqdTLofUX/BLeRv+GkvEKvyx0e6yTuznz4v73P58+tfq7X5Nf8Et/wB3+0trcYBX/iUXQ2kbSMTRcYycfmfqa/WWuKt8Rr0CiiisAOK+LHwr0r4teF5NK1FfLmjJktbpR80MmCAfdTxkdwPXBr89/iV8N9V+H3iGSz1WKS3uoWY7IgwS9UA4kVsYK8jr06dzX6e1z3jbwDoPxE0dtM8QadFqFqcld/DRkjGVYcg1x4jDqstNGdmHxDouz1R+a2incVvmsZjbW2JU+ytly6gY3DIAOcHk4wK+nv2QdLfW9e1TW7yF3axi8iCVsHDsdrbiOC2EIyMg5J9K2779hXwRdeJI9Ui1LV44RMJWsZLjfGVDA7VPBXoOc9PWvffDnhrTfCelRadpdqtraxj7q8ljgDcx6sxxyTzXmYbL506yqVHdLY9DEY6FSm4U1qzUooor3zwwooooAKKKKACkIDAgjIpaKAPNPHX7O/gn4gXSXN9pz2dwoKs+nyeSJAf76gbWOQDkjPHWuB1T9kPz4Y7Cy8b6lHowwWtb2BZ2Lc87gUHfHTgY619E0VzVMNRqfFE6oYqtT+GR4hof7JvhvRbNrf8AtvXJw+S5aaPJY4OQfL3DDDI5zyRk16T4J+HOg/D+zMGj2SxSOMSXLgGaQcAAtgcYA4HHGeuTXTUVcKNOm7xikzOdapUVpSuFFFFbGIUUUUAfzhSTfvCcbtrBsMPT/wDVXafDXSWlvJtRll08xFWi8u7ubANvODny7o4x/tBfbPWuFMcixuRnGcE11XwyuTZ+KJi13PY4gZfMt7iWF/vDjdHDK2Pbbj3Fen11Meh9Y/8ABL0Ff2mtVGOP7Ju/mUoV/wBZH02fLjjtx6V+tFfkb/wTBmDftU6oBIzg6Xecs5Yt86ckkAk/UA+wr9cq463xGq2CiiisBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/P14X+NX/AAjvh20002F5KbRJEEMGoGKyu97O265t9h84/Pt+8uVVR2rl9H+IQ8PhDb6JYPchdrXbTXSSuDzyUmUenQdq5/WtNk0HVJrOQSb4sZ82Jom5GeVYZHXvWZMwaQHsK9ByZmoo9U+Cnxw8XfBvxtd+LPBwWPWDDKkha3+0IkTsNxIbPGcDJOenPNfRH/Dx39ocypCohadjt8v+xE3Z83ysY29fM+T/AHuOtfJXgPXrbQ4/EBnlMb3OmSQQfKTmQvGyjjp9w9a1V+NXiaLVE1EXEH2lHEoPkKRuF6bzp/12OfpxU3i9yteh9NR/8FJv2g5VVle3aNwpVl0VCCGDspHy9xHIR7I3oac3/BSX9oFVL+ZAqbd4LaKn3RGJd2dvTyyHz/dIPSvmK6+Ll/bWmmQaX+5W3tII5/OjB3SxrcoGX22XTj649Kl0H4qXkzXMGsTotoNLubeLy4uTJ/Z4tYgce0cQ+uSan3Ng1Pppv+CkH7Q0fmq5gDRsyPnRUBVlZUYH5eCGkRT6F1HcU7/h4x+0RmBd8LNMVVAuiRkszSNGqj5OSXR1A7lSOoNfK0nxi8SXcl48s8ObqaW4lxCB80k0MzY/4HbxfkR3rQv/AI26nt0GWxKw3dmqS3DyRKVe4S+ubpGUf3R9oAx7Gi8P6Qan0w3/AAUc/aEdEaOaBk8tXLLosZGCjSA/d6bFZvopPQU1v+CjX7Q8cRkeaJIwrMXbRYgMKiuTnZ0CyRt9HU9xXzX4N+K95b3nkapcKmmrYSwgxw/NvWwuLaDpz/y2wfrk9Kzrv4ta/cW0tvLLEIpIpItqxKMK8MELf+OW8Y/AnvTvC1/0DU+rV/4KJftErM8LhfMVjGy/2JHuVhKsRBGzqJGVMf3mA6mmx/8ABRD9omfymjmjdZmVIyuixEMzM6qB8nJJikA90b0NfM998cNWuLe3mgbZqss8897M0SlJWe8jul2jtiSJT+lSeCfi9fWniLQk1e6A0e1u4JZdkILBY5J5AeBk4a6m/MDsKLwvb9A1sfSjf8FFf2hlRWE0JHl+buGixkFPJ87d9zp5X7zP93npTZP+Cin7REUcrySxose7ex0WMBduzdnKdvNjz/vr6ivlFvix4gWMx/aIwot/suPKX7n2M2eP+/JI+vPWtDUvjLqV/wCG0s84v5Z7s3c5RdkkUq2gVVHYg2oyfce9Lmh/SHqfUUn/AAUI/aOa6W1Enl3JbYIhocW4t5phxgp180FP94Y68UyH/goj+0LNGhWcOGClXXRYfmLh2T+DoVjkI9Qjehr5t8M/G3V5PHWj6jrV4n2FdQhmvGjhXPli/wDtj4AGf9YzNx9OlZi/FrxBbFRBdxhYWiEatCucRJMiE8dluJfru9qfND+kLU+pf+Hh37QzRqzXIiUoZAw0aHBURCYtzH0ETK/+6QelSyf8FAP2jQXXzmR4pHjkB0aAFWWRI2U5j4IeRFPu6jvXy5N8YtSuPDtvaM3/ABMUaWJrjYu02z2UVps2/wB7y48Z/HrRYfGTX7jWBJqF4Htrq7ae72wqCwkuIZ5SMDjL28Z49MdzRzQ/pBqfUEf/AAUC/aOneOKKbMspVY1OjwkuzSNEoGI+pkjdPqpHaov+Hgn7RsiGQXihNiyZTRoSNrRNKp+50MaO/wBFJ7V82ar8ZPEGm+IpZNPuwltb3Xm2W+3XcqJdS3MROR/fmdufXHQVXtfjHqdt4ZurLk37SWyQ3OxdqW8VrcWxQjHJKT4z7HvTvD+kGp9MSf8ABQH9o2NTLJfskQDsT/Y1uBhI0kc58vskkbH2dfWph+3d+0q909sbyVLiOQxtGNHtwwYTLAQQY+D5rKn+8wFfJ8nxa8R3kZgkvVMLLKjKIU5WSGKB+3eOCMf8Bz1Jro/GXxm1v/hN9cv9Fvmg0+bUJ57RZbdQ3lNerdoSGH/PSONvwx0JFO8P6Qan0ZD+3p+0bdeUYr+V1lKqm3Sbf5ixkVQP3fcwyj/gDelM/wCG7v2jZVMq6tMsYjEx/wCJVbYEZgNxuz5fTygX/wB0Zr5o0z41avp/h+W0Eub+Ka1ls7kKmIVia5cqVx82WuWPPT8qq2nxX8Tz74Be7lkg8gokCf6sWhtMABf+eBK/r15p3gGp9R3n7dH7R9v57nVZ0jhZ1ctpVuNhUxhgf3fYzRf99rRXzt42+LWo6lresJpF40ekXEjuiSQqDiTyC+SRkZa2i7/w+5yUPlvohamj4u/ZZ+LsOrMYPhV4vcPDC7LZ+G7vy0dkBZBtRgcHOcH8jkDD/wCGYPjLx/xabx1n/sW73/41RRXPKWo4nonw7+Gfxc8F6LJp8vwZ+JQzdNcm40nSrm0ecFUHlTFrWTeg2ZA4xvfrnjiNe/Z0+MesaxfX0XwZ8Z2KXUzzC1t/DV6I4gzE7EHl8KM4FFFJzdrDt1Kjfsx/GRUZF+EnjnJwS3/CN3v5f6qul8O/Bz4y+HdBl09fgP4hv53uBOL3UPB11PKq7cGMbovu5wfYg+pooqVJoNzmJ/2ZPjNIzEfCPxwpZtxC+GrwD6D91UI/Zg+M+c/8Kk8d/wDhN3n/AMaoopXGd74B+GHxn8GaFqGlH4JeN76C+uEkuFfw/eIk8IVkeGQeSdykNlSCCjgMMkCsPxp+z78X/Fni7WNYi+DvjjT4L66kuEtR4dvX8pWYkIGEIBwOM4FFFPmdrCsr3MRv2ZPjJ0T4SeOgPU+G7zJ/8hV2fw9+F/xw+Hen6umnfB7xwL+9MRivh4buw8GwOCOYDkESE4GCHjibPyYJRQpNO6Dfcx/H3wJ+MfjTxZfaynwa8eWguPLHlv4fvJHO2NU3u/krvdtu5mwMszHAzXP/APDMHxmH/NJPHX/hN3v/AMaoopNt6jOv+Gvwl+Nnw61iW7X4J+LNTtrhBFPb3nhK5kO3IOY2aFvLcEcMB7EMMg0fHHwO+Nnjjxnq/iCb4Q+N7eXULl7jyY/DF2FjBPyr8sIBwMDOBnGe9FFPmdrCtrcwj+zH8Zg2R8JfHXXP/ItXn/xuuu+Gfwe+MHw+8RNqU/wM8Ya3buiI9pdeHL0KdsscoIPlf3olHPBBI70UUlJp3Q9yL4jfCD43/ETU7C+u/hB49+0W1oLZ7ifQr6each3ffI5iySN+0eioo5xXJH9mH4z8gfCTx1j/ALFq8/8AjVFFNybd2LY6P4e/BL4z+A/EsWqf8KX8bX8fky28lvJ4cvl3RyIUbDCLKthjg8+4IyDufGH4cfGn4sa3b3x+Cvj6wjgWRUWfRb+6lIeRpCpkaIHapbCqAAoH1JKKfO0uULK9zgV/Zg+Mv/RJfHZ/7lu9/wDjVdJ4D+Cvxw8A+I4tasfhJ46+2QwXEUTDw7eqYzLC8W8ERcFd+4e4FFFNSa1Q9x/ib4H/ABn8XPbzXPwX8VWd3GpEs9j4Tu7f7QT/ABOqxhM+6qOpzmiiiq5myT//2Q==) | ASR 13 x0451af 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ag 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bj 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bk 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451k 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,2 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451y 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,5 cm. Rx147. Nitteplade indvendig. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD4ssvhH4svLH7fHpW2BYFnUSTxRySq0fmjy42YNIfLIfaoJ2srYwQTf+HXg/U9SvLW8fQZr3TG3fvprG6mtzgEf8sMMefQ9etS2Px48VQ+HbfRg2nyJbxmOC9l06BruFfKEXyzFdwIjVUDZ3AKoBG1cZ3gHUGXWLWC4nt/sfz5i1B7r7P909Rb/vOv93vjPGa9Fct1Yz16npnwhtf7M/ac8JwG2S0WPXLHbBFDNEq/vYzjZMTIP+BH9MV+69fhR8IfJ/4aR8JPD9lWMa5YgfYvPMX+sj+75/7zr/f7+2K/desK+6LWwUUUVyjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+amP1A6da7z4ZW8VvqMWqPrNrpxt3ZfLkvZbWZgVIyrxoxA5/HkVwMbbWJzkGuu+Htw0PifTminmtXy6+dBqaac65U9J3BCfiDkcdTXbF6iex6j8MbqO7/aS8KzLcfaw+uWJ85bmS4DYkj/AOWjgM34j2r92a/Cb4ZyvcftIeGJpJ5blv7asSZLjUUv5D+8j6zoAH/AcdO1fuzUV90EdgooorlGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH4GaLpPwsh0GyafULe7ubyJReJO12lxp220DSNEFQRu7XAcKCXXGwcZZhzPw8utGju7FVi1CPWQz4uF1K1tYOh7zxlV+XjluT06ivPozukBJznqa6n4fxvN4osVjRpGLPhVtIbon5G/5ZTERt/wLp1HIFd3NqtCLeZ6n8Obp2/aO8NNI5kxrVly91DdH78f/LSEBG/4D9Dzmv3er8HPh3BIv7R3huNkKONbsTta1htiPnj/AOWUJKL2+6eep5Jr946zrdClsFFFFcowooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/mk5icg84ruPhrqV0NWTTIbKO7W4YuRHokGp3PCk4RJAM9OQGGOTUVj8GfG+paE+sW/hq/bTFtPty3TxbUeDcE3oT98bjj5c9D6GpPh34R1TU9Ssr19AvNR0klg0q6fPcQt8rDpEVJ+b0Yc/lXck00TdWO88BxyWn7RnhuOWCa2ddYsiYbnTE06QfPGRm3QlU/A89e9fvRX4JeB7SPT/wBojw5ClodPVdVs8W7WsluUyyH/AFcjMy+vLHOcjjiv3trKt0GtgooormGFFFYfirxxoHgexN3r2rWumQ4yvnP8z+yqPmY+wBoGk3ojcpCwXknFfFHxy/a31TUr9NI8Nv8A2VospxLqC/6wrwTuO4FOCOB/eGT6eJwfGTxJIlhar4meHSZX33Fu0rgFQoClst8+WU8DuBz2rhqYuFN2PTp5fUqJPY/USivzN8EftH+OfhfqFtYWuvm/0dX5tLyNnHEvzFGYA4I7LwN3OK+0f2e/jsnxitNUinSNb2ykyrwxsiyxE8Ngk4weOvIwa2p14VHZGNbB1KK5nsew0UUV0HCFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfzi2PxB1zTPC+p+H4bvdpN+gSSCWNZNg8xJD5bEEx5aNM7SN20ZzgUzwXMP7etIZ3tzbEklL37QYfukjcIP3n/fPfGeM1zmTtx711PgCO2h1SO/n1mz0x7dsCOeW5ikfKkZV4Y2I6+orrTbaEd54HENv8d/D32dbVYF1W0KrYi4EX3k+79o/edeu7vnHGK/fuvwD8J3UN18cNDnjvEvUbUbPbNHNNKG+eP+KZVc46cj6cV+/lTW6DWwUUVyfxU8cJ8O/AWr66TCZ7eI+RHMSFeU8KDjk+v0B6da5dtRpOTsjz39pT9oB/g3p1lZaZHDNr1/8ANF9oBaONdwGSo5OTkDHpXxX8RvjN4p8f393LrM017fPAZLe0gkWKG3VlbAjVl7bR1PzbffJy/F3irUfGepXGsajI2o61fTOguZznDBdwjRM5RAvTjjIHrh8mgw6XoVxfpPAGCs7Wht/kCEKdwKkY+Xd14wOD6eTXxN17p9HhsIofFucTe6lJb6NB5tx9nvYQ8c9xcIwaUgrsUAjpkgknH3uvFS3KQ6jJqDywNZ2F3Ifs8dkX3LsXeVCk8DI4HovHc10EM0ev+HrmG5sbZZvKJhmDjzHjCEhMjI5we/XHpmuE8O32oSTfarW2lW9hlxCCwDGYoxA2LgggDGTkfNjIzx53tOZvpY9KMOVdzo7PWYXhlOoQpJ8sm/7RMXEa+ZlQq5BRt+F6knL9Otey/sd+Orrwh8TtOs7mEi21LbYMsByCz8qcZGAr+g9fqPA/FWpWvw4vo7maxa9gYM726ZwmxRl++AN5A9x3rU+BXxSktfido2uXS3Ftp1lq0CtaRuQrOSeTj7qAngA4PuKujVbqRa27iq006covXyP1/opkMyXEKSxsHjdQyspyCDyCKfX0p8UFFV7/AFC10uynvL24itLSBDJLPM4REUckkngCsnVvHnh7Q/Db+IL3WLOHRUClr7zQ0eCRjkZz1FA0m9jeor5r8X/tueHNN8STaf4as4/FFpbwCSa9iuhEjOVLBEJBzwOT6kVgv/wUK8N6ZqlrY6z4burCaSJJJ0hvY7hrfd1BAABx7Hnn0rD29K/LzanUsJXa5uU+sqK5nwT8SvDHxGhupvDWs22rx2rKsrW5JC7hleo5BHcccH0rpSQoJJwK2TT1RytOLsxaK8R+LH7VGgfDeZbaytH167G4yeXJ5UUYUrn5yDu4bPHHvTfDP7XvgXXrOynumvNKW8V3iaaLzFKqQGJMZYrjIPIHBHrWLxFJS5XJXOtYOu4qag7HuFFY3hPxlovjrSf7T0HUYdUsfMaIzQEkB16qc8g9PwIPetmtt9UcjTi7MKKKKYj+Z/7vBra8F3T2fiSxmW4mtGVj++t70Wjr8p5EpU7PyPp3rvNBuPhwtno1pf2MEzzRRtf6hNNdLJbgbzOAiYUyHCeVjKYJ38n5eX8FXekW99a/6PqC6qGOy5i1SC0iHB7yRELx3LV2ctmtSbnYeF7xrr43aHNJdTXrf2jZ/v59QF87fMnWYKob06cYx2r+gKv59vDd00nxq0WR3eRjqNod0l9FeE4ZOssQCN+A46HkV/QTWdboV0CvlX9u3xcbLQdC0GKRUMztfS7mAGEZVXgnByWbgg/4/VVfBX7cGoOfilHHdXi+Tb2kIiVVH7pH3bs4Od2dzDv6DivPxEuWmztwceasvI8R8IeH4Lq6vbnUryCS5ZRJbLlWAkBJj8w9lHOQcZAx2pPEjRx6hbmCVPJkQve2cMcgQEOI1hCt0LK0pORwFByTitD4aWUerapBJ/aP9mpIskk2oJuL7FC5ZduGzkFc4745GM4NxpJs9U1prCSX+z1vHexMjruEeSqgDOdxjBbj5hlcn1+eqbJrc+pp6Nq+hsaHpdhdeF7DT7WbdjzXE0ksSyxQoZCqMpI427epyMqRgV5Y19cR6sLSykPlyM8s8jXJDeWil2CsRnkLtGPYDsDrWd1LHqKyO/8AZ1n9oLPbkMGlyVDsSV6gY7dV9gag1bTXjvLi7h8m3yGiZXhLb84wyAjjhhz6DPGcU1FN+pUU4rcs+PNUXXNU0o6rbf6IsG2ZcIIk2ZLEMMgkjB/ADtXITG30PxBpMGkyedp15H9okmmXykDIzMEC9CQBjPBI4xwDWv4i8cHQ5ItNOkQautsolZJHCt8wcFWPJzx6jp6dce31LTviBpP2m6VvsqEfuN/lmFl6ocDnggr255zXJ7Gqp3hD3f66HT7am4qLl7x7V4N/ad8TeHbqKw0PxdrFnbNMifZ7lVliDDBcDcDt+UE7QAMAjjHHvPxU/a+8W6pqmnw+Fobjw3ZIVVGuIUllvZd3fsI8DoB6k+g/PTwXHq+n+KtUmtb6SNY5i9uZsor/ADHBIyAQVHP1Feo2Xxck1qUzTR3F5qcDqALOKSWElWPHAAGB7E8nk1VStiopwpNvb+kc3scPKSlOKPSvil8UPFvxC1XW9Gl8S3kk12iJcwJO6xEKA4XaoCgKSnBUZ689vL7vxN4i0CxsdL8QmS0sFu2jSylut9uQBkylMlcuucEAEZPBrobVoJLy51WfTJEv7tQpuMbXaPOcMG+bHA9AeKg+IGip42/sx7m+t9LNo4cecwIUEbdoCgFgRjjn8KdNYqpaM035iaow1g0iS1t4/hbJcazpsX22w1GZml+zgkR7VKEx4/3jjHUMenOL3jLQvBPxI8H6dq8LzJqbW6xx+WdkyF1+UFMj5lJLbc7e+cEGpPF3h8+MvDdvpTaq9hDFKqQwWMRnaXC8AhV4+meh6jFcjJDo0C3OnXd5NDGyeXdCS2ZVUEAEKA2cnAyM8dqFh6/NGbdn6rZGl48rjuvQ9z/4Jn+PLLwv8RvE3hvVNQj+0apFHDZ7ShQvGzZDNuyGYnheckjBIwa+wP2hfjFD4Ttp/C9tA01/fWbNJOHIECnPXA5yAc88Aj1r84YfEHhvwRqGktaWkt2sEKSwRyqEVnULsk35LqfkXAUk5TrzWN4k+Iizap56ajqEZkjTC3EmVYZBaMPjLLhlGSeOM17UpTq0OSm0m+p5f1aEa6q1NV2PS/EV5qnjbxBoGm3O2Odrm5t5prY70ijURjcpBOfkK46Z29q0PiB4VvvCf2LSrazkEMkcckdxA2z955Hz+YhyF3H2OcDg445n4GzR6la6VcLdBNSudRkuA21S6fuzlc9MnaOMZO4eoruvH1vdy6LMkt60uqLcyS5fLfOF+UnjJAcKMk+vrXzNeSjKNNrY+gpX524vTsetfsJ+M30vUL3Q5I0MOoyAF1UxlJFRyp2n1ClcZ4OOwr7br4A/ZabU7vxpoMNxZxwXVrdoHaJApkUhmdjg4Pfn2OMdK+/6+py+TlRs+jPlM3hGOIvHqgooor0zwz+Z585OTWz4LXPiSyDMoG48usLL909RMRH/AN9cVjt95s966XwLqE8eqxWUMEUyXLAN/wASqC+m4B+4so/QMP0rpjuB1mksI/jJo20xttvrXmMW6j7ydrcmP8j9ec1/QfX8+Wn2zWnxh0dJI3if7dakrNYRWLfeXrDGSq/geepr+g2lV6Atgr82P2rr2PWPjb4iV5VBhl8vzZoWQgLFjywV4IOPvHn7vrX6N6xff2ZpN9ec/wCjwPNwu4/KpPTIz06ZFflt4y1K48WeLtSuru4lubuW6EtxJI4j+ZiW3gMOFGQAQBgYNeTimuVJnqYBPmcjj9Mjh03ToPtMaGTLGDeSyXQbAjx83J3EA4x0HHBrotAvLi68I6rd2fnXsdgzzzWm1gBgLk7wpGfn/mMjFZC6JqN1cabc2li95YINix+U5jyrFkXkYH8X1yTSaPYnxdFeqJZbawG1ommi6gBo3yBwAdu0knB3HqRivClKzUj6J25bX1DTLbTvGkdhq2lPdPZTXObr5kO/ADAMTgAApzxu5PGMVzXijS7jQn037SbKWcSPczPbZMbSsW+7u5PopwBgZ9a9P0PSLzwv4DGmxPCmpQWznz/JUb2QsAhAA+U4HzEHjOcYrz7xAsviDS7aWbCBsyx7Y2UNtx91OBkEngE/N3rGEuaXkbQurnnfjDQY/FV1caq2pi0kt7CN/K8pVlO4FACB15Gd2c4IxmuUt9HvPDvhea8kvmWYsXhi4jPpnIbcfUAcHBOeMGPx14ojtfGbyXBU/Z7eGOWzkJZGGA+0kYJB+U8H2zXMa14yi1dbRZVdIY8eUqklVx1wpPHWvYjOUYqMV0PMlCDk5SfU9G8O+LteuNODFYJZJpceT5HUZGGPPAwQece1bE0kmsapH9plaRWCyFoW3RQFWA7nG4Hr7GvKV8ZWdnqUX2YzfZ1cbGl+9sHQHt7EdK7mx8daHdb5Qklq5+6igkdOuQcrkgdPWo9pO9qiZpyQtenJHrNvcOlzZOLt5DIiwShtsjEtuKkbsn+FuSOMDpnja17wjYx2FtcSy3KXKxq5mUr5MjOTsJ5CgHa53A89e1eJz+M9P+1HT0WGzsYZhIZdozOQAArEYycjI9OSM5NdjrGuaXp7H7IizXUiKXtZXQJu28OiY4+b+fQV5+JqKMOW7v8A16rQ9DD0+ed3a39fM6W30+8htbGFYbyzSeXbFdEt5Kh2VHk3fMCqsRn5uSy/Ss61j8N3WsahHDqaxxWMxhE97+4edETBIQYIB2jG75iT061n3njLxP480+LR4rO9vRDu8u308ufKQ84XGdinv2PftVG0kk026t9OSGLT5Gt5D9ju7YySszghpGYjCYyMMegUFSDzV0k5K6Tstn+ZtOSg7N77r8ixqk1lB4gLWG6ewmQRWyTFIlX5hkMFBVuCcZ3cNkBSABpNp/hrTwlxcapDG6WglMlwi4fgsFkDgAbTkYGcgDj1z/DegX7OZ4tkUNugBuIpN75IIVid37vJKjkgEHtya4n4heB9XutLu4xM0KQ5Z/tlz5hdjtIYYyMk+5xznoaqjOeik9Saip6+zjdW/E9T+Guo6ZrTQXNrMdPluojJ9nh3IvmbyiBMD5RsEeSORk9q63x1PqkNhfoAMWpWRvtVyZHZQdxVFAYDcQOQe3AzzXlvwUsb3U9Bvor64ih1S3UxIuRlmQkfIByW2k9jwCe1euaFdWm3U0u2+0ySS4STcYx8nykEDqN27GNvXB9T5mO5o1W1qdWB5eW7R9HfsZ3NzrGuwyXUamPL3UWSS67olYqy5ymzeq89z05yftGvEP2W/h8nhrwamry2kMFxeqVtzFzi3LFsg+jE5+irXt9fWYKDhRXNu9T4jMqqq4mVumgUUUV3Hln85Fh8KvEWp2umy2tvBMdQeFYoVuY/NVZZPLid03bkRn4DMAOVz95ct8EeE9Z1DULa9i0O/v8AT1kIeaHTnuo+Oo2jAb6ZFVtH+JHiTw9cadNp+qSW82no0Vs+xWKRlt2wkj5lDfMFbIB5GDVLwn/pev2kLxR3EbvgwzpK6NweqxfOf+A811e7dWJ1O5t4GsPi9pcbW0lo63lsxhlsDZMMlT/qiTj8+etf0K1/PJaW0en/ABS0qOO2t7RVurc+VbxXEaD5l6LOfM/P8OK/obqavQroVtVWVtLvBBGss5hcRxscBm2nAJ9zX5Ha1qTaD451ewk0qKX7K7RDg7g2RwwPDEY4HXnGa/Xuvym+NdqfD/xS8ZaZLCkcC6jJttpkeTzjuJEpfPGMr9d/bOT5WKtyptXPSwWrkkzJHiS81jw8dH5XRGYyfZ1CKWkByELDLckDjGSTye1dRp0lvp8NjbS2MGnSxIq25JVpN3OUfIBbkuAreowMAmuIaNNMuIJ7P7TLJFKjvPII1iVsZx35ByM55wGIFdF4TkhtbqJwRPPflmZ5EAK/Pngt34OTgDPXNfO1L8y7H0GnJdbkWpNqIutQt7wSWsPnKEWJsj7PnchJQDJzJjDH+Ec5NcrCzx/ZghjjaG73ySSxxJsk9FAHChm3bSMHI75r0CaCDXrKPT4bwXNqsj3ZUwMSTIDzhiM4G48HABUcVzHjCGDSby41DS2WS5eQ8kBHiT5VJA5G0kfUFs1m76ch0U5q1pI8r+KHgWy1BY7iVLZmnkghW4jXLrjI3NhupAHBHRV9GJ4e88F+H1vNtzbiJWUPFJGwDdTgFc4zjk169rFrNqug69dx20xmjk80bgCMlQpdM4JZsodozkP0ry+D7TpekXur3OnTSx2jRogbcI5G3qCpyPlOAScjI2jOM89Tu7Wk16f13MW4pNSimeeXPhV2vr1LINf29kVDv5eHBYnbgZ+6cDn3rttP8N3Fjoj6tpsSxwwqSbq4iVHYkAMq5zvPJ+XNS+H99tNbSxNAbnast/ZSk/vmbbtK8EFcbh1wMDgE1a+IHl6JpOnppF2jQx3ILxXEgbdlVAOM8gHcemefxpVKrnJU09f63FToqMXUa0OT8iXVNUtJ4X+1WM7+dO1yAq898rjAPOASOK7fw18NrjxNqEi2cd5HaRRmRmiRlZxkYCs/XBOPxFetfAP4N6be+CRp+qaVcNcahHJcSaxcK4hj3KFjSMhtvIwWzzhivbB7bxH4XuPh7ci08P8AiZLmwuPkmsYpkYRuQc71AyeWU5Ofur6ZPLWxDk5RpaW+46sPGMUnUerOG8BQ33hLU7bTrEvAWDTTxgsGbaCVQtnoV3HLHHt2Pvnw7/Y/8U+MZLO4j0y08M6TNHuN9fwLM7RsjbNkec8ZU4OPqKk+Bn7Nes/FTWtF1i/P2PwxaTO080coMkjAt8qgg8sCoJxwCe/X9BrW1jsrWG3hXZFEgjRck4UDAH5V6+DwspRU6rfpfQ8XG432c3Gna5wVh8APAFn4dj0dvCulzQ+SsUs32VElmI6uzqA24nnOeMnFeZ/E79l34VeE/A+qana+GmtxbWzp9nhuWdZiwCDesrHcRwePm4+XJxX0fVPVtHs9e0+ax1C3S6tJhh4pOhwcj6EEA59q9eVONnZK54sK9SMk3J29T8bvCdna+CfiXf6VY28wi0uYmCbASOVJQdjHkHcBv9R/Kvp39mL4GyfFDW5L3VXjl8PabOrzzIT5l1L1CB8cjKgsfQgc9a918SfsX+GNV8f2Ot2Hk2mlqF+2adMjSeZtYn5GDArkHHU4xmvfND0HTfDOmw6dpGn22mWEIxHbWcSxRr9FUAV5VPAN1FOt0X3ntVcziqbjR3fXsv8AMtwQx2sMcMMaxRRqESNBhVUDAAHYAVJRRXtnzgUUUUAfzNSDINbvg61tZNQFxc6hY2nkMCIb77SBLkHvAhYY+oPNYskZXdn1rS8IzC18Q2Mxn+zBZATKJ2g2++9QSv1Aro6iOvtZon+JOlPAbNk+0QEGza4aPqvT7R+8/Pj04r+iCv55JL5bz4n6bOLn7cvnwAy/bJLnPIGPMdVY/lxX9DY6Cir0H0Fr4q/bU+GUug+JovG+nW3nWmoRiK8j3YCTpja4B4G5QB0PIPrX2rWL4z8J2PjrwvqOhaipa0vYjGxX7ynqGHuCAfwrjqQ54uJtSqezmpH5I6lq2mw6leXUdsVeRtxtbWRvLDEKuVzjaCuehYjnt0s2Wuz2sN3aC02zJlftjq0QaQnOAMdRz83H3m5yRnovjH8KfEfwr8XHTNQsJLeFnzHd2pIjuIg+VbI6jGc8hhwO4rntC8KN4k1LUL15YtOezUQyoJj5j7WzkYPK8J2xn1zmvmcTFwn76Pq6Uo1Ie4drpunxX0ywtF5kV0F8k5bIQoRwwOTn5sHB5APrWD440240XwvLcXr7RfBZ2htmE4RIuQHIG4AMcYGMkE4IxmSPxJZX2okxxRq8aCNZWkK8IwJfrg5AI49u9cj4z8V399NJaC6k+xyShXDMuPLXdvAde/A+U9ccmsfKSNlHlkmmJbXGlWPhOXzzBeMZRcQwysU8xlwQS/VFJCjqMkccgY5s+J7zxMt/JqsUt5FfQsJbMsqLFk4REwPlUDJyQc5zjDVzXjzwu0fi6wvYJUSKKw8predfLIVSy8FQRu2sPm9ai8N61dWd8b27CLpgKxRl5NzuWY/dDHgE5+Y8cE1tToRmrnNWqSjK7NXRfBmneG9TIVYHt5InjjSebaY2ZjtfcDyBnaMgHsV4rZj+GtvrWlyNBdpJcR3I2WlwQH8tpAC45JICtwehCivRfg/+yr4v+PWrXVwtjPo2lKRPHqN4jR28qllOImCYcnkg4IwTntn9EPg1+zH4S+CrPNpr3urXjRJEtxqkiyGJVGD5YCgLk8nr7Y5z1RwM6klJysc1THRorlWp8neCv2YfiD8RrXQoBaL4b8PafEpSPVrfy1kVcFVK7fMbOQRwFAX1yK9P+Hv7Ed/DdCXxPqdra2ok8w2umku0mWywyVCqGwBwCcfXj6/or0o4OjFJNXseTLG1ZXtoV7Cwt9LsYLO0hS3tbeNYooYxhUUDAAHoAKsUUV3HAFFFFABRRRQAUUUUAFFFFAH851vrHhO18P2cc/hy4vdXVpRc3D3zRxOOPLKqBwfvA59B6movB91pVvdWm611BdV8z93d2+rxWSJ6Hc8TbfruFc233SOn4Vq+GS3/AAkliyKGAlXbmWOIde7SAov1YYrsb1RJ097PJP8AEiyklnmuG82H95PqceoMcEf8tkAU/THFf0Or90fSv54tUmeb4h2jtt3b4fu3Vvcdx0eABD+Az61/Q5H/AKtfoKzqjWw6iiiucZDd2cGoW8lvdQR3MEgw8UyBlYehB4NfNPx3/ZC0zX7HU9c8GRPY64/71tPRgIJcdQi4+Ukds4OAMCvpyis6lONRcska06s6MuaDPyNbw7f6PFImoWpt5o7hYZ4bhCpGOdw3DggM+AcDoOjVxWv+DU1xTe6ZcN9pedmlt5Nsana5JkKdAcFWIHTJHXiv1D+NX7L/AIY+M8xu7lm0zUnXbNcwoHE4AIXcp4yDjDDB46182at/wT58atqEMFp4n0efTtwJnkEsTx4bOdig547buT6da8SpgqkZ3hqj6Cnj6c4+/oz5NOijxVNNZa1cRxNcQlY5kwqoyrvz8oONxGATgfMOmcj6/wD2Of2N/D2teD18WeOYLHxE19LM1vYwvutwNwG9wMHeNpAXOADnrjGv4L/4J3vZXkaeJfFsd7patue30+08qRwGyqCQn5Vxjscc49a+vPCnhTSvBOg2ujaLaJY6dbLtjhTJ9yST1JPJPqa9DD4d03eRwYrFKorQepo2dnBp1nBaWsKW9tBGsUUMYwqIowFA7AAAVNRRXeeSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfzSbh8+fauh8E6xcafrUNrDFbSpdOiv51hb3TjH9wTAgHk9xnjPSt7w78JzrtroPm6xFZ3viA/8AEut/ss0ob980PzuikL86NwNxAwTjNZHhnwjqdxrENzFama0t5vLllSKK4UFTg4R2Cv8AQnB9a7eVqzM+ZGvrjND8QLTzoVU5iO37JBbd/wC5Adn49fWv6GIDmGM/7I/lX87fiT/QfHVspXYF8o4axhsu/wDzzidlH1zk1+8ll+0D8MHtYT/wsXwpnYv/ADGrb0/36zqJvYtbHolFcH/wvz4Zf9FE8K/+Dq2/+Lpf+F9fDTj/AIuH4V9f+Qzbf/F1hyvsM7uiuF/4Xx8NMZ/4WF4Wx/2Gbb/4ul/4Xr8Ntuf+FgeF8ev9s2//AMXRyvsB3NFcN/wvX4bYz/wsDwvj/sM2/wD8XSn45/DgKGPj/wALgHof7Yt+f/H6OWXYDuKK4f8A4Xp8Nz0+IHhc/wDcZt//AIunL8cPhy3Tx94YP/cYt/8A4ujll2A7aiuLb42fDxCQ3jvw0pU4OdXt+P8Ax+hfjZ8PJPu+PPDJ+mr2/wD8XRyy7AdpRXHL8ZvADMAvjjw4STgAatB/8XSf8Lm+H46+OfDY/wC4tb//ABdHLLsB2VFcfJ8YvAUKhpPG/h1FPRm1WAD/ANDqMfGr4espYeOvDZUd/wC1rfH/AKHRyy7AdpRXGn40fD8LuPjnw4F6Z/taD/4ukX40fD5unjnw2f8AuLQf/F0csuwHZ0Vxg+NXw9bkeOvDZ+mrW/8A8XUi/GLwG6sV8a+HmCjLEapAcD3+ajll2A6+iuO/4XN4Axn/AITfw7j1/tWD/wCLpn/C6/h7nH/CdeG8+n9rQf8AxdHLLsB2lFcU3xs+Hi/e8deGx9dWg/8Ai6KOWXYD+efTPGWu6Pp89jp+s6hZWU/+tt7e6eON8jB3KCAePWseaQ7m5PX+tW9ahhs9UnigAWFSNoFwlx2/56KAG/AVnM2RW0n0EixbzHzRg4Nel6h8LdW0eTVY5NRt3Onz6lA+0t8xszGHI4/i8wY+nNecaPpt7rWpQWen2c9/eStiO3tozJI564CgZNdR8TrvWZPHWvXupabqGgSaleXF8thfI8bos0hbGCBkdBnHOKcXpcT3sdJd/CzVrKaWJtRg3JJqSZUtg/YrRLqTt/EsgA9wc0kfwx1j5dupW+XQv1boLAXuOn9w7fr7Vw2h+Lr/AEG/muo2+0PJa3VqVnZmAFxA8EjdfvbX4PqBnOMVm/2ld97qb2+c/wB3b6/3ePpxT50Gvc9Osfhnq99cW8C6jbr50unRDJbAN5atcoen8Kpg+/SjS/hjq2pnS1j1GBf7QudNtoyzN8pvBLsJ46L5Rz9RjNcXbeLp7Xwjf6T++NzcX1peJdeYQUWGKeML69Jhj0C1jx6reQ7CtzMNhVlw54K52kfTJx6Zo50Gp6Zp3w41TUrLSbiPUIY1voraVA27K+ddyWwzx2aIk+xHeo28A6p/Zouhfw7E0832Mtnb/aH2Lb067zu/3ffiuI1Lxjf6lZaNas3kx6Xa/ZYjCSC6+fJMGbnkhpWx7Ad+TL4Yt9c1zUo4dKtNQ1WSFfNe2tEeVvKVw7ZAB+Xdz6Z5p86DXud5qnwz1fSF1Ey6jA32EXhbaWO77POkLY47mQEewq1qHww1fTbjUYJNUt3ezudVtWZWYgmwiSSQj2beAv0Oa4Xxn4gv9Y8Rajq5S6sLXVbm4u4IXY48qSZiQp4DDcCDjjKn0qtonjbUNFvLq4RvtL3Fvc27/aGZuJ4mjkbr97DZz6gZzRzxuGp6Lc/DnWLe4mgl1KBmha+QsCw/49bNbpu3dWCj3HpUsPw11OSSJP7RhBY243Zb/ltZG7Xt2Ubfr7V5J/a14zFnuJstuP3zn5htb8xwfUV2kB8Sj4c3kS6HqzWy3UGotqghk8qOERSRLlscKd2Ac4+UihST6A79zpdP+G+q6hfWUMepwxvcXWk2qszNw1/A88bdOiBMN79Kl034c6prEekCPU4I3vnsIwWDHBu5XVCeP4dnNeRx61eRMGS6mVgUIIc8FBhCPcDgegrW1LxhqWtR6f8AM0P2C1itlNvuGRGWKM3P3huPNSpoep3sfgnU763tbkahCsdxZR3iqd2UVr42QXj0Zd30PrRq/gHV9Gtb2WTUYmW0s5bxlXdyqX4siB7liG+nvXn+h6xc2eoWdwPNuEgkjcxqW+4sm/b6YLc/Xmr3i/WL6fxJq73K3VhJNcSubSfcrRBpTJ5ZBA6N+vNVzq1xa9zvtW+G2saG2qK+pQsdPk1COQrv/efZZUjfA9zICPYc0t38OtXs7q6RtUhJgl1WBiobn7FbJPIf+BLIAPcV5xpfjS/0n+0VV/P+3WstrKZ2LYEhUsw5+8So5rOfWLxi2biYsxYklzk7hhu/cAA+uKPaILM9h/4V1qlsvlpq0LMyzMGDOCvlWK3hH4o2361JY/D3WJZoo/7YVDO2ngMWYnfc2ZukOeo2rlTjvj61x1vJ4hv/AADcQRaNqLwWF497c6ischihjkgRArtj5QVUYyeQQOa5SbxHdeSoE8m9CoUhjxsXapznqAcewqudIWvc9S0/4datql1piR6lBCb6fS7dD83ym8RyhP8AuiM5+tM0n4e6prC6bPFqcUS6jHbSruDZUT3j2y5x3DIWPsa831rxvqerSafI0gtjZ20FsnkMy5ES7UY8/exnn37Va8Bapqlt4o0m+tbW81QadcwXL2tuGbKJMrBeAcAsQOnVvej2iuGvc7y38D6t9hSf+1lWP+z/AO0cZYHadRFjt+u47/p70VwHiy11vQdZubfVrTUNIvG+c2d4jxOsbOXHysAcZwenXmih1LPYNejMPxmkaa9ceVcrd5jiMkiMjASGNS6hkAVtrZXI4OK5/pRRWMilsdD4N8Xv4PvriZbSG+hurd7S5t5ndFkibBIDIyspyoOQe2DkEg2/GHjhfE1jpmn2mlw6Tpmnea0FvHNJMxaQqXZnkYnnYvAwox0ySSUUru1gt1ObXaYXJY+ZuUKoXIIwcnOeO3bv7UxnJbP6UUVAzs9a+LvibXdLi02a7ijsktUszDDbxoHRRjLEDJYgcnqa4xj+lFFNtvcWwgaum8H+OrvwjDq0NtEjJqUCws290eFkkWSOVGRgQyugODkHuOmCihO2qGXfiJ8Qp/iLeaXcXVnZafJZ2ht2FkrKkrNPLO8hUkhSzzOSFwo7ADiuVaRIyQvzH17fhRRQ23qxbDVbcwz1J7mvULr47azeKRNCskQ02awit/Ok8mOSW2S1kuAu77zQoF2/cBGQvaiihScdh2T3PMsdMCnLle1FFQUdf8PfiX4h+GepzXei301ut5F5N1AruiXMec7WKkN1HDKQwPIINRfETxtqPxI8Yan4h1GWZpruZnWOWV5hChJKxqzEnaM4FFFPmduW+g+VXuYH711WMthRlhkdyP8A6wpF3LzwSf05/wA/nRRSKseo3Xx61O60uzsho+nRyWtncWguI2mDSGa0itHd1MhUsIoVAwAM5JB6V5Wc7CD9etFFU5OW5HKlsRc+vHauy+FvxQu/hbrjahb2VrqcbmJntrveFLRSpLGwKMrAh0U9cHkEGiiiMmndCaVip488dHxtd2Bi0230iy0+2Nra2Vq8jqkZkeU5aRmZiXkc8nvxiiiiqu27sWx//9k=) | ASR 13 x0451l 0718 Anden genstand af jern
Klinknagle, afstand mellem hoved og nitteplade ca. 3,3 cm. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451m 0718 Anden genstand af jern
Klinknagle, meget korroderet. Rx147. |
![](data:image/jpeg;base64,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) | ASR 13 x0451j 0718 Anden genstand af jern
Båndformet beslag, der har været foldet omkring overkanten af vognfadingens øverste nordllige sideplanke. Bredde 2,2 cm, udfoldet længde 8 cm. Beslag har været fæstnet med små stifter i hver ende. Beslaget viser tykkelsen af planken: 3 cm. Måske en reparation. |
![](data:image/jpeg;base64,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) | ASR 13 x0451e 0718 Anden genstand af jern
Båndformet beslag, nu i tre stykker, som synes at have været mage til x451j og således have været foldet omkring overkanten af vognfadingens øverste nordllige sideplanke. Bredde 2,2 cm, udfoldet længde 8 cm. Beslag har været fæstnet med små stifter i hver ende. Beslaget viser tykkelsen af planken: 3 cm. Måske en reparation. |
![](data:image/jpeg;base64,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) | ASR 5M74D D06419b 0718 Anden genstand af jern
...en flad jerngenstand. L : 9,3 cm. Br : 1,8 cm. Tyk : 0,5 cm og en firkantet jerngenstand. L : 5,7 cm. Br : 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04371b 0718 Anden genstand af jern
2 jerngenstande, ukons. |
![](/grafik/intetbillede.jpg) | ASR 8 x141 0718 Anden genstand af jern
1 jernbånd med 3 nitter. mål: 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x141 0718 Anden genstand af jern
1 hesteskoformet beslag. Største mål: 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x141 0718 Anden genstand af jern
4 dele af jernkæde. |
![](/grafik/intetbillede.jpg) | ESM 0047 BQ1 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 B1 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 C03 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 C09 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 E16 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 AC1 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 BH1 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 XC02 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | ASR 7 x2355 0718 Anden genstand af jern
Et rektangulært pladeformet stykke jern. Ret nedbrudt. Mål: ca 2,3x4 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0111 0718 Anden genstand af jern
Smuldret jerngenstand, muligvis nål. Herudover et stykke ubestemmeligt (organisk?) materiale. |
![](/grafik/intetbillede.jpg) | ASR 8 x380 0718 Anden genstand af jern
Fragment af krampe |
![](/grafik/intetbillede.jpg) | ESM 0086 x0225 0718 Anden genstand af jern
Forrustet nitte 4,5 cm lang (ukonserveret). Smuldret. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0240 0718 Anden genstand af jern
Ubestemmeligt jerngenstand. Sammensat af to mindre stykker. Længde: 5 cm. Bredde: 0,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0268 0718 Anden genstand af jern
Forrustet fladt jernbånd, længde 4,2 cm, bredde 0,9 cm, oprindelig tykkelse 1-2 mm (ukonsveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0285 0718 Anden genstand af jern
Forrustet fladt stykke pladejern 2,7 x 2 cm, ykkelse 1 mm. (Ukonserveet). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0330 0718 Anden genstand af jern
Tyndt jernblik, måler 2,2 x 1, cm, tykkelse 1mm. (Ukonserveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0341 0718 Anden genstand af jern
Fire jernfragmenter, måler 1,5 -3,6 cm, tykkelse 0,3 cm af pladejern. (Ukonserveret) |
![](/grafik/intetbillede.jpg) | ESM 0086 x0342 0718 Anden genstand af jern
Forrustet ubesemt jern, 1 cm (ukonserveret) |
![](/grafik/intetbillede.jpg) | ESM 0086 x0366.08 0718 Anden genstand af jern
1 råjernstang til nagler, længde 6 cm, diam 0,6 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0366.09 0718 Anden genstand af jern
1 rektangulær, fladt stykke pladejern, 3,2 x 1,5 cm, tykkelse 0,3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0366.10 0718 Anden genstand af jern
1 lille ubesemmeligt jernstykke 3,1 x 0,7 cm, tykkelse 0,2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0405.02 0718 Anden genstand af jern
Del af jernring, længde 2,5, diam 0,35 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0493 0718 Anden genstand af jern
Spidst stykke jern. Muligvis spidsen af knivblad. 5 cm lang. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0583.03 0718 Anden genstand af jern
1 ubestemmelig sjernspids rekt. Tværsnit, tilspidse i en ende, anden afbrækket, længde 3,2 cm, diam 0,6-0,5 cm.
1 ubesemmelig ombøjdet jenspids, rektangulær tværsnit, tilspiset i en ende, anden afbrækket, længde 2,1 cm, diam 0,5-0,35 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0603 0718 Anden genstand af jern
Ubestemelig jernstykke 3,5 cm (ukonserveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0604.02 0718 Anden genstand af jern
1 klump forrustet jern el. myremalm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0618.04 0718 Anden genstand af jern
2 stk jernblik 0,3-0,4 cm tykt, måler 5,0 x 3,0 cm; 6,5 x 3,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0618.05 0718 Anden genstand af jern
Fire stk.forrustede jernklumper. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0694.05 0718 Anden genstand af jern
1 ubestemt krum jerndel. Muligvis nagle. Længde 3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0695.10 0718 Anden genstand af jern
2 små stykker jerntråde, ene med rundt tværsnit, andet med firkantet tværsnit (korteste) Længde 2 og 1,3 cm, diam 0,3 – 0,4 cm og 0,2 x 0,3 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1015.08 0718 Anden genstand af jern
1 fladt jernbånd 6 cm langt, 0,9 cm bredt, 1.2 mm tykt. Råjern? |
![](/grafik/intetbillede.jpg) | ESM 0086 x1015.09 0718 Anden genstand af jern
1 firkantet jernstang, 6 cm lang, 5 x 5 cm, afbrudt i begge ender. Råjern? |
![](/grafik/intetbillede.jpg) | ESM 0086 x1020.05 0718 Anden genstand af jern
1 U-formet jernstykke l: 2,0 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1055.03 0718 Anden genstand af jern
1 lille stump jern, l. 2,2 cm, diam. 0,5 x 0,5 cm. Rektangulært tværsnit, hul indvendig (ukonserveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x1061.03 0718 Anden genstand af jern
Jernplade 1,5 x 2,0 cm (bortkommet konservering)
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1120.05 0718 Anden genstand af jern
ubestemmelige stk jernblik, oprindeligt (ukons) ca. 7 x cm. 1-2 mm tykk. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1136 0718 Anden genstand af jern
1 jernspir, 30 cm lant, 1 cm i dia, firkantet tværsnit, tilspidset i enden. Lige afskåret i den anden ende, påsiddende tråde sidste 9 cm ved spidsen. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1137.01 0718 Anden genstand af jern
Ubestemmelig halvmåneformet jerngenstand. Dækket i voks. 7 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1139.04 0718 Anden genstand af jern
1 stk ubestemmelig jerngenstand, 4,5 cm lang, max bredde 1,5 cm, tyk. 1,0 cm. (vokset, men uafrenset). |
![](/grafik/intetbillede.jpg) | ESM 0086 x1142 0718 Anden genstand af jern
1 ubestemmelig jerngenstand, ca 4 cm lang, 1,5-2,0 cm bred, ca 2,0 cm tyk. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1148.06 0718 Anden genstand af jern
Del af jernklampe, 1 ubestemmelig jerngenstand. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1159.04 0718 Anden genstand af jern
2 jerngenstande – ene ubestemmelig, anden et søm – elle naglehoved. Dækket i voks. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1169.06 0718 Anden genstand af jern
1 ubestemmelig jerngenstand ca 3,5 cm lang, diam. 0,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1181.04 0718 Anden genstand af jern
1 ubestemmelig jerngenstand ca. 3, cm lang – beslag? – et lille søm sidder i hvert ende af stykket. Bredde 1-1,6 cm, længde, tykk: 0,3 cm, søm: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1182 0718 Anden genstand af jern
Lille ubestemmelig jerngenstand. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1186.06 0718 Anden genstand af jern
1 jernring. Indre diam: 3,0 cm. Ydre diam. 3,7 cm. ringtyk: 0,3-0,4 cm.(Konserveret) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1186.07 0718 Anden genstand af jern
1 trekantet jernplade med hul. (Konserveret) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1186.08 0718 Anden genstand af jern
6 stk jernblik. (Konserveret)
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1315.03 0718 Anden genstand af jern
1 lang jerngenstand (nyere tid?) Mål: 17,5 cm lang. Firkantet tværsnit. Bredt udhamret flad spids. Spidsen afbrudt. Ligner en skruetrækker. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1316.02 0718 Anden genstand af jern
Nål af jern og antagelig øsken på bagsiden selve nålen |
![](/grafik/intetbillede.jpg) | ESM 0086 x1318.09 0718 Anden genstand af jern
2 trinde jerndele, tilspidsede i den ene ende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1334.02 0718 Anden genstand af jern
Firkantet tynd jernplade 3,4 x 2,7 x 0,2-0,3 cm. (Vokset, men uafrenset.) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1339.03 0718 Anden genstand af jern
Forrustet ubestemmelig jerngenstand, Smuldrene. Mål 2,5 x 2 cm. (Vokset, men uafrenset.)
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1355 0718 Anden genstand af jern
1 ubestemmelig jerndel, ca. 3,0 x1,5 x 0,9 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1389.04 0718 Anden genstand af jern
1 ubestemmelig jendel, ca. 2,3 x 2 x 0,3 cm. Måske e naglehoved elle nitteplade (vokset, men uafrenset) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1391 0718 Anden genstand af jern
Jerngenstand. Indpakket i voks. 5, 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1426.09 0718 Anden genstand af jern
4 ubestemmelige jerndele. (vokset, men uafrensede) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1426.10 0718 Anden genstand af jern
Tre mindre jerngenstande dækket i voks. lignet nagler/søm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x2007.02 0718 Anden genstand af jern
3 ubestemmelige jerngenstande, en med påsiddende træ: 2, 4 og 5 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x202 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x220 0718 Anden genstand af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x274 0718 Anden genstand af jern
Korrosionsklumper samt en krampe |
![](/grafik/intetbillede.jpg) | SJM 348 x108 0718 Anden genstand af jern
Sandsynligvis et stykke råjern eller en barre. Største længde 6,8 cm |
![](/grafik/intetbillede.jpg) | ESM 1520 x048 0721 Jern, div
uidentificeret jernklump |
![](/grafik/intetbillede.jpg) | ASR 2391 x062 0718 Anden genstand af jern
Fragmenter af kistebeslag i præperat. Rx20 |
![](/grafik/intetbillede.jpg) | SJM 348 x394 0718 Anden genstand af jern
voldsomt korroderet jerngenstand. Spor af kobber, som optræder i en ret vinkel |
![](/grafik/intetbillede.jpg) | SJM 348 x441 0718 Anden genstand af jern
jerngenstand, voldsomt korroderet |
![](/grafik/intetbillede.jpg) | SJM 348 x450 0718 Anden genstand af jern
korroderet jerngenstand |
![](/grafik/intetbillede.jpg) | SJM 348 x389 0718 Anden genstand af jern
5 små fragmenter af jernplade |
![](/grafik/intetbillede.jpg) | SJM 348 x447 0718 Anden genstand af jern
Jernbeslag, muligvist til spand |
![](/grafik/intetbillede.jpg) | SJM 348 x470 0718 Anden genstand af jern
spidst jerngenstand, 2,9 x 0,95 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x415 0718 Anden genstand af jern
metalplade, ej identificeret |
![](/grafik/intetbillede.jpg) | SJM 348 x488 0718 Anden genstand af jern
fragmentere af et jernbeslag, ukendt funktion |
![](/grafik/intetbillede.jpg) | SJM 348 x491 0718 Anden genstand af jern
jerngenstand, 1,3 x2,3 cm, buet |
![](/grafik/intetbillede.jpg) | SJM 348 x503 0718 Anden genstand af jern
to del af et metalbeslag |
![](/grafik/intetbillede.jpg) | ESM 0086 x0067.6 0718 Anden genstand af jern
1 stk forrustet jerndel (ukonserveret) 3 x 1 x 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 15 x114 0718 Anden genstand af jern
jernring, d: 1 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1192.07 0718 Anden genstand af jern
Ubestemmeligt aflangt fragment af jerngenstand. 7,5 x 1 cm. Herudover mindre forrustet jernklump. |
![](/grafik/intetbillede.jpg) | SJM 311 x036 0718 Anden genstand af jern
Små ringfragmenter formodentlig fra kæde. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04875 0701 Søm af jern
1 forrustet, krogformet ombøjet jernstump ( sømfragment ? ). L : 5,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04945 0701 Søm af jern
2 forrustede sømfragmenter af jern. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03942 0701 Søm af jern
12 hele og fragmenterede jernnagler og -søm i korroderet stand. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05412 0701 Søm af jern
Forrustede dele af et jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03954 0701 Søm af jern
9 hele og fragmenterede jernnagler og -søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03963 0701 Søm af jern
3 fragmenter af jernnagler eller -søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03974 0701 Søm af jern
Jernnagle med et hoved ca. 2,5 cm. i diameter samt 2 mindre, korroderede jernstykker - muligvis ligeledes fra nagler eller søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04002 0701 Søm af jern
2 fragmenterede jernsøm |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04019 0701 Søm af jern
8 forrustede fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04037 0701 Søm af jern
6 fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05582 0701 Søm af jern
1 forrustet stump af jernsøm ( ? ). |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05606a 0701 Søm af jern
2 jernsøm, det ene fragmenteret. L : 8,1 cm. og 4,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06074 0701 Søm af jern
3 korroderede sømhoveder ( ? ) af jern. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04070 0701 Søm af jern
3 fragmenter af jernnagler ( korroderet ). |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04080 0701 Søm af jern
6 fragmenter af jernnagler ( korroderet ). |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04096 0701 Søm af jern
1 samling forrustede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04110 0701 Søm af jern
3 fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04278 0701 Søm af jern
5 fragmenter af jernsøm. Korroderede. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04293 0701 Søm af jern
5 fragmenter af bredhovede jernnagler. Korroderede. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04480 0701 Søm af jern
5 korroderede jernstykker, heraf flere sandsynligvis fra søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04497a 0701 Søm af jern
jernnagler og søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04520 0701 Søm af jern
1 samling forrustede, fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04536 0701 Søm af jern
3 fragmenter af jernnagler. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04553 0701 Søm af jern
3 fragmenter af korroderede jernnagler. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04558 0701 Søm af jern
3 korroderede jernstykker fra nagler. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04583 0701 Søm af jern
15 hele og fragmenterede jernstykker, heraf flere jernnagler eller søm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04615 0701 Søm af jern
4 forrustede fragmenterede jernsøm og 1 jernnagle. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04627 0701 Søm af jern
1 samling forrustede, fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04694 0701 Søm af jern
6 forrustede jernsøm- og jernnaglefragmenter. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04714 0701 Søm af jern
1 samling forrustede og delvis fragmenterede jernsøm og jernnagler. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07198 0701 Søm af jern
Otte fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07313 0701 Søm af jern
12 fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07380 0701 Søm af jern
1 samling forrustede, fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07409 0701 Søm af jern
12 jernfragmenter |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07456 0701 Søm af jern
4 forrustede fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07804 0701 Søm af jern
1 klinknagle af jern med rhombeformet hoved. L : ca. 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07814 0701 Søm af jern
1 jernsøm med ovalt hoved. L : 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08136 0701 Søm af jern
6 fragmenterede og forbøjede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08153 0701 Søm af jern
5 mere eller mindre fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08376 0701 Søm af jern
1 fragmenteret jernsøm, længde 4,0 cm. St. br : 1,8 cm. Tyk : 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08518 0701 Søm af jern
1 miniatureagtigt jernsøm med bøjet spids. Længde : 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08603 0701 Søm af jern
4 jernsøm af forskellig størrelse og form. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08922 0701 Søm af jern
5 jernsøm af forskellig form og størrelse. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09133 0701 Søm af jern
2 forrustede fragmenterede søm af jern. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09461 0701 Søm af jern
6 fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09647 0701 Søm af jern
2 fragmenterede jernsøm. Længde : 4,5 cm og længde : 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09661 0701 Søm af jern
5 forrustede jernsømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09673 0701 Søm af jern
5 fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09699 0701 Søm af jern
2 forrustede jernsømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09724 0701 Søm af jern
1 forrustet fragment af jernsøm. Længde : 3,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09767 0701 Søm af jern
1 forrustet jernklump. ( Sømhoved ) af valdnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09906 0701 Søm af jern
5 fragmenterede, forrustede jernstykker, heriblandt et par søm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09973 0701 Søm af jern
1 fragmenteret, forrustet jernsøm. Længde : 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10010 0701 Søm af jern
1 aflangt forrustet og fragmenteret, let krummet stk. jern, der spidser til mod den ende, og har firsidet tværsnit. Jernsøm ?. Længde : 6,4 cm. Tykkelse : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10026 0701 Søm af jern
1 forrustet klinknagle af jern. Længde : 4,2 cm. St. br : 3,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10029 0701 Søm af jern
6 forrustede fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10256 0701 Søm af jern
19 fragmenterede forrustede sømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10325 0701 Søm af jern
1 forrustet jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10345 0701 Søm af jern
1 forrustet jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10353 0701 Søm af jern
3 fragmenter af forrustede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10415 0701 Søm af jern
1 fragmenteret jernsøm. Længde : 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10499 0701 Søm af jern
1 forrustet sømhoved af jern. St. diameter : 2,8 cm. Tykkelse : 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 140 x001 0701 Søm af jern
2 meget spinkle jernsøm med flade rektangulære hoveder, samt 2 korte aflange jernstumper, antagelig sømfragmenter. Længde : 3,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 140 x017 0701 Søm af jern
Den afbrudte spidse ende af stiften på et jernsøm. Længde : 2,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 140 x018 0701 Søm af jern
1 let bøjet jernsøm. Længde : 6,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10508 0701 Søm af jern
2 fragmenterede, forrustede stykker jern - formentlig sømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10517 0701 Søm af jern
1 forrustet jernsøm eller jernnagle. Længde : 5,0 cm. Hovedets diameter : 2,5 cm. Stilkens diameter : 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10518 0701 Søm af jern
1 forrustet stangformet stykke jern, bøjet i en ret vinkel - sømfragment ?. Mål fra spids til spids : 2,6 cm. Diameter : 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10519 0701 Søm af jern
3 forrustede, stangformede jernfragmenter - sømstilke ?. Længde : 1 : 2,9 cm. Diam : 0,7 cm. 2 : 2,0 cm. Diam : 0,8 cm. 3: 2,1 cm. Diam : 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10706 0701 Søm af jern
1 forrustet, fragmenteret jernsøm. Længde : 1,6 cm. Hovedets diameter : 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10708 0701 Søm af jern
1 fragmenteret, forrustet jernsøm. Længde : 3,9 cm. Hovedets diameter: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10709 0701 Søm af jern
2 forrustede jernfragmenter af valdnøddestørrelse. Søm ?. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10710 0701 Søm af jern
19 forrustede jernstumper af fra ærte- til hasselnøddestørrelse - de fleste sikkert sømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10755 0701 Søm af jern
1 fragmenteret, forrustet, stangformet stykke jern med trindt tværsnit. Søm. Længde : 2,0 cm. Diameter : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10831 0701 Søm af jern
1 forrustet hoved til jernnagle. Diameter : 4,0 cm. Tykkelse : 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10832 0701 Søm af jern
1 forrustet jerngenstand af aflang form og rektangulært tværsnit - jernnagle. Længde : 8,0 cm. Bredde : 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10833 0701 Søm af jern
1 forrustet, halvkugleformet jernstykke - naglehoved. Diameter : 3,7 cm. Højde : 2,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10834 0701 Søm af jern
1 forrustet, nærmest kegleformet stykke jern, hvorpå er fastrustet en klump lerklining. Jernnagle. St. mål på jernet : 4,2 x 2,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10837 0701 Søm af jern
1 forrustet stilk til jernnagle. Længde : 6,0 cm. Tykkelse : 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10838 0701 Søm af jern
1 forrustet, halvkugleformet klump jern - naglehoved. Diameter : 4,4 cm. Højde : 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10840 0701 Søm af jern
1 forrustet stilk til jernnagle. Længde : 6,4 cm. Tykkelse : 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10843 0701 Søm af jern
1 forrustet, let krummet stilk til jernnagle med fladt tværsnit. Længde : 5,3 cm. Tykkelse : 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10847 0701 Søm af jern
1 forrustet jernsøm med fladt, cirkulært hoved. Længde : 3,9 cm. Hovedets diameter : 2,2 cm. Stilkens diameter : 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 forrustet jernnagle. Længde : 7,4 cm. Hovedets diameter : 3,7 cm. Stilkens diameter : 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 forrustet jernnagle - med fragmenteret hoved og afbrudt spids. Længde: 7,0 cm. St. tykkelse : 4,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 fladt, rektangulært stykke forrustet jern, hvorfra der stikker en tynd jernspids. Nagle. Længde : 6,2 cm. Bredde : 2,4 cm. Tykkelse : 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 forrustet aflangt stykke jern med trindt tværsnit. Naglestilk. Længde : 6,3 cm. Diameter : 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 forrustet klumpformet stykke jern - hoved og lidt af stilken til jernnagle ?. Længde : 4,5 cm. St. diameter : 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10852 0701 Søm af jern
1 forrustet aflang klump jern med en affladet side, spidsende let til mod den ene, nu afbrudte ende. Naglefragment. Længde : 4,7 cm. St. diameter : 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10853 0701 Søm af jern
1 forrustet jernnagle - brudt i to stykker. Længde ( samlet ) : 7,5 cm. St. diameter : 3,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10854 0701 Søm af jern
1 fragmenteret, forrustet jernnagle med fladt, cirkulært hoved. Længde : 3,6 cm. Hovedets diameter : 2,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10856 0701 Søm af jern
1 forrustet naglehoved af jern. Diameter : 2,9 cm. Tykkelse : 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10859 0701 Søm af jern
1 forrustet, fragmenteret jernsøm. Længde : 3,9 cm. Hovedet diameter : 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10860 0701 Søm af jern
1 forrustet søm/ eller naglehoved af jern. Diameter : 2,9 cm. Tykkelse : 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10878 0701 Søm af jern
1 forrustet jernnagle med afbrudt hoved. Længde : 7,8 cm. Største tværmål : 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10881 0701 Søm af jern
1 forrustet, fragmenteret søm eller nagle af jern. Længde : 5,3 cm. Stilkens tykkelse : 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10883 0701 Søm af jern
1 forrustet jernsøm med fladt, rundt hoved. Længde : 4,3 cm. Hovedets diameter : 2,2 cm. Stilkens diameter : 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10887 0701 Søm af jern
1 forrustet jernsøm med bevaret hoved. Længde : 3,0 cm. Hovedets diameter : 1,7 cm. Stilkens diameter : 1,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10891 0701 Søm af jern
1 forrustet jernsøm eller -nagle med fladt, firsidet hoved og spidsen af stilken afbrudt. Længde : 3,2 cm. Hovedets mål : 2,6 x 2,2 cm. Stilkens diameter : 1,0 cm. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 1900 Botanisk materiale
|
![](/grafik/intetbillede.jpg) | ASR 4M75 D10926 0701 Søm af jern
1 forrustet, fragmenteret jernsøm. L: ca. 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10939 0701 Søm af jern
2 stumper af itubrudt, forrustet jernsøm. L. på begge: ca. 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10978 0701 Søm af jern
1 forrustet, stangformet stykke jern med firsidet tværsnit, hvor kanterne er afrundede. Sømstilk? L. 4,7 cm. Bredde/tykkelse: 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11020 0701 Søm af jern
1 forrustet, aflangt let krummet stykke jern med trindt tværsnit. Søm- eller nagleklinge? L: 6,5 cm. Bredde/tykkelse: 1,6 cm. Gået i mange dele. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11021 0701 Søm af jern
1 forrustet, aflangt jernstykke. Søm? Længde: 3,2 cm. Tykkelse: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11053 0701 Søm af jern
1 forrustet, bøjet jernsøm L: 5,8 cm. Hovedets diam: 2,3 cm. Stilkens diam: 1.2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11093 0701 Søm af jern
1 forrustet, fragmenteret jernnagle. L. 4,0 cm. Tyk: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11116 0701 Søm af jern
4 forrustede jernfragmenter af hasselnøddestørrelse. Søm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11150 0701 Søm af jern
3 forrustede, fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11170 0701 Søm af jern
6 forrustede fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11199 0701 Søm af jern
12 forrustede jernfragmenter - sikkert søm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11260 0701 Søm af jern
1 fragment af jernsøm? L: 3,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11346 0701 Søm af jern
3 forrustede jernfragmenter. Sømstumper. L: 1,7 cm. - 2,8 cm. - 2,9 cm. - 3,0 cm. - 3,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11362 0701 Søm af jern
1 jernsøm (?) ombøjet i den ene ende. L: 5,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11363 0701 Søm af jern
1 fragmenteret jernsøm (?) L: 4.2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11402 0701 Søm af jern
2 fragmenterede jernsøm. L: ca. 4,0 og 4,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11429 0701 Søm af jern
1 forrustet jernsøm? L: ca. 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11481 0701 Søm af jern
1 forrustet sømstump? L: 3,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11482 0701 Søm af jern
6 forrustede jernstumper. Sømfragmenter? L: 1,9 - 2,4 - 2,7 - 2,9 - 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11532 0701 Søm af jern
1 forrustet, rhombeformet klinknaglehoved af jern. L: 4,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11534 0701 Søm af jern
1 jernstump bøjet i omtrent ret vinkel. Sømfragment? L: 2,7 cm. Brækket i flere dele. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11570 0701 Søm af jern
4 spinkle stangformede jernstumper. Sømfragmenter. L: 4,3 - 2,7 - 2,4 - 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11577 0701 Søm af jern
14 mere eller mindre fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11615 0701 Søm af jern
28 forrustede jernstumper, især fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11652 0701 Søm af jern
3 forrustede, fragmenterede jernsøm. L: 4,3 cm. 4,3 cm. 6,4 cm. Samt en del mindre stumper afbrækket materiale. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11707 0701 Søm af jern
7 forrustede fragmenterede jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11730 0701 Søm af jern
14 mere eller mindre fragmenterede jernsøm eller stumper af sådanne. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11839 0701 Søm af jern
3 forrustede fragmenter af jernsøm? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11874 0701 Søm af jern
2 fragmenterede jernsøm(?) L: 5,1 og 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11920 0701 Søm af jern
3 forrustede somfragmenter af jern. L: 3,7 cm. - 3,9 cm. - 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11942 0701 Søm af jern
6 fragmenterede jernsømstumper (?) |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12076 0701 Søm af jern
1 aflang forrustet stump jern. Sømfragment (?) L: 5,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12146 0701 Søm af jern
5 fragmenter af forrustede jernsøm, heraf et med bevaret hoved. L: 2,5 cm. 2,7 cm. 4,3 cm. 4,9 cm. 5,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12184 0701 Søm af jern
17 jernsømfragmenter. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12224 0701 Søm af jern
3 forrustede jernsøm, det ene med afbrudt spids, samt 2 jernsømsfragmenter. L: 8,9 cm. 7,9 cm. 5,8 cm. 3,9 cm. 2,5 cm. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 0405 Brændt ler
|
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 040503 Forslagget ler/sand
|
![](/grafik/intetbillede.jpg) | ASR 4M75 D12474 0701 Søm af jern
2 Dele af forrustede som, det ene (st. l: 4 cm.) med hovede, det andet (st. l:2,8 cm.) uden. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0111 010701 C1 gods-side
Gråt gods. Afflaget. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12736 0701 Søm af jern
1 forrustet, fragmenteret jernsøm. L: 3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12762 0701 Søm af jern
1 jernsøm. L: 7,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12862 0701 Søm af jern
3 forrustede fragmenter af jernsøm. L: 3,5 - 4,0 - 4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12951 0701 Søm af jern
1 forrustet fragmenteret jernsøm(?). L: 5,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13138 0701 Søm af jern
1 forrustet, vinkelbøjet jernsøm. L: 6,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13139 0701 Søm af jern
2 forrustede, afbrudt hoveder af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 1000 x001 0701 Søm af jern
Overvejende søm |
![](/grafik/intetbillede.jpg) | ASR 1000 x003 0701 Søm af jern
Søm |
![](/grafik/intetbillede.jpg) | ASR 1000 x007 0701 Søm af jern
Søm |
![](/grafik/intetbillede.jpg) | ASR 583 x0074 0701 Søm af jern
Søm. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 583 x0087 0701 Søm af jern
Søm. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 583 x0166 0701 Søm af jern
Søm. Hesteskosøm? |
![](/grafik/intetbillede.jpg) | ASR 583 x0072 0701 Søm af jern
Småstykker, bl.a. to små søm. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 8 x406 0701 Søm af jern
4 fragmenter af jernsøm |
![](/grafik/intetbillede.jpg) | ASR 8 x015 0701 Søm af jern
jernstump, muligvis sømstilk. Længde: 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x024 0701 Søm af jern
1 jernnagle. Efter kons. i mange dele |
![](/grafik/intetbillede.jpg) | ASR 8 x025 0701 Søm af jern
1 jernnagle. Afbrudt stilk. |
![](/grafik/intetbillede.jpg) | ASR 8 x026 0701 Søm af jern
1 jernnagle. I to dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x045 0701 Søm af jern
Jernnagle. I mange dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x128 0701 Søm af jern
9 stk. jern, flest søm |
![](/grafik/intetbillede.jpg) | ASR 8 x131 0701 Søm af jern
1 jernsøm. I flere dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x135 0701 Søm af jern
3 stk. jern, heraf 1 søm |
![](/grafik/intetbillede.jpg) | ASR 8 x146 0701 Søm af jern
To stk. jern, heraf 1 søm |
![](/grafik/intetbillede.jpg) | ASR 8 x154 0701 Søm af jern
13 stk. jern. Sandsynligvis sømfragmenter. I flere dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x169 0701 Søm af jern
To søm og 1 nitteplade. |
![](/grafik/intetbillede.jpg) | ASR 8 x212 0701 Søm af jern
2 stk. jern. Det ene fragment af sømstilk. Længde: 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 8 x216 0701 Søm af jern
Fragmenter af jernnagle. I mange dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x223 0701 Søm af jern
Tre stykker jern, bl.a. 1 jernsøm. I mange dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x235 0701 Søm af jern
18 stk. jern, de fleste søm eller dele deraf. I flere dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x255 0701 Søm af jern
jernsøm? I to dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x264 0701 Søm af jern
15-20 stk. jern, flere søm. |
![](/grafik/intetbillede.jpg) | ASR 8 x271 0701 Søm af jern
5 stk. jern, flere dele af søm. I flere dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x291 0701 Søm af jern
jern, sandsynligvis sømfragment |
![](/grafik/intetbillede.jpg) | ASR 8 x299 0701 Søm af jern
jern. Bla. dele af sømI mange dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x300 0701 Søm af jern
Flere jernstumper, heraf 2 søm |
![](/grafik/intetbillede.jpg) | ASR 8 x301 0701 Søm af jern
Fragment af jernsøm eller nagle |
![](/grafik/intetbillede.jpg) | ASR 8 x306 0701 Søm af jern
to fragmenter af jernsøm eller nagle |
![](/grafik/intetbillede.jpg) | ASR 8 x309 0701 Søm af jern
13 jernstumper, heraf flere af søm eller nagler |
![](/grafik/intetbillede.jpg) | ASR 8 x325 0701 Søm af jern
jernsøm i to dele |
![](/grafik/intetbillede.jpg) | ASR 8 x380 0701 Søm af jern
10 stk. jern heraf 2 sikre søm |
![](/grafik/intetbillede.jpg) | ASR 8 x398 0701 Søm af jern
Jern, sandsynligvis fragment af sømstilk |
![](/grafik/intetbillede.jpg) | ASR 8 x402 0701 Søm af jern
Jern, 17 stk. I 47 dele efter kons. Mange stumper, heraf flere sømfragmenter |
![](/grafik/intetbillede.jpg) | ASR 8 x402 0701 Søm af jern
11 stk. jern, i 34 dele efter kons. Det meste søm og fragmenter af søm |
![](/grafik/intetbillede.jpg) | ASR 8 x432 0701 Søm af jern
Jernsømfragment? |
![](/grafik/intetbillede.jpg) | ASR 8 x433 0701 Søm af jern
Jernsømfragment |
![](/grafik/intetbillede.jpg) | ASR 8 x435 0701 Søm af jern
4 stk. jern, heraf 3 søm |
![](/grafik/intetbillede.jpg) | ASR 8 x439 0701 Søm af jern
29 stk. jern efter kons. Heraf flere sømfragmenter |
![](/grafik/intetbillede.jpg) | ASR 8 x441 0701 Søm af jern
Jern, heraf mindst 1 sømfragment |
![](/grafik/intetbillede.jpg) | ASR 8 x443 0701 Søm af jern
Jernsøm |
![](/grafik/intetbillede.jpg) | ASR 8 x449 0701 Søm af jern
Jern. I 17 dele efter kons. |
![](/grafik/intetbillede.jpg) | ASR 8 x452 0701 Søm af jern
Jernsøm. I 3 små stumper efter kons. Næppe søm |
![](/grafik/intetbillede.jpg) | ASR 8 x453 0701 Søm af jern
Jernsøm |
![](/grafik/intetbillede.jpg) | ASR 8 x462 0701 Søm af jern
Jern. I 9 dele efter kons. Flere sømfragmenter |
![](/grafik/intetbillede.jpg) | ASR 8 x138 0701 Søm af jern
2 stk. jern. Et lille søm og et stykke jernblik |
![](/grafik/intetbillede.jpg) | ASR 9 x008 0701 Søm af jern
2 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x035 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0701 Søm af jern
8 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x561 0701 Søm af jern
Sømfragment |
![](/grafik/intetbillede.jpg) | ASR 9 x561 0701 Søm af jern
Jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0701 Søm af jern
12 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x245 0701 Søm af jern
søm, hvælvet pyntesøm |
![](/grafik/intetbillede.jpg) | ASR 9 x465 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x513 0701 Søm af jern
Tre stumper af forrustede jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x524 0701 Søm af jern
Sømfragment |
![](/grafik/intetbillede.jpg) | ASR 9 x335 0701 Søm af jern
jern, søm?, fladhamret i den ene ende? |
![](/grafik/intetbillede.jpg) | ASR 9 x146 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x160 0701 Søm af jern
3 stk. jern |
![](/grafik/intetbillede.jpg) | ASR 9 x280 0701 Søm af jern
En stump aflang jern, krafyig søm/naglestil? Længde: 5,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x326 0701 Søm af jern
sømhoved |
![](/grafik/intetbillede.jpg) | ASR 9 x516 0701 Søm af jern
Fragmenter af jernsøm. |
![](/grafik/intetbillede.jpg) | ASR 9 x117 0701 Søm af jern
Søm, i flere dele |
![](/grafik/intetbillede.jpg) | ASR 9 x118 0701 Søm af jern
jern, sands. sømstilk |
![](/grafik/intetbillede.jpg) | ASR 9 x392 0701 Søm af jern
2 jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x510 0701 Søm af jern
Fragmenter af jernsøm? |
![](/grafik/intetbillede.jpg) | ASR 9 x392 0701 Søm af jern
2 jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x078 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x101 0701 Søm af jern
jernsøm. fuldstændigt smuldret |
![](/grafik/intetbillede.jpg) | ASR 9 x104 0701 Søm af jern
3 stk. søm |
![](/grafik/intetbillede.jpg) | ASR 9 x108 0701 Søm af jern
to jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x110 0701 Søm af jern
jernstumper, sømstilke m.m. I mange dele |
![](/grafik/intetbillede.jpg) | ASR 9 x112 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x116 0701 Søm af jern
2 stk. jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x235 0701 Søm af jern
jern |
![](/grafik/intetbillede.jpg) | ASR 9 x055 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | SJM 1253 x007 010201 O2 gods-side
Bugsskår, ujævn godstykkelse |
![](/grafik/intetbillede.jpg) | ASR 9 x072 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x080 0701 Søm af jern
jern |
![](/grafik/intetbillede.jpg) | ASR 9 x087 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x186 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x198 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x440 0701 Søm af jern
2 jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x447 0701 Søm af jern
jern, formentlig sømstilk |
![](/grafik/intetbillede.jpg) | ASR 9 x490 0701 Søm af jern
2 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x490 0701 Søm af jern
To forrustede jernsøm. Længde: 3,3 og 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x550 0701 Søm af jern
Fragmenter af tre jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x074 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x018 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x019 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x019 0701 Søm af jern
Hult rør af jern. Længde: 7,5 cm., diameter: 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x021 0701 Søm af jern
19 stk. jern, antagelig flere søm |
![](/grafik/intetbillede.jpg) | ASR 9 x023 0701 Søm af jern
3 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x024 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x034 0701 Søm af jern
2 stk. søm |
![](/grafik/intetbillede.jpg) | ASR 9 x043 0701 Søm af jern
2 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x062 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x168 0701 Søm af jern
søm
|
![](/grafik/intetbillede.jpg) | ASR 9 x183 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x442 0701 Søm af jern
6 stk. jern |
![](/grafik/intetbillede.jpg) | ASR 9 x047 0701 Søm af jern
jern |
![](/grafik/intetbillede.jpg) | ASR 9 x029 0701 Søm af jern
6 søm, heraf 1-2 måske nitteplader med rest af stav? |
![](/grafik/intetbillede.jpg) | ASR 9 x187 0701 Søm af jern
2 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x356 0701 Søm af jern
søm, konserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x002 0701 Søm af jern
4 søm. Nu stumper af eksploderet, ukonserveret jern |
![](/grafik/intetbillede.jpg) | ASR 9 x006 0701 Søm af jern
2 stumper af eksploderet, ukonserveret jern |
![](/grafik/intetbillede.jpg) | ASR 9 x155 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x165 0701 Søm af jern
jern |
![](/grafik/intetbillede.jpg) | ASR 9 x356 0701 Søm af jern
Søm. Længde: 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0701 Søm af jern
sømstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0701 Søm af jern
8 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x363 0701 Søm af jern
7 stk. jern |
![](/grafik/intetbillede.jpg) | ASR 9 x022 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x039 0701 Søm af jern
3 jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x133 0701 Søm af jern
4 stk. jern |
![](/grafik/intetbillede.jpg) | ASR 9 x136 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x143 0701 Søm af jern
jernsøm |
![](/grafik/intetbillede.jpg) | ASR 9 x143 0701 Søm af jern
jern |
![](/grafik/intetbillede.jpg) | ASR 9 x147 0701 Søm af jern
3 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x154 0701 Søm af jern
2 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x009 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x014 0701 Søm af jern
søm |
![](/grafik/intetbillede.jpg) | ASR 9 x017 0701 Søm af jern
søm, brudt i to dele |
![](/grafik/intetbillede.jpg) | ASR 9 x159 0701 Søm af jern
2 stk. jern |
![](/grafik/intetbillede.jpg) | ASR 9 x294 0701 Søm af jern
3 søm |
![](/grafik/intetbillede.jpg) | ASR 9 x480 0701 Søm af jern
søm |
![](data:image/jpeg;base64,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) | ASR 1075 x001 0701 Søm af jern
Flere søm, og en enkelt klinknagle. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 7 x0011 0701 Søm af jern
1 forrustet jernstump af aflang form let ombøjet i den ene ende. Sømfragment ? Længde: 3,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0036 0701 Søm af jern
1 forrustet jernsøm. Længde: 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0051 0701 Søm af jern
1 stangformet forrustet jernstump med let fortykkelse ved enderne. Klinknagle ? Længde: 4,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0084 0701 Søm af jern
1 forrustet jernsøm med bredt hoved. Længde: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0198 0701 Søm af jern
2 forrustede jernsømstumper. Længde. 2,3 og 2,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 0701 Søm af jern
1 aflang forrustet jernstump med tilspidsning i den ene ende. Sømfragment (?). Længde: 5,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1210 0701 Søm af jern
1 forrustet stangformet stykke jern (søm?). Længde: 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1670 0701 Søm af jern
2 forrustede jernsøm og 1 afbrudt sømhoved. St. længde: 5,7 og 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2303 0701 Søm af jern
5 forrustede jernsøm eller jernnagler. Længde. 2,5 cm. til 3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2303 0701 Søm af jern
2 skiveformede forrustede jerngenstande. St. mål hhv.: 3,1 x 1,9 x 0,7 cm. 1,5 x 1,5 x 0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2333 0701 Søm af jern
Fragment af jernnagle/klinknagle. Længde: ca 4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2335 0701 Søm af jern
Fragment af jernnagle? Brækket i flere dele. Længde: ca 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2347 0701 Søm af jern
2 forrustede jernsøm. Længde: 6,5 cm. og 2,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2353 0701 Søm af jern
1 forrustet jernsøm. Længde: 8,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2355 0701 Søm af jern
2 afbrudte forrustede jernaglefragmenter: Længde: 3,0 og 2,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2368 0701 Søm af jern
3 forrustede naglefragmenter. St. længde: 4,5 cm., 3,3 cm. og 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2406 0701 Søm af jern
1 forrustet klinknagle (?) af jern. Længde: 3,5 cm. |
![](data:image/jpeg;base64,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) | ASR 15 x091 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Wodan-Monster |
![](data:image/jpeg;base64,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) | ASR 15 x107 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine |
![](/grafik/intetbillede.jpg) | ASR 15 x003 0903 Mønt af sølv eller kobberholdigt sølv
To små fragmenter af korrosionsskal fra formodet Wodan/Monster-sceatta.
NM danefæ: se K29, FP 9239 |
![](/grafik/intetbillede.jpg) | ASR 7 x2448 0701 Søm af jern
2 forrustede jernsømstumper. Længde: 4,1 og 2,0 cm. Det mindste meget fragmenteret |
![](/grafik/intetbillede.jpg) | ASR 7 x2460 0701 Søm af jern
3 forrustede jernsømstumper. |
![](/grafik/intetbillede.jpg) | ASR 7 x2462 0701 Søm af jern
4 forrustede aflange jerngenstande, sandsynligvis søm. Længde: 8,2 - 5,1 - 2,8 - 3,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2465 0701 Søm af jern
1 forrustet, bøjet jernsøm. Længde: 4,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2467 0701 Søm af jern
2 forrustede jernsøm: Længde: 2,4 og 3,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2482 0701 Søm af jern
4 forrustede jernstumper, heraf 3 sømstumper. Længde henholdsvis: 5,1 cm. - 2,9 cm. - 2,5 cm., samt 1 sømhoved 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2488 0701 Søm af jern
4 forrustede søm og sømfragmenter. Længde: 6,6 cm. - 3,5 cm. - 3,6 cm. og 1,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2512 0701 Søm af jern
2 forrustede fragmenterede jernsøm med brede hoveder samt 1 forrustet jernklump af hasselnødstørrelse. Længde på søm: 3,3 cm. og 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2516 0701 Søm af jern
1 ubetydelig forrustet sømstump. Længde: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2558 0701 Søm af jern
1 forrustet jernsøm uden hoved. Længde: 5,1 cm. Nu i flere dele |
![](/grafik/intetbillede.jpg) | ASR 621 x094 0701 Søm af jern
Forrustet jernklump med stangformet afslutning i den ene ende. Længde: ca. 6,5 cm. (Jernnagle?). |
![](data:image/jpeg;base64,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) | ASR 2360 x060 050107 Type, grøn blyglasperle, import
Grøn blyglasperle. Smeltet og sammentrykt, med svag antydning af gennemboring. |
![](data:image/jpeg;base64,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) | ASR 2360 X131 050702 Hulglas, rand
Svag grønt og turkis randskår, det ene med hul rand. |
![](/grafik/intetbillede.jpg) | SJM 3 x0964 1402 Kam, futteral eller dele heraf
Kamskinne med nittehul, fra futteral. |
![](/grafik/intetbillede.jpg) | SJM 3 x0964 1402 Kam, futteral eller dele heraf
Afsavede ender af kamskinner med nittehuller. |
![](/grafik/intetbillede.jpg) | ASR 1906 x028 0701 Søm af jern
Ligner spidsen af en kniv
I to dele
Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 1906 x118 1901 Trækulsprøve
Trækulsprøve
7 stykker trækul |
![](/grafik/intetbillede.jpg) | ASR 1906 x038 0701 Søm af jern
Søm
Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 1906 x138 0701 Søm af jern
Søm
Smuldrende
Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 1906 x029 0701 Søm af jern
Søm
I flere dele
Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 13 x0409 0701 Søm af jern
Nummeret fra A-K, se plan. Søm fra kistelåg, dårligt bevarede. De bedst bevarede ses at være 4 cm lange. I alle tilfælde synes der at være tale om søm, som sad lodrette, da de fandtes i graven. Placeringen tyder nok på, at der er tale om et stykke genanvendt et eller andet. Rx 111. |
![](/grafik/intetbillede.jpg) | ASR 13 x0411 0701 Søm af jern
Opdelt i x411A-E. I hvert kistehjørne 2 søm, meget dårligt bevarede. På de bedst bevarede ses længden at have været 6 cm. Rx 111. |
![](/grafik/intetbillede.jpg) | ASR 13 x0454 0701 Søm af jern
Jernsøm, Rx 115. Lå i gravens højre side mellem ribben og højre arm. |
![](/grafik/intetbillede.jpg) | ASR 13 x0453 0701 Søm af jern
Jernsøm, hvor stilken er bortkorroderet. Hoved ca. ø 1½ cm, stilkens bevarede længde ca. 1½ cm. Rx 116. |
![](/grafik/intetbillede.jpg) | ASR 13 x0505 0701 Søm af jern
3,5 cm langt søm, Rx 131 |
![](/grafik/intetbillede.jpg) | ASR 13 x0526 0701 Søm af jern
To stk. og en mindre slagge?, Rx 131.
Måske intrusive? |
![](/grafik/intetbillede.jpg) | ASR 13 x0529 0701 Søm af jern
Korrosionsklumper, Rx 131 |
![](data:image/jpeg;base64,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) | SJM 1160 x0115 010301 A1 gods-side
|
![](data:image/jpeg;base64,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) | ASR 1265 x164 1103 Vægtlod af bly/tin
Tabletformet vægtlod med vægtmarkering på dene ene side i form af fem små neddybede cirkulære gruber, anbragt som på en terning. |
![](data:image/jpeg;base64,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) | ASR 13 x0451t 0701 Søm af jern
Jernsøm med rundt/ovalt hoved. Stiftens længde 3.5 cm. Rx151. Lå løst i fylden i kote 1,58. |
![](data:image/jpeg;base64,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) | ASR 13 x0451bt 0701 Søm af jern
Jernsøm, der har været sømmet i fra undersiden gennem bundplankerne og op i gavlen. Med rundt/ovalt hoved. Stiftens længde 4,6 cm. Rx151. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD87c7jjvmpoxtZe/rUEiiO4YBty9VPTIq1YXz2N5DcwhPMhdXAkRXXIOeVYEEexGK36iPVfBcNjP4RuZbu18GS3GHUSavdXUd5gDC4SNwnTpxyeua9K/4J8xq/7VXgQs2Cs8xAzjP7mSuK8P8AxAl1jw3cyahrllp9yyuv2W28G2cwIxx+9VFxn17V2H/BPtj/AMNXeBO/+kS/+iZK6tNLGUW9bn7hUUUV5xsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH8y3mFgARgrwDUkTfMcjivY/gd448B6ULTTPFnhvS/tSXiTx+ILyGa4UIGBaOWJJBxjoyg47qwrkfFXizQdS+Jmrasvh6yk0R7iUQ2Fg8ltE6ZOx+pYEjBI6ewrs5VZO5kpO7Vj0X4W2+vzfDy5fT/8AhYH2NTMCugybbDp827/2b2rpv+Cf5x+1d4DOP+XqQf8AkJ64rQrXRfEXh+5vrDwVolvCocD7Z4tEEoIHURPKrH245rrP2A2K/tW+AOv/AB+OD/36etn0Ij1P3OooorzToCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+ZYNuORSx/damhf3h28irFmkJuoBcO8VuzgSPGodgueSFJGTjtkZ9a6CT1L4f6jp0PhGeK51HwfbTEyARaxpVxPeHI4xIkTKB6fNx7V6B+wQ3/GVXw/xx/p7D/wAhPWL4RuLHT/DNxD4d1zxlPpx3kmHwnbyRlsc5k89iO3fitv8AYJwP2qvh8R31A/8Aop66uxjHqfufRRRXmnQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH8ySyEEGpd3zccivUvBfwa0nXPCtjrmu+LIfD0N492beNrRpt6WyK8g3blAchsIn8R7jIrL8UfC+LRPEml2NjrNvJYarYR6laX2qAWX7p93EgLMEbKsMZIPBB5rs9nJK5lzxvY6P4Z2N1d+C7mSKx8RXEavJ+803xDDZW4+XnMToST6881237BTY/ao+Hmf+gge//TNq43QvCdjoWhzQXkfgHWpzucXd1rk4mAxwoWKVV47fL3711f7Brhf2qvh5k8HUMceuxq27IiPU/diiiivNOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5pl8R6nDo50pL+5XTGlFw1n5p8oyAYD7M43Y4zRr3iXU/FWpPqGsahcajfSKqtPcyF2IAAAyewA4FUGwGwPSiOB7iVIo42kmchVRBksTwAB611XexFkem+AdettO8Lzwya3pdhIzyEW914bivpW4HImZCVB9M8da7v8AYTbH7VXw7+bH/EyH4/K1Y/gbR/GfhXwvc2cun/EbTAWkkMOkwPFbYKjlgV68c+wq9+wux/4ar+HGR/zFU/8AQWro/luZx6n71UUUV5puFFfJf7UP7cS/BPVNS0bw/ptvrWrWcPMcyyMDKTjHydlOAfr14rkfgj+3h4k8Tavp9v40sNLtIZEL3P2aKSBoo9wJkyzMCEQMxHBI6c1PMr8t9ToVCpKPPbQ+4qKgsb2DUrK3u7aQTW1xGssUi9GVhkEfUEVPVHOFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Mu7Ddnj061EZvTg1uaT4D8Ra9ot5rGm6LfX2l2efPvIIGaOPAyckDsOT6CsW/0280tbY3VtJbi5iE8PmqR5kZJAYeoJB59q6WnuQmj0fwJptvqugTzXOm299Iruvn3HiWGxYAAceU5yfr36V3P7Drr/w1V8ODuwf7WjA79jXnHgO5so/D9ytxN4Vhl3Nhdat7h7gjaPumNCuPTnrmu/8A2IWC/tUfDYjkf2vEOPxrVfZJXU/fOoL68h06znu7mRYbeCNpZJGOAqqMkk/QVPXzf+2/8Yrb4f8Awxl8PQSKdY8QK0IRlJ8u3H+sc4PHZR65PpXA3yq50Qi5yUUfBHjLxFH428TX+v6pdQxNqV20q3BUgAGUsSDtYgZOM4z6Zrb/AGObHUPGHx08FsLENHFOzzxg5URojsXJI6Y7Y5LAV49rs119nMcduizSYCIHbEK5I5QHGSSDk56d+a+pv+Ce/htpvjhNcPM1vFpWlTzQhY8G6DskR83kgEbgcA9R9a8uFP2lWMuqf6H006nscPLTRqx+k9N3VG0mabvr17HytyXd70bveo9wo3CnYRJu96XdUO8UvmD1osBNS1EJKcJKmw7j6KbuHrS0hi0UUUAFFFFABRRRQAUUUUAfzm+Hfi5d+HfDGkadBaYv9Gv5L/Tr5JioTzAgljkjxiRWEYHbgkcg4qHx18Vj4i8RaTquj6XD4fGnWK2UVqjCdFwzsSN69P3hwDnAA5rh2UY4NVZMs1dbqSta5koK9z2Hwv461LWtKmkv9d1WGbcyeVp/h+C5j24HV9yYPXjFdD+xOVX9qX4akZz/AGzCP1rkfhha6lP4bufslj4muYhKwL6RrC2kAO0Z3IY2ycdTnpiuq/Yrz/w1P8Nc8f8AE6g/9CrRXbjcF1sfv00ixxl3YKqjJYnAA9a/H/8Aa6+PS/F/4paneWVzKmhws1jp7y4ZVREHO0ZwHYyNz2Ir9QP2gfEy+D/gr4x1M3ZsGTTpIY7kAkxSS/ukYAdSGdce9fjNZaPNqSxTzwLaXMU2yRMrhmXID4OQR8qnPufWvKrW5VfZnqYNe82t7EFxqurXySKyt5qmNBHlQ8m7aBuJPT5sfQc+2zovx01P4YeJLW8tri70q5uHjjjltLiSB1UOA6OB/C6nlcdQp6g06ESRrP8A2asciJaAzyyxo7E4J+UsCATkcgZ2hh0zXATaFDq3izRJtWJg0t5naS5gMeUbBKfIGwFEuAfYH2rGMo0/e6nfNSnG3T9T6c8M/t+fFG1utItZb9VtI72HC3cOXktzuwJWbc3IZWJznAGK9dsv+Cg2t6Rqst/qJg1HSVYRLZxxrukwfmcMqgr19WXgYPOT8V+FPDkkkeuvq32hrKC8MD31tGHEhDuAy7lDclHx16Hj01PE8I03QbuW11NZraARtbsoJIbByWQgA87lPTO09qweYONTl7+X5G0cDCVPmS2/rU/QnTf2/NJjhubi/wBOW6S73f2Rb2IdXkKqTsldsqMkfeA454OKbef8FBrG30y8x4J1BNVhtzMkMlyBBJxlSJCgJXvnaK+NtK8N2/i64drrQ5dIs5bcXkzPMEW3HlqxEYRcqQ5wVPBxVi9v4rzRbPVtTi+wqyw26eTCC7W/zQsQAxx+8cHBABHc5GOD+16kmlGK/r7y3l1CO9z6d8N/8FB/EF1cRT6t4Egi0t8SGW0uyzrGenUYPJHPp25rsY/+ChXg/wAuUvoWpSSiQxxx2jLMWYYznpjqOma+TY/DsfgW4u9CvZrjMchuYmjd3WCMouFJ7AkkDGQeBjOceWeKNMkm8SJpn2yR3uGmuxdRSKoXzCy7UBOECZ9cnYQccAdFHNZVG046dzCpgKUVe5+klv8Atl6df6Yt5beHLhD5rRvBdXSpIm0ZJKqrHscDr7Cs3V/24tNsWhgtdC+2XnlvLPEl4D5IC7gD8ueQR24znFfElj4mlvNHhVbzyYppCiyRysWEaLjAXnccMB05IJ6kVes74aa88MMbrdsXZHWRdpTAAXnoSEVsDA+YgDjmP7WqpNciv/XmZxwNKT3dj3uT/gp9LNfGKx8Cq8ayBGM18wYgnC4Hl5znjp3H46Wvftt+K/Emjm10aOz0PV1kxI0KeaItzYRWLhl545A5z+FfJ/2G38daCdZuLWdGhlKWcUEojlnQNhXdW3bcup+U9AQc/MM9D4HmsrHTdTe801bHXtSvI0jaW3Chki8tVWJjlMozv05PHGAM81bMKzV1Ll+SOqnhKC+zc9c1D9p74rXmsQWzeM7ewnvYvMt4bayXcyn+IZyOM5xtzgDkE1yM3x8+OWnsssfxDvdQtJhkeXBAsing4KPGWBA5wOx6dq4mHQrq+vrO3sYLx7y3kaewurZkPmxqW/dBBh8o6PlQOjDOR0ZrNjL4u1qTT9VkurG9ZlM0MMbW8qMQCFVcA53Mc8Z5I4PWYZhiLJp3RUsJQk9VY9g0f9qX43a39h03TfE9us8pyZLnT7eSTywoO77i4PqGXNb+k/tAfFC4je0uPH91cagFDK76XbW6MTvDKo2gkqEJ5O48YHWvLNWiNjb2r6XE05tXlY2tvtjG1hsdQBgc+WFyBnPTpxj2OtXVrqFnc3V0RZvCsclk292xiMgyAk8Fk6cn757jODzLETV09DRYKinpE920f4xfEY2d2kPjfU3e4Tb/AKTHDKEbBGVbbleewbseteQ+Gv27fi9o8ckU+qwahbSZiWSZEkdGyACrMOevfPBq/fapcx+FJ00y1hvLq4eEoANihdw8wEHkLsVjzg/LjmuF0T4A+Mde3Xlp4X1iewuZPNtmXTJMbAx2nIGGODyR1xW+BxWKxCnzO9mZYihh6bWiR9xfsY/Hbxj8ZG1ceIZlurK1iGyZoURxJuHy5TGRg9x2orrP2RPgw3wn+Hfm3ttLZ6vqjmae3mUK0Sg4UEdiQASPp70V9LCLjFJ7nz1WSlNuKsj8BP8AColZVmViu9QwJQ5wfarDRbep7cVWZTuP1rqZzo9O8PzaHrtlJKvh3wvY7SV232rXUT9M5C+bz1rq/wBi1v8AjKb4accf25bjg/7VcL8P9UtbHR7hJ9W0WwdpGIj1HQxeyH5QMhzG2B7Zrtf2MnK/tSfDQ5H/ACHbbt/tit46uJPc/c/4zfDm1+LHwx8QeF7lFY31qwt2fpHOBuif8HCn8K/Gl7Vbe8exieSznRWhZFQOy7UCgnnP3sfj7Zr9y6/Gj9r7wLe/CH44+J7a2eQ2c1ybyy3oVXyXRXAHYqm+Rc+qH0rzal3Cx6OEkoz1OV+G2rjw615FOnnB5IhGZQgh89FlG1iwPykSNyBwcHtg+danqCaT4xt7DV2MEcszXS3Gmrski2yM4K9AzZHfv3611Ok+MofCf2rUkjibzVwsFyN6b+hyvoFZiMYwSpFeSQ6s3iL4naLvWOFI9zZG453s789ecsAOPSvNjUc42l0PaqQVNrl6tHu+iaVf33hqy1NDdWiajcymGOYmMtGGZUm2jgNywzlsbuevOb4huLjwja2Gn3Ztbq/jYwrawkSKzfwtkfeHI+mSOtdho9/fLpxn1CMrc3karDJAV3+WGbauASobPBJ5HykDnnlFh/4S7U01htMlttIVltoiyFlkuA27YCeNw5JPTnOB0HjSk5NynsjvuopRiz0Ww1qG5ZLWa4msN1syxJEzlnkMTR/NucjaM7tvTgkA5xVy41qym03UbLUNPj03TLJIksYVxKZNrrhsnkhVTBLYJJFcu2oLo93d2+oIbvV2VZoDGhkbO6UxKiLgjaMHLEc5weCR5pLHq9x5mnWzXN7PZXPl8nYiL5bANuzuYkbiMccjn1wp4ZqN7mUqylPmR9J20ml3WkjUREJLa4tF/wBM1O98ia5mDMhVsD5fnC54xgnArA1LwMFtLxpkt0mbURdILohZJLbc0zbyCDtDMwwnLFCRy1ecWt9d+LvAmo6Tq86I2nsPslvauQilR8jyyA5LHORHnHAyc4x1nijxFNrjRi61mS5uZ7RSlyrrImBIsa7MIe5yNvp15yermp01yRexx8lSo+Zmv4U1LR/B8ltNNFNfvpZMaaoYvJknlfB3eYTk5ICgZzkenTC8SaHa+IJLfVtTvb20Mbm8e1SMmV2XOzPyldo4JXDcDGc8VlafNfXXh+KH7Ck0cCLFJeXpWSOaTES5dW+64cEjI9frVhpB/wAIzcyXly8+oxNFPFuljNsIJBtMTsxB3sATkd2x6Fpd3orI6IxhHWWp0XiTXrW88PJ9pVLu2h+VHuS02I8kF3AGRvYNuwOi5PUVTt9QaNZG1fT5pbAypLG9gRIJGZysarj5s8vh2I/hJ6gVz1tq8zaPfyQpHPd3/mWqpbOZHjkKu2IQshG3CnaARgAjjKg+q+GdNtoLe/iEEMNzDaxebcxbWwAFON2P72DuxjKnrjFeTXbhfmVz0IxT20Ib231llsWFxa38k965jto2VYjCSSq5cAKRgFj1JUEcHC5HhdrKDwxHqOnSZSVJIH1kyhJQ/nEsSvAcAqm0sTnOO3zdbeQrbx6YglSKR3TUDHczfKwGxWGBgkMrYAJzuI7HFcu2k29n4N1ZEtla6y1pfR3WJwZlwp2ZZQpGZTjBGSuDgYpxqe4nJ/NWMuS75Yo0bfxo1rNHp0CymAQzTi63rG7Elm2qpGF2hlwOnOPeudn8QytcLJaJbvNeRhI2MokXaqAkoYzuk5y2QMnknk11tv4X09vBMOkMZ4He3aGW4V40Mo2EMChBK9QMj1xxzWl4H8EzeO/Ez6F4dhXVZBCFtgtqyJbocBZPMJI2qVb8uvIp0eVvkhG7FUly6t2se4/sf/Cu18cfata1yD7Vp9gwjFpOXPmTlFbL5GGGGY4/2lz3r7WVQoAAAArm/h/4F074d+GLXRdNVhFEN0kjnLSyEAM59zjsBXSgV9xhaCw9JR69fU+QxFZ16jl06DqKKK6jnP5yvCcfgIeGdSn8Sx6zPrUU0YtbfT7mOKOaNs7iS0T4KkDvzu9ucO+bwxdeIYzaW+qWGi7MSLLNHcz7ueQQsa46cEevNZKscAEZBFRHHlscYyTXZJ6bGSWu5694LJi0q5HheTx4+n7z5h06xRo/MwM7irEZxip/2PWMf7T3w1PzA/2/a/eHP+sHWue+HOkwX+i3ckumNfkSkbx4jg04D5Rx5cgy3+8Pp2roP2RAV/ab+Go6D/hILQYzn/lqO9Wt4iXU/oFVvlr5t/bg/Z1j+Onw3iv7JP8AioPDpe8gVEy91Bt/e2492ABX/aXH8Rr6TVflprLiuLQ0TcWmfgT4m0m7XwdHqVw0dtJLO5a3aBkLZ4UKMYJAzk9e/Oa4n4S6bLrnjkyJHNM7sIdsYLHywADx36DvX61fHj/gnroPxEfVdR8O6rdaTNcS/bv7IODbPcAOcIcjyw27B4PUn0x+fX/DN/jD4E+JrGDxFo89ld3xZ445YyzNkhCAY8qwBI+6/wDGucE4HnVKLjGUu57dLExqOEV01Omnv7W+8PxyLp7SawhJkl8wJvA+VRk/Lt3KOoHQjODtFrRdWXTdL1CS7sxLpGn3cMt0kLqHlbcVwDz8u3yhtXt1Hpy99rlr4Hlure6VZpIVWOVrpzKFj2lisWxhyDsGcqeRnqQYI9c1SXTbfS74OiTX8d5bOGjAjDBgDJtOdg3kgEqDhSTXzscPOUkz1aleOqO10jS/CegeBraT+yphdw6pLObq4mMiywhsN5m/YUIEgBUkfdBxztPJeG76bXvFWtK9352nW13G0ksc+8OzuUWAuAS+MLjHXd26Gw019DdT2ZE0slwpkjtnmVoxuBBmTcW5coWZfp2YVWtXupNMu9KhRltW1RJ3XdsG4SBtxUgYyRwDg5xxwa3qXkmjkp2Tu9ux1V1pcOn6Pd2emvFPpsUMcbPKJI3lutpMZwFXIwhXJYNtX7uBzhTanPdeHdQ0m50+SG5icrDdKzBYgoTAUdVVVXGQCAMYIxzYt7648UaolyshhjSdtluysN5VhscbgULPg7cc5K8gnjM1C3vtQh1u3sLmFnZQxvo2P7xSxGCoz1XGcjrzWNGlyybvdnTKpdWtYwLvWtY0HRrMRCTylhkeG1XDnezl3c4P3i2fvZyuT6V0d5qtk2qWy6tay39vLHG32iQm3Rg6lmYsVbZ8ykbQuPm4xjFUv+Ef8ReML6wsbfwtfX9kZWuIEtIpRMY2EcflquCZFBVTnpyeOTn1Tw/+x98XvFH9oanfaDd6UYLVJF8wqrzhQBsG5smTAPUcbQMg4roVCrLWMbmftaUfilY8503WotH16URRXENhcSxOtxHCSkQJIEbMoyzEltzADgjvXqMXiC28P+HZYriG9u0EBjZ4IyXkzwHbfz8zFiTuBAwSDgY3Lr4J+O9H03Tmj0DXtPiQlY4nhdkwq4clQGJzkn5jz15xmuo8M/ATxnqU0WjT+E9aMF2Hkk8+AwxmMscRtIwCrtwAATnB/EeZUo1Kk17jbN/rEIp2krHlMvhrUN19dXkTRXE1u9/Y/ZwGQlWUiLLHCqSp5XkBgVH96XT9FUXEMjXqW0WPPXTRHIyNM4AIIX7wBzlj1JHPJz9JeF/2Y/HvjC6vIdQ0+Lw5p8cT2iteXG8sAcBlUKWOAOOQvPFeiaP+wzpjNGuv+JbjU7RtpmtYLZYt+AQR5hYkgjAPHbjFdMcDiaityWMJY2lDaR8ueFfCV7fXUdlbaYb/AFG8fMfkLucj0VB0GOOnTGT6/VH7IPwH1/4fvq3iDxbYW1lqFwTHp9qrM728LYZydzNtLHggHoOgr3zwb8P/AA78PtNisPD2kWumW8a7f3MY3sP9purfia6GvXweWxw8vaTleX4HkYjGSrR5IqyGhcU6iivbPOCiiigD+ZlT8ycdqaqiRgjHAz1boOetC53D1ApGb5Se+a6mZnq/h3w3pOjabLDLq/gTUnkbf5uoPetIvH3RsVRj8O9Xf2R42X9pr4bFdjIPEFn9zp/rlrC+FurfYdFu4/7autMDSlvLt/D8WoBvlHJdyCv0/Gtj9lByv7TXw3IYn/iorPkjH/LZe3atla8bELqf0FUhpaQmvPNxhWvPPip8DfDPxck0+51m3ZdQ08OLa8hxuUMOVIIIK5wce3UZNeiUU2lJWZKbi7xPl3xH/wAE9fhp4sjZ9Um1W6vl8oxXjXADoUKliQBtbeVBORx0GBXgXiz9gr4i+H9cvF0EWmu6PP8AMWhvPKkCsMFQkrAA5zwDtIx06D9HttLWUqNOSUWtDWNapF3ufltJ+wz8Y7W4Yw6VHNcTxsspW+gRChkV8Mudh+ZBkZJ+7g4zXeeFf+CenjjTvC/m3+p6Q2s3lyHns0Z/LRSRhi4GBtIDEIOwxzX6G0VlLC0pK0kbLFVFsfnpo/8AwT38dx30Ucur6PYxRt5X2sTyzbUDeYrpCVALBicFiME8DAG764+Ff7O3g74U+H4NPsdKtry8ELw3OpXUKtPch/vhic4U4xtHGPqa9TorenShS+FGNStOpuylaabBY28Nvbwx28EKCOOOJQqooGAoA6AADgelWBCKlorbmZhYYIxTwtLtpai5VgpaKKRQUUUUAFFFFABRRRQB/Oz4T8B6VqXhS48U67eahBYfbmsUt9GsVuJA4QOWfc6qi4YAdScH0qDxn8MTo19oUOkXE17Brtr9rs0v4ltJ0UPIhEis5VeUJB3YIINcx4a8ba74RuJJdD1i+0l5Bh2s7hoiw9DtIzVPXvEGpeIr5r7Vb+51G8k+9cXUrSOcAYyWJNd0pQ5dtTBRlzbnsPgDwx4g8J6Xc21wdcti8m/bofiq0s4j8uPmUltzcdc9KwP2b9btPD/7QXgTU9Qu47KxtdetZp7m5kAWONZlLMzdMAZya8p8zLda0PDul3niDWbLStOj86+vp0trePcF3SOwVRk8DJPep59VZbFKNrtn9Cy/tNfCZunxJ8Lf+DeD/wCKpf8Ahpf4T/8ARSPC3/g3g/8Aiq/A6x+HviS7Fl5druF4t40P71RuFqpafvxtAP17VGfAviFdPa9+zf6OuljWC3mr/wAepm8kPjP984x170uSPZ/18hX8z99P+GmPhMeB8SPCxP8A2F4P/iqT/hpj4Tf9FJ8K/wDg3g/+Kr8D7z4eeJ7GW8jmtArWj2ccwEq/K10m+Adedw/LvU8Pwx8VzahDYrZA3M2ry6Gi+enN5Ht3pnPbcPm6U/Zx7P8Ar5BfzP3q/wCGlvhR/wBFI8Lf+DaD/wCKp3/DSfwp25/4WN4Xx6/2tB/8VX4E2fgXxFe21pcQ2u6K7sbrUYW81Rugt9/nN14x5b8dTjiluPA/iKzsLi7ktttvb6fb6pI3mrxbzOqRv17l146jPNHJHs/6+Qr+Z++n/DS3wn/6KR4W/wDBtB/8VSr+0p8KXYKvxG8LlicADVoMn/x6vwYb4X+KY7q5tWtALiDVLbSJF85OLmcMY0znoQh56DFM034d+Jb26sI4bXc93eXNlCPNUbprdVeVevGA4579qfs49n/XyDm8z96W/aW+FC5B+I/hcH/sLQf/ABVH/DS3wn/6KP4X/wDBtB/8VX4Iw+AfElxaw3Mdtuil0uTWUPmrzapI0bP17MjDHXin3Xw+8SWNvezzWyrHZ2lnezHzVOIrkIYSOec+YvHbPNHs49n/AF8g5vM/esftLfCc9PiP4X/8G0H/AMVT/wDhpD4VAKT8RPDOG6H+1IcH/wAer8HX+FfiyPVn01rRVu01pNAZfPXAvGzhM56cH5ulQ2Xw/wDFF0lisVurpfC9aEeco3fZFLT9+NoB+vaj2cez/r5BzeZ+8n/DTHwnU/8AJR/DH/g1h/8Aiqen7S3wpkzj4jeGD/3FYf8A4qvwVbwD4gGmtfeUBbjSRrRbzVz9lM4g3deu84x1qxd/DXxHYNfpLCA9k9lHNiVeGuk3wDrzkfl3o9nDs/6+Q+bzP3l/4aR+FXP/ABcXwx/4NYf/AIqj/hpD4Vdf+Fi+Gcf9hWH/AOKr8Hrf4V+KrjUYbGO2U3E2sy6Ai+ev/H3GFLJnPT5h83SoLHwB4iv7WynigXyrywu9ShYzD5obbzBKcdiPLfjvR7KHZ/18g5vM/edv2lPhSq7j8RfDO31/tSH/AOKpi/tM/CeRWZfiL4bZV5YrqURA7c81+Ddx4E8SWGm3V/JAi20GmW+qyN5qn/R53VI2x6lnXjqKvf8ACrfFdvqU9t9kjFxa6pa6TKjTKQtzOGaJfQqQp56Cj2UOz/r5BzeZ+67ftMfChCA3xE8NqffUov8AGg/tLfCkLu/4WH4c25wT/aMWP51+Etn8OPFOrXllBHDGZr+9utPhBmABmtlVpV9gAwwe9RWvgPxK1jFdxoogl0iTW1PnDm1SVombHruQ8daPYw7P+vkHP5o/d1f2mvhOxwPiJ4cJ9tRj/wAaK/Ce+8AeJbGzvbmaONY7OGxuJSso+7doGgIHfIYZ9KKHTpre/wDXyDmb6o4DVtJl0S5WGWe1nZl3brS4SdfpuQkZ46VRZsgCt7xtNFNqcRhudLuk8sfNpNs8EXU9VdFOffHpXNs3zdKylvYuOqDHzV2PwbuI7T4s+DZpXWOKPWbR2djgKBMpJJ9K4w16f8KPhzp/irw/rOtXtjrWvPYTwwLo/h/b9pKurkzMSrkICgXhTyw5HdwTclYJNKOpDd/FHWdF1b7PZvbtBpkupRW5aPd8t2Gjlyc8/KePSs3/AIWprR0s6fut/s7aMNCP7vn7MLjz+ufvb+/pWn8W/h7Z+B7fQb20t9V0r+1opXbR9cCi7ttjBQzbQuUfJ2kqp+U/WvOC1OUpRdmyYqMldHq3xE+LBm8Sap/YU0Vxpt8mkzPI8ZDedaWyKAM44DlwfXFZMHxs8RQatBqK/ZfPh12bxCuYfl+1Sbd3GfufIOK4DsT+VbvgPw1H4z8WaZokmp2uji+mEC3l6G8pGbhd20EgE4GcYGeeKOecnoHJGK1PQNd8cXHhrwP4Bm02WGS4l0XVNPnVwGKxz3M6NkA8Ha5I/OuWuviprd9pt1YyG38i50u20h8R8+RBIjx85+9lFye/NS+MfAWg+GbG6ktPHOk63ewSeX9htLa6V2O7DEM8argcnr9K4csFHApylJOxMYxep6/H8Zprjw1rup3E8I8TzeI9M1eCERHy28iO4BbHTAZo+M5Oa5vT/jFr2nXOnXELW3mWN/eajFuiyPNuUVJc88jCDA7VwXmD+7S7hgcfrS9pJ9S/ZxPZfhv43uNXs9btNQnghi0zwdfafZ9ELKZTKFPPzNukb8K5jUfi1rmoQ38Uht1S+srGwl2xY/d2uzysc8H92uT35ruNP+Cug6p4P8PR2supf8JLrunNe2F87R/2dcXCs26wHGRLtXgluWIGOQa88+LvhK38AfELWvDtsZpINPmEQNx/rPuqTnAHcmtZOcYq5lHklKx1Xhn41Xt38Q9Nv9enhj06bxVb+Ib54oSNsiv8zADJ2hWb5Rmseb4vatp+oW62EkBtdPk1EWjNFzsu1KS555+U8eleebSx4GaCyr0AY/pWXtJdzTkidt/wtTW/7LNgXhFu2jDQv9Xz9mFx5+M5+9v7+nFdn8YPiJd6T4y1Wy0y4t5bK9t9FuZHAD5kt7OIpgg9izAiuW+D/gPS/HN1r0urPqD2+k6eb77HpKI11cYkRDsDcYVXLtweFP1roPil8OPCOk+Bj4i8J3GrTWcGrDS47zUtnlaovluzTwAKCoVkwVO7G9ec8VoufkuZvk5rGDb/ABu8R2uqwaij2wuIddl8Qr+54+1SBQxxn7vyjitS/wDiwNM8I+DodHnVtRtdI1LTL5JIiQi3M02QCepMcmcjpXk+80bz64rP2ku5r7OJ3F58WNdvtLudPkeE21xpdtpDgRc+RBIskYB9dyDJ713un/FPUbrwD4m8Sz3Nv/wkB8UaTfpGVADNFDc4OzuoIXP1rw6Eq0qCR2CEjcVGSB34r6Lf4E/DeP4e674ptvFmuaxplpZRTR3lrp8ISKZ5Y08qRDNuD/P91tvGWBYDnSm5yvYznyxtc820/wCMPiHTbjT7qGa3DWd/d6hCWiBCzXKKsufUYQYHatXwd8WAun6nZ63cKkUPhe60XT/LiOSXlMqqcf7TvyfavKFkCkjOVNHAz83FQqkkW4RO51D4ta9qFveW8s0XlXkFjby7YgMraIFh+hAAz60Vw+Qenaip531Hyrse4eLv2d/itqVvo9jp/wAI/iFPFp9uYTeXXha7SSbLlgNoRsKoOAMnv9By7fst/Gfd/wAki8d/+E1e/wDxqiis3Jt3HFdBD+y38Z/+iQ+O/wDwmr3/AONVPY/s1/HLS7gT2fwq+INpMOkkPh2+Rh+IjoopXKC8/Zp+OGpXDT3fwp+IFzO33pJvDl8zH6kx1B/wy18Z+M/CLx3/AOE1e/8AxqiildjD/hln4z/9Ei8d/wDhNXv/AMaoX9lv40Kc/wDCovHg/wC5avf/AI1RRRcBf+GW/jOSP+LR+O//AAmr3/41R/wy38aOh+Efjv8A8Jq9/wDjVFFFwG/8Mt/Gj/okXjz/AMJq9/8AjVO/4Zb+NHH/ABaPx5/4TV7/APGqKKLgTx/sz/G1Y0jPwn+IHlo25VHhy9AB9R+660tx+zP8aru4eeb4R+PppGOWaTw7fMzfU+VRRT5mTYZN+zB8aGyF+EXjoJnoPDV6P/aVQ/8ADLfxo/6JF47/APCavf8A41RRRcZLb/syfG22k3RfCXx7E/Tcnhu9U46EZ8qlm/Zn+N80MUD/AAo8fvDFny428OXxVMnJwPK4yaKKLsLEB/Za+M//AESLx5/4TN7/APGqT/hlv40f9Ei8ef8AhNXv/wAaoopXGKP2WvjR/wBEi8d/+E1e/wDxqrEP7NPxvht5YE+FHj9IZceZGvhy+Cvg5GR5fPNFFO7Ai/4Zd+M/f4Q+Oz/3LV7/APGqX/hlz4zdf+FRePB/3LV7/wDGqKKLgA/Zd+M//RIvHhH/AGLV7/8AGqKKKLkn/9k=) | ASR 13 x0451br 0701 Søm af jern
Jernsøm, der har været sømmet i fra undersiden gennem bundplankerne og op i gavlen. Med rundt/ovalt hoved. Stiftens længde 4 cm. Rx151. |
![](data:image/jpeg;base64,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) | ASR 13 x0451z 0701 Søm af jern
Fra vestgavl, har været sømmet i nedefra og sammenholdt side og gavl. L. 5,5 cm. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ap 0701 Søm af jern
Fra vestgavl, har været sømmet i nedefra og sammenholdt side og gavl. Bevaret længde 2,6 cm. Rx150. |
![](data:image/jpeg;base64,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) | ASR 13 x0451ah 0701 Søm af jern
jernsøm opr. isømmet fra undersiden gennem bundplanken og op i gavlen. L. 5,5 cm. Rx 150. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04963b 0701 Søm af jern
9 jernfragmenter, fra søm? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09342 0701 Søm af jern
Søm |
![](/grafik/intetbillede.jpg) | ASR 2425 x006 0701 Søm af jern
Jernklump, muligvis sømhoved |
![](/grafik/intetbillede.jpg) | ASR 13 x0453 0701 Søm af jern
Tre nagler fra kiste (nagle A, B, C). Dårligt bevaret. |
![](/grafik/intetbillede.jpg) | ASR 13 x1230 0701 Søm af jern
Søm og nagler fra kiste. Nummereret efter placering. Nummer 3, 39, 41, 80 og en nagle der er fundet ved kraniet, længst mod syd for dette, er klinknagler. En nagle der er fundet ved kraniet, længst mod nord for dette, er formodentlig også en klinknagle. |
![](/grafik/intetbillede.jpg) | ASR 13 x1295 0701 Søm af jern
14 jernsøm fra kiste og to fundet i gravfylden. Alle er almindelige søm/nagler. |
![](/grafik/intetbillede.jpg) | ASR 13 x1294 0701 Søm af jern
Klinknagler fra kiste |
![](/grafik/intetbillede.jpg) | ASR 13 x1316 0701 Søm af jern
Søm eller fragmenter af søm fra kiste |
![](/grafik/intetbillede.jpg) | ASR 8 x141 0701 Søm af jern
1 spinkel nitte. Største mål: 9 mm. |
![](/grafik/intetbillede.jpg) | ESM 0730 C2 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0047 ABC1 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0047 AD1 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0047 ABC1 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0047 AE1 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 x 030 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 BR1 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 ATC01 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ESM 0045 BKV 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | ASR 7 x2368 0701 Søm af jern
4 jernfragmenter, sandsynligvis af søm |
![](/grafik/intetbillede.jpg) | ASR 7 x1458 0701 Søm af jern
to stumper af sømstilke. Længde: 2-2,3 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0031 0701 Søm af jern
1 jernsøm, længde: 7 cm. I to dele |
![](/grafik/intetbillede.jpg) | ASR 2365 x2 0701 Søm af jern
Ikke konserveret. Se Rx1. |
![](/grafik/intetbillede.jpg) | ASR 2365 x1 0701 Søm af jern
Ikke konserveret. Se Rx1. |
![](/grafik/intetbillede.jpg) | ASR 8 x492 0701 Søm af jern
fem jernfragmenter, muligvis af søm |
![](/grafik/intetbillede.jpg) | ESM 0086 x0153 0701 Søm af jern
Søm eller nagle. Jern. Hoved: 2,5 x 2, 3 cm. Stilk: 4 cm. Fragment. |
![](/grafik/intetbillede.jpg) | ASR 13 x1291 0701 Søm af jern
Nagle? fra grav. Meget korroderet. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0278 0701 Søm af jern
Søm eller nagle. Jern. Hoved: 1,7 x 1, 5 cm. Stilk: 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0282 0701 Søm af jern
Forruset ubestemmelig jern 3,6 cm (ukonserveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0339 0701 Søm af jern
1 formodet lille sømhoved, længde 1,5 cm, hoved 1,3 x 1 cm. (Ukonseveret). |
![](/grafik/intetbillede.jpg) | ESM 0086 x0395 0701 Søm af jern
Hoved af søm eller nagle. Jern. 1,5 x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0486 0701 Søm af jern
Jernnagle eller søm, kun hovedet bevaret, længde 1,9 cm, hoved 2,2 x2 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0498 0701 Søm af jern
Jernnagel/søm. 3,5 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0500 0701 Søm af jern
Formentlig stykke af stilken på jernnagle. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0578 0701 Søm af jern
Forrusted jernsøm/nagle. 5 cm langt. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0623 0701 Søm af jern
Jernnagle, meste af hovedpladen mangler, stilken tyk og med rektangulært tværsnit. Længde 4 cm, silk diam 0,9 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0624.02 0701 Søm af jern
Stilken af tyndt jernsøm. 3,5 cm. I to stykker. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0641 0701 Søm af jern
Formentlig stykke af jernsøm. 3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0647 0701 Søm af jern
Bøjet stilk af jernsøm. I tre dele. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0669.03 0701 Søm af jern
Forrustet nagle af jern isiddende jernplade. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0728.04 0701 Søm af jern
Forrustede rester af to søm/nagler. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0804 0701 Søm af jern
Nagelhoved af jern (vokset, men uafrenset). Længde 2 cm, hoved 2,8 x 2,2 cm. Diam stilk 0,8 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0878.04 0701 Søm af jern
Jernsøm i to dele uden hoved. 4 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0947 0701 Søm af jern
Jernsøm (vokset, men uafrenset) Længde 3,5 m, hoved 1,4 x 1,3 cm, diam stilk 0,5 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0956 0701 Søm af jern
Hoved af jernnagle. Kun 0,5 cm af stilk findes. 2,5 x 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0958 0701 Søm af jern
Naglehoved af jern (vokset, men uafrenset) Bevaret længde 2,2 cm, hoved 2,3 x 1,8 cm, diam stilk 0,6 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0961 0701 Søm af jern
Forrustet nagle af jern. 3 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0986.01 0701 Søm af jern
1 søm- eller naglehoved. Længde 2,1 cm, hoved 0,9 x 0,8 cm, diam stilk 0,6 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1003 0701 Søm af jern
Forrustet jernnagle i tre dele. 3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1019.15 0701 Søm af jern
1 naglehoved af jern, med bøjet stilk. Længde 3,8 cm, hoved 1,7 x 1,6 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1019.16 0701 Søm af jern
Bøjet søm uden hoved. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1019.17 0701 Søm af jern
Spids af jernsøm. 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1020.04 0701 Søm af jern
To jernnagler m. spor af træ de har siddet i. ca 2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1021 0701 Søm af jern
Forrustet jernklump. Formentlig søm eller nagle. 3 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1035 0701 Søm af jern
Forrustet jernsøm. Delvis smuldret forneden. 6 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1101.01 0701 Søm af jern
To nagler og en ubestemsom jerngenstand. Som hos x1101.02 er der spor af trådomvikling på voks som genstandene er blevet "konserveret" i. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1102.07 0701 Søm af jern
Hoved af søm eller nagle. 1 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1103.03 0701 Søm af jern
Tre jernsøm/nagler, samt to ubestemmelige flade jerngenstande (muligvis flade søm). |
![](/grafik/intetbillede.jpg) | ESM 0086 x1144.11 0701 Søm af jern
Samling af forskellige jerngenstande (ca. 25 stk). En del nagler/søm samt ubestemmelige jernklumper/plader. 230 g. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1165.02 0701 Søm af jern
Søm indpakket i vioks. 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1170.02 0701 Søm af jern
Et jernsøm/nagle. Dækket i voks. 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1170.03 0701 Søm af jern
2 hesteskosøm, længde 2,7 og 3,2 cm. tyk: 0,2 og 0,3 cm, hoveddtyk 1,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1186.05 0701 Søm af jern
1 sømhoved med påsiddende hvidt materiale (fin legering). (Konserveret) |
![](/grafik/intetbillede.jpg) | ESM 0086 x1186.09 0701 Søm af jern
10 mulige stilke til nagler. (Konserveret)
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1251.03 0701 Søm af jern
En jernnagle/søm (3 x 1,5 cm) og formentlig et knivblad (10 x 1,5 cm). Begge genstande dækket i voks. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1259.06 0701 Søm af jern
Forrustet nagle eller søm. smuldret i fem dele. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1263.03 0701 Søm af jern
Forrustet jernnagle/søm. 2,3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1268.04 0701 Søm af jern
Forrustet jernnagle. Kraftigt smuldret. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1283.06 0701 Søm af jern
Fire forrustede søm/nagler. To med hoved og to kun stilk. Smuldrene. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1313.10 0701 Søm af jern
Forrustet søm eller nagle af jern, ca 3 cm lang, hoved 1,4 x 1,2 cm. diam-stilk: 0,5 cm. (vokset, man uafrenset). Hoved er i to dele. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1314.01 0701 Søm af jern
1 jernnagle med rhombisk plade, det meste af hoved mangler. Længde 2,2 cm. Længe u/hoved ca. 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1329 0701 Søm af jern
Stilke fra to søm m. trærester påsiddende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1358.05 0701 Søm af jern
Naglehoved. Jern. 2 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1381.06 0701 Søm af jern
Jernnagle. Hoved og stilk i to dele. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1426.08 0701 Søm af jern
1 søm , 4 cm lang. Hoved diam. 1,6 x 1,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x2021.05 0701 Søm af jern
3 jernnagler. |
![](data:image/jpeg;base64,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) | GRM 501 X2182 040101 Vævevægt med ornamentik
Vævevægt.
Fingergruber på den ene side
Diameter: 9,5 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x191 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x196 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x194 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x198 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x205 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x206 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x076 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x192 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x300 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x100 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x169 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x170 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x322 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x279 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x124 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x179 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x262 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x307 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x296 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x132 0701 Søm af jern
|
![](/grafik/intetbillede.jpg) | SJM 348 x309 0701 Søm af jern
|