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) | ESM 0864 x0065 0102 O2 gods-kardel
Miniature lerkar. Højde: 5 cm., mundingsd.:4 cm. |
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) | ESM 0864 x0083 0102 O2 gods-kardel
Ca 2/3 af en si. Med vandret øre. Højde: 10,5 cm., mundingsdiameter: ca 18 cm., bunddiameter: ca 9,8 cm. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Fragmenteret si. En stor del er rekonstrueret. Højde: 15 cm., munddingsdiameter: 18 cm., Bunddiameter: 11,8 cm. Med x-formet øre. Glittet yderside. |
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) | ESM 0864 x0112 01 O2 gods-bund
Karbund med fire huller. diameter: 15 cm. |
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) | ESM 0864 x0112 0406 Ildbuk
½ lille ornamenteret ildbuk, kasseformet. Mål: 10,8x10,5x8,5 cm. |
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) | ESM 0864 x0066 0714 Syl/nål af jern
Jernnål eller syl i benhylster. Nålehovedet øskenformet. Ildpåvirket. Længde: 10,3 cm. |
![](data:image/jpeg;base64,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) | ESM 0864 x0066 0715 Smykke eller dragttilbehør af jern
Hannoveransk fibel. Længde: 4,2 cm., højde: 1,7 cm. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0014
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0016
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0018
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0020 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0021
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0023 010201 O2 gods-side
256 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0024
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0025
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0029
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0030
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0031 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0032 010202 O2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0033
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0034
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0039 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0051
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0073
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0074
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0075
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0077
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0079 010203 O2 gods-bund
1 bundskår |
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) | ESM 0864 x0081 010201 O2 gods-side
926 sideskår
Et enkelt skår er ornamenteret med påsatte knopper |
![](/grafik/intetbillede.jpg) | ESM 0864 x0089 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0102
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0103
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0113
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0114
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0115
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0116
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0117
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0123
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0124
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0128
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0145 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0163 010201 O2 gods-side
239 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0166 010201 O2 gods-side
2 sideskår |
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) | ESM 0864 x0015 0102 O2 gods-kardel
Kardel af urne bestående af 8 sideskår og 4 bundskår |
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) | ESM 0864 x0061 0102 O2 gods-kardel
10 større kardele fra urne sammensat af 28 sideskår, 8 bundskår og 2 hankeskår.
På kardelene er to små x-formede hanke. |
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) | ESM 0864 x0064 0102 O2 gods-kardel
Kardel af urne sammensat af 41 sideskår, 2 bundskår og 2 hankeskår |
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) | ESM 0864 x0066 0102 O2 gods-kardel
Kardel. Bunden af urne, sammensat af 5 bundskår og 18 sideskår. |
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) | ESM 0864 x0111 0102 O2 gods-kardel
Kardel. Næsten hel rand fra urne sammensat af 6 randskår og 5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0001 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0003 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0004 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0005 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0006 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0007 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0009 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0010 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0011 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0026 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0028 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0035 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0038 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0040 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0041 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0042 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0043 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0044 010201 O2 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0045 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0050 010201 O2 gods-side
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0052 010201 O2 gods-side
9 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0053 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0054 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0055 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0056 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0057 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0058 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0059 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0060 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0072 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0084 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0085 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0086 010201 O2 gods-side
25 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0087 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0090 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0091 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0092 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0093 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0100 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0104 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0105 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0106 010201 O2 gods-side
61 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0107 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0108 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0109 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0110 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0118 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0119 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0120 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0121 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0122 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0126 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0127 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0130 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0131 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0132 010201 O2 gods-side
15 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0134 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0135 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0140 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0143 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0144 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0146 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0147 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0148 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0150 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0151 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0152 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0153 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0154 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0155 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0156 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0157 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0158 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0159 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0160 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0161 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0019 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0027 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0062 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0069 010202 O2 gods-rand
2 randskår |
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) | ESM 0864 x0071 010202 O2 gods-rand
1 randskår med en kort lodret liste lige under randen |
![](/grafik/intetbillede.jpg) | ESM 0864 x0080 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0099 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0169 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0063 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0068 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0070 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0095 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0002 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0012 010201 O2 gods-side
12 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0013 010201 O2 gods-side
30 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0022 010205 O2 gods-div
8 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0036 010202 O2 gods-rand
1 randskår med hankeafsats |
![](/grafik/intetbillede.jpg) | ESM 0864 x0037 010205 O2 gods-div
5 randskår. Et af skårene er med afsats til hank |
![](/grafik/intetbillede.jpg) | ESM 0864 x0046 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0047 010202 O2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0048 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0049 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0067 010202 O2 gods-rand
1 randskår |
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) | ESM 0864 x0076 0102 O2 gods-kardel
1 kardel |
![](/grafik/intetbillede.jpg) | ESM 0864 x0078 010205 O2 gods-div
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0088 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0096 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0097 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0098 010201 O2 gods-side
10 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0101 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0125 010205 O2 gods-div
8 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0129 010205 O2 gods-div
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0133 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0138 010205 O2 gods-div
69 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0139 010201 O2 gods-side
46 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0141 010205 O2 gods-div
51 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0142 010205 O2 gods-div
1 sideskår |
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) | ESM 0864 x0149 010205 O2 gods-div
4 randskår. Alle skårene er ornamenterede med vandrette parallelle furer |
![](/grafik/intetbillede.jpg) | ESM 0864 x0162 010205 O2 gods-div
13 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0164 010205 O2 gods-div
12 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0165 010201 O2 gods-side
8 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0171 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0173 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0094 0300 Bjergart (ikke flint)
1 fragmenteret flad sten af bjergart |
![](/grafik/intetbillede.jpg) | ESM 0864 x0136 0303 Knusesten
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0137 0303 Knusesten
Knusesten |
![](/grafik/intetbillede.jpg) | ESM 0864 x0168 0307 Kværnsten
Løber til kværn. Mål: 26x27 cm |
![](/grafik/intetbillede.jpg) | ESM 0864 x0170 0307 Kværnsten
Underdel til skubbekværn. Mål: 30x21 cm. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0171 0307 Kværnsten
Kværnsten, løber til x1071? mål: 24x14 cm |
![](data:image/jpeg;base64,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) | ESM 0864 x1010 0102 O2 gods-kardel
3 fragmeneterede minaturekar.
Et af karrene er næsten helt med en højde på 3 cm og en diameter ved randen på ca. 4 cm. Karret er sammenlimet af 5 skår.
Et andet er halvdelen af et kar, dog uden bund bevaret. Diameteren på karret er ca. 4,5 cm. Karret består af to sammenlimede randskår, et sideskår og et bundskår.
Det sidste er bunden af et miniaturekar, der adskiller sig lidt i form fra de andre og er betydligt større. Sammenlimet af 2 bundskår og et sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0167 1901 Trækulsprøve
Trækul |
![](/grafik/intetbillede.jpg) | ESM 0864 x0008 1801 Humane knogler incl. tænder
Brændte knoglefragmenter fra brandgrav |
![](/grafik/intetbillede.jpg) | ESM 0864 x0201 010202 O2 gods-rand
33 randskår, hvoraf 1 har hank og 1 har hankfragment. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0201 010203 O2 gods-bund
24 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0201 010201 O2 gods-side
311 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0202 010203 O2 gods-bund
60 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0202 010201 O2 gods-side
1001 sideskår |
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) | ESM 0864 x0202 010202 O2 gods-rand
85 randskår, hvoraf 7 er med vulstrand og 6 med vulstrand med grubeindtryk, 1 rand med hank og 3 med hankfragment. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0202 010204 O2 gods-hank/øre
2 hankeskår. |
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) | ESM 0864 x0202 010205 O2 gods-div
4 fragmenter af vulstrand med grubeindtryk |
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) | ESM 0864 x0202 010204 O2 gods-hank/øre
1 hel hank. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0202 1901 Trækulsprøve
"Lidt trækul" |
![](/grafik/intetbillede.jpg) | ESM 0864 x0203 010202 O2 gods-rand
8 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0203 010203 O2 gods-bund
2 bundskår |
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GbAWcOuLd26AhDfKsrr9GI3H8SRW8cZb4l9wezvsffVPWvj2x/bumtLJUvtDsry6A5lt7lolY9vlKsc/jVKz/bf8QW/7u6sNHmK9W2SIx/Df/StfrlMPZs+080vmCNGd2CquSWbgYr4U8Tftha/rcqG31aHRolGDDYx9T6ksGP64rz7xd+0Nrnii3it9V8SXVzaRcrD91TyDlgAA54HLZxzjrWLxi+yg9l3Z+hV58TvCFh5gn8T6Srp1jF7Gz/QKCST14Ari9V/ac8Faembaa91J8/dt7VlA5IyWfaPyOea/P8Ak+L+jRxgs7yzKcZ35/ljNZ83xWfc4g0e7ZVGN3lYU+xJbH51i8VVl5FeySPutv2xdE2uIdBvWmXnbJNGox26ZP6VyniH9rrxfqlow8PWNlopSQFmkUzyFfQFht7f3e/bFfFk3xWurdBcvFFbyN8vlC6gBAB9M8VVh+NGtXQaS2tZ5mzjcrFk9OqoR+tQ6lWXX9PyFyLsj7l0X9sTxnpsyHUbLS9Vt0YGZNjQy4x0VgxUE9eVNfQ3wV+O+i/GqzvvsVrcaZqNiVFxZXJVjhs4dGU/MvGM4BB7dM/kpJ8StauMGSCZRuAZvKZz+HAz+dfSH7CXjO7sfjdZRTzv5Wr2c1rKskJjwQN69WP8SKOvetKNSpGaUnoKpTi46LU/Sjj0pQvpQKd3r2TzgWinqKKCT+amKN5pESNWd2OFVRkk+grpPA9xd6b4iW2E01orllmj80xAlVOA372LofVx+PQ5Xh/Uo9H1uzvZYZJ44JRI0cUxhZwOoDjlfqK7Hwz4ik1rx0ZY7QeZdyFkfDPPEojICqYwOMDHC9KmNroUr2Z9pf8ABKVT/wAJx8SjndmC35znP72Tvk/zP1NfpVHX5u/8Eq1I+IHxLUlt3kQ5DZz/AK6T15/Ov0lRa2l8EPT9WTH4pev6IlSiaVYInkkZY40BZmY4AA6k0qriuK+OGqS6P8JfFN1CjO4snTCdQGwpP4BifwrmqS5IOS6I6IrmkkfmB8fdPtvG/jC+OmWkhaK7m8i5mwHkh3FlJI6A57964fw/4CitreO6ubdZZlf5VaQlByMdOteh6vcTya46QKpEalGyATnGMD8z3qrtW3sxFt8vb8wLDgdsfWvDp3hGx3SlzM0LXT7G709IJ9OtfNVWAMcQEnIB+ZupP/1q5bxV8M4JrFhpkSwXWGZUfOzd7ehP+Ndfp81vbae0l3cLbAL0Zhn149D16+tV7nxTpqXDTvPGqAEKeQT+Q6c9+P51LlrYcV1PA7zwJ4o0q0a8kxGY15RTzj29fwrnG/tWRjILiPfnflnHUc19O/bLTWoD56LEmzY+7nZyMEHGOoPX8a4SP4a6e9w1yYvOkDZ3biEK9jt+nWtoyTeqFzNLU8n0vSvEWqrJdxiaaJCSzx88jBJwPqK6nTfB2vXkPmGJmckYVpu+e4wcA/WvZtDm0Kz8HuumuiXKPJFcLCylfMVtq7hyfmHI9s1FpN0tpgsqhWAJK4AGetNyj0QueR5JJ8M/E7SbDb3DRgZQQpuHryQ3H6VjX3hu90fMOpeckhfgrgqPbOT/ADr3m28TanHNdR2yx5x+7JLBSO307881wcnxTuJNWittc8Pt9maQrFcQqZOAeSOnTPakpX6DTZxMWjy7V8q3vrhD02ZAHthMVuaD4FutZucPpwgTI/e3aHP4Z5z+NduusaZqipJpV20xV2jlidjGyEdBg+vJ/rW54chaYq9y+5lII24GADwCR9KatuTKT2M7Tfgn9on8qC7ihVQSZCgUfUjt+tcv4i8C6zpN89nFJFKinAkZsZB6HoP8mvoPRUSLzIo7bfJuw4YgnHZhz07YrP8AFHjiy0K6a0exa7mBBfgDBHfODn0qOa72IvLufPtvp97ol9E2oabPcQbQfmQgDI/n9eK9x+FPjKLRdStdb05iLyzmjmWORM8xneV57YA4Hb86oa/4kj8WR20EkXkwruLRbTlB2znj8q5238LwQ6ot9b+cws1YIDnapbqRyPbtUzjzrTRm0KnK9dT9Yvh14ytviF4L0rxBao0Ud5FuaJusbglXX3wwIz3HNdLtrxn9kNnf4G6PvbP76faM5wDITj9TXtK5r3oNuKbPNlbmdh0cdFTRrRVkn8ztdP4Bjt5tehilt5LiZs+Vswyg4OdyeTLu49F46/TH8O28d3q9pHcLG0LSqGWSURKRnoXP3R7npXb6fpug2PjyVLW8je1jceTE6xyRPmPLAuz7Rgkjqw44ZupmImfa/wDwSjhK/ET4kpjbttYhtxjH75+21cf98j6DpX6UbcV+bn/BKPYfiN8StgUL9liwFxjHnP0xxj6cV+kzD5q3l8EPT9WTH4pev6IFrz79oK6htfhD4hE0nl+bEkSe7NIoA/z2zXoQFc98QvBkPj3wjf6NM3lmdMxSf3JByp+mRz7E1yVouVOUV1Oim7STZ+YmraLLa3UrwKPnyz5OzHvz+NZ+o6fdfZVkaNYwcpnO7Yc9Tjn/APXXf+LLO40TVJLPYq3auYpc8ruBww96PDel3qhdw8m5C5PGPLOegPpk9QOen18TnVjps7nlMfg/UY9WhllR9Qs8qzSRruKk+vAxjjgjsKbJodvp8uofbopp4mB+zXGzzRyP4gTyME8ete7zSyDUo11BViMirGPLk3fNgsGwRxnJHTII9K4rxJp8UeqS/YlWUk4Pz4VM85Bzz+HpQpx7D97ueQahd2mn69LPpmmrEZYmLXEZ2xMpGNpX1DAH0GDz1zft/CVxqCvIWJnlAL7jke3HoMdvSurvvC7Q/wClSWYuFwFMgwPl9gOneprTUYJBJbW63BjiP7zCg7cHHHQnv09DVaW0FzO+p5pbeD10KdZJm5gZmJwdgB7nB5PT1NaS6lGJd6GYxgYKsoGTjp1/rXolwmmSbY7idbooM7ZJwRjsdvUD0zWdLY2V4zIQskf8SMuc/pVboObW5wyeKDYrKD5a2ky/JMMuqt/EF788jj+orS0/QUeRZd2ZBwGTgemR3/Guqbw3Z29jIlrDbwlhg+ZHvHXpjv8ASq8VrHDsUzoQo52ocdPTtQrdAbEtfDNmLeCd8yFCo3ykszEcZJzViy1kaRq7ZiZrcliIo2w+NvyrnrgH8eKntrh4rdowI2t3bcfl3Hd6/wCTTo7d5Fld3gcEEEFQcD6EUepPoJdeNrJ/MuLSyktL1so+59ueMZBHtnnt+Nc/Hb3GrXTS7G3s24fKSo9s4Pb9K6CLRdJkYLtNy+QrbOOfbHJrtbWHSdPs1jjt/NcDOWRl2uBkHLHjHGR15q1yx1IbctDO8M+DbWOF5dRDbyTI4Vdy9M8MCP8APaulS30uFnEkEKwyABcAoc4OAfXOKjtfFEKrKt15cayZCRFsqp6EH1GP8it34EjQPFnxh0DTriZZlluRI9uWGxnjjaQAeoJUfUcUotynyhsrn3F8LPCMHgnwFo2lRQCB44FeZQScysNzkk+5P5AV1yLzSKuelWI469vyOYeq/LRTwtFAH8zqOVXAOCa6fwDHIfEMFys8cKwZJZ7hYW5Uj5cyxE/g4/pXO2NnNqF5Da28bTXEziOONerMTgCu28M+FdV0XxwYPs01ydPmaKaeyErop2nBDxqSAfYVMd7ik9D7e/4JSv5nxO+JJ3bt1pGc7t2f3zc53Nn67m+p61+lUi81+a3/AASn3/8AC2PiUHDBvsi5Dbs/689d3P581+lsq1vL4Ien6smPxS9f0RGq4pl1cRWdrNcTyLDBEjSPIxwEUDJJ9gKl21wHx81WPRvhD4lmlj80S232ZU3EZaRggP4Fs/hXLVl7OnKXZG9OPNJI+BtU1K38Varfsl1JOLu6mkE0x+dgXJDY9cEV1ejwvJbGbELSDB2ZwHA5yeOBxj8K88kkihm+zR7naM7ssOVPbFXrHxJc6ed6zhVBAUyLnjoc5r5+ySsdrvJ3LvjTxVcLHM8Fp5sqgFP3iqJCOO44OMgcfjg1y82u2rsIpmkVmOADkDH1qv4glkutQh2v5m5t+D0Hr0NY91NPuZ4ykkqkYRhn8qSjzWK+FG0LyTT2FzZajBGpbGwtg8/lkf8A1qSPUsMQ1xGzScfu+Nx+uf51xV9q9607wzKodT1ZRxn3x0qnLqT7ZVAjY527lUY+vTP8q35H0M+aL3O1Wxs/tBMkdqkjfekXC7vooGP85q0TDHIHDQ7V/utxt9+OtefjVJJFdgyjYoO0gNkZ+npUr6tcSRoeh25K9j+HenaQLlO2vNTjkh8pJ1jjk5Ehfjtycrn8j3rL3QQwxYnjd0bczeYfmBPQY7CuPje4dtqpvRxyrHIH/wBerlvbvGyIIUU9Scf/AF602Isj0iPxBBHpjCe7QwHDbEUKM7QMnHU1zl34js2u5FG+Y/30G0Hj0A9ff1qn/Z0X2cfIrP16DP0/z71Tvo3ViVVWGSFLDggfUVEYpPQb8y5J4qvVdI40jigUgfMRn8AOeadp/jm4Nw7PELpWUqxlY7ee4Hr+NZUMYEyHI3g8c8/pXqvwj+GcnnvqOq6cFV1X7NFcDO/J5bb6YxgkVbDQ5W18N694hjQ2un314r4JliiIjYc5PPH619BfstfATxRJ8WNE168s/s+naa3nzSmQbgdp2rweSeOM9K95+E/wRuPEC/a/EFlNp+mCPEMO7ZJMTjkjHC4z9eMV9D6PolloNjHZ6fbJbW8Y+VEH6n1Pua6qFGWkp6eRjOa2iWo4wKlxigCnCvQMBtFOooA/mft7iW3mWWORo5EO5XQ4ZSO4Pauj8N3l1rnjC2nvZXvbidyZHmHmM52nqDHJnp/cbp+Ncwv3sV0nge9ey16BC8aQynbL5gjxjBPWQqBz/tCojugex97/APBKlQnxZ+I68LiyX5Qu3GJ/TauP++V+g6V+mEiZUV+Zf/BKVg3xc+Iu0qUaxBXbtxjz+20kfkSPev0625rol8EPT9WRH4pev6Ip4rxf9rjWDpfwkkgVlBvryKA564G6Tj0OUXn3r3Bo6+df2xI5F0Hw+/lh4RLOGDDjcVXH6Bq8/FO1F/L8zqo/Gj4kW1aNcws8lw0hEK5+Zhk45+nrU8+lzWNtJ9ubltrAscqw9M+o5/Kug8Ix2za/dXNyBHMvMG/lRGAOnXBzzjgnj8IvHOtQX0NzDsYps/cIqgZYEfMR1wef8k15LV9DdStqcPeBbgqtu5YDndu+X+VZ81vKtu8hfzZ1OTjPT/J9K0FZ7e1hI2qGbJyM4xSzzECQGPYc4wRkAmtLWHe5g3WljV4xOzLHIiYfc2R6AnA6/wCNc/cWTwu4BVj0xuyB29K6yZVgk8ry9kzHcTjlhxSQ6MbqVzsJLEsAF6n6VopWM3G5zgtX8zGFBJwNp9PSg6Xe3Uy7ZPJUDPmSKcH1rtbL4dardNuispSCeio2T3547V6RoXwb1C78Pxxz2gtZFl8zc5xuBwACO3SplUUdVqUoNnhCadNaRqVbexPzHrx6Diprazupm+YLyeFjbLH/AA+lfUfh39knVdeigktreadHAbcsRWMjPPzMQp/Ovb/hz+yKdJVftUFtpgBBMrASztkc4wePz/Cripz2j+hLajuz4YtfAPiX7CLqSy8u3YhFjbiTHqVzmtzQfgR4p8ZTRxWlnI25sokKks474wPxr9GNP/Zm8IwYN8LrVCB92aQKvPXhQD+vau+8N+CdE8JbzpdhHbO42tJksxHpkk8e1bxw9S95NJEOpG2iPjP4WfsXzw6tEdU0gW0ke2V7m8UlFHoqnO5up5x05x1r6z8G/CXQPBcrT20D3d43/LzdkO49l4AFdrS4rshTjDYwbctxoFOFKKK1ELRRRQAUUtFAH81Gg6guk65YXzr5iW1xHMVAyTtYHv8ASuv0rxBDrHjwz2tnl7p1K3E0sonVhHhnGJ0A3EE4LcZwDxXCSZ8xvY4rpfh+0P8AwkVsHgmmmJ/deUeAcHkqI5C3HYLSjuhS2bPvH/glbvHxh+Iu8sx+w4LMcnP2j13N/wChH6nrX6crX5lf8Es5lb4ufEGIxskgsiWyCP8Al4HYqpB/AdOg6V+mqVtL4Ien6siPxS9f0Q8AGsvxP4V0vxlotzpOr2iXljcLh424PsQRyCPUVqrTgtYtKSszXbVHyvqX7GN9bSTrpHiK1ktGfdHHe2xVwM9Gdc5I6ZxzjtXknxK/Zf8AHHh2Z7pdFXXIBGx+0abmUqOeNmA2fwIr9BaXArmlhoPVaF+0Z+QjeCdf0m9bztMvQVJLxTRMAv6VesvCeoalcLbW9q8k8mCVX+HHufxr9ahaxLI7iJA7/ebaMt9fWhrOGRizwxsxG0sygkj0qHhr/aKVS3Q/PX4ffs+a/qO+M232lp02SRLFvAA5B3HgEHH5CvoH4Z/sn6dp11He+ILKBRGAFt49u9/98jgD6HJ9q+joYUhjCRoqKOiqMAVJtqoYWEXeTuxOo3otDCt/A/h21jVItC05FXgD7Kn+FbMdtDHCIViRYgABGFAUenFS0V16LYyEXgYAwPSnUUtMBtOAo20UgDFFLRQAUUUuKAEooxTulACUUu6igD+a7w7p9tqviSwtL24FpZ3F1HFNcEgeWjMAzZPTAOa6220HSdO8cfZra8jNtEY2jhnKzM+6MMVLeWyblJIIKkAgjnGa/otopdhWPyl/4JYoI/jL4/VQFT+zyAFAA/4+F7AKPyUD2Ffp3HW/RWjleMY9l+olGzb7mMtOFa9FQUZVOrTooAzRTq0KKAM/+dOq9RQBRoq9RQBSoyau0UAVKKt0UAVKKt0UAVKKt0UAVKKt0UAVsUVZooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ESM 0864 x0203 010201 O2 gods-side
60 sideskår, hvoraf 1 er med vulstrand med grubeindtryk |
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) | ESM 0864 x0203 0406 Ildbuk
4 fragmenter af ildbuk |
![](/grafik/intetbillede.jpg) | ESM 0864 x1001 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1002 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1004 0303 Knusesten
|
![](/grafik/intetbillede.jpg) | ESM 0864 x1004 010201 O2 gods-side
4 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1006 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1006 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1007 010201 O2 gods-side
|
![](/grafik/intetbillede.jpg) | ESM 0864 x1007 0405 Brændt ler
|
![](/grafik/intetbillede.jpg) | ESM 0864 x1008 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1009 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1011 010201 O2 gods-side
22 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1011 010202 O2 gods-rand
2 Randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1012 072003 Slagger, div
|
![](/grafik/intetbillede.jpg) | ESM 0864 x1013 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1016 0216 Brændt flint
16 stykker ildskørnet flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x1018 0406 Ildbuk
55 rødbrændte grove lerblokke med afgrænsede sider. Funktion er vanskelig at afgøre, muligvis ildbuk. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1017 1901 Trækulsprøve
Trækul |
![](/grafik/intetbillede.jpg) | ESM 0864 x1019 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1022 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0002 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0012 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0012 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0008 010201 O2 gods-side
3 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0013 010202 O2 gods-rand
6 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0015 010201 O2 gods-side
10 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0015 1801 Humane knogler incl. tænder
1 æske med brændte knoglefragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0046 010202 O2 gods-rand
1 randskår |
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) | ESM 0864 x0022 010202 O2 gods-rand
1 randskår med vulstrand med grubeindtryk. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0047 010204 O2 gods-hank/øre
1 hankskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0047 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0049 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0048 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0106 010202 O2 gods-rand
9 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0106 010104 O1 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0078 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0036 010204 O2 gods-hank/øre
1 båndformet hank |
![](/grafik/intetbillede.jpg) | ESM 0864 x0037 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0088 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0067 010201 O2 gods-side
1 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0076 010201 O2 gods-side
10 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0076 010202 O2 gods-rand
8 randskår |
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) | ESM 0864 x0076 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0097 010202 O2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0158 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0164 010202 O2 gods-rand
2 randskår |
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) | ESM 0864 x0164 010203 O2 gods-bund
2 bundskår. Det ene skår er ornamenteret med parallelle lodrette furer. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0165 010203 O2 gods-bund
7 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0166 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0133 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0132 010202 O2 gods-rand
1 randskår |
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) | ESM 0864 x0149 010201 O2 gods-side
9 sideskår. Et af skårene er ornamenteret med vandrette parallelle furer. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0098 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0098 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0098 010204 O2 gods-hank/øre
2 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0101 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0129 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0125 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0096 010205 O2 gods-div
3 dele til låg |
![](/grafik/intetbillede.jpg) | ESM 0864 x0096 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0142 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0138 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0138 010202 O2 gods-rand
11 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0138 010204 O2 gods-hank/øre
3 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0139 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0139 010202 O2 gods-rand
4 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0139 0303 Knusesten
Knusesten |
![](/grafik/intetbillede.jpg) | ESM 0864 x0139 0200 Flint
Naturlig flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x0141 010202 O2 gods-rand
11 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0141 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0141 010203 O2 gods-bund
7 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0110 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0122 010201 O2 gods-side
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0159 010202 O2 gods-rand
6 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0160 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0162 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0171 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0170 010201 O2 gods-side
2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0170 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0170 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0173 010202 O2 gods-rand
1 randskår |
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crAY5J6mvZf2ePCdvoHhHXNQgslhmvJDtdiWZ0jAwfpuLiuTEeyp0+a2vQ6KPtKk+W+hLqGlhbGEzosRZdiuw4V/wDa9PxHc1qaDoFtp9vcyWV4kkiYWRWOzJJ+npn9aq2d/PdQ3sc2LhFfgOAwGDyAOo6/rWxpT2vmHzV5Ub2YDgkjGPzz+ZrjlJ2szpjFXujkPF+hDUGkZrTy8L/rNuO309f515hq2jRwWwWU72ydkyDOPrivdtU1Y/vogvnSgANCi/cDZCAnPfGcV5Nrlnc2tw6GNjbgdMYBHr+ddFCTehlUSRwek38mka9bfbh59hI/k3ERYYkiYbX/AB2scHsea/VWPwhpGl/AmHSPC8y2+lpZCW1uFUPlSN5frgk88nueh6V+ZV5ZwzQ/PAAcchK+0v2OfHQ1f4W+JPB13dyTXGnQST2ccnO23dcFFPXCvzz03j8OfH03KKqR6HTg6nK3B9TAXR4NLVooh1YszMcs7HqzE8kn1r3P9lO42+KNVgHRrPdn6OP8TXkF9CZbhsEY/wDr165+y6BF4y1FB/FaHr14Zf8AGuCg37SLPQr/AMKR9YaOCLk/7h/mK2axdFbN0/X7n9RW1X3GF/hnxmI+MKKKK6zmCiiigAr8lP2gv+SreL27/wBoTf8AoRr9aq/Jb9oHP/CzvF//AGEZ/wD0M185nH/Lv5/oe9lW8/kfK2rahDpfxa0O6kVWUtsYn3YD/wBmr1DUbm3vL43ZYho1ZYgzZbnrnnntXh/xXke11yyuU4KMTn3BBFfYn7Pvw707/hHF+IniidIdJXLWUDHcJWBI3sO/IwF7kfTOU6kaNCNSRapyq1pQRJodlD8J/Atz4m1xNmqXUP7mCT5Si/wrjsT1PfAA65r5hvdU1D4ieLJLy4zNNcSgIijgdgfoPWu5+N3xKvPid4mlt4t0OlQMQq7shR744LH26Ve+Guj2WmQmdIma5jXKdN4GcEjtnnArGjeEXVn8T/A2q2lJUofCvxN630ldB02C2ZVWUjmNcjHGM4xyM5NV9J05i0pSZS0skcQV22sSxOCOOmWrotUt7fxB5U8cbyT7dhVlJ4xkY+p7n1rHfTTKojhCs8ZPzBgNxz/Liqi7q7M5qzsiydJnkeKK7smhnWEsG2FwygY3f7RJHHvWFeWelxwNE8kjTiVsSbRt68Eewx+tbXirxvqVx9hWSSURwxGFcIAsY4DqBg9wfzFcPcXN20jO9yWDnAbdklfcn6fpW9O71ZzystEXW8OR33n2sEoDeX5m18ZI9iOCevXFdN4J+MXhyxs30O3u0sr+JRAkeoxNAuA3QbjtOTnOPXPNYVlax2+25iCklcFcBs8ZPXOO351VtfBtnqcbDUEt5Yw21hcAY565PGMc81jWhGoveextQm6b0W56jb26fapnja3HmjzQ6ykRuxOMnB+lRNbw/Z5y0qvIGPl7TkMSCM47V5RqPgLUvD7TP4M19rcRgqLVj5iDjnGQcDqOP61jWP7Qg0J2sfGejzQXiyfJqGmxhFfONzMvB9+AevSuKNOq1ePvfg/u/wCCdznRvZvl9dvvPZ9Phs49ySF7iaJw6mMFQxPRuev16/nWbqE9rfYsH2PPIQI02EsSDjAH1wfxrS8D+AdY+I9rZapp6S6bosx3iW/geKQjsVQgH+nQg817dpXgjw58MbNL67WLzEjAFzcsC4HcZ/hH0rOVeNLzl2HGhKp5LueOaH+zTrmsaLqN5M62MkaFrW3k5MjDn5yPu5/P8sGP4CeBfEUfxMj/ANDmspdPt7ie5diQETYVAyOuWZfYjNR/GL9tC30eGfSvDG2WTlfNQZH15H/1/pXmHwX/AGnPGvhjxFcapdXrXtjcZjm0+QLteNj83zEbgR25ropRxdWnJyW5nUeGpziovY+pFkdnkGQHwcbgcZr1n9mYtb+PPLeZpibKUb36nLqx+nfivHtP1ODWrWHULZj9muEWVCwwQGGRketet/s8yeX8RbYbsb4XX9Af6Vww0qL1O+prTb8j7B0XH2lsHPyf1FbNY+j/APHy3psP8xWxX2+F/hnxuI+MKKKK6zmCiiigBG6V+Tvx/h/4uh4sHrqE3/oRNfqtq+q2ei6fNe39xHa2kQzJLKcKo96/Mj9oDTdGufiZrd5a+K9IltbuQ3Ay5VgW/hwccjBr5vNk5cnL0PfypqLnc+OPHOhx6hciOQZGSRXZ6/448T6b8GPBmhCGePSdlxFDdKPkmZZ33Ln+8qsox6HPeun1P4d6Dqlx50/i62hx0WHyH/ncLXoMdv4IuvhPovgy58VRr/ZuoTX32nyrY+Zv424EzFcDPIPNcHMpKCmrpM9CUXFycHqz500KzktbUvPGdz/MkJBO7/69dXY6hc2NqVhc/aWbMiKPTop+mCfxr0mbwd4Iul2jxjpv/bScxHHTHyxvj/8AXRbr4V0KO60221Oxkdmw8i6nLtb3UixP5gkV1upCxwqnO5zsPia52xSXNwbW4A3KRgAAY4JOPc898VWT4uaH4d2eZK96VcsYdPQHdwMKXJHGfrjFXr/wP4X1uQvd6qlx827a2tSqMnvgaZUUfwx8FxMCZLRx/dk8QTgH8tLzWEpQtb/I2jCe7OK0zxi/jSPV7qe2jsrhLoSRQRnhYWUADn7xBQknuX6CtBVEcIeJVySOcV61oc3hXw3o99p9novhFo7yMo8s2sXryrxgMrfYRhh1BrOWz0Ly9pj0B+MbjrN5ux9fsNVGtFK36kyoyvdHDWs0EPmvcPtGRs8vq/IJ9yOvHvVvw/C10J4zuijzksw7nofr0/SujXQtCH8Hh0d+dWvz/K0FW/tmi2rZkXw5wP8AoIXv5/6gUpVIvqJUpLoXfhf4TTxRqn9mpcw2bKsjyS7N7hVwOvfqABx09q9gtfhP8PvBc6atdWFpe6hA25b3UNrmMjugPCn3Az714ZpHjDQfB+uS6vb6lpMVy8L24zqF00aoxUkKpVefkXn2rB8V+PPA/iXP9ra1aXBHULeTkfgPOXiuGpSqVZe7KyOunOFNe9G7PS/iB+1p4f8AC/n2+nTC+mXIXaOM8jr/APqr5V+Inxo8V/E64czXMltYt8qxRkqMf1rq5o/g+kyyf6LIzfdVvPfcfbF5zXX6bZ/CeSzhka80u3mYZa3NheO6egJF5jt2PeuujRo4fWzb8zKrVrVtL2R886P4XJXzpUDDPLSEiu08K6Iuoa1Y2EUTTLNMiFIeHYE8hffGetexTQfDCZNv9p6Ztz206+H4/wDH2av+Dde+HPgHxBb61p+qaZJdwEmMT2V2VU+uPNNd0sReLtuckaDTV9j1Xw/atY6Xa2/k+T5UKRiM5+TCgY/DFetfs+3Ec3xBs2jdXAEiEgHqFz17/h3BFfPs3x88ITXEkkuvaarOS22O1uV6n6Hj8a+jP2TvEHg/x1dXN9pOsR3WqWPH2WNGjKx8fNtcZI5AyAPrXjxoz51JnrzrQ5GkfXmiH/SG/wBw/wAxW1WBoDlrtx28s/zFb9fYYX+GfJYj4wooorrOYKKKKAPlT/go1r1xpvwPtLG2mkibUtUjhk8tiu6NY5GIOOoyBxX47+JYNT1TxdaaPZ3LQeYCzshwdo61+tX/AAUkmz4Q8I2/967nk/JFH/s1fmJDoT6t8XtLsoJRbtNDJvfOMhAzEf59K+fnK+Kmn0/yPcpx/wBli11f6laL4XWCwkzwNPLgAtJliT65qO2+GOilts8G3dwNpYY/Iivcx8L7uaELFqkqP3XGRj86jX4T3XlPL9v+bPTHzZ6d+lT7RrqHs0+h4jdfBfT2Be0mu07AxTua5jUvhnd2zMr6hfiFDkbpSfy4r3268H6rpczCG43ez4/oaw9S8Ia1NmRkVgeQAef51Ua0r6siVNW0R4ZZ+BNX1DWLDTbHUtR8y8uEgT942BuIG4+wHP4V7xp/7G8TIGvvEWpS84J8xQP5Gr/wV+GWp+JvidbYRbS30+NriaZcMckFVXp1Jb8ga+tV+GNuYfLvLyRpGGAVKrtb0PHavOx2NlTmoQlY7sHhY1IuUlc+UJv2PfDFquW1W/lAGSfP6/kK5/VP2a9A08s0d1dxqB8u+6bJ/Wvt2P4XaO0fkqzO6jkM5x/Oua1v4a6SrHMCoeoO85rzI46s3rNnofVaVtII+GNZ+FcWlQs1rf3qEDgi7kH9a8/g0O1uri6/tS/vrownAXfv69DyenWvs/xx8NrC4SUR7XKg5/eNxXG+BP2d4/FUMcEdrZCTVLySOF7hhIZFSJ2dcclSCnHrvPtXsUsXFQcps8yth3zWij5y8J/D/wAP61rzmaWb7NbxmV42TaDyFAP4nP4V3qfDXwkkjbbSPDAEcBqvfEj4S33hy6to/B1pbwQSRRtN5jYleUs6hOOoypxjnmvYfhr8J/CVx4Zg/wCEkimn1pY0jvre4vCrw3BQMyhUYYXnjOSRjmuiWKi4KalozmjQfM4NanzVZXGk+H/Ed9ZTWFvqGlecRHHdR4AB7K3UEcjr2rZ174O2/iqyk1DwBqEi3KoZH8P3sv7846iCTpIf9k4bjjca9hvPg1o/iy51O80+3EOj+YyeTaxhVDKACR14zkE4+8D161Nof7K95DaXeraT4k+x2yR+Zb206rcLuHOGdWG0dRgAnufSueeIjF80ZWf4fM7IU21ySV1+PyPlXwz4Wu9cuDaT3U8F4+5BHIxDBh2xng/14rEj8La8009vcxXcUsJKtucjHvya+otb8F3niaP+2tJ0111y1bNxFZfv/tMocASx7fmGf9sKeMkdWrtfE37Nr/ETTYpLywj0q6k2zFZSRIhPJVgp+YdeD7GuyOKWjel/wOSWHeqWtvxPkjwH4Wv7nVDavcCbbgs0bZxk9Ca+7P2SoV+HHxM8OzRgILuQWdwRxuWQbQD9GKn8K8t8N/COX4f69eWF3bQxRxOBA0S7RLHjIf6nPTnGOtepaEr2d5BcxLiWCRZFx2KkEfyrgxNfmleOx34ajaFpH6eeHWDXjgc/uz/MV0Ncp4LvEv0huI23JNbCRTjqDtIrq6+kwutNM+dxH8QKKKK6zmCiiigD4p/4KPTZh8FQev2t/wAvKH9a/LT4n6tdeGPFWmaxaHbc2cwkXnG4d1PsRkfjX6gf8FFX8zW/B0efu2ty35vGP6V+f1xa6a3xP0aPV9Og1KzuFeJIbhd0YmIypK9G6Hg8c18nKpyYyo7XsfT06fPg4JO3/DnsPhXxNaeItP0vXNMml/s+4Tf87nJ9j7g5B9xUl1qLRs6pOsUbtx27+lbFnoslvpawwQWkNoqkQwW8YRYx1wFAAAyTwB3riN0UeoJZ3w2yvl4W2kGRR95TnkFT19iD1yBjTrRqN26GtWjKla/Us3Nyjb49/mN0yp61zOrah9nR38xii5wCxJz7V1L6VaNueF2UoeTnOWxXLavoeoazdPbafbPe3DNwqj5Rz1JJwB7mt4TjJnLOMkjtf2b9Zhj1zV9l032i5SJVhYDnBb5h+JA/GvpTUNNFrah385gAGdjxg9/wr5N+EOoaN4S+IENrNqMN9qR2RyLaELDE2TmPf/Efu8gdwPWvefj18TP+Ed+Geq3Mci/bJLdo4dpwAzZUH3xkGvIx1Fzrpx6npYWpy0bS6EafFbT9P1hbW1uYpRuJKMwJx7Voa/4jk1RVFvE0kjDcI06gdyfQfWvmj9nPTEvbfVNXvC0s25Y1lc8g4yTn8q9Oj+JsHhbWjpz26zb5Rm53fNGxBARuOM5B/wAinPCxjLljq0EcQ2rvRF/xdZSaC1ubzybqW4TzDDDLuRRxjcR1JB7cfWpPCt1ptnrXh24mZtEt/NnuJbzyWZY3YbBtVCpYfIo4P8XsRT/Fqm+0f7ZJGEuAgZAnTaOOB7gAge4rxP4hfFbxdpNnpun6IbWO2t2l3/bLXzTHu6EdM8knDZ6D6VMKMsTT9nF6hUqRoz5p9Ueq+KNDi/t7wjf2J87VVt5wbYSld8e7iRkzgld3BPd8Dkir8nhVfFVxLey29xY3fl+RcXFqRG8seSdjgg9O3G4ZOCM15P8ACK+mi1KSTX9Sa58V6ggkkvpXLLPBnhY8cKi/3ABg54r6C07UJdNvkklBeNl2M33lbuN39D2549Np0pYdKK1siIVI1m5bXH6Po40e3jhtIIxbQw/LCg2qNoGB9Mfyryv4O+KpfFeiaxpAvVXUNPvZbSXBAk3IxA4x0YYIx6ivdr7xLa6RZtcnbG2DlVUfMMZ/z9a+dvFkA8K6oPFPh+zWKaKc3WoW6xYlljYKZAwxliPvD8h1owz53JNb2HXi4qLT2PTfBs2m+Aft+q6hKdM024t47e5uZ1At0nQnazsv+rBV/vNjcQRknr6Lp+vadqeni70zUbHUk2jZNa3CSqMjIzgn19q4Twn4B1v9obQJ9StdXTwfoUk5t2gNv9onu3Q8vIhZVjHXaOW5ydvStO6/Yx8J+F5pNXE8uoFF8yZLpRuc92+XAHrgDitJxUbtvUVO8tEch4q8VWviTWxb2wUvYM8UjKAMtu54yTjcGHIHIOM9au6dAPLQdPU15r8OodNtZJoLJ8PDIbaRWBH3Cdu3PUYbGe5z6V63Y25XAPOOKyqx5PdRvSfNqfdXwG1A6l4J0OVjuYaeqE+6kKf1Fen14p+y7c+f4Gt485NuZoz/AN9hv/Zq9rr6/AvmoRZ8rjVy15IKKKK7zhCiiigD4Y/4KHN/xVXhkHothI35yf8A1q+BNU8G+IfiPrmnxeG7Ca5ktbyN3vVUiK3wwO5m6D6dTX3t/wAFD7eTUvF/hXTYG8u4v4YrGOT+601wIwfw3Zpq6ZpXw58FPFb2kFnpek2pYKvVyAT9WY4yT1J618Jiq7o4qckru7PtMNS9phYRe1jnrbwfZw2cZltbjYRwWkCg479a4P4zfCuDWPD0d3pIFnd2x86K4LcxzdFJ9UYZVh6Ed+ny5dftJeMPjV8V7G0t76bSdGmuBHDaW52t5YOfmbqSQOnSvrzwu1zZ/uLg/aIXQrKsjFgwPUYI9K5qlOthZRnJ69jqhUpYqDhE+bNP+IOj6X4cguNYv/8AiZMh/wCJZZYeSIjIxIx+VeR0JzjnmuA8SfHbX/EayaV4es/7LtZRtaO3YtNKOnzyccc9BgV2vx2+Cvh7w/8AFWHUtRvp9N0jWkMi+SyxxrKODvO09cjOOTgk9Sa8+t/F2jaDdXlnoyRLJaOYhKnRx2YEHvxXuUfZTSnTV76+SPEq+0pvkqO1tDrfg14Y1Twg8uqam0EXmOsgifBaPORuyeQCBivRvjFrjeKPh3qVsk4JVFcKpznaQSM1yXwu8N6j8QPDup6odS+ytPKIokZQyyBByT64Jx7bTTvEnw7+IXh3S7n7Jplvq9uylP8AQFVpcHj7rHg/SoqQcqilJq6HGoowcYrRl74P+IT4c+FaSfcubi6ZVP6Z/AA17J4A1i716SOMCO+ixyNm/wDTv1/UV4n4R+HOtTfs8TXmq2dxZ6s2oyxpBJlGtYwU25X3KvkkfxjpjB9E8BfGs+G4IFl8MQ21zBEbfzkugCF8oKrAY4ZWG4FsgAkYJyxuMKdTmtrqzOUp03G/ZHsEiw/atrwxFwcAMg+XHGPb6V458YzcSeN9OsbaO2W1Fg0lwsiYzucqpyAeBg/lVrxz8V7DVtHln03SdUi8QyXbTxXMcuYo4BsCRZDfN8odmYqDuIxxxXGHW77xFrTy6mJH8u2jT5uoJaQgZ9cHofUVhCh7OpdbG0qyqU7PcrzeG47gRnc9rsxImH5V+m6NxwD+hHBBBxXR+Hf2irDwdcPoPieC4bUFTfayW0XmfbAThcf3WyDkE44PPWnaxrmn/D7w/earrIU23kMI4+H3MFJAJA4JwR+VR/B2Hw18W/A9xqOr2eny2s26NLjUIVR/k+Xhz8wGd5Hzd+xJrSo1yOUldIimnzqKdmzlPFvxm1rxzeXP9mvHptsn7qGztXDyZQksWbkDqNxUYJCquSDV34Z2qeEvDVzp+qyyTanNJJeyySSFmlyM5ZjnBwADng4robX4N2WjzW+m6bqVhoml2tw/myXEZnBDHMQZlYbVyyZJHo3bnzPx9pd7oPiAT38fmW3n/LNbTh42VWZAyHrtZkbG4A4B460qfsqi9nDTqE3OD55an1D+zL4w/wCEVulOo6lB/ZXiS5wLcyA/YbsbgiEdRvSMZ7DKAfe4+oPHukQ3ngnxBG7EJJp1wr+WSDzG3Qjkfh7V+Rlr4quYoZES1vwzA4hCcY9iOCPxr3LQ/iJ8ZfFXguDQtR8b2em6K0IikN/IIroR45jeQqCTt4PJPvV1qHK+ZsdGq5e5E8y8LxXtnqQ0nTbmX+1JHDwwzJuLWxZgjs3y5KkEE8ZwDxnFfV2jrMtnbrcuJLlUUSOBjc2Bk1g6bYaPb2uk2OmG3vJdPt/KuNRgUbJSxDFVb+IA55Bx82M5Brpbd1MgHGRxXnYqs63Sx6WHoqjdXufWH7I915mg6pAesc7N+BVP6g19BV83/shzD/ifw91Ebfnn/CvpCvpst/3aJ83mH+8SCiiivUPNCiiigD8/f+CkWtnw9448JaovL6dHb32318q534/HbUmua3ZeNvD7RDMkbwrMkquTHIp6egIOOvpyeKyP+CmSGbxtpETD5G0nH1PmP/8AWr5J+G3x7m+HukRaFrW6XTLdj9muFyWgUnO0gdRnp3A46dPh8Zh3Vqzcd1Jn2eFrKnRgpbNHlngzwbf/AAt/aJ0vR9TjEbw3m1JMfI6spCsPz/Aj2r79sITPbo+BgfexXiV140+Hvjaay1S7axnuFZXjuJWC7dowCrfKQc54z1JFbvib9ovwj4I8M3E8up22oXcibYLaCYSO575C5wBzzipxXtcS4pRdy8L7LDczcla54h+1b46uvHnjrSvDOixzalDp6M6Q28bPvkfALY+gGPrnvU/w7/Zjf+1NK8TeOo4dA0SKJvt9jPc+XJcgcoSVPyjkZ5B+X348u0n4q6vfeJ9Y1DS0S0m1CXcZUiwwUDAAPUcAd63rvwr4v8eyrJqdzdz27AEec52/qa9iFF0acaUXy6Hj1KyrVHUkr3Z71J/Z/iKOLV/B/ivw9bJDcTwp4aRxaR2dtEjNGUkfAkBSMsWBA3OvXJxoxePNZ0+4bTp7S4g1GLaJ7eZTGyA8gnI6EEH3BGPWvLvhrNqnwsbUbWwu9Ne41C2a3aOa1WQvECD5YJ5AI69j0IOM1vrNLpfkS6pJIs92ok8+ZGXzvQqTwQBgDHFYcvL7r1XQcW37x9A+C/F2gf8ACIzrq+q2drcG4cPBfXKI0m4DBAYjI7YHTGK8v8YeE/D2seKbk+HtVsVig0+4v7pbeUSKuwpt4Unbndgdj271xWsvp99ZsWjG9W5yPlOR2P8AhXQ/CeHS9E8K+J7hbm0tr/Unht/K3jd5KuCSBnPIaQelec6LoOVaEnr09T1I1lXUaM4rRbnE6pfHwrFdahqsgjtbdWZ9zcuACfk9c8YHXkVa+D/jLRPGHg7UtfvpvsWr3F6Xu/nYxsgChEIX7mEVQCw7HnnFcN+0Ptk0/TtPhY4u7kRRxkk/IpJ3c/h9c1Y+F/gi50mSG+tvNhgjkzI0YG11/uNkEEH0/rXrfxaCm3ZnlP8Ad1nBK6D44ao3jDxL4d8PwRzHwaNQSO/v4DlJGZlDLuHoB3wSc+leieG/hrZaR4j1Hw19slhs7e3X7LbxTHKBl+bPYbWZeR7Z5xWo3gNfPmt7Sae2sNSjDTWEe0bSQOi87TkDPPboK6XUPB+kX0NxrN9qRsNaa0MP7h+q5A9fvYUYPIyAaxnKUoKCdv8APuaQjGMnJq/+RU8M6r4e8A/DP7HNqdtJBErR3ck0oLyyMuHDEtncxJ4PXA7E1514b8TeKPhdqFzq2kW+n6jpN0WnsbG4LsxBBVJlU4AkCEgPwQHOMGtqD4a+Ao3jWGziubmBP30juXZ85+Zj1LHBOetXLy3tbfS4rGxiitreHbuQOTI2DwCSxIAHbmiNrtWvfe4SjeKu7W2OZ0fS7cabPq19pj2+sXHzW9oLdVjtCCRnaDgN0I444PXms+4vrwXACu32hwMSyOS24j35HX1q1a6jfabrT3Flcy60fNaP7Hd7Zdxzym7G4EZPQnBq58QmstP0u2u5NJmsrm+UyR2MjKxUjGSJVLAryD6+orp5vfSfUwUfduuh2vwU1RJ9KliuZm/cybSJODg5O0HvgCvWtTjht7r7Vp7G40yTBSQHcYyeqtj3zg96+b/h74a1qz0m71GRi0OoMJBCudqbSRjr90/1r1L4c+I7zTpIoLhhJZySLBJGxzuDDJUjrkYPsa8fFLmqSlF3se7hUlTipaXPs79j25Emr6+gzhraNh+Dn/GvqGvkz9jEhfEmuoCSv2TAz6CUCvrOvpMs/wB2Xqz5vMv94fogooor1TywooooA/Oz/go8DL8UNHjPIGkqcfWST/Cvzu+IluIbeTHWv0T/AOCi4I+KujnHB0hOf+2slfnv8Rl8zeo5r5VP/ap+rPp/+YWHoe3eE/gN4L1r4T+HL8Xt9YXFzZRzyCYqwMrIC2wEZI3buBXJ237LI1K6Z21GO307ecSPCVkcey9vxxXtPwt0m11D4P8Ag27h+zpfJp6xGQNnIDMCCccYxz75FaWqvPZIsTIwLcg/eB/HpUxxLi3Hm1uOeHUkmo6WPLdc+E3hnwf4Va30eyZ77diS7Y+ZJxk5HZQfbjms/S7i/wBNsXUwl7VoVjKkMzoxAwy9eDnkfiBXqvh6xkvJnmkJYbuBjjOK3o9Ji1C/it5AHeZ/mcgE8AknnuFHH0rKpX5XrqVToKS00PKPhj8KZvFHi631bUI3k0mwYSFjx9rkByI1/wBjux9Djvx9T3cmneOrUaX4g0GC8t48bUeFWRdp4IDDAI9q52wtbbS7OG2s4Vt7eEbI40HCj/Jratt6x4UkNjrnmvLxE3iJKT6bHr4aEcPFxte+55L40/Z5tNSNxL4R1X7NMcu1ldfNHkkHb6qBz2zz6VxWgfC9dCvdbuvFNnEmn2FoQkkgVhIWHJTJJUgKff5hXuesNcht0Um2QDG5l59uRz+teJ/tBeK2tdFGirIRPcAC5YncxAH1OBwPpmu/COrP3JO55+MjSh78VY8OurODWvEVvqOpR3GpWdhbbbW3W6SMq5b5iWdtz8emTx0ro28XeIZLA2WkWT2UCptSK2aJ0xkdcsdxPHXNYFj8P9Ms/Bkx8QXq2t/LeiSO4+0OJEh8tgI/LAIJLlGOeflwOprpNHXwp4btWfT9PhuZQQUnuHaQEbRk4JPctxntXsShCXy+48eMpr5/ecxDqPxR1jUpVtZbp5g3zyvFDhT05OP0rpdP8KaooibxR4wvHlkfD2enxJGoGCM7wASc46YqxN4722777hVGfktIIwNx9AorJuf7QF1GGu839y7F7CHJkttrYCyHqG3Bsr1GPel5JJDt1budb4et7TS4ZoLRp4ld9zStKzSucY+Zieai1XULWxjeOIhJOW2qxLHA5J9TSx6HMtnLe6nfW+mWMFy1rIiOHuHdNm9UQdcBxznt261wvjLxLFN4ftNPi06S2tizSG4cOfNJVVc7woDY5wBnbnk+ucffloVL3YneeD7htN8HwTFFmvtSizsYgtlwGKkdj8xI/wB4eorpNcuNM1Dwxps0NlDfRweWLmCScrJJMSRkg8DOCOMjBzx0HhF9rV4uuRapBdTWtzsjIhmtwsMihF2EpkDG3bgjBxjnmvUYPFVn4v0eGSeyg0/VVK+ZcQv+5kAIzlT3Iz/iaxrYeTkpm9GvHlcD6E8HR6Z4q8Nx3GnNG0TJ5bxsMGJ1JBRgOjKR0/oayrz4diPXtPuraJiyXCs0Izg8/wCFec/D/UNd8Dzav4jgiS+8PORJqUEDqDG2VRHjXPJIPI4zj/Z59vh+Knhy60aG50W/XUtSuFZUjVCGiP8AecEDb179cYr5+pRq068vZ/C/wPqKVejVw8XU+JHuv7H8Mdv4u1qOM5H2EkH1/erX1dXyf+x8wfxdqhHbTcH/AL+J/hX1hX2WV/7svVnxWZ/7w/RBRRRXrnkhRRRQB+eX/BR5SvxK0Jv72kj/ANGvX55+PJAvmM3HWv0Y/wCClkAt/Fnha8Y7UfT5Uyf9mQH/ANmFfEWifBnU/iPqEU90zaXpDybRPKMNIeSVjU/ebAPPQYPcYr5OcowxE5Selz6mnFzw8FHex0n7I3jibW7DUPC9wC0OnRG5tZFGCis53qT6bmyO/LV9C6vod3bWgmt287d0STB3D1rI8A+AtL+H9rBYaZbLZ2mCZJG+9Idp+Z27/wBK6FdatLxxb2LPqSqBtktU8xU9QWGQORXi4iSq1XKmrI9vDxdOiudnFrLLp8m6OPyXAw0LZ259QauC8K6tpZkbYTcKh4/vfL/Wuj1PwzquvXdvNPcroem24ZpfK2tNMSOhJBVF/Akn0xWg/wAN9OuprSBXmWcuGMzSM7IikFiCxPU7V/4FntSjUX22RKnreCGW9yfl42juasN400XTpHhm1OxhnUYZJbhFYenU/WtO9+GP9oLLE2szwW8gwy2qCNiD1G85I/4Dg+9O0H4M+FfDMCxWOlW8KjknaCzH1LHkk+pqeenbVl2lfRHHX/iXSvEEM1vaa5YiZ+Q4dZAMHPZsdvWvB/Enwp1TXvF32i8u5L1BLuWVoj5ewHIBwO/p719l2+g2Fiv7q2QHHGF6VnXXh1LqVmZiSx71tSxTpP3DGrQjVXvLU+BPHnhVtF8RWtvr3nfYGf8AePHMY+owG3mN8DJBPyE4zxR4i8M3Wh6tPpNnA1sxtFmjjaTzY5Dn70ZPO0jkZwfXFfcGtfCHS/FELRahBHNEf4XXkfQ9a5Efsl+EtOle4Se+ZWXBhM+FHbAIG7GO2a9GOPjpzHlywMk/dPix/EiQ+Gbaa2tYNJM0bW13PG7vc3pIIbG77qEYyq8Z5qbw3qF0JFGlWD3CF8N5yMvfnoCS2PY19mf8Kb8P2y20SWEPl2o2wrsX5B044rXtfAumWwCx26gdcdKbx0OkRrBT6s+Xvhx4dv8AVpNSn1O1VZwFjs7c27KBISfmbfjOBg5IAABr2fW9AaHT7nRdTs017QtOhje9a5jKOrMu4NEVAaLg8Z+Xr83OB6Bb+BLSG7W7sp5tNu1YOJrcjqAV5BBHQke9Y2p/COG4vrm7m1y9N1c5ErRpFEsiHG5CqKvBA/HvmuaeKU5c2x0QwzjGz1PmrxY2vaH4jf7Jc3mv+GVSOWyuZF+0SGPIkCOjLzhsggnBAweOK17XUNO1nw2umrc6XZxuPnd9LkimHz78Z24BzgZUdABnFe6aJ8PbfS7EW03mXKqSVNwPmUdNo/2eOMeua3NP+H+mSKcwRk+4BrV45bWM1gXvc8m8C6Pp8Om32k2N9Ldx3ibpSquFyCMZDY6cjj1NdDovhmPR7gLHEFGc7scNXpFl4EgsZVeD5ceigZraTwtcTI5lgMkecq3l4x17gduMH889+KdfnbaO2FHkSR6r+xrbltc1+bPCWkcZGPV8/wBK+qq8H/Zf8MzeH7PUZJ0CG6+ZPUoNoGfxzXvFfW5YrYZfM+WzF3xD+QUUUV6p5gUUUUAeJftGfs/23xsbRJ3dUutLaTZ5hwu19pPY8/IPpzyK80/4Zb1OxWIC6siIfljCoRt4xgegxRRXzeKwtOpUcpHt4XF1KcFBbEGofALUrKLdcy2rp05BI59qqJ8K79JI4o5od7EAIEYZJ6Y4oorj+oUX3PRWNq26GvB8CfEN47wpHBK2AGDOQOenp/kVZsfgH4rh1C4Z7W3lOAiFLlCAAAT16ElvyAoorthlOHktW/6+Rx1M0rxlZJf18zU/4Uf4qUEm3twOnM6mqV18L9cs5jFJ9mEi8FfMJwfwFFFZ1cpw8Fo3/XyKpZnXqPVL+vmZV94TvLCZorloUdeSPmyOP92s2Sx8nIaZB9Ff/wCJoorglgqUe52LGVGriLGmTmXJ/wBmNv8ACoNSi3W5CtKfpH/iaKKSwtMr61UPOfEmvwaBkyw3sp/6ZxL/AFeuWPxVtwTs0q9f/e2r/U0UUvq9NdA+sVO4q/FWZv8AVaBM3u10F/8AZDSP8QtTusY0VF7jfOT/ACUUUVXsafYXtqnccPGGuyLtTS9PT3ZHY/8AoVeheAb7Vr1QZ4LNCf7tuCf1zRRVxpQvsT7Wfc9StrfUJI1Pm7eOAsKDH5Cp7bR7prtHeeViD03EY/Kiit1CK2Rk5S7ntngIbL1kzki3/qtdxRRXv4T+EeDif4gUUUV2nKf/2Q==) | ESM 0864 x0081 010202 O2 gods-rand
80 randskår
To af skårene har hele bevarede hanke |
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) | ESM 0864 x0081 0102 O2 gods-kardel
1 kardel af et bundskår og et sidskår
|
![](/grafik/intetbillede.jpg) | ESM 0864 x0023 010202 O2 gods-rand
5 randskår |
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) | ESM 0864 x0081 010203 O2 gods-bund
31 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0081 010204 O2 gods-hank/øre
9 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0061 010201 O2 gods-side
51 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0061 010202 O2 gods-rand
2 randskår |
![](data:image/jpeg;base64,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) | ESM 0864 x0061 0703 Kniv af jern
Jernkniv, længde: 13 cm og 2 jernnåle |
![](/grafik/intetbillede.jpg) | ESM 0864 x0061 1801 Humane knogler incl. tænder
8 fragmenter af tænder |
![](/grafik/intetbillede.jpg) | ESM 0864 x0061 1801 Humane knogler incl. tænder
Æske med brændte knoglefragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0061 1600 Geologisk materiale
Æske med soldejord |
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93Ga9NCgUyNg1SUAFNBDKCDkEAgjvT+2aaaAI5OlfhB+0p8v7V3joJG0jt4muQEW3W5Ykzt0iY4kPP3Twelfu/J0Nfg3+1Esb/tUePRKsLRt4luQ6zByhHnnO4J8+PXbz6c0dQ6HH+PdN0y3um/tGbVtP1QQZhtZPDVvp6OMnaSqTDAJyN20njvjFFYXj2Kzh1eNbKKyhi8lflsI7lEzk8kXBLk9Pbp70UxI/pAY1Hvx9akOelQSNtpDBpMVGZhUUjZrzD42ftAeEfgPoK6l4ku3LyP5UNnaqJJ5H2kgbcjA9zgcigqx6fJdBASTVGTVVXvXwV4l/4KmaPEoXS/Bs10zMyqbzURADg4zjyz+uK5if8A4KXau00LjwnpMdtszIHv5Mg4J6lBj6baWo9D9FG1df71RtrI9a/M3Vv+CkHje+Mz6dY+FdOtTnyxJ5sswwcYy0ig5/3a5W3/AOCl3xMX7ZClhot4ZQfJuJbRwYiO4CuAR35Bpaj90/Vg6x6U9da9TX40+Jf27vjN4mje0bxPJp6ODldLtYYDjPaQDePwNefXXxa+IOvW80eq+L/EV5DMxPlz6rPInTB4LEZNGoaH7uab4itdSeVLe5inkj++scgYrn1A6dK0ROWr8BtJ1qeAy20d7ewhlDukLtmXGTtJB9T+tfsj+yHNrf8Awz/4Ug17TZNNubeAxQLLgNNb5zFIRkkZUjrycZ70ydD3K3mZ2dTEyBcYdsYfI7YOePcCrFVbeTdxVimSRzSiNcmuA+J3xa8L/CnRU1fxZrMOjafJMsCTSqzFnOcKFUEnoe3Heu01CT5QK/JT9vXxVfeOP2idY0qW6kGm6FFFZW0W8lVLRq8hVf7zO2Ce4C+1JsaPqT4hf8FKPAPhM+T4at7zxjdEEjyla1twB1y8i7s/RCOvNe5fAf8AaA8P/tAeDYtb0ZzbXSYS902ZwZrWTnhsdVODtbHIHYggfiRd2baffC3Em8Zzv6A8Z79j/WvQPhD8afEnwL8U2/iPw5dRu8Z2XFszhoriNj80ciqehxnqCCARSTGz9xopdrAVdjlDV8u/sw/tqeG/2irhtGbT5vD/AIpjiaVrGRxLDKqkZMcmBk85KkAgZ64Jr6UhmK1RJobhRmqvm/lUytn60AEnSvwc/acbZ+1d47cyNEF8T3BL+aYdv7887wDt/wB7HHWv3hkPFfhH+05uT9rDxyVZlYeJpyGV1Qj9+cEM/wAo+rcDvxR1DocD8Q9R02aQJtkvr4xqVvjrDXiou4/Lyg9+M8ZzRVb4oTSy+IIWlllmb7OuDLdW85xubjdD8uPY8/mKKYlsf0bVFJHuqYUmKQyhLD6V+Hv7VXhu98M/G/xtprX8t2sOpyyCTOX2s5ZQc5weRX7mtHur4N/bg/Yp1bxxreoeP/B268uZ1U6hpEKASMVXBlj/AL+QOVxnPIznATA/KaSNrOYyE7pJHySw6+oq1qWoX18IPNmaaPJIVlI2+n14xz1rqvEPhC60y7ltpQVmiO0q8exww7EH/Oc8VhRxCNvKkGDwd2e3Q0DM2Gwe6jAC4lxuDbuRgdq1xoN9MsYaRoxIQo4HJ9MVZt4+QIYWkfHI2Z7/AKVrXGba3gWWUyMFJVeo54z/ACpahoZEWmizjMjSY8vsyZyRxjHYfSrkF9LeKbeF1SHyyeTnygRkjIxnqMg1ZgxM2yQGRQQeQSM9O31NUrrR4GmDtE2xuuzOcdOaYi9pN3++McGzzFZMhQQH2k8c9c8frX7x+EGvZ/C+jyajarZag1nC1zbIQVilKDegxxgHI49K/B3QfDtxf3UMNhZXF1NM22JViO7OcAAAZPt9cV+437P58QXHwZ8ISeK7aW08QfYEW6inTZICuQpcdmKhSR6k8DpTQHe26HOast8opgwvShn4NAHA/Fz4iWPwt8C654p1JWkttNgMgiT70rkhUQe7MVHtmvxQ8XfEC+8VeINS1rUn+16jql3JeXUw/icsSAO4UA4AHQAelfrp+2Ro8ev/ALOvjiNvvW1n9tj5Ay8LrIBz67cY9+Oa/FfVNduLWWTy4I4mxsYqPwOf5VL3KNCbUWkhE0irEATsBU/N67eOawp7y1N6zvaCRG9HKD8M96rfarjUpwsOZJD12jr/AIVt2PhkFY2mDTy55A5VRxn6nkVJR9Qf8E0/GHhjQfjDftr97Fpd7cWBt9Ka5lEcckjOu9ckAbyo4yR1IGSRX6wRSBxkHNfgmdPjwyRxiNN5ChuMjPB+te9fs9ftgeOfgDqFtZajNceJPB7MEl027kJaJM4327tynA+6flOTxnkUmSz9eAxqeGTPWuO+GvxI0H4seD7DxL4cvFvNOu1yOR5kTd45FBO1x3H+NdXEfnFUSW26V+E37TkfnftY+OY1DuzeJZwES3FwzHzjwIicSE/3Twelfuw33a/B79qIRN+1J4+87yRCfEl0HNz5nl7fPOd3l/Pt9dvOOnNHUXQ5P4gaxe6JeNpp06CBJ7fJOoeGLWwnAYspKgBiBxwwYHOfTNFc/wCOIbRNRQ2C6d9n8obm0oXXk7snr9p+fd06cdO+aKYI/pDooopDENIad60lAHjHxX/ZJ+HPxe1KTU9W0uSy1aU7pb/TXWOWUgYBYMrKT77c8DmvAfE3/BK7wdqk5bTfFeoafGW3FZ7VJmJ5xyrJ6+lfcZppWgD4e8K/8EtfCOmKU1vxhqmpxkcrY20dqc/VjJ2rV8Uf8Ev/AIc6pan+yNc1zTLwIESS5eO5iGBjJTahP4MK+ysY6UYp6CPz11T/AIJU3AtiLHx/DcS4xtm05oFH4iR/5V2Pw9/4Jg+FtDv4rvxR4lvddEeCttaQrbqT/tMSxI+m0+9fbNFGgHL+EPhj4U8B2trBoHh/T9MFtF5McsMC+bt75kI3MT3JJJ710zdKXdSEg5p3CxVkm2nmomueKW6jPWqTdwKkZ5j+01ptxrXwD8fW1rdfZJhpFxN5uM/LGvmMPxVSv41+Ik0kc8JiiO35trMWH44/Ovvn9rz9u6e8t/F3w78I6Ck1jMkul3WuXM7KzqQUl8qNcYH3gGLEEfw4NfnXHZ3FreLO26Ta28qx61Om5SXQ7K30uGzt5EtBuWMhmkVcsx6fN6Dr09KY+oPpfntc2MtwAmxGDf6sZ5wo9T3psPiiC88zyytnPLgeUTlTx0PHbJ602e8WTEUsZSQfLt3AKfxzn86yeh0QV1Z6G9aa94ek02KZfPe/VhujOduecg9OMbaveIZk1VrQMxIMIDCNchSSTg+pwc1wJ09bS6MkzCP5SRx1P93P581vaDqVoyFEAMzkKrMAmG7Ac9BmqRlONne+p9x/8Ew9K1mz8UeOJElmj8PxW0Uc1s5IX7SzZjYA9wiyZx0DD1r9DIW+YV8kf8E37BYfgjq166AXNzrcySODkMscUSrg+g5r60j4xWpiXS3ymvwj/aX3Q/tVeOnWRo3Hie5KulwLdl/0gnIkPEZ/2j061+7Q+7X4V/tLMW/ap8cBFcv/AMJPcbfKVWfPnnoG+Un0zx60dRdDz74k+ItUmuFsG1e/uLCSJXe3m10anGzbjyWQBQeB8pGR170Ve+IXhTWtTujqAtLpra3tv3kl19miYBSxOFiOCMfjRTGtj+iKijNITSGBpKKSgBGOKhaSpJPu1QmkPagCdpsd6T7Uo5JryH46ftEeE/gN4bn1DXbwT3+0m30m1YG4mbHHGflX/abA+pwD8FeJP+Cp/jq6vbpdI8M6HYWpf90LgTTyovoWDqGPvtA9qVxpH6nteL2OaZ9qGetfn78Ff+Cnmj+ILtbD4gaUuhTN9zUNNDyQE+jRnLL9QW+gr7M8B/E7wv8AEqwN34a12y1iNVDOttKDJGD03ofmTP8AtAUc1xuLR3AuM96esoLVnbjU8LfNimSXZIxIpqnNbHnHFX4zkU5lDdqYH4nftJ+Dda8L/GLxnaa6gGoS30tx5sChUkWRjIjqvAwysOB0z65FeOQWLYKuAyqw+ZehPHHAr9bf2yP2SLr45HT9f8MS2tt4ms4/s8sd25SO6hBLKMgHDKxOM8EHk8CvzU+KXwh8Y/BbWhY+JNGm026Y4iOzdBNg/ejcHDjleQTycHnis5K6saQlyu555d+Ho7iQgn7PKyjbIpwcnPf8DT1iurOPyZWRpN2G3gAnHv360y8+03jJLsaUDAaNFOFbuAPrkVBM17ceW0cTscehVU9BzjBx/MVik2dUpxi+5nao098fs6FicgEqTtH4/wCelQ/ZJ9L8t3JWQHAbjOfY1u6fpYtzHLcTKW3bjGOR9c9+1O8QfZp57UplSP8AWE/dHT361qlZHO5c0ro/SX/gmJ8QLPXPhNrPhc/Jqek35uXVicvFMo2t/wB9I449vWvtFeK/I/8A4J7eNv8AhDP2hNMtgxa11y3fTJRu6MxDof8AvpB+fvX63g1p0MepcX/V1+Fn7TSif9qrxvGIzKG8TXA8tYPOLfvyMbARv/3cjPSv3Qjf5a/CX9pxo/8Ahqfx2ZjCsI8S3W83BcRhfPbO7y/nA9dvzY6c0dSe5wPxOt/seuQp9kkswbdT5b6YbAn5m58ss2f97PbHaineOLLSrhfttjquihkVU+w6f9vZn5OW3XEfv/eA44GepTGtj+jOilFH86QxCaQmnYpp9KAI5clTWLql01nY3Nwqea0UbOE/vEAnFbbKWzWdeWpZWHqMZoA/B74jeLNV8da1qWratdyXd/f3TzzvJ3Y5Jx2A7Y6AACvOp4T5jMDgdD/+qvTfHvhm88I+Ldd0a9UxTWV5LbukgIwysQeB+fWubjtYVkdTCrh+7HdUodzm7fTfMdWL7R1HHPWuz8H+OPEPg3VLLU9I1O4sNTtGEkVzC2xlwcgE+hPBGec4Oc1yt7P/AKQttGW8wnCxgZ6f0qOS2ntZgTuU4yNpz16n/PrTsguz9rP2T/jnN8fvhPBrt9a/ZdWs7htPvtoxHJMiIxkT0DB1OOxzXtUec18Uf8E4vjZ4Q1HwPY/De0srvSvEVus15JJdbCl+5bLshXHzBcfKR91M5ODX3FFa+tUIlt+lT801I9op9MQxl3DmvJv2iv2ddA/aI8F/2NqxNpf2zNLp+oxjL20hAB4yNytgBlzzgdwK9cpDQB+RPxo/Yj+JPweYXlnYr4q0SIBzf6UGLxgY+/H95cYHPI/2vT501C1n+0OJPMLof3qyLhvcY9eK/f44NcJ4u+CvgfxlcJcaz4S0fUrhG3iW4so2fPucZI9jwanl7Bc/DLyUyQ0bIJOI8L6+vr+lV9QtIltfNYE72LcN0Hpj86+2v23v2PrH4a2q+PPBFpJZ6N5wXUdOgLFbZmY7ZU5+WMthSOxIxwcD42nxcRqFjSNyd7FuTjp6/j+NQ0y0zsf2VpBY/Hj4fTSrmMa9aq4BxyZEVT16Zav2w21+E/gLWp/A3xB0LVl8xfsV/BcYc7cukisucduAa/d+GMTRq6MHRgCrKcgjsRVrYiW5FDnmvws/aSZo/wBqnx26SNGy+KLphJHcrbsp+0HBErcRkf3jwvXtX7ueTtzX4Q/tDoz/ALU/jwJkt/wlV5jbGsh/4+m/hf5W+jcHoeKZK6nn3xKup7zXIXmurq7cQKBJd6zHqjY3NwJYwAB/s9RnPeitfx1baWt032+XUI9SEH7pF0+1gjPJ25ET4655wT+lFA47H9EdFRhvQ0u6kMfTdtJuo3UDA01o93WlpN1MR8f/ALZn7GF98Z9WtPFHg1LOPX9nlX9vdS+UtwoA8t1OMBxypJ6grzxXxH42/Yt+MXg/SHv73wZcmCDdulspobohRzkrGzMB74wK/ZvNJinZC1PwFs/C95rF0lommzXF0T/q41Z2Hc4AHFe+fC39hH4n/EWa2m/sl/D2lzfev9YHk7V9RGf3jZHTC49xX66w6fbWsjvDbxQu/LMiBS31I61OF96rlQrs8D/Zp/ZB8O/s6td6hHfSa/4guoxE1/cQrGsKd1iUElcnqSSTgdOa9/WhVpTxjAFDt0AWjFJmjNIY760cUlFACbaNv40uaSgRk+JPC+neLNB1HRtUgW506/ge2uIm/iRgQRnscHr2r8tfjx+w3428AeNXtfC2i6l4t8PzANZ3trb+Yybs5jkVehU/xcAjB4zgfrBmm8GlYD8ofg5+wL4/8e+MbFvFekXPhzQradJbq71A4kljBz5aJncWIyMnAHJzng/qusKxqFVQqqMADoKm2/hTWFUrInUrTD5TX4OftDxrJ+1L49RI/PL+Kb0GMwGXJNy3Hlg/P9O9fvJN901+Cf7RLRf8NPfEEztCIf8AhKb7ebjzPK2/anzu8v58Y67efTmpe6KXU4f4jWZsdaija1No3kKfLOnNY5+ZufLYkn/e/wAKKl8aalpbAWlnp2iyOQrfb9NkviV5OUxcP/7L34NFIa2P6Kl2qxI79aRpBX4qR/tx/G9HA/4TLVH3AFT9niIySQp+50JH86jb9uL45ZMknjLUo0wWI8iLAAbbnOzpnj60CP2vEg9acrCvxVb9uj45xxjPiy+DKzjH2aLOUGWz8nYckdu9Nj/bs+OeG2+Mr8t8vDWcPGVz/c7gg/TmjUZ+1jMKjMg9a/FOX9vT473GxYvF14NxUApZwknd93/ln3wceuKrr+3j8dMBz42vNm3eW+yQY2525/1fTPH1p6hoftpvHrS7q/Etv28vjzEGH/CZ3mVZlObKAY2/eH+r6jPPpTP+G9fj2cL/AMJreFug22Vv1xn/AJ59cU7hoftqZB60CQetfiOv7eXx6Zgo8a3pLbQv+hQHlvu4/d9+1Kv7fXx2hG7/AITS8CldxZ7O3IxnGf8AV8DPH1p3Eft4sgoZhX4lf8N9fHiMHPjG6DqWBU2UP8I+b/ln27+lNP7fHx5kwB4zuw3HH2KDnjP/ADz9DmgZ+2fminCQGvxHj/by+PTOAfGV6QxUD/QoeS33QP3ffBxSSft7fHZRkeNrwKV8zcLSDG3djP8Aq+meM+tK4j9u93HpTWkHrX4mH9vL49LuP/CZXoVdwKmzgP3cFgf3fUDr6ZqNv28PjxJkf8JpfBsgYWzh64z/AM8/Tn6UXGftp5opyyCvxHh/br+PEn/M63zbiuMWkPOemP3fftQf28PjqsJk/wCE2vgpG/i2hwFztz/q+meM+tO5J+3DOKjMo9a/E5/26vjr5ciN4z1DduZeLaIFSoy//LPsOvpVKb9tr48s5C+OdVPIUbYI+dw3L/B3HI9qVwP3AWQetPJGK/DT/ht749sqlfHerfNjbiGPnPC/wd+cVHN+3B8evLLf8J7rAQJvLeVGABu25zs6ZOPrxSuVY/cS4YBTzX4J/HuZl/ah8dPG7Ruviq+IeK6W2ZT9qfkStxGf9o8DrW9cftpfHp9yP471wMGdSNiggoMuPudVHJ9B1rxXVvEGq6h4luta1GeSfWZrlryea5QMzzMxdmYEYJJOeRjmgRq/ES6mvNdjee5uLp/IUb7rWI9UbqePNjAAH+z1HXvRVS6+IGs31tJbyzW5ilUoyrZQLkEeoQEfhRSBXR0Mfj64tY7aFLaM+TFBEOTz5UxlB/Etj6Vpa94sK6BYhYo3N/p00Eig/wCqzftN27/IBz2NFFArFC++J1ze308zWkKGabUZSoJwPtcQiYf8BAyPWrV58RRZ6xCbRY7qNYrKVnJIzJHZLE6n6Nu59qKKYcqHeEfH0lxruh2csMcSfbNOVpd548h2AJ+okOfpWHeeOJf7Nm0xYYyiWbaeJATkr9s+07vrkBcelFFAW1NW1+IKatd6p9tSOzS4Oq3aspJ/e3MIAj+m6NQD/tc1UtfiPLJeecbaJHWeOcDeQG2weTj8uaKKTGki9pfjaW30eW/aKITaZd6T5cW//WCBZcfngZ9M1zsnjqV9KNj9mTYdOOnb9xzt+2fat31z8uPSiimFkbWpfERbrT/twjj+23d7q8ktsGOI0uoYkBzjnB34/wB2qcPxMnFxG/2OP5Gjb75522wg9O4G760UUXBRRq33jY+HZtC8uCO5CQ6bek7yDugV8L+O85+lYR8bS/2OdP8AIj2Np39n+ZuOdpu/tO765+XHpRRQFka3iP4i7dc1eO0jjubR7/VJY7gkjel0qx5x7BAR9aseFfHr6p4ght5oY4YmkSUtu6eVaPDj8RzRRQKysZlj8SptPuLKVbSMtatZMo3EZ+zElf8AvrPNMsvGSTaHqFrPtgkg0f7DbdT5rG/S4P0OGf8ABaKKB2Q+6+J1xdX1zMbKJfPn1KcqrHAN5CsTD/gIGR65q9b+OpI9AXVvKiNxb3tnEsG4/MsVo0WT9doPsTRRTFyoxbf4i3UMNjEtrG32b7KF5OW8l2Yfnu/SpdW8ZI3h+1tIFSWW5sJbW5HP7om9M4x6nCL+DUUVNx8qILz4kXV1dXMxs4Va4udRuSATwbyIRuPooGR+tU/iBNHL4u1B1dXXK4KnIPyDvRRQK2pz0jqxAAwBRRRQUf/Z) | ESM 0864 x0066 0700 Jern
5 jernfragmenter |
![](data:image/jpeg;base64,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) | ESM 0864 x0066 0703 Kniv af jern
Lille jernkniv med buet blad og snoet greb. Længde: 11,5 cm |
![](/grafik/intetbillede.jpg) | ESM 0864 x0066 010201 O2 gods-side
9 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0066 1801 Humane knogler incl. tænder
4 tandfragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0066 1801 Humane knogler incl. tænder
Æske med brændte knoglefragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 1801 Humane knogler incl. tænder
Æske med brændte knoglefragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 1801 Humane knogler incl. tænder
2 tandfragmenter |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK+Cv8Ah818FP8AoV/Hv/gvsv8A5Mo/4fNfBT/oV/Hv/gvsv/kygD71or4K/wCHzXwU/wChX8e/+C+y/wDkyj/h8z8FP+hY8e/+C+y/+TKAPvWivgr/AIfNfBT/AKFfx7/4L7L/AOTKP+HzXwV/6Ffx9/4L7L/5MoA+9aK+Cv8Ah818FP8AoV/Hv/gvsv8A5Mo/4fM/BT/oWPHv/gvsv/kygD71or4K/wCHzXwV/wChX8e/+C+y/wDkyj/h818FP+hX8e/+C+y/+TKYH3rRXwUP+CzPwVb/AJlfx7/4L7L/AOTKcf8Agst8FR/zLHjz/wAF9l/8mUgPvOivgz/h8t8FR/zK/j3/AMF9l/8AJlI3/BZj4Kr18MePf/BfZf8AyZQB96UV8Ff8Pmvgp/0K/j3/AMF9l/8AJlPX/gst8Fm/5ljx7/4L7L/5MoA+8qK+DB/wWW+Cp/5ljx5/4L7L/wCTKT/h8x8Ff+hX8e/+C+y/+TKYH3pRXwX/AMPmPgr/ANCv49/8F9l/8mUn/D5n4K/9Cv4+/wDBfZf/ACZSA+9aK+DF/wCCy3wVb/mWPHo/7h9l/wDJlOb/AILKfBZRk+GPHnTP/HhZf/JlAH3jRXwX/wAPmPgr/wBCv49/8F9l/wDJlL/w+X+Cpx/xTHj3/wAF9l/8mUAfedFfBf8Aw+Y+Cv8A0K/j3/wX2X/yZRTA/HfTdTj09V32UNywfd++UEEYxg5Hbr/jxh+m29pql9dNcyfZI9jyosY4znOBx0Aycd9uOM1Fp1hFffa/NuktfJt2lXfj94wxhBkjk59+nSu4+Dvwn1r4nfELRPDfh+60uTUNTjnMTXjOIQqROzh8JuGVDY45+lG2rA84Py1YuY4I4bRopGd5Iy0gK4CtvYYHqMBT+Jr7Gm/4Jn/FOZpCdU8GxrIQxjSa4CggY4/c+/60n/Dsj4ossQbWPCDbBgAz3H/xn3rL2ke5fKfIGi2tteanFFdStDbkMXdSARhSeM8ZyO/5jrVD1Pavs8/8Ey/irudxq/hLexJL/aLjPPv5NJ/w7N+KcZJGqeEACu1gJ7jB5B5/c+1HtYhynx/cW9rHpFnOkpa6kkkWWPsoGNpH5n9Kgs44pryGKaXyYncK8gUttBPJwOtfXFx/wTh+JsMIRtU8JsisXGJ5+/8A2x9h+VV1/wCCe3xLa4Eg1PwnvAULm4n4x0x+6/zin7WPcfIz5PvEihvLiOGTzoUkZY5MY3qDwce4q1Ha2jaK9wZmF4twE8rjbsKk59c5/DivrO1/4Jt/FGVUaLU/CGVBB/0mfJBBBz+596qax/wTu+Jeio0UmoeFWSUg/LPMMHGOP3fuaPax7i5T5MhZTIik7Vzy2M496v6xb2tlqk8NpMbi3U4SRgMngdff/CvpqH9gL4k3ciYu/C3yrtVTcTY5Of8Ann/nJrVt/wDgnF8V7hvMW98Kb9+/ebqbdnOevlUvax7hys+T7VbVre7M+8SJGGiKnGW3AYPB7Ent0qlNhsfKAAO3evsRf+Ca3xaVpMXPhLbIoUgXU2MA5/55euPyFN/4dqfFny4k+0eEmVDnBu5uSRgk/uvYU/aRDlPkrWbKzsTZCzuTc+bbRyzZH+rkYfMn4cfnT9BsrS+uniu7v7LEImcPjPIHT8snHfGOM5H1jJ/wTV+Lcm4NP4TYkYB+1zZUAAAD91T2/wCCbnxdE7Teb4TMjAgn7ZMM56k/uv8AOaPaRDlPjo/Lj1rUutP0+PQba8jvjJeyPte2KgFBzz156D86+qH/AOCbfxbjgKGXwnt3hz/psvOM4/5Ze5qrdf8ABPH4pwofMl8J7QMBftsuF+n7uj2se4cp8pWMcN1cbLiZoU8tyGVdxLBSVXGR1YAfjSX0UNvfXEVvN9ogSRljm243qDgNjtkV9Eav+xt458PtFNd6j4UR4cYIvZM8DA/5Z+1cxo/7Out6trP9jw6z4UgvbhtqLPeSIH5B2g+X6jpS9tDa5Xs5PVHl39m2P9hNeC+zdBV/0cqB8xdwR97JAVVbOP4sY71nWMMVzfW8VxN9ngkdVebGdik4JxkdPrX1Vaf8E9virfN5cUfhlkHO37ZIFz6/6urzf8E1/i60camPwu+zp/p79Mk4/wBX71XtIkcp8o6xY22nzRJBdi6DRK7EY+Vj1Xgnp/WptP0uxvLGWabU1tZ0WVhC8ZO8qqlFBB6sSw5wBt75xX1W3/BOD4vtNNMYPDJeTOT9vfvnJ+571Gv/AATg+L8a7RaeHGUjDKuot82PX5KPaRDlPkaNUMih2Kpn5ioyQO/FFfWg/wCCc3xh8sp/ZXh91yWBGpdM49vain7SPcXKz5I/WvqP9hUK37SXw42wmNDb6gAzMGL/AOjzZPQd818yW11JYtI0eD5kbRMD0IYEH/H6gV9P/sIN9q/aU+H7qQzLbagXjUALF+4lAwB0zkfnRP4WC3P1jEar0BFAU8csfwqXFAU9cY/CvONCLaPekZQVPcfSptv5Uv5UAcT4ljaMnZx+FcdLHIGLMe9erajp4uhjbz9K5++8NySxsqDB7GpaKTPG/iJ8Tdf+H9lZy6LpX9tySTBZbfcxZE7EKuTye+MVwV3+0Jd314Z9Zs3tT/FEgZhD7HIBH4gV6J4g8FavqnjS8t4nksysEai6jOWUseAODxlST9RXIaz8H9e16Q2qS2+oeRIkAvGjeKdiQCRuUYwAwJ4PQ/WsHKWyO6MI2TZe8P8Axr0K+ZWjvYc+m4V6foPxW0mRFBuov++hXgetfsp63cxmWGCC4lY8YVWLZ5yG46VyT/s1eNLfaI7eSCR13LGty8ZwOo5yM1HPOI/Ywlsz7VtviJpcig/aIz/wIVLJ8QtJjXLXMI+rCvg+f4E/EhWVFW7GQD8t8WGCcDkcdvWr0v7MHxB8lZL65aBG6LJfM56ZPAFHt32D6ou59m6h8ZPDunqWm1C2QD1kWuI1z9qzwfpqsBqkLsvaM5r5eX9mO4mkAufEVvuA3NBCrTTH2C55/KvSvBP7E7XHlzX0d5GjLu3XXlw9exUEsDznkCpVeU9Iot4WFNXnKxY8R/toW80hh0m0nuCeA20gVxWvfEr4neL7Pz7TT7iytZCFRmUgtnuB6e9fTfgz9lzw/wCFyT5Nszt95thkbpjhm6fhXpOm/DTRtPKkpJMdu072wCPQ4xn8avlqy3MuehDbU+ENB+A/ibxrfKmt6jdFmOHCt8i/Xb/jk17v4D/ZJ0TRfLlktWuJVILebmJDz69T+tfTFrpttYKI7WGOBPSNQKseWMZ6n61rGgt5MzlipbRVjH0PRxo9r5KsXP8AeJP0HWtDDf3v1p8fzLnaEY8svXB9zT8fSug4iLByOefXNO2k9cH8KkAHrxS7emDmmBHtLe9FS7fXNFAH8+el6S+qreFHWMW1u1w24E5C4447nIr6g/YaW4X9pP4crcMrkWuoAOkok3DyJeCRxxwOvavlE19VfsG+R/w0l8PRE8rf6Jf7vMUqM+RL0GcY69K7p/CyVufrHgK1KcdzVDxJDqE2i3a6SYxqHlsYPPYhC+OASOgJxzX54+KNP/aCj1bVYtdtfiDLq7yZtJ/D4D2AHPBCZGPoeB61wKLlsaadT9HMCnf56V+aGnaf+1BaKrwyeMEbj5ZrZ3x+a10+nax+1jG3lCLVnK/xT6evP4kCq9nL+mF49z9CMDtijyx6Zr4It/En7WczFFtL3zCfutpkaqffceP1rcjuP2tYbUzSwwQqO8xtB/7UqeVlWXc+zLjQLS5vBdsm2fuwPB47jpWUvhlJmumuJZIPMcMpt5d2ccbSrLgKR1HP6V8hS3/7U9zZvLPqdjYQKDvk3Wnyj14c15tqsvx0vrpkbxxdPMx58m+hRB+AI/Slyq+r/EtOSVkz9BpfDMa3UE1nO1oVKmQKCRIACAMZCjrngdQPSrQ0y8jYtDehGJzl42kx9MvxX58Wem/tE2PFt4znnQcqzX1uc/m1aFvdftMr/wAzZn2a4tT/AOzU3CD10+8SlP8AmPuSTwZd3EjM+vXsQY5ItoYV5/4GjY/Cnr8NtJuGR783urMgwPttyxXv/AuF7+lfDK6H+0nfSB28YyIc/d+3QgfkCa17HwZ+0fLM27xqw+UlSt9GF3eh68de3+NSqUI7JFOpN7zZ94aXoNjosPl2Nlb2MfdbeJUz+QrQ2Adcn618Mx+B/wBp+GNWh8c2szf3PtEZ/VlouPC/7WEMIaLxDFdvjJSGe0B+nzEVprYxsm9WfdIb0oz718J2HhL9rSdk8zVZYE3HJa5smK+/D8itUeFP2t7Q7otat7hC3CtJaFgPfJx+RpWY+Vdz7Y3ehNFfD15Y/td2/wA7yK6r18v7G+fwVyf0qJPEn7V2m+U8mkvcgH5h9jjfI+iEmnysXKu59zUKoVTzgdskV8b2vxj/AGldLl2Xfw8W9VR95LSXLcf7OQK0IP2pPjPp/Gp/BLVJlBwWgguFH4ExEU+V9hW8z66VdoAC4HanDI9a+ZNI/bI1RpBDq3wl8W2k2M7be38w/kdpr2j4Z/E+D4l2lxNF4e1zQngIDRazYPbE5GQVJG1vwJI7gZFFmhHajHv+dFSKvoMUUCP57dLvLexF0Z7Zbvzbd4UDY+RyOH5U9OvGPrX09+wmxm/aT+HL+XFFF9k1ApHGG+X9xMDkkknmvl/T9JudVNyLWLzPs8L3EvYLGoyT/n1r6j/YTikj/aZ+HwmglhuBaX4fzFK5/wBHlxgfTFds/hYlufrJwabgdCfzqXmk6n/61ecWM2/5xR/npT+tLtzTEMX/ADmq+pWK6lZS278Bhw3ofWrYX2pQv0pgfJ/xrGq6dqI024Wa1sChDgMxjmUgHdgY75GQeMc9a8U/4V7pXibWLm0sPEuoaNLtzEs2JoNwyWG7IIBAyMk96+2PjFq19ZaHcRWFtHc3Cxb40eMv82eDwM8YJ49K+WdB0HU/E2tTyp4O1HWL8M2+6Z5I0eTknduKjsAcenTrXm1oPm0PYw0lyaqx5d/wr7xHa6xc2Q1fVVtY32R38lp5cUnGQcGTcoz6j3qD+wPEdvIQdb1AKGA8zyPlOcZ539ufyr3mH4X/ABTibzYPDlsqL0t2u2LMvPXIAA9t3es3Vfg98XriZpz4fsHJOcZz6/8ATf6dq5+Wpf4WdnPR/mR5VDpXilYS0HiaXeBkLLDtz/49Uv27x5p+Amuhj33RNj867pvgz8YJIWZNItYpf7n2d8nnsd+P1rFv/gD8eL5VWDT9oZjkrHbpgZ45ef0rVU592ZuVLy+9GbZ+KfiYqs8et2Sxrn55mK5I7AdSa2m8dfFXS1Uza1pShl3D5mftnnAOPxrM039lf9oWPWEmiul05NrL5q3VsCAQRxgtg84qTxF+w78XfFMiy6xr0t35agA/blZtvZQAij9a09nUT+LT0I58O18K+9G9Z/Gf4l2rQj+2tHmMnQfvMfniuy0n41/FCHc0raDNGB957h0HbuU9x+dePal+w54+t7WAWY1ITqMMUnQqxH8XIJH502H9jP4sxxhvP1LYo2qkUkIfuec4zSftFtJ/cx8mHe6X3o990/8AaM8fhhv03QbtA2GaO9kAX84/5VqH9p/xVZsi3XhfTU3AsGfUzGpAOCQWQD06nPIr5wtP2RPjBKrC3uNZjYcZuHgjXH13Z/IVcsf2Cfizrd9suvEa6ZGVDNNdS7sHHIARTnn3H1pqVb+b8GQ6OG3a/FH0fH+1ybe4aC88LsZht+S2von6ruHXHUYx9RWp/wANTPNai4g8LSeVkD97fxAj6hd3rXgNz/wTv8W6HZrdWHxNe5vlG7YNOMYU/Xec/pTLL9m740aLo8saahpEyBiTtDCRu+5gp6dfU84xSdSvF2vf5C+r4WUbr8z618O/GT+25IvM0WeCCRQftMc8Ukak+uDn9K9DtblLyEPG2fb09q+H9G0P45fDvT0I03SdUtx/y0jmcOv0XGSa95+B/j7xN4gt5dP8SaXc6fqRLSwtMoxKucleucjPcDI+ldVOs5O0jirYdQXNB6HuCr/nNFR2MdwUPnDHoOKK6zhP54tzAcE+nWvq/wDYNiKftIfDxfPWdfseoFdoI2/uZcjnrX3LB/wR0+CkPm7vEPjibehUb9QtPkP94YtRz9cjnpXe/CL/AIJt/DD4L+N9H8VaHq3ii41LS45oolvrq2aOQSKysXCW6kkBjjBHQda7Japok9F2mj869E/4QHTj/wAtbn/vpf8A4mk/4QDTv+e1z/30v/xNcvs5FXPPfw/OjHt+lehf8K/07/nrc/8AfS//ABNH/Cv9O/563P8A30v/AMTR7OQXPPttLj/OK9A/4QDT/wDntc/99L/8TR/wgGn/APPa6/77X/4mn7Nhc84utOtr8YuIVl7ZI5/Op7e1htoUihjWONRhUUYA/KvQP+EA07/ntc/99r/8TS/8IDp//Pa6/wC+1/8AiaXs2F+hwWxfSl2L6V3n/CBaf/z2uv8Avpf/AIml/wCEDsP+e1z/AN9r/wDE0ezkLQ4PYvpil2J/k13f/CCaf/z1uf8Avpf/AIml/wCEFsP+e1z/AN9L/wDE0ezkGhwm1PalwvtXcnwHp5B/e3P/AH0v/wATS/8ACC6f/wA9Lj/vpf8A4mj2cg0OG49AaMr/AHDiu5/4QWw7S3A/4Ev/AMTS/wDCD2P/AD2uf++1/wDiafs5AcP8vpTxt9BXbf8ACEWH/PW4/wC+l/8AiaP+EJsf+etx/wB9L/8AE0ezkBxfHHAzS8egrs/+EJsf+e1x/wB9L/8AE0v/AAhVj/z2uP8Avpf/AImj2cgOOVvYUx41bnAB9a7T/hC7L/ntcf8AfS//ABNL/wAIbZf89rg/8CX/AAo9mwOKRBn7wH/AqK7RvBVg33nnP1Yf4UU+RgdBRRRXQIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ESM 0864 x0065
Jernnål eller syl i benhylster. Nålehovedet øskenformet. Længde: 13 cm. |
![](data:image/jpeg;base64,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) | ESM 0864 x0065 0800 Kobberlegering
1 bronzefragment |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 010202 O2 gods-rand
8 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 010204 O2 gods-hank/øre
4 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 010203 O2 gods-bund
11 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0065 010201 O2 gods-side
154 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 010202 O2 gods-rand
3 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 010203 O2 gods-bund
3 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 010204 O2 gods-hank/øre
6 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 010201 O2 gods-side
105 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 1801 Humane knogler incl. tænder
10 tandfragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0064 1801 Humane knogler incl. tænder
Æske med brændte knoglefragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0111 010202 O2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0111 010201 O2 gods-side
72 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0202 0406 Ildbuk
2 fragmenter fra ildbuk |
![](/grafik/intetbillede.jpg) | ESM 0864 x0163 010202 O2 gods-rand
15 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0163 010203 O2 gods-bund
4 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0015 1801 Humane knogler incl. tænder
19 tandfragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0017 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010202 O2 gods-rand
7 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
3 sideskår. beklasket på ydersiden |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010202 O2 gods-rand
15 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
109 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010203 O2 gods-bund
15 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010204 O2 gods-hank/øre
3 hankeskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Bunden af kar i 2 dele, sammenlimet af 4 bundskår og 1 sideskår. Ydersiden er beklasket. |
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) | ESM 0864 x0082 010202 O2 gods-rand
3 hankeskår. Et af skårene har en hel x-formet hank. |
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) | ESM 0864 x0082 010204 O2 gods-hank/øre
2 hankeskår. Et af skårene er med hel bevaret båndformet hank |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010203 O2 gods-bund
6 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
220 sideskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
1 kardel med bund. Sammenlimet af 2 sideskår og 4 bundskår. Ydersiden af karet er beklasket |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010202 O2 gods-rand
2 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
32 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
81 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010202 O2 gods-rand
9 randskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Bunden af et kar med hul i midten. |
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) | ESM 0864 x0082 0406 Ildbuk
5 ildbuk fragmenter, 2 hornfragmenter. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010204 O2 gods-hank/øre
1 hankeskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Fragmenteret lille kop med hank i tre dele. Stykkerne er sammenlimet af 6 randskår og 2 bundskår. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Meget fragmenteret lerkar med hank bestående af 8 større dele og flere mindre skår. I alt 39 sideskår, 15 randskår, 4 bundskår og 1 hankeskår. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
½ Lerkar med næsten lodrette sider og glittet yderside. Sammensat af 6 bundskår og 1 sideskår |
![](data:image/jpeg;base64,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) | ESM 0864 x0082 0102 O2 gods-kardel
Fragmenteret lille kar med hank bestående af 4 randskår og 1 sideskår. Derudover 1 bundskår og 1 sideskår. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 0406 Ildbuk
18 ildbukfragmenter |
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) | ESM 0864 x0082 010202 O2 gods-rand
1 randskår med hel hank |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
7 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 0406 Ildbuk
42 ildbukfragmenter |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010204 O2 gods-hank/øre
8 hankeskår. Et af skårene er med hel hank bevaret. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010203 O2 gods-bund
18 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010202 O2 gods-rand
34 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0082 010201 O2 gods-side
266 sideskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Den ene halvdel af det øverste af et fodbæger og et randskår fra bægeret. Bægeret er glittet og den udbuede rand er ornamenteret med fingerbredde furer. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Øverste del af et kar med rand og båndformet hank i 3 dele. Sammenlimet af 5 randskår. |
![](data:image/jpeg;base64,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) | ESM 0864 x0082 0102 O2 gods-kardel
Randforløb af et kar i to dele. Sammenlimet af 8 randskår og 7 sideskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Kardel med faceteret rand og x-formet hank, glittet på ydersiden. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Øverste del af et kar i tre dele. Karret har faceteret rand, 2 x-formede hanke og er beklasket på bugen. Delene er sammenlimet af 6 randskår og 1 hankeskår. |
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| ESM 0864 x0082 0102 O2 gods-kardel
Fragmenteret lerkar bestående af 3 større kardele og 5 mindre skår. Karret har faceteret rand og er glittet på den øverste del. Mod bunden er karret beklasket og har en linje af påsatte knopper. Kardelene er sammenlimet af 4 randskår og 10 sideskår. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Kardel med faceteret rand, hvorpå der er påsat en lodret liste. Kardelen er sammenlimet af 2 randskår |
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) | ESM 0864 x0082 0102 O2 gods-kardel
Fragmenteret kar med faceteret rand bestående af 7 randskår, to af disse er limet sammen. |
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) | ESM 0864 x0082 0102 O2 gods-kardel
1/2 lerkar med spor efter to hanke, bunden mangler. Sammenlimet af 5 randskår og 6 sideskår |
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| ESM 0864 x0082 0102 O2 gods-kardel
Lille lerkar med faceteret rand og x-formet hank. Ydersiden er glittet. Bunden mangler. Sammenlimet af 5 randskår og 1 sideskår |
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| ESM 0864 x0082 0102 O2 gods-kardel
Halv bund af et lerkar. Meget grov keramik. Sammenlimet af 3 bundskår og 2 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010202 O2 gods-rand
1 randskår |
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) | ESM 0864 x0083 010203 O2 gods-bund
5 bundskår. Et af skårene er en hel bund med hul i midten. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
13 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
8 sideskår |
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) | ESM 0864 x0083 010204 O2 gods-hank/øre
1 meget stor og kraftig hank. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010204 O2 gods-hank/øre
5 hankeskår. En af skårene har en hel hank bevaret. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
44 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
69 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010203 O2 gods-bund
4 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 0200 Flint
2 naturlige stykker flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010203 O2 gods-bund
19 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010202 O2 gods-rand
17 randskår. 1 af skårene er med hel bevaret hank. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
705 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
18 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010203 O2 gods-bund
3 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
34 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
5 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
17 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 0300 Bjergart (ikke flint)
1 fragmenteret sten |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010203 O2 gods-bund
5 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010204 O2 gods-hank/øre
1 hankeskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
114 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010101 O1 gods-side
277 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010202 O2 gods-rand
13 randskår |
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) | ESM 0864 x0083 010204 O2 gods-hank/øre
20 hankeskår. 3 af skårene er med hel hank bevaret. |
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) | ESM 0864 x0083 0406 Ildbuk
9 ildbukfragmenter. 4 af dem er hornfragmenter. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 0200 Flint
3 naturlige flintesten |
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| ESM 0864 x0083 0102 O2 gods-kardel
Hel bund med gennemboring i midten |
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) | ESM 0864 x0083 0102 O2 gods-kardel
Karside, glittet på ydersiden og med facetteret rand, x-formet hank og bund |
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) | ESM 0864 x0083 010202 O2 gods-rand
3 randdele fra kar. Karret er beklasket på bugen. Delene er sammenlimet af 8 randskår. |
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) | ESM 0864 x0083 010203 O2 gods-bund
88 bundskår. Et af skårene er fra en si. |
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) | ESM 0864 x0083 010202 O2 gods-rand
347 randskår. 4 af skårene er med bevaret hel hank. 22 af skårene har vulstrand med grubeindtryk, ud fra skårene med vulstrand kan minimum 3 forskellige kar observeres. |
![](/grafik/intetbillede.jpg) | ESM 0864 x0083 010201 O2 gods-side
992 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1015 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1020 0216 Brændt flint
2 stykker ildskørnet flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x1015 010202 O2 gods-rand
1 randskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1010 0200 Flint
6 stykker ildskørnet flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x1010 0405 Brændt ler
1 stykke brændt ler |
![](data:image/jpeg;base64,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) | ESM 0864 x1010
85 randskår. 5 af skårene har skrå indridsninger på toppen af randen. På et af skårene munder randen ud i en hel bevaret hank. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1010 010203 O2 gods-bund
7 bundskår |
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) | ESM 0864 x1010 010204 O2 gods-hank/øre
11 hankeskår. Et af skårene er med næsten hel bevaret båndformet hank. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1010 010205 O2 gods-div
2 Fragmenter af svaleredeører |
![](/grafik/intetbillede.jpg) | ESM 0864 x1009 0405 Brændt ler
1 stykke brændt ler |
![](/grafik/intetbillede.jpg) | ESM 0864 x1009 0200 Flint
4 stykker flint, to af dem er ildskørnede |
![](/grafik/intetbillede.jpg) | ESM 0864 x1006 010203 O2 gods-bund
2 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1005 010203 O2 gods-bund
1 bundskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1003 0200 Flint
1 natuligt stykke flint |
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) | ESM 0864 x1003 010201 O2 gods-side
101 sideskår. 2 af skårene er ornamenterede med fladedækkende parallelle små furer. |
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xljz9Afzp3tojLlursqHTJImXOV9vxp82ms3dQVOT9Pet+RtkbAkFVHUniofsrSfMxwgxwP/r0RmQ4nJ3mlnzMY3HtgDANZLaS0DK2x8jncO4zXf3FrH82QoBJ+es9o1wM7csflGeT7Vr7TQlQDw9ZvHbq20AkcetdXAUhSQMcLnj0xWLa20lvfWxBzFJ+7dMZx1IbPpkY79RWnewOqlt2IsgKMcjtiuGfvM9GC5Uexfs2NBa+LNTvdoMsdp5aewZ1JP/jort/2qYdL8R/AfxOdRgSV7GAXlrIw+aKZWG1lPYnJX3DEd68K+GfihfCfiqC7uJvLs5FMMzHpsIzuPsCAfoDXNftOftPad4w0WTwT4Tka+t7llOoaiEZU2qwYRR5AJywGW6YGBnJx20ZJU7HJWjKVVSML4S+LLuO1tphOUuLWRXjmzyCpBB/Aiv0s0fVhqGm2lycAzRJJgdsgH+tfmd8FfCtzd3FjYKMT3MqjdtzsU4y30Ayfwr9A9N1ZbWKOKM7Y0UKq56ADAFY4Ncs5tbHbmM+aFJPdI9DjlDdDRWDp+riTGaK9a54VjipIzggday7i1bJJrSuLg5OBiqbMW71ktDa1zjPiFHbjwhqn2uNJIxEdodcgPnCn6hiDXzHqMLNIYgeG6k19T/EaESeC9WAGX8gt+XJ/QV8wXMgUuzHb6egrzsU/fT8j1MH/AApR8znP7J+zXTMGKZbuetWG05IbpHjwWJyz+mM8D/GrjzRlgQ+4ZrQEilTuAXdt5wfT/CudzZ0qkncreWqpueMyHqSG5HvjvUYjkuHUKWCj5dx+964/LmtQTtHGw4IH8Xei1KlB8yjcB0A4qlUZlKmjOeJoFyCV55Oc/h+WKq+f+7+ZweOijn8q2Li2XILNkKckHPNYuo6eWdcDDc559a2jJPQ5pQtqUGhSVQykgZ+UKcfify6VTutNa4ujI1xuyx3DbwF6YArWj0m4iyTGxGcNyCB1qveRlmZlXYONxwCDj29aq+uhDTtqTRr5LARM7AD7ueOfb8qaoN1qMYUNi2HnbtvRiCoH/fJPT2qXTZjZWs08qERqpYIRge3OOv51veH9CWzjaWWTzJ5n82RjkZOAMD0AGABWUpcu5rGm5EUNuJIecguOw5yO9WrezDswHyjOeKv3EKRP8qbe/wAw61Htjjy5Zt2fuj9ayUi3TsU5dL+0KVL47dOapf2YbWJ2c5O7K57D8e9a7SecoCADA64qC9YmJUy27P4dqTqO9i40la5QNos0BUM64XIK9an8x7u3wuSw4LY4z/n+dSwwjywQ7A4wc00FobpVGdkiMc9MFCB099w/IVPMaqmyO3jLSFSfmKYb1ArCh8EXfizVvs+l6Z9ruC2GfYNie7MeB+Jrd86NbqNUXbnqcH+de/eBdHi0XRbS3iGMr5jnuztySf8APpW1Kn7V76GVWo8OttRPhT8J7bwBZrNcOt3q8i7XmUHYg/uoD/Pqa9Kt4HkYbQan0W1iuUBOc12Om6XCuDsBr0oQUFaJ5VSpKo+aT1KOi2M3HBxRXX2tuqgbRiitzA83vLFl5xWbNEUBrtr7T2XPy1zep2ZjVjjFZmpx+uRrc2csMg3JIpRh7EYNfMXiCxNjPc2bkpLG5RmyMV9SahDuUjFeHfEbwfqFzrEtxY2L3izlS3lvGmwgY53MPTPHrXLiqbnFOK1R3YOrGnOUZuyZ49tMTbC4bHBbPFatq26NCCCMgZzWJr2pJoN+bXV4Bay8jzIZVlX8cc/pVvS9Y0+6UC3vI5IuWGGwRgc56Y/Lv7V5k4yjuj16c4S+GR0bKZIwB+bU2GFlXkgkDAOKgsdYs512i6t5AxwMOAcin3kjLlC+Ec7fl5PbJ/LNQm9ipQjuieFhLIA3fnmkvLYQTLhsbjjBPT2qkJmzzgc4GOOKZNcxLG+9uhxuJ6dPWtVuc0oqxp7oJ4WX7rA8lRnNZq5jY8lk/wBoggj0qC3vUhDK7YZuMrz9KrPqkEl95Zl2KvUsOP0rVJnO5dyfXpi1nbhomA+1QEBOMDzFyT6jFdBaagoVY09Oee2D1HavPPE3iqK3vLCzQF0E8ckz+iBs49c5H413EKJDHG4RkQjhmJJHfua56j5Vqd9CHtdImrErLJNJJJuWQ5QEZAwOx/Kq1xeRfaDl2dW/2cAdqqGYxtkr5gP904/KnXGbrbtiA+XOOuPxxzWUJeZtXouK22LkMkUyAkDC+1PvrV5un8R29emP/rVnRgQojFlz3OeB71cmuHRYwz5cHoo6027O5jTjzLlaJ4Y90ZGNxQ+nas3VM2txGQNxdmjz1AUjOfzUfnV6O9ZQrBBjn7wOe1QR2Ca1rUNnNF5kcpJdCOoC+tUlzNRXU0jJQTbWxB4d0WbxF4gt7WNSIgN0r46DP+cV9KaTblmRQuAOBXF+CfCdtoUKQ2kLKO7SSNI5+rMST+deteHdIZtp216lKn7JW6nhYiv9YlzJWRv+HbFl28V3FjBgDis3S7HyVX5f0roLVQuO1diOAtW8eKKljb0oqgM6a2DZ4rC1LRxMp4rqcE1VmhDZGKAPMdU0Flzhc1yGqaEXzla9quLFW4IrKu/D8MynK80wv0Z80eIfhFo2sOz3Fkpkb+LHNcFq37OukyZMKbT2xX1veeElbJUZ/CsC98IuuSE/Kpa7oPRnxRr3wDmsizW4LAdKx9L0fU/Ddy4uknmi2lQuSQORnj/D0r7SvPDL8hos/hXPah4Lt5s+ZbA/hWMqcZKxpGpOm7nzIupRS/KzbCDjLApj3+bryazPFGoCGxdQrucg7k5B6A8A+lfReqfC+xvI2U2ynP8As15x4k+A91PuNtExXsB2rm+q8rumdrxvNHlaPI9B1gagzFJBwcccDnj/ABqa/wB2n7riYAKfmIB3Drj3xnj862Lj4U+INCkY28LDnOCmRn1rD1jwj4kvv+PpZPLXlUVcKPwolCSfkKNSLXmcffXsmoXkk8jFmY9/QcD9K7XwX4ulm8nS5kZmx8ksf3sLzgjvwDXLy+GL+3Yq8Lsf92rGm+GNSa4R445InU5VlBBFKVJVI8o6WIlQqc99OvmetW7rJGyt8qj5iGGPftj/ACKFmWG4Zstj7uD93HXI/P8ASs7T7fVIbN/t1i8sbDO6JCxb0BWoo7pXn810mjkQbEgkiO4AdW75z/SvMlRnT+JH0UMXCslGLvc21uI/MVlkO9hu7Y/+v1FQ6pcXGE8qLcOSS38qpO6Wca/NGtuqBQ3v6D6Vp6dHNrk6wafBNeOo2iOJWb5vf/E04+89Ecs4ulq3YjiWXyB0Z+iqoJ59MV6X8O/CU81x9vmhYTSqEjjIIKqeSSD0Pb8K6L4W/AXWbm4F/q8Atx/yzhJztz1NfRHh/wAA2mixrhFLetejRoW96W55WIxPM3GD0e5yHhXwS6qrSrg+4r0XTdFW3UAJite3tY41ACVaVQtd6R5tyKG3CL0qZV9qkXFSxqN1VYkYinPFFX4kXHSiqsBQbqfSmNGSOlV7jW7W1Vi8qrtGcCvk66/bA8do8hXwlZ+Xk7d1vcZA9/mojFy2E3bc+r5IfeqssVdB4B8Pp4o8D+H9Z1PX7Gw1DUbCC7ntEjGIXkjDlOZM8Zxz6V8o/Hz9qDxD8KvitrnhjRtHsNf03T2iSO/aOVfMLRI7fdcj5WYrx6VXK9haH0M8ftVeSEHqtYP7KPibUv2gvA+q6/rj2Hht7XUWsYrVI2YuFjjcudzj/npjp2rm/wBsj4oah+zXZ+Fn0JLDxNcaw9yJI5InHlLEI+fkc9TJ39KfK9hHeNp0MnWMH8Kgk0G0m4aJc/SvC/2Vf2i/E3x/+LEfhXWdI03w9p32Ka7kvESQtlNoCjc4HJYV9JfHiyh+Enwf8UeLtP1S11O/0q08+CzkT5Zn3BQp2vnkntS5GFzmW8H2L87MU9fCdmowEGPpXxVpX7ffxA1HVrKzPg/SIhcTpF5jR3GBuYDP3/ev03X4a6TnB1+POPRcf+hUcornjUvgnTZvv26N+FZ938LNDu1INqgz7Cvk/wCIf7eXjfwj4+8S6HY+FNJvbHTNTubKC5ZJ8yxxysiucPjJCg8cc19r/su3Z+OnwP8ADvjXW7m20bU9SNyJbG3GEj8u4kiX77Z5CA8+tHLfcNUedXXwC8OXDEm2X8qbD8BPD9uwKwDP0rj/ANtL9o/Wf2ZPiVpHhzQdM0/xDaXukpqD3FzvDI7TSxlfkbGMRg/jW3+xB8d9U/ao1/xRp2t6fY6AukW0M8TWm9jKXdlIO5u2B09aXKlsPVnSL8FdD8vBhJrG1D9mvwpqDF5rQyH/AHjXo37XOvXH7OHwfm8Z6YINamivYLU2t0DGu2QkE5U5yCBXyl8Gf27tZ+J3xW8J+Ervwzp2n2+t6nBp73UU8jNF5jhdwB4J5ofYcV1R7hov7OPg7SwBHo9ucHPzIDzXe6P4I0nRYwtrZQw4/uIBXstx8JPJt5Xi1LfKqEqpg4JxwPvV+Zq/8FJNXjdg/gixJB/5/wBx/wCyVny8pd3LVn3ZFbBF+UACpPLatb4P6Kfir8LfCvjAXiWLa1p0N61qsXmCFnUFkDbhnByM4HSvmb9qD9q2+/Zv+K1x4OPhiHXo0tYbqO9N4bcusinjZsfGCCOvanysNz6GVSO9Sha8y/Y++MEn7Vll4nm+wReGJtEkt1MPmG781ZRIQ2cR7cGM9jXRftW+NLz9mP4fWHipbGPxRDcaimnyW4c2hi3RyOH3YkyP3eMYH3hzRysL9DrNmelTwqRj0r5c+BH7bC/GP4seHvBlx4Uj0GLV5ng/tA6gbjymEbso2eUmdzKF+8Mbs89K+27z4etp9jPc/wBoLIIY2kKiDGcDOM7qpREcogaim295DccxuHHtRTEc3caO8OqWl7DCs5t5klMLNtEm1gducHGcYzioYdQ1uy+IMnis6W89yZpZRaf2qI4BviEYBVbfnCjqTknaSTtFeoH4bap2ntP++3/+Jpp+Gept/wAt7PP++3/xNCvHYbsfnnrP7F/ijVtSuryXXbUzXMrTP+4b7zEk/wAXqa+j/D+leJ/D/gPwp4atn1Swt9EsVtHbStce0W5YEs0hVYsgsW6Et0ABHzbve/8AhV+p/wDPez/77b/4mlPwx1M8efZ/99t/8TT5pE2R8N/tHfs6+K/jv49h8RPqEWniHTbbT1juXa5lbylwZGcBcszEsflHWvQv2PfAuufsu2PiiKawt/EU2tSW7ealwbbyliEgC4KNnmQ+lfTjfCrU2OfPs/8Avt//AImkHwp1Qf8ALez/AO+3/wDiaXNLYLI+ef2wNJ8RftO/DnTPC9tp0HhsWmqJqL3D3JuN+2KWMJtCLj/W5zntXgf7Pf7JHiT4LfGTw343ub211qHSJZJTYoGhMhaJ0XDndjBYHp2r9Am+FWqN/wAt7L/vt/8A4mk/4VRqn/Pez/77f/4mjmkFkc14w+LWteI/COt6TF4WS1mv7Ge1SdtQ3CNnjZQxHljIBOcV+abf8E7/ABg0hP8AwkViT6mF/wDGv1RPwq1Y/wDLxZY/33/+Jpn/AAqbVeD9oss/77//ABNF5BZHNeA/idqvg/wL4e0A+F1nOl6db2PnLfhQ/lRqm4Dy+M7c4r4d/aW/ZK8W/HT42eJfHVte2ekwas8LLZSbpGj8u3ji5cAZyYyenev0L/4VXq3/AD8Wf/fb/wDxNNPwp1Yn/j4sv++3/wDiaV5BofOX7FPhjXf2XPh9rXh3UdOj8QS6hqh1Bbi2n8oIDFHHtIYHPMZOfes79t3wH4h/al0DwvY6XYReH5tIuZp3kuZ/M8xXRVwNoGPu19QL8KdVXpPZf99v/wDE0p+Feqt1uLP/AL7f/wCJovID4E/ZT/Zn8X/s/wDxp0rxlqb2utWFpBcRSWdu5V28yJkBG4Y4JBr7A+LXjaX4hfC7xb4Zg8IS2l5rGlXVhBctLEVhkkiZEc45+ViDxzxXdr8K9UX/AJb2f/fb/wDxNP8A+FX6pjBns/8Avt//AImnqPc/Klf2GvijGvy6zbfQXEg/pX6Y6H8SLCz0Swt7zwFPNcw20ccrpHbFWdVAYjLZwTmulX4W6mv/AC2s/wDvt/8A4mnf8Kx1Tbjz7P8A77f/AOJpK6Dc/Ov47/s3fEXx98XPE/iTwvdHQ9D1K6+0W9g920TQgqoYbUyo+YMePWvff2RdAvvgz8O9T0Tx/wCGv+Eu1OfU3vIL5FiuSkLRRJ5ZaYhuGRjgcfNX0m3wt1Vv+W9l/wB9v/8AE0qfC3VF6z2f/fb/APxNGoXPlb9sDwjq3xk0jw2nw60SfwXqGnzzNdSho7QTxuqgAmBiWIK9+mTXmP7Nfwh+Inwz+LWma7453eLvDUMU8dxprXJuixaNgjLHNhCQxU5JGBmvvhvhbqbf8t7P/vt//iaF+Fmog586z/76b/4mj3gPMviRq3hjxZ8PfEmjaP8ADy50jV7/AE+e3sr+OytIWt52QiOTekm5drbTkc8V8ar+zr8XLnQ9JtIbsW2q2k7yzahJrc7LcKxBCsnl8bcDHzHqeOa/R1PhnqKjBms/++m/+Jpy/DXUFOfNtP8Avpv/AImquyTzvwro8un2ieecS45GcgUV6T/wrvUR/wAtrX/vtv8A4miixR6HRRRVEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k=) | ESM 0864 x0112 0102 O2 gods-kardel
Øverste del af kar med facetteret rand og 2 båndformede hanke. Kardelen er sammenlimet af 5 randskår og 1 sideskår. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Kardel med facetteret rand. Kardelen er sammenlimet af to randskår. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Kardel af rand i to stykker |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Randforløb fra kar bestående af 7 randskår og 2 sideskår. Randen er facetteret og har en hel bevaret båndformet hank. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Kardel med facetteret rand og beklasket yderside. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Fragmenteret kar i tre dele. Ydersiden er beklasket. Karret består af 2 randskår og et bundskår. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Fragmenteret kar med meget udbuet bug. Karret er beklasket på den nedre del og glittet på den øverste del. Fragmenterne består af 1 bundskår og 5 sideskår. |
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ro7csxAfgZwQefz9R61t2/w98UfvbYwTKkbK6/OFQ+w9+T+tZc+nalp99LEbPzCH+aSVD8zYBPcc46n3zW3OpaJpmPI46tElldOYXndQWkGAFAA4JwMD6CpLfVLmbNuY8leTuGenHXrUmm+F7+5klSQMNv8JTIPHXIyDjP/AOqu8+Fvww1HxR4otoLeKaebId2kQhIscZPHQVlKUVfqaRi3boe0fsWw6jdeJdUKxslh9nUSbjx5m/5Mcegf86+/dIh8uFFPBxXl3wh+GVp4F0lIoYy0sjeZLK33nb1Net2se3HHFdFJNLUwrSTlo9DTjxtqePd0IyKghHHWrsa7seldKOcaIgshcKNxABbHJx/n9asxtuHpTVaopZW8xEXjJ5PtVCPQPDv/ACB7f/gX/oRoo8O/8ga3/wCBf+hGirAzfiMSPBuo46/u/wD0YteFSA+X717p8Rv+RN1D/tn/AOjFrxHaGqkZT3OL16OTc3BrzX4k2ou/BmtwvbLeBrSX/R5GKh/lPG4dPr2r3W80kXSHIrjPEnhBpLeUBN6MCCvtSaHGSPzyh8G3d4sTSXi27KSrqqs7BfTcT7DOB2rodD+Gemxsz3SySNIoJeTaQp9BkE816H4q8Bz+EtUKsr/ZycRzYJ3eg9AR3qgtj5NuyI5Yc4O3v6fn718ZiMRVUnTbsz7nC4OjyKqlzI5zVPCFlCyi3jVFwM7Rg89qWz8MpAGMcEQUjadyjv0Oa6J7OTCMyfOCDz6e/wDjWtDDGquHRnR1GUTA6dSPfH8q41KVrXudkoxvzNWOLk8CWt7tWWBXKgjcP4TjsfxrNuPh3ZXW6F7KJQDxJExBx2yAOT+NelfZA2EDMvqAAB+XXtRLDHbp5sjhIk4ZnIGOnpR7aUeonRhPoeQ33wzstNtXmdxht2FkBYqfUYPWsH/hA7YqzQXwJ4yHiGM+uR16V6frX2e8kWMKGCjG7acdTzgir/hH4N6z40mQWlpL9kDAvcEgITg8DPXr2r2aMpuKu3c+frqmqjUUrHM/DX9n2Hx54qtoLkyLp8DCa7MeU80HogB6ZP5DPtX3rZ/D6xe1UTW6MGXBBFZXwa+C6+B9NBnfzbmQhnYknoOAP1/OvYlsl8sLt6V6FFSsnPc8zEOPM+TY8S1T4B+Gb6RpVsVt5SOHi+XH4dK4TXP2UdMvriSW1u2gMnLrJEJAf5epr6iksh/dqFdLDdq19jSlvEyVerFW5j5Fk/Y5W8kVX1hUj+7hLbnHoPmHpXuvw2+C+k+BbNYrSHL4G+aTl3x6n+leoW+louDtwa0YbNQBxWkaMI/CiZVpy3Zl2uniPgDitCO3K4q0IwrcdKkVe1bJGVytGpVh/OplkOQOgqXyvTioTG0bHAyKoRMrnrSeT5zL85UqQTt/lTY3BU/LiprfgnjrTA77w7/yBrfH+1/6EaKPDv8AyBrf/gX/AKEaKsDM+I3/ACJuof8AbP8A9GLXisYAr2v4jc+DdQ7f6v8A9GLXii+lUjGe5YVuKiuIxJGRjP4Uq8e9Kp3NjpTMzl9b8HafrlvJDc2ySIw5DLXiviz4B6jaXnm6Ki3MBORG7AOn0J4I/WvphY1qOZkjyTgCubEYajiY2qL59TsweMxGDlelLTs9mfNmj/s/3twpk1KfyGbI8qIAgDtyR1p91+zlqW7/AEXVYzH2WZCD+n+Fe83mvWtsSGwTWDrPj6z0y1aaWSO3iXrJKwUfrXJLB4aMUmtjsWNxU5NuW/T/ACPIF/Z91yGMqmoWpbPAbcR9c4q/pf7PeoXVvNBq15BHC42/6MSW69eRxx9fpWXrn7S0dxfX9h4ejbUby0KiZ3UpEm4ZGDjLfgMe9Zdr8ePGNrme7jsLiDIP2dFaOTbzkhslQB7+teVUjgITXNuj1KUswlF8vX0PYPDX7PfhLSZUk/s9bqVRjNxI0g/75Jx+leqaX4dtbKNViiRFUYCqMAV414M+OGna3Fbstx5Usy7hBP8AJJ+R6/hXqGl+Nba4A/eDP1r1oSpyV4bHi1IVIu1Tc7CO32gACrK25K9KzLPW4ZVGHBrVt9QhZfvVskYtifZD3FH2fb2q6l1Cy8nFG5JO9VYkqKu2po2Bx6UkiiNTg5qBph2OKsCy2M46Cl4HNVlYt82c1M21lxTAkj+b6U75fu1XWRtyhV4zzVlduc0wImXaxP4YqWJcLwMD0pJFDKT+VEO6gDvfDv8AyBrf/gX/AKEaKPDn/IGt/wDgX/oRoqwMv4kf8iXqP/bP/wBGLXicXrXtXxM48Eal/wBs/wD0aleIRSYUVSMZ7l1SKRplXqcVSkuNmSTWDrGvC3UhTzVuyIsb13rEdupJYVyOseKHkYrG2BXP32sSXDH5qy7m+jtoHnnlWKKMFndzgKB3JrGTNYxSLmqa5HY2k13eTCGCJd7u54Ar5s+IHxRGt6mXui6WqE+RAACqrkgluR8xxVD4q/E6+8czJaWkDWekQSFhvYiSY/wse2MdB71xem2clrBNNcRPfLnKxF87sc55xycds189jaqqLkT0Po8vpunLna1JfC+vSL4qvjEiLHf+XHHNuJEfJ6oB83X1HX2xXrVnBBbxxNOFuZEYussygFSRjCgj5TjIyMV4h4bupf8AhIpo1i8kGb95EGyE2jOMHPsM+1epWepStEfkCOBnhgWPbB5wevSvn8RFrRH0tK03e+puSa5b3TuiMY5FO35xleD1PFX7fxDq2gNELK9aOMn/AFbsXH0Gc4H0xXLrZrO8p3mNyeNwzx7kZz/TFTLa+Sv7qRZMfd6EnA6f/rrhjOVJ3hKx6tSlSqRtON0ekad8edU0sj7TaGdF4Z4Wxz6YP+NdlpX7SVhJIIp2mtH/AOnhcD8wSB+NeAMrDDl9qKDkbR+ZIqisaXExQZaLuknzqR6Yr06WaV4fE7njVsnw1T4FY+u7H46WDctdKoHJJbius0f4tabqa7Yb2KVsZIVgTXwx/Y9vbxPO1vDErL8uFPy9D0O4ZqjbWs0dx58ZaOTja+Spxx6jjpXpRzhfyfieW8hdr8/4H6GL4yWX7r8UJ4jDMcvkHtXxBofxW17QLiAfb7m5K8GG6YyBuenPPp0r6J8K+LI/Euh2epwgxrOmSjHO1gcMM98EEV6eHx0MS2oqzR5OKy6rhEpSd0z2i11YNgq3Fa1tdedg5zXl2m6sUYZPFddpepblDA8V6KdzymrHZxsG7gVKrbeTzWZZ3Hmxhu/0qysh/CrEW2lA+lCueMVV355zil847TTA9F8NNu0S2P8Avf8AoRopnhNt3h+0P+9/6EaKsDO+Jg3eCNSH/XP/ANGpXhi8KM8V7r8SRu8F6iP+uf8A6MWvEVjG2tIrqY1NzK1CRwjYrgtYaQyMTXpVxDuXpXM6xognViBhqJExZ5/JN5YZmO1RySeAK+efjF8UDrutDRNNnW40mEbpZLdwVuJODjcDyq/zB9BXuXxE8Ozax4U1jToyyyz27qm3qWxkLz2JGPxr4nj1GO301ZraN0kh/c87lKsCe5/zwa4cQ3y8q6nZSSvdnQf2ytuGjeBogjZ3ZPP07VekvVSETvdeTEON8mW2D0AH+ea5PTddS7kYlWAXks7Bie+M/l+daPiCNLjT7eUfMmDkpxgkD8fWvAq0+Vq57+Hq810S+AbhLmwuL24l33slzMnnu537A2FHP+yAMDsK7uzuCVIDqiAZYsw5+gzya8T+G8htrMRvcNOonnG8j5mXzGxuNenxyfKjIquAPlMY7e36VzYin77PQw9b3UdtaZmC4k+QYBIz3/DitCZYo5GiEnmbDy3Jz+RNcZo2oIZFPmyLz83cn9eK2Y7p55nRmjyR1bHze2Cfr2rx6tPlZ9BQkpxNG6h3IJUAG0nqcZPHGPXn9aqwtEzM0scbI38K7iPY4/8ArVejkkljxJLGTyPkY7cY9Qf09qr3FjBIuWK/eOMHjP8AOsLJl8ziyeQuyqISSmMAE4X8j0qvc2pDEu+5+m0cDGMHnPpVKVJIs5YyIpwQxOB6df8AP0qO41preJUKhgw+mR681Ki76G9423L00cEUSuxy/UbQPTk8/wAq9d+DevQ3OkzabvAuYHMuP7yseo/H+YrwW+1aFYy73BjUHoWyWz1Ar0D9nPT7zxR4iuNWt5Gi0uzzA25f9c7D7vsAMN+K16+X06kaymlp1PCzWrRlQdNvXdH0ZY7y4Hauz0XemMjiqGkaLtwWHSuni07yVBA/KvsYqx8I2aVpPt4FaKz5UYNYS7lYDNXYZAvGTn3NapmdjU8zcvWlZtsZxk8dqpbm6A8VNHKy9RVCPT/B+f8AhHLPPX5v/Q2oo8Htu8O2h/3/AP0NqKtbAUviR/yJeo4/6Z/+jFrxHk8dq9u+JH/Il6j2/wBX/wCjFrw532jrWsdjGe4vHSoLiMMpGKeg9Tk0v1qt0QcvruhpPCWVfmxXxn8XvgTrXh3UtT1zQ1F9pzym4fSfK+dNxJcpgcgE5wOeSO3P3fcRK0ZBrn9S0mKYHKVMqcZqzFGrKDuj83IdNsr5N9lsil43xZ+YevB96dqEn2HRLmW9UJa28bSN5Z5OBwB6elfVXxM/ZpsvFWvS65p99PpWqTBVmdFEkcoUYGVPQ4AGQe3SvFfjB8L77wP9kmnMtxp2xWe5SIrH5ysSAyjP+wQDwSDXj1sPNb6o9ejiKcndaM8H+HdjL9hg84usEK7mkJweSSe/fJ6V3l5rDwxK8KAW+AAFXrjkAe3FS2uraZqTEyypMVxvAXp1/KtA/wBjmGEiUx9lXyyy5zkciuGprK7id0HK1lINBvFvIROVMMhxkMvGcV0OmXA+0f63aV+6Rzk/TNczqGuWWlsq/aoYdp3BQMVEfGFlDLH+8IVhx+7zz35PvXnVaEqmyPZw+MhRj7z1PRY9SUwvunJMbYbkA+wzjNSx6jAwmBdm5xycgH0zXl+reNIdPaAtKATn5T1x05AzWPffEq2jiZo23M3qcE4/OsIYCb6GlTModz1DV9b2wofNQuowGzyTnp056muF1DxXZreKzsTO23bIx2ooznvjPb29T1riNU+KUBjkiggmkbovmHv9OnSvcvgb+yTe+Ohb+JPHUsptLpFlttMjdkbYRkeYRgrx/CpzzyR0r1cPgEvjR5GIzFtWgzhPCGhal8VvFVt4f0vzJjIwa9vo0Ki0iyD9BnHfqeM4r9Efhn8O7Twh4fs9OtIikECBQW5Zj3Y+5PNV/hv8I/D/AIAs3t9D0mDT45G3yeUvzSN6sx5P4mvULG0MSjAx7V7MKcYKyR4k6kpu7Y21tkiwCPmq07dgtKYRuBP3qcq4bk1oQRbVY5xUmFLe9StCM+tRBRuPemgJFfHfNTqdy56moNoZeBgVNGflAxVok9R8Hf8AIt2f/A//AENqKPB3/It2eOnz/wDobUVYil8ShnwTqI/65/8Aoxa8LK5r3X4kDd4L1Ef9c/8A0YteI+VuytaRVzGe42GMZ96RvU1NHiMHBqC4kHHNabGYyQ/LVO4UGpXkbjkYqNqV7sOXW5QntyeQKpTafHcxtHLGrqwwQwyDWztz16UgiXPFUZyjbVHlniD9n7wd4kkSSfRLaJ1yQ1qDATn12EZ/GvAPib+x/wCILO4nm8Jv/aWmMAws5LjbOrYxwWwrAeu4Htg9a+1ltwaetr+NZTpQl0NYVakdmfmbffs3fFia+Ur4VnkfBUM80PT3YvjNXdD/AGSPihNujn0iC0hLA/6XexkceyM1fpP9hLHpSppW7tWLoRR0e2kfmzq37IvxGsplxBb3hztEltOMY7H5sE96m0P9jf4haxrEUcmm2mlWoUbrq8ulkVvUhUJbPsRiv0nGhqFyyir1joKdccVHsrPc09pdbHzP8Hf2NfCnw5vLTVZ0k1nXIV4uro/u43xyY4+g+pyR619GaXoMcIHygAe1dNb6SiLjbircdgFxxVWIM63sVixgYHSrwjC1c+ygYOPpSyW428dadgMyTG70oPaknDK1Iit3P0qChWPHBqJcs2cde9TvHn2pCp6YwBQAhXatPhY4zjNKq7hjApq5U+gpknqfgz/kW7P/AIH/AOhtRR4L/wCRZs/+B/8AobUVqBV+JDbfBeok/wDTP/0YteFXGoRQITuA+te2fFdmX4f6qU4bEeP+/qV8NfGDxJY6f4bv7bXtebw7Y3qtafblcKyF1P3SQcNgHBxVJmUldnr03i7T7dm33UYI7FhWfN420tnz9riz/vCvg3/hV/hLxJJp2l/DrxHe+PPGED+Zp+hQyxbr1lbzH81tillCBifmHyrgYr0jUD+0J4dtm1Dxl8NrTwn4WhK/2jrk0RK2UJIVpOJW5GeOCM4zxTbbDlR9UL40009LuIf8DFL/AMJlp/GLqL/voV+e7/Cr4T6pmHSPiZq2r6vOfLtLKG7TfcztwkYzEBlmIHJ716zb+Ev2p9J02KJfgpbx21tEEG7BwijH/PxzwKNUHKu59WnxfpzNzdxj/gYp6+MNNX/l6i/76Ffnlqvhf4Q6zf3Oo33xWv1vbyVridLecLGJGJZgg8o4XJOBnpXp/hj4f/tJaXoNja+D/hTHrXhYR79M1O8kQy3VsxLRSsfPXJZSG6Dr0FVcXL5n2AvjLT/+fuP/AL6FWrfxppo/5eo/++hX50+LvDXg7VfEd9L8SvGl/wCEfHCP5Oq6HYzbYrOZAE8sDY/QKM/Mckmu2+HfgH4xweHmf4N+DR8QPAU0zNaa/qFxH5s8nCyLzLEcK4Kj5B070czHyrufdB8b6Z/z8x/99CpofHOmKwzcx/8AfQr86/iR4QDa+kXx81O8+GHjCOBfs+j6VMPLksySUmJUTAsX8xfvDhBx3Ol8LvAvjmSPUB+ztpz/ABV0wMn9r3GsXCBrOXDeWi73g4Zdx4DdOoqddx8vmfoevxC0hcZuYz/wIVPb/EfR42ybmPHpuFfnT8VPAfjS3TTn/aL02T4W2OZF0e40edGN5J8vmo+x5/ujYRkL1PXtQ+F/hNpNcltv2e9QuviX4xmhLXekazMFijs1I3TKXEChg5jX754c8dxJdj9M/wDhaGhrj/Soz+IqWP4qaD/z9x/mK/PD4lfDX41v4b+0/HXwbB4B+HlrMstzruj3cLTQSnKRLhJpmKszhThD1HI61xHgXRPA1h4msh8J/GOpeLPiHcN9m0nRdULfZ7yV/l8tiYowPlJIJkUAgEntRYZ+o7fFfQFH/H2n/fQqvN8WtC7XSf8AfQr4X8V/CP8Aaf1jw1fQeO/hjpekeDVj87V7/T9QthcWtrGQ8sqf6U/zKqlsBWJx0NeP6PB8CfDeqWup6T8StcfVbSQTWq3McrxtKDlQ4FuMqTwRkZBPNKwH6bXHxW0VulxGT/vCqn/C19K3f8fEf/fYr5Lv/hL+13r2lTWs/wAJtDks7uFo3C39qpZGXB63nHBrwiTwZ8CvDepSWWr+Otf0rXrCUw3dpuaQ21whw6b0tyrbWBGVJBxwTU8txn6WH4uaOo/4+Y2/4GKa3xd0lsDzowO+HFfGWh/DP9onxs8fi3wJ4HsvEvha/Zp9L1WXUxAt3ASVVzBLdptyOoKKM9sYrzDxB8Jfhr8PtUl0b4q6rqngrx3HiXUNDt5hPFblxvXY0Uci7SrKQN5IBweaOUR+ktp8TtJuiFW5Tcf9oVvW3iG3uFBSVSD19a/Pzw34O+LfxaeDV/gxpsHjnwlpIjsItWurgW0nmxqrFJFmli3sAw+YJgh+uRx9G+AdP+I+g6Pa2vxH0BPDniHc2Ibe4imjliz8rrskfHcYJzlSe9RL3dSkj7a8CyCXwrYsvIO//wBDaiqHwpLnwDpRkOXxJn/v69FaIkk+Jy7vA2pj/rn/AOjUr5W8WfDLwj49ZbHxppEus6Fy72sErRP5gU7GDKyngkd+meDRRVxMpbnjXhX9nTTvhpoviDWfB9hDoXxNijhPhnXIHmKafLgrP5oeR1dXQleYjjccAcYzIdN/ad8W3lppHxE8faX4n8CXdxEmt6MqLGb2z8xTNEGW2RgWUEAhlOe460UVsQmbtn+zH8O9M8WSX9j4G02wsYWuJLKS2+2i8gkG82sgdr1kDI3lFgVYHa3qAObku/2zZVZG+LullGGCPJj/APkSiigD13Sf2b/2Z4dJs11L4P3U2oiFBcyRXs+xpdo3lf8ASRwTnHA+leUa1D+1Jo+sX1h4F+Jdnongy2nkh0TTbhEeS0sVYi3hYm3ckpGEUks3TqetFFKwXPRvBHwI+Eev+GbPUvjD8P5PGPxLuy82ua9a3EqR3s5diJAFmjA+XaOEXkHjvXEePvCfxg8J+ILjSfgH4mt/h98MYgklhoF3iV4JSoMzbnilOGk3N989e3SiigLnVfDP4RaJ460m61L9pjQR8UvHYnMNprFrK8ax2IVSkJCNCMiQzNnafv8AXsM74l/DfxP4BvrVP2XZ4/hPpN1GTrVtcuz/AGyZT+6cbxP91Sw4K9e9FFQ9yuYk+F/w58S+PLy9T9qGZPizpltGp0S3tnKfY5mP75ztEP3lCDq3TtWl8UPg/pHgvRrW/wD2adCX4V+OTceVeaxPI7CWxKsXhAZphkyCJvuj7nXsSiouy7nM/Dvwf8Y/FfiaHT/j/wCKY/iP8NXR2vPD0J2meUDMLHEcRwr4b7w6d67rx38C/hbovhO/vvg/8PR4J+JMGyTRfEEkj7bKYOuX/wBY/wDBvH3T1oopczLPMPDeg/tN6h4h0228efE5fEHgqa4SPW9IiYhr2yLATwj9yv303L94deor2bWvgN+zw2j3y6V8GYrXVDA4tLiTdtjm2nYx/engNg9D0ooo5mB4Mug/tfrhf+Fz/KOMB2/+M19Aw/Bb9ny4hSbVvg+NS1WRQ95ezEl55iMvIx83qzZP40UVLkwPCNT8K/tHaHq97ZeBPiSnhbwVDcyLo2hws22xtN5MUI/dH7q4HU9Otew+EfhL8Ndf8L6fe/F3wK/xA+I0kX/E28QzSNm7kBIUj94vCpsUfKPu0UU+ZgcJrPgf4ieDPHOrw/BvVT8P/htPFvs/DtrePCY7swqjzuTFJn5hu27ucL7ivSvg94Z+II0CJ/iT4kbxX4gWRsXpYsqxZ+VBlV6cnp1JooqZaoaPrz4cxeT4M05PQSf+jGoooqlsI//Z) | ESM 0864 x0112 0102 O2 gods-kardel
2 bundstykker og et sideskår fra et fragmenteret kar. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Bunden af et kar med beklasket yderside. Kardelen er sammenlimet af 6 bundskår og 3 sideskår. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Halvdelen af en karbund med 3 huller. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Kardel af øverste del af kar med facetteret rand og 2 båndformede hanke. Karret er beklasket på nedre del af bugen. Hankenes placering på karret indikerer at der oprindeligt har været flere end to hanke på karret. Karret er sammenlimet af en større kardel og et hankeskår. |
![](data:image/jpeg;base64,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) | ESM 0864 x0112 0406 Ildbuk
Større fragment af en ildbuk, sammenlimet af to fragmenter. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Halvdelen af et lavt åbent lerkar med hank. Sammenlimet af en kardel, 3 randskår og 2 bundskår. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Kardel fra et lavt åben kar med glittet yderside. Sammenlimet af 2 randskår og en større kardel. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Halvdelen af et lavt åben kar med glittet ydersiden og båndformet hank. Sammenlimet af to kardele. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1021 072002 Jernslagge
13 stykker slagge |
![](/grafik/intetbillede.jpg) | ESM 0864 x1021 0216 Brændt flint
2 stykker ildskørnet flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x1014 0200 Flint
Bearbejdet flint med retouche |
![](/grafik/intetbillede.jpg) | ESM 0864 x1020 072002 Jernslagge
5 stykker slagge |
![](/grafik/intetbillede.jpg) | ESM 0864 x1010 010201 O2 gods-side
449 sideskår. |
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) | ESM 0864 x1010 030701 Skubbekværn
To fragmenterede skubbekværne. Den ene er næsten hel og den anden er et afknækket fragment. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1011 0405 Brændt ler
2 stykker hårdtbrændt ler. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1009 072002 Jernslagge
29 slaggestumper, meget jernholdige. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1009 1901 Trækulsprøve
Flere store stykker trækul |
![](/grafik/intetbillede.jpg) | ESM 0864 x1007 010203 O2 gods-bund
1 bundskår med en del af siden bevaret. På siden ses en overfladisk fure. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1007 0216 Brændt flint
1 stykke ildskørnet flint |
![](/grafik/intetbillede.jpg) | ESM 0864 x1005 010201 O2 gods-side
6 sideskår |
![](/grafik/intetbillede.jpg) | ESM 0864 x1003 010203 O2 gods-bund
10 bundskår. Et af skårene har spor efter gennemboring. |
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wr056RZzSpyjuj1pXFSCSqKyVKslamReVqdVRZfeplkpCJqdTFbNOpgLSikpaQh1FNWipGfzMbfwrpPA9j5mo/a3ezEMQKslzNbKSSOCEnyD9cHFZug+H9R8R3TW+mWsl3Mqb2VMDC5C8k+rMqj1LAdSK1Ph/8AarfxZCIRMlwqyDEfmhx8pyP3bo3/AI8PesgPrP8A4Jd4/wCGo9WwVx/Y93jZt2/62Lpt+XH049K/XeOvyO/4Jhhm/aq1pn3bv7Kvd27dnPnRddxJ/Mk+pNfrjHWsdgZNXxf+31cXdxq+kWKPM1utkJ1Vfuq2+QMQDwSQF6c8CvtBa8++NXwjs/ir4Zkhz5GsW0Un2K46AMy8o3+ycD6dfUHHEQdSm1Hcum1GSbPygs7GH7cQqeW0e1nkAyHIzxweOv610M2tu0EkYG5WUKwY7v8A9VQ32kz6XfXtpJER5crLk9QQ3I/E1Da2MlwrAuNwHzAjrx0xXy0lzO7PZhJRRE9z5lrwWjUNyAcD/wCtWmlxc3UUcpmZTtCbi2OB29+35VV+yyyLKgUlRyXwMcd6FdVEYKq2OSMYA/WjRIp+9qWTqEhmCSSF5DxlefxrVFw33YZX3n+Jh2rnPLMhExYDkY38YrWtLr7UNoVN67vlkYLuOO5/+vWNVW1RvR1XvF9bu6kVnEPnxt8oVEBXI4Gf/rVdGrQ2u9rtWVgcGL047f8A1vWoo7Vk0vy41a1nkCn5P4CeMdePTPBq3Z+EzcQSefcTuGXZywB45I56H8fxrki4t3NK10rF+yuLbU5IXZEUYKAMnJXjjOfpxUuqfDnSb6AzJDFb6jGv7m8QbGSTGVbKFSMHB4/PuLVp4TZWtVjeaNY1AIlfcHOMEeoPHuKtzOtvuTMnmKSyoGYYBZQWY8djnGDgV2KWuh5p6b8P/wBoDxt4GtrSy1LWLfxXYJtRn1aNkuVUZ6ToCGJOOXDnpzXXWf7brWN55GseDbiaJXUG50a8Sc7SSN3lsFPXHGec+vFfOl1qk8im3mmY3UeFcHnzOOOCM9D3H86jupYZYbdI1DmMBVTaB27DoO9dccbXp6XuR7KEuh9seHP2t/hV4h8tF8X2mm3LMFNtqoa0kU+h8wAfiDj3r0DT/iT4V1T/AI8vE+j3Yzt/cX8T8+nDV+a0mh6ff2rxyWsUQPyeZEigqCCP/Zm/E561Wfwno8lu0a2K8LjI4YD6d+ua7I5n/NEh4VdGfp7H8RvDMcZkbxHpKxKcFzfRYB6dd1bWj+JNI8Qeb/ZeqWWpeVjzPslwkuzPTO0nFfkJqHwxtZo99heSWsjEHc2CB+XzEde9WfCvw9l0u4t5V8Q3Frebv3zwyNHtBzkAqRwc9xXQswXYzeH8z9haXbXl/wCzVrlzrfwh0cXtzJeXVnvtHnlcu0gVvlJJJ/hK16jXpwmqkVJdTka5XYMUU4UUxH83HgnxPb+EtSnu5rBr52h2RFJVRoX3qRIu5HUkbTjKnGcjBAIueDNekbVls5orSS2kaSRmure2aXJBPM0kEh/T8q5HPcV1nw5W1GuJLLc3Ed4oIijjj+VxtOcuJ4SuPZuf0qBPufV3/BMVl/4ao1LbtAbS73CrjGPMj6bVUY+igew6V+u0dfkR/wAEzc/8NZahzn/iXX33iST86d9zf+hN9T1r9eY60jsDHrVHxBqR0XQdS1BQGa1tpJwG6HahbH6VfFYXj7RZPEXgnXNMiYpLdWcsaMP7xU4H0ziiV0nYFvqflJqn2651CeW7mN1cvM0ksuMZZ2JOfTqari6jsEUeWHmY7eOD19+1dP4khbT2AjkzHI+9ztyWwc4/LvWEdNeZklycD7o2kEe2a+J9pfc+mjT93Qktr2LyW4y54ZSOBz/Kq1lGkm9VPzZ5bbwPxNaUOnmx3ROoDt80fGcn0zViDS2nUGWNIenyqM5qJVVbQI0WtystjEsgEY83cvBboff/AOtUNvp8kc5Mlmsiq/Ak6Z9f1rWtbFbK4BQjdnb09vXHAqxJfyRxyqIVZ/XaxwPrXK5T6andGEEve0M0tclo0kX94fuOWBU8/d6f5xXR6ReCKFoztcZwPk4U8AHrjk/SsG1hkjkmZ1eR1HTbuHtjP0q5Z2IVvO+ztK7NuAEfGM4wDxz6+tdMKZ51apfQ3Zr+eRSYVb922FKoQQSOF5PHXr7Vn65FLuimkeaCN8yFcBg65yO+SM1qzWaags5nCMjY8xHJcI4PcZHHTOMdD6ZqHULieO3+ypNiOJSDEr7lxyBtxnaMY6nuK6IqzOG+hx80kse2KaUSx5BVVOG+oXPp61q6aryQtcZABbLRAZ756VWWSO3ldoVywHzEpuOOv+NMW83Mg+7EDuLAkgetayi5BF2LtxJIquI2zGx6Z5/SiGRlkDytmQgAduOtV5tSRlAiOSx7dfepLO3WR2aVxJJyNrcfypKn1Y3U6EryK00gxledvJ5/AVPZqmJHaLJ6qMHk5/nR9h2eWTIPLYA7WI+X8a6DwjY2cniTSLW7nFvbT3EcDXDcrFuIG8/Tk/hW3LFK8TDmbdmfYX7H+kzWfw/vbuVpENxdbRbyAgJtUHP1IYZ+gr3lax/Cnhex8HaHbaVpyFbeEfec5Z27sx7k1sgV9FRh7OmodjilLmk2OWinKtFaCP5sPB3g+48Z61FpdrcW8F1NgR+dvO9iwUKAisxOSOg4AJOADWp4D8P3Y8SRySWcslrE0kck6wtJEGCkYyIZh1x/Aeo6dRmeHfENx4XvGurMW7yuoXFxbpMvDKwOGBwQyqc+2OhIrT8GalLfeLY/td4xhuHklm86UKjOVJLHdNCuSfVx+PQyS7n1Z/wTRjEf7W2oIOANPvgBjb/GnbYmP++V/wB0dK/XVK/Iv/gmmqR/tcXioVaP+z74KUIK43L0IdwR9Gb6nrX67KK0jsA4Vg/EKLUZvA2vJpMzQaibKXyJI/vBtp+77noPc1vUk0fmwyIGxuUjd6ZFOSurDWmp+ZtxpZluP3shCr0yRzxjOPpSx6fAkhUbt69WzmtPUl+y3kkMyMHjco6HqCpwVPvkGqjahEFXEZQjnBGO/wD+qvzqSabTPrYyVlYrzafEoDk8lu/9PSmRWdt5mXLHB9cAU+S8EmGb5AOAe/rUMci5UrtBOCC/p3/GoSZvdE15a28OCpBz820N8w/zms1cbWKoSqjI2k4I5/SrlxeIygltj9T9KpKzs/OSAf4R2+v4irjHTUicnfQI8IAGjxz8uMj1xnvVu1jih3kKpXGShb5cdhz14FUWKMTvYxp1+bkgg1P9sEfneTEZXVRgr0fBzwTj/OOa9GnseRV1Zbjjdg+ZNzGPJ3ZxxxgnOO+fwHvWLql5CVIJaSPHBJ7/AN4A9uD271buriCS3b5MHIwcqeD0zz9O9cvqlx9kZy7uqtzxj17e1dMFqczLDa2kcbwi2hVM4Y4Jb/PFZ95PL5PmEhU+6NpIB9T+tUprsyRqsKhYm4ZickipLqSLyQm9XG0Dfn/PTHT6VronohW0LUMyxlkKswHHUVcKjlEm8mRjtf1H0/z2rlbi+8i5AUqidghwPx/Gr0N7A0hEiCUBSA+e+f8APNacvUzfY6a5WOOPazSO/J2xkHOBx+P41r+B9F1PxRrVpawHdcyuBHHwTuONoyO244rz68ae82KqNI27LIWGMY5PX6V9efsR+AZP+Ehi1G7tWcWtu0xkYcKxOIw3vgsRj09q1jHmSj3M72d+x9tW0bR28SucuqgE5zzj1qdVpqrUirXts5kOUUU6isyj+ZVWJbP5V2XwvVJPESRRWk016wJimgkkHljad3yRxSM2Qey8fTJEHwv8Fr4+8YWOkS3YsraR186bK79pYLhASNzEsAB75PANWvBfh2X+2lupZNPWC3lkjkS6urTduCkf6uaRQwyRz09OlMltbH1N/wAE3Ynj/bBvBKGEgs78MH3bs5Gc7lVvzUH2Ffrrtr8iv+CbMfl/tdSBdhT7DfAGPZt6DpsJXH+6SPSv1621rHYRGKdQtLimM+Ev2gvDcXhv4ra4kSFLe4kW9RNoAJkUM5H/AAPdXll2EySH+fOACK+if20rUx+LPDNxCMPLayQynHVQ+V/Ik/nXzldWciysFGT1Uk9MV8ZjKfJXkfQYaXNTQolDYUdD1zxTmuAsYXAJ/SmLp7yxrwQ3XHU09LFVkBuDgHqxU/pXm8t2ehzqKKssokCyQui9Qd2OarR3DDYJHdgpyNvXr/LrWhCmnf2m9m8m+SMjO05bcT0x3rrF8Gm1s1uJvJjh6lmfkjvWvLy2RyyrKXU8/km+0KcQSNz3xjk56e9NaO6EmIlZV2kbTlfzP0rure3sJLieFbqCIQ43sCSBwCO/Tkc//XrK1w6db3DLZ3ROxd5J4U4HTP1rtptdjgqSvscrfs20h5A2OB6/ljjrXPzW5uLgRxQvLM+cBVP6V1EGsWSlJHiU9V6nk+v4VpQ6xazY2NDAynKySDBz6D19a6ebk+yYfF1PPW0e8kZN6MUY7SMYC9OTitOHwzaJcj7Q+5F++0K7lOOuM4yelegXcEOrNBYWdx5jtna0RXAPGWPYdR3A/MVy2s3MWiQ3FmzQzSKylfJl3IuR1yDgn7vT+lXCbnolYUvd6mY3h+yScJGhPRkVwMEdQcZ4/Go7e1Uw+cttnfyqsAFPHqf88GprNnupvNLqAuQPMGcr6deOlNjmuoZrldibUclXzjAwcjBOOn488c10R03MZPsanhnw62o6jANo/efM7HgjHbH0/nX6U/A3wQfBfgS0SaNVv7wLc3BAweVAUH3CgZ9ya+Mf2VfCq+OfH2mPdqstosjSuqrwUQbiCD0UttH4V+iSr27V3UI3bn20MpbWBVqQUClrrJCiiikB/M3DLKsiNG7iRSCjISCD2x710/w6W6/4TCwFsZRPucL5PnB87Gzjyfn6Z+7+PGa5aJiMbSQwPUda6rwDqhsdajglS0NvOT5jXdvBIVwCRhpo3C8nsOfyoE9j63/4J1+Z/wANjSm4ZzO1rfBvM8zdnbznzPnz/vc+tfrrtz2r8gv+Cccqn9r6IxKnlPaX20xhdmNmeNiquPooHtX7Ar0GK2jsIgZabVhlqFlqgPln9srSZU1bwvqaRs0UiSW7seUDIwdAfQkM/wCR9K8GVtqyed5IjVccDPb1r7X/AGgfC3/CUfDHUwi7rixH22LjP3Ad3/jhavz3mv8AdM7LNNGFkIZS2cZz2r5rH0W6t+56NCpyxsdBJqu2SNLWEqp5DFD90Y5OR6jH41m6lrC/a94bcOMLg8c+9V/7UlmSOVTtZSVXcM9ePxrB1PVLhrhobjG7HDKOV6Yz7VwQo3exrOq7bnSWawRzxXM6JJLMcny2XcU2/KQAcjnP+GK1L7W7aa3WOO8mRQgXJCoEOAQOnOMfjXDw3c0QSMsXK5+6nQ+o/lU02rIof92ksYjwrFyCGIwG5PUd/pVyp6oyjJ6l64154ZJCsnkpIggkYLjAPA/HAP4ZrOvI55phtYIq8ja2fl9PXJ61TuPEE8FjNa7IyruWDNjJPQHp7n359qw7fVpwY1LMwBIHJHyjriuqnS6sxlI3Y4XVV3NkH5l29AMDj64/rWHc321nUbiCeDjH51u296NSt0HlsRG2Ayk4Xnjn6A1RvrU3qIRB5JhBWR8g9/zwOf8AIrr5DHmK+j6tNY6mlxv+4DkycqwwcqVOcg55Bptvdk6hKFiWMybwoYAKMqf054qrNYOJNibpM8ZVTx6Y9O351Zs9DuLqWJRA6SMAixsO+f15q+VCuSRahMWjMn70KqhgqgdOOcDr7+9ekfCz4K+LfivdS/2bp8w0wvl5HXCFvZzxx717P8C/2I9S1aOLV/GwOk25w0WnjDyyKedzc4TtwcnIOQK+0/D/AIb0/wAK6PbaXpdutpZW67UjQfqfU1vGjffQVzzf4C/AeH4QWE8k1yt3qNwNuIx+7gTg7VJ5YkgZJ9AK9cAoUYpa6IxUVZA3cKKKKoQUUUUAfzg/DXTdM1TxE0Wp27XcCwSMsIZRufgDIMsRYDOcBwePTNbPhK207S/Gcqw6jNJd295NFbDToWaGZBkBlkFxEwBGcYbpjk5rzuNvVsf4V1Pw9ty/iSzleHzreNsyExb0UFWA3ZilHX1Rv6hktdT63/4J5ymX9siOSUSGV4L8ky7i+TGxOSzuc/V2+pr9fY6/IT/gnlEn/DXsToqlfJvtmxdoUeUeceXHjr02L16Cv16j6VothEmKjePvUtGKAKU8CzRvHIoeNwVZWGQQeor4Q/aK/Z8f4d64dW01Wbw7ePhJerwyEHKP69Mg46e4r75ZKw/F3hPT/Gnh2+0XVbdbiyvIzG6sM49GHowOCD2IFZVaSrRt1KjLlPyz0+4aIvGEjYrwSWJzggZOemOKqwwxXWtTfag8ls5KSRWzYIGB7emeBzXXfFf4Uan8K/G19oNwyyRxgT2195ZRbiLB2tjOM5BB54IPXvxzRSaZcQzzho4jtcybh8vPoDnqO9eO4csmnubczsS39ki7/skMsFs2AcsWOcdRxxwO9RW+mo0LOCxEKB/LZuSvHzZ9Px71Nf6slw0hXa8W3es0cmSMn+6OnXmqF02YJpxmUbFHzygE8YwF/i9fwFKzC5QvphNwrMw5x3x7/X/GqRhaZmZUKFCMlgeT04/z61a1eOPTfJazlM8UyLIxYEFX5+XAPGP61reB/h/4j8cXjWuj6fdX92xDCOGMvyO57D6+9bR8hGbo8z2V9hBt2Ju3ZwvA9fxP5CusgSW8ZI40kmMxysCJu5P8OBz1IGAa9/8AhX+wxrWpXcFz4x8rS7EbS9vbyhppB6DGQv4/rX2H4L+GXhj4f2UNvoWi2liY12+esQMzepZz8xz9a6YwctWZtHxD8Nf2P/G/jCP7Xe7fDNhIcbr1WEzLngiIYPvyVr6t+Ff7NXhX4YSxXwWTWtZRQBe3wUiI9zGgGF+pyR6161RW0acYgFFFFaAFFFFABRRRQAUUUUAfzJKCVyPyrrPh3dS2/iS1jNw0NvK+JE83y1fAON372IYHu6/0qb4X6tpGi+JGudVWEx/ZpVhkuEZ4o5ivyswUFsdRkAkEgjpmtnQdQ0a9+Id19gsbqYzX0rWE0b+XsjJJXMUcEhJx2VcDPQYpolvofSP/AAT4kMf7ZFkqP+6dL7O19wP7hz1Ekmen99vqa/YOOvx9/YHWSD9tLTElMgci9DLIGDf8e0nXciMD9UU+1fsFHWq2J7EtOWm0+pYwprJup9KKQHnHxo+ENl8WvCMumzCOLUYT5lldupPlSehxyVI4I+h6gV+efjnTdYsJZdMktUjeGXyLjyIySShK7eOcA/qByOK/VSuT1P4T+D9ZuJ573w7Y3E1w5kkkaLlmJyW47k9TXLXo+0aktzWMrKzPynvPDVwWlEMTFGGSpzgHI9PYc1mafoOpzXSR2trK7DgHysqg6kDPHf1r9QW/Zh8ANdvONMmVWOfJW4YIP6/rXR6L8G/BPh9kaz8NaeJEztkmi85hn3fJrmjh6uzaNHKHRHxx+zn+x+/xAhOteNY5rXR8AwQQkRyXDA9c44QfqenevuPwr4P0XwXpcWm6HptvplnGMCO3QDPux6sfc5NayxhFCqoVRwAOAKeK7YQUFYxeoYpaKKsAooooAKKKKACiiigAooooAKKKKAP5lvurgDiul8CaW99rkMwks0ityGk+1z26AgggYWd0V/pmv0PH/BFzC4/4XHn/ALlj/wC7K0tB/wCCO0mg6ta38XxhZpLdtyhPDrxH8GS9DDr2NMTPBP2AyI/20dCVDGY8XoBh8rZ/x6S9PKZkx/ukiv2QSvkD4E/8E7Zfgv8AG6y+IkvxFbXXt/O3WD6Q8ZfzIWj/ANc91I3G7PIOcYr7GW12/wAX6VopKxNnoNp607yvf9KXy/epuh2GilFO2UbfekFhKWl20UigpaKKQBSUUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ESM 0864 x1000 010201 O2 gods-side
6 sideskår. 2 af skårene er ornamenteret, det ene med en fingerbred fure, og det andet med parallelle små furer. |
![](data:image/jpeg;base64,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) | ESM 0864 x1003 0308 Hvæsse- eller slibesten
2 slibesten i håndstørrelse. |
![](/grafik/intetbillede.jpg) | ESM 0864 x1003 010202 O2 gods-rand
2 fortykkede og facetterede randskår, ikke fra samme kar. |
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) | ESM 0864 x0112 010201 O2 gods-side
6923 sideskår. 17 af skårene er ornamenterede med små overfladiske furer i forskellige simple mønstre eller linjer. |
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) | ESM 0864 x0112 010203 O2 gods-bund
340 bundskår. Derudover 4 hele bunde. |
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) | ESM 0864 x0112 010204 O2 gods-hank/øre
56 hankeskår. 6 af skårene er med hel hank bevaret. |
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) | ESM 0864 x0112 010202 O2 gods-rand
849 randskår. 10 af randskårene er med vulstrand, og 13 af skårene er med vulstrand med fingerindtryk. 2 skår har hel bevaret hank, en af dem x-formet. |
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) | ESM 0864 x0112 010202 O2 gods-rand
31 randskår. Keramikken er med fin magring og sirligt glittet. Randene er skarpt facetteret. |
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) | ESM 0864 x0112 010201 O2 gods-side
38 sideskår. Keramikken er med fin magring og sirligt glittet. Et af skårene er ornamenteret med linjer af furer. |
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) | ESM 0864 x0112 0102 O2 gods-kardel
Fragmenteret kar bestående af 8 sideskår og 7 bundskår. Flere af skårene har fladedækkende ornamentik i et mønster der nærmest ligner tragtbægerornamentering, men keramikken er fint magret og ydersiden er glittet. |
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) | ESM 0864 x0112 0406 Ildbuk
100 ildbukfragmenter. 2 af fragmenterne er hornfragmenter, 31 af fragmenterne er udsmykket med påsatte knopper og 1 fragment har negleindtryk. |
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) | ESM 0864 x0112 0410 Anden genstand af ler
Bundfragmenter fra sier |
![](/grafik/intetbillede.jpg) | ESM 0864 x0112 1901 Trækulsprøve
4 stykker trækul |