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) | ASR 941 x53 1307 Anden genstand af træ
Træfløjte
Tildannet af hyldegren.
Mål: Længde: 31 cm. Tværmål: 2 cm. med variationer fra 1,9 cm, til 2,2 cm. |
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) | ASR 974 x068 1307 Anden genstand af træ
'tap' ende, 2 dele, længde 111 cm., bredde h.h.v.: 26 og 7 cm. |
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) | ASR 30/62D D00075 1307 Anden genstand af træ
Fragment af spiseske af træ, udskåret arbejde. Skaftet afbrækket, ligesom 1/3 af laffet. Ovalt laf. På laffets bagside ses knivsporene tydeligt, og skeen har formentlig aldrig været brugt. Største længde: 8,5 cm. Bredde: 3,7cm. |
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) | ASR 30/62D D00076 1307 Anden genstand af træ
Spiseske af træ, udskåret arbejde. rundt laf. Skaftet har rundet tværsnit, den yderste ende er afbrækket og mangler. Nuv. Længde: 10,8 cm. Lafbredde: 5,7cm. |
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| ASR MD89 D00230 1307 Anden genstand af træ
En genstand af fyrretræ. Netbøder? Oval form 17 cm. lang og 3,5 cm. bred. 1,7 cm tyk. Ovalt tværsnit. Tildannet med kniv. I hver ende en gennemboring. I den ene ende tæt ved gennemboringen, endnu en boring, som dog ikke er gennemgående. |
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) | ASR MD89 D00231 1307 Anden genstand af træ
En genstand af træ. Dejrører? 10,5 cm. lang, 7,2 cm. bred og 1,2 cm. tyk. Tilskåret med kniv. Skråt tilskåret mod midtspids forneden, parallelle sider og skrå skuldre. Fortykning foroven af ovalt tværsnit, her muligvis afbrækket. I midten gennemboring (diameter ? cm.), hvis kanter er noget affasede med kniv. |
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) | ASR MD89 D00232 1307 Anden genstand af træ
En genstand af træ. Mål: 8,1 cm lang, 4,7 cm bred og 1,9 cm tyk. Tilskåret med kniv. Rundet forneden, parallelle sider og skrå skuldre. Foroven delvis oversavet, delvis afbrækket. I midten gennemboring (diameter: 2,4 cm.). |
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| ASR MD89 D00233 1307 Anden genstand af træ
En genstand af træ. Mål: 14,8 cm lang, 4,2 cm. bred, 2,7 cm. tyk. Tilskåret med kniv. Ryggen lige 'kammen' med forsk. indhak.. Tilspidset i den ene, lige afskåret i den anden ende. Her er en gennemboring, der er boret fra hver sin side. På den ene bredside er uregelmæssig kniv-indskæring. |
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) | ASR MD89 D00236 1307 Anden genstand af træ
Fragment af ske af træ. Del af laffet og roden af stilken bevaret. Skåret med kniv ?. Mål: Længde 6,9 cm. bredde 3,7 cm. laffets st. tykkelse 0,5 cm. |
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) | ASR MD89 D00238 1307 Anden genstand af træ
En genstand af træ. Dels drejet, dels knivskåret arbejde. Øverst et knopformet hoved, hvorunder tre skarpryggede ringe. Derunder skrå skuldre. Cirkulært tværsnit. derefter et indsnævret parti af rektangulært tværsnit. Herefter et bredere parti af rektangulært tværsnit i hvis ene smalside 8 fine knivridser. I den modstående side 8 fine og grove knivrids og to indboringer. I den ene kant 10 knivhak. Forneden et indsnævret parti af rektangulært tværsnit. Lige afslutning. Mål: Længde 13,5 cm., st. bredde 1,4 cm., tykkelse 1,2 cm. |
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gHpXx/rul2Og6Okranaq80alVkO4svVjgemSMe341137J/xHsdG+KvhaG0kmt7bUIG0yeBpPk80/MjAY/vgAd8NWTkqfLVW8fyHKLlzR6P8z9HqKRTkA0tfUp3V0eKFFFFMAooooAjuLhLW3lmlYJFGpdmboABkmvxrvPEU2sfbb+SPzbnUNRub+a6AG2VpHLAD1xk9fWv1w+KckkPwx8XyRDMqaPeMgzjJED4r8atF1f7Q8lkqySCFmCnaNrYJx0P+cV5+Mb5bI7MMk5XZa1yH/luziOGJMtuOSc9B7Dj/ADzWTthkYTAPH5igmM8YUdv5GruoL/a2opDI0ggjBklVeQzY+VScde5Hpt7GqN7bXa7XUqDuyDnOOehHrXlQvFe8zvqWk7xRZMcIQYHJO4469uKlW6+0Wqq0MigE5fbwABxn1qtZ6bdSKrNPsCtghuAM+n5irlnCbNC6TsrEYJ4we3TH1pOPNrcuMnTVrFRWXADKFXcFyw6KDwQcdvb1qaG4jjlaRi2xxnj0z+n1o1K484sVcc87yOp/z2qvGGulaN9rPgFiBgjHQ578cUdBrcma+kC7VxKWIUbR8xHYevQ/yrZt9DUIst05jhZSVgWQFuOcEjpz2FVNJt3ghk1QqwSUmKFUfgKDzgfUfpVfVvFESW4a3w2WYyRSDYxzjGPcYojTcnoRUrWWp00cVrHIFTTIYzKMIZsyMewzn6elJPodjqTSXJRbOYLlprVOB0ABUHBBxXP6f4sg1SRVRwDEAQu7nocAcc9uvpWmsxuZNzwuuAQQ2VJYEZ65z9a35eV2OXmUlqVVur3SNSNvfxjzuJI3iO9JFPp7n8xxV6+uIdQt0RDsQnaI8ZIwRnIPQ8dqg1y4NxZQyKVWaN1ZeckLyGx6+v4Vz6zWd1K0vzeWw3tnA6cDB7c800tLib1sdDDrsuisqzIZ4tuUDHk8Yx06jofrWzosi69cb4UmtXRd+drSRjPUgnAAH0rhLszR2atJKpiB8yLY3I/QcEGpra8m/wCXa5lVXX5owCrvz0Azz3pci3GpvY9p8P8Aw3OvSC+uILq6fawEduit53Ugg9Og64wMcmq2veA30FlMdvskmxKBKw8xQSAV46HIx9c1o+BPGE0dqLu7tvtyGJbYS3e5Ej42sFweQQGHPHtXpdhcW2oRXSanM/2ORGIdbcSRRSbW2K5Y5J47YOSPoeWWj1OqDbjofPfijTzcQ+U8RhVRnylbLAkdBj1qTw3dXfgnyNWt7iDz7WRbiNm+VomEgYMc987fyqx4igbR7C786JJmu591vI2PuqCDk/r69KzNPlh1S+tre8yLXYWmjYkI/wAoAPYehwDzUOzXK9ine9z9d/B+vweKvCukaxbHMF/aRXKf7roGH6GtivLv2YoJrb4C+Co5o2iK6egRW/555Oz8Nm3HtXqNfQ4STlQg32PFqJRm0gooorrMwooooAr38ck1jcxxOYpXjZUcdVJBwa/EpNFutWu7wXRLW6zmWfCjLvkjLN3GcnH06mv29r8dJ4zp+tararbtCsV5NjLAlcSE4I7446etcOK0SZ00d2jmv7LitrhI408gRx/Nyecnk49fl/HdVeZXWNwNoUHgkgAnv+Oa6i18uT7RMSDNJIwJAx04/DpUWrWa29iFTDD1HOD7cV5W+7PQvbpY5l2KRqjMC/UAdT/nmpre4WeKRJAvToBjt1/z6VXkZcDDKrZ644FRyRnyWYvkqck/Qis+W50SkkNmkKny14OcH5fSqgt5L7cIPLWRMb2Y44bJ446U/aZCFPucp2HGM1o2bJY27v5KtPjbnB2nOM5/OuiNorY45KTl5Fm9uD/ZNnaecGMMagEDKYHcevJPWuV1azafLQIxJYlo16ZIz2Hqf1rqJLyS4t5FvM/aoh8oDZUqf5dhxWXN/o+HSU/MuAv3RnjnrWkNDCZlaXYtY2IllCJIykKVxwc8HrxXS6PqUvkKklwW28srHn1Azj/PFRQT2kUcg8iGaONX2+Ygb5gRtw38/r9agupF89pQEYR8ZQjljzjGemQenrTl7wo+6WNTuI7e0VydssjKGbHK/Njj1OBXOzXEsl0QxzIpK7cYHB447f41e1K2m1KaNm+VkdWYtjaTycY/Cq8n768CTtkYztQYzz1p7IX2jp44bfUPD+yG133sTZZlXBC9MHnkcVd8F6D/AGpq1/cRtc/aoYh5EMEJLtgHJ4B4GM9uM1D4b1aLRZJ5ZbSK7huEA8qUFnXHfIx7g/Wt24+L2rJBHb6aLXQwsTRmTS4BC8y5/wCWp5ycHHasHJxVjaMVJ3OxhVdBsy2rw29taTQB0tbdCzBvVs554DYBPHcdq0njSysvDltDYTzXE4GXEUpy8m5iNwI77hxnPHBrzebWr/WJktjKG8uDBY/KWVRyM/hj8KqaX5cWqxR+QpYHJ8xiOfw7Vh5s6na9kdb4ua4vbWL909uMtKbcOpCk9dxznP1FP+HthcSWOpStaNdWsH+vmWIvsYkFBuBwD8px3/KnawvnWskzRxF2dQisc/KB0688/wAq6L4Z/EK58L+GdV8O26oo1ueFryQ7QIkQsyqcnhCSpJ6/L6GsqjUoaCipRlc/Sr4G67F4j+EPhK+hQRo2nQx7QcgFF2HB9Mqa7muN+EHgtfh98N9C0Jbr7Z9lgy04OQ7OxdiD3G5jj2xXZV9DhL/V4c3ZHk1be0lbuFFFFdZkFFFFABX5LfEjwnd+D/iB4gs7t1aa0v5sb5cDCytghSBwVwetfrTX52/taeB7nSfjJr9zqAMlvrAjvLJvmwVCopGR0IYEYHtXJiVeJtSdmeEwxm5aT92gnDiVnyNvzc+nHbPrnNWV8mfTWjnXzE+bJyWY89uPY/0qHT4/JvLiSd0UNtz3OQoxwevA/Sk1JjIzOJwwwQSU2g4A7DgcV4qi07HpSkpI4i8iTz3SIsAjHO7nA+uOtVZFlXqdyKD87dc44/D/ABreniM8TTvGi+byNjBSMg44/CsdrGVrVpgu9RjH05/z+FXZ30HzRtqRwwKF2qu92YAsMj0rU8+O1tdksZeXcrDHQD0wOc/j2rJVWs9rlN3IwM4x64/CpDcLMuU8wtjowwy1SRnJ9gnuyyDfiJZOQoJLEEHn9Kp/aAsnzMrZbh2B/rwOamGlsYyUj+bj5gfb/D+VWYrNGmBiV2cMQjFsAZ6H9a0TRg4soSyBcmJCiIc7gwA6D1+tPjuGkiZQ3mHOVI5zjpz0HepLe3f7Q/8AogjAG05CnJ7kDHHI61PMrTpJNAi+UM7YudijjkEcjv6jpxVXuTYiht5pJCZJtrbt2Iee2cdOev8AOpLmJYbwuTIDnczM2cY9/wAOlS2d1FcTFCGhZshI3ONx9Aeh/Cp8xKNk7bdzbV3dBxzkVDdy4xsUJpllmJWRmK1Cpjt+WKsmCAO47/zq1dQv5yvsk24xuBySD2J+lVbiGVbVnZFcM3zcZIXmptdmkbpE1vevZ7iS32bPzhG+v510NxJY3C2UkSedKAVefPOPUj1/z9OY+zND5avgIpyCrYFblrawwQlymxpdrCPZxj3Prz7Vn5Gy3uaN8nmQwXCRN5MeSgVz2GfXHf681f8ABdxd6jq1roGm2Xma5dOkKSIN67nJC5bnoSBnB5rMtY9yqxVtqt05x0PB+te6/sE/DqXWPjA+s3Fp/o2mxSzGRsn94CEQfmSf+A1x1dIW69Dfm+10P0c8O6Z/Yug6fp4kaUWtvHAJGOS21QuT7nFaNIOABS19VSh7OnGC6I8GT5m2wooorUkKKKKACvEf2r/hrD42+H/9rxwCTUdB33UZwcmEj96vHsA3f7nQ17dTWVZFKsAysMFSMgionHni4sqL5Xc/IrxB4cm026EqQMsUoyZQuwLj7vfqeTnjrWJHZuImVvmRT8sm7rj19ulfSf7Wnwtk8C+MRLYxIukauzXUEmSggZeXh9MA8jpwwHavnZ5A9nC/mLtcKrxqwBXLAH8MZP4V4clKLcWekuXRozb7w+sMKGQbnbOdw42j8f5VjyR+Ux8ttqldpzxg+/r0rsfs8mrH+JSBhdrdu+Oentj0rA1ex8m4+zRAmRyMjGS5PQKO5NRGXQuUVbm6GD9laS4Dh8joCB39ani0vzp3RlVnb+KPkZ69qjmkkjc/NgZx7j/OKuiSSOCLyIw8ew7m3HO7PXJ9geKuV0jONm9SKSf7OstsEUgKeT1Lf/WFOtbjgsF2Dd1PsPSoYb1Y7lxNiFvVuuCOv8qbLbiCZpoJXa3Uf8sjg/Unt2qUtS3tpqN1STzI5MtvYj7wYZ7f/Xq7p9irWcZUMx5YR4BOPz+tVvscbxxhHUSOGOD2Haljv1gTY5wYuBtHOOevNKV7e6KPLf3i7faHHdwvbtGETOMA4IwM9fX3+lZ0FnNGywTMrxE7POk4ZPlyDnv07+vWrE2teXllj8xjyNvf2/Wqza8JI5JJEdI9vOGHTPQc9amPNuay5XomX7rbG5WLDhAAM4I3dOh/yKy2uHZVgdGiU/e5B5+n1/nUQ11CVUR+ac5O8Z6j/P6VqvCjW/mRHzsjI+UgUm2twjFS2ZWbdYxbow8w4Knacr9M/Wn2d08d5I9zEzH7zFjk7T+FSttjUCRzw2QQ3THaoZLea8kt4LRmczMkZI6seMDp/KpctNSows7oktrp9QvBZ2eAHlEeVQsR/tYHoOv41+ov7J3wnT4Y/DO2EqsL/UMXM29cMoI+Vf5tzzlj6V80/skfs3yah4gh1W+jW506zKSvPIi7Wm6+UnGSB8u4n0x9P0CjjEaBVGFAwKvCU/rFVVPsR/F/8AwxM+SPJ1e46iiivpDygooooAKKKKACiiigDlPib8OdM+KXhG70LU1CrKN0NwEDPBIOjrn8j6gkd6+Dfih+xZ4h+HGk3+rwahFf6bbupjwM43HBLEkbRz1wcZFfo7VXVNMtta0260+9hWe0uomhmiboysMEfka56tFVNb2ZrCo4n5Lab9qsYo/OieCRxsXeRhScggY/GsHVYJ9QW5Adi8cnRvouT/6Fz7V7h+0R8Hb74N+JWs9MEk2gXKebZNMcmRiTlGbH3gcDp3BPt5NruqXNrLJby6YllJv3PG8YY7cEA579OvrXiSjKM1E9NNSg2cN9hCu/m8ngKuOcdB25/wDrU+O3+wyIqv8AfOCrDj269KtXiSSXIHl4U5I/mKi8lT5TRJlkOZQTjf7YzVyZlFeRUkiS9eWF4lkzwrbcsPpVebSbm1W4FrMz24ODGcZJ64HY9f0rf/s1jaiaSTYclvLUcnpwP89qGhaezUD5QjEBScYzxzimmKW5y1vHc+WRclrfA/iwvf8AOrkemteTFVLK54LZ6n1qlNa3dhceXIVlgzhtxHy81r79rzCKMhhgBh0zn/DvVErVaojXTSyP9pBYZKEN6+uKpyaCsj/u92375ZySvrgVpw3yqpBC7mzlWPHTHGe9QzXUccjJIrAKDwQBn2pai8jBuLF4dwkB3Z4UJjjqBkZ7VY03xAsFoItu9s5A9fQflW9aWFxq0LQwwPJwY98Shgv1OeOvSs/TfhvfSa7HFcl0VnGZIwHK5XOSueeKzco2fM9jSPNFrl6j7eSfWofNSKNcqWO6QBUxzyD6DmvrP9nD9nO48dxwPNHHBoluVabUUX57hupQZ64OOccdjnpd/Z1/Zfh+IA0/VtSgNpoNq5YIqhftZA2AkdduAfbn8a+8NM0y10exhs7KBLe2hUKkcYAAArKhh3jHd6QX4+n+ZtVrKjoviK3h3w7p/hXSLfTNLtktbOBdqRoMfifU1p0UV9LGMYRUYqyR48pOTuwoooqhBRRRQAUUUUAFFFFABRRRQBgeNfBOl+PtDk0zVYfMiJ3RyLjfE+OGUnoa+LfjF8A9U8DfbrnVI/7S0WRWWLU4ISwhGPlDryUJOBnOOevFfeNNkjSaNo5EV42G1lYZBB6giuOvhYVtdn3OilWlT03XY/IPWdLh0XVvIQLcRM2I2m4Z/XaufwH1qpc3vneaiqqRqu7CoFI9B7c/yr9EPiP+yH4R8ZSPd6fbw6bd7/METxb4c5zgDqoPoOPQV5zY/sR3M2lXkN22k2t0qNFBLDvYyKGJXeQo6jHOMj+fkyoVotJxv6HdGtCV9bHxXG0RkUscJ94KFyvA9KNUkS3uepChclUHU/5/pXXePPBq6FdXkNvG0TWtyYGt2JLKwO3y+pPDHHPPNcFdaTqd5cSyRRSgKBlcE8gZ+nvUx13CT7EZkjun3yL82c7ePrnB/wA81GbxoERRDG64I4YCRsAkdfp6VoWfgPUbqGeeFgZPLEix7MFxnBH1zn64qjZaPd3t5DaQRsX3AHIHynpg54/Cri0+pDuZdtG2ryEWSSPPH9+Bh+8GfYdvcV0ul+E/7eDJN51vMgxJu/hAwecmtrwf8LfEXiDVCPDek32qa3HcKsU1hGpSFcfMJGbgZB78E46da+ldF/Yg8XeJrv7RrOo2ug20saiRAfNmz3IVTgen3ulQ5Sm+Wmr+g7RjrJnyvrVlb2MbWWlx3ENxIDGVWPcz/IdqhQPvEjk+hIyK+t/2aP2WL7WLe08Q+M7W609MNjTpHH75SAFZ+44LfL9PofffhZ+zH4N+Foint7T+09TXn7ZdKCVYjBKr0XI/H1Net9OBwK6KeBlUt7bRdv8AMyliFHSG5X03TbXR7GCysoI7W1hQJHDGu1VUDAAFWaKK9tJRVlscLbbuwooopiCiiigAooooAKKKKACiiigAooooAKKKKACiiigDK13wro3ii3MGr6VZ6nCf4bqBZPyyODXI6n+z78O9XkElz4Vs94xzCXi6dPuMM16HRWcqcJfEkylJrZnnlv8As9/Du1hSFfCtk8SHKpMXkA/BmNbGn/CfwVpMzTWfhLRLeZjkypp8W8n1Lbc11dFJUqa2ivuHzy7kNrawWUKw28McES8LHEoVR9AKmoorUgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR MD89 D00241 1307 Anden genstand af træ
En skive eller spillebrik af træ. Cirkulær form. (Diameter 5,6 cm.). Indtrykket cirkulært parti i midten af både over- og underside. Tykkelse 0,6 cm. |
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) | ASR MD89 D00246 1307 Anden genstand af træ
En skive af træ. Cirkulær form. (Diameter 7 cm.). Noget uregelmæssig midtgennemskæring eller- boring. (st. br. 1,2 cm.) St. tykkelse 1 cm. |
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) | ASR MD89 D00247 1307 Anden genstand af træ
En skive, måske låg af træ. Cirkulær form. (Diameter 15,5 cm.). Noget uregelmæssig midtgennemboring eller- skæring (st. br. 1,5 cm.). St. tykkelse 0,9 cm. |
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) | ASR MD89 D00248 1307 Anden genstand af træ
En kølle af træ. 15 cm. lang. Cylindrisk hovede 11,5 cm. lang, ca. 7 cm. i diameter. Håndtaget er omtrent cirkulært tværsnit og fortykket mod enden. |
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) | ASR MD89 D00249 1307 Anden genstand af træ
24 stk. tilskårne pinde eller pløkke, alle af cirkulært eller tilnærmet cirkulært tværsnit. Nogle med hovede i den ene ende. 1 med gennemboring under hovedet. Den længste 25 cm., den korteste 5 cm. lang. Regnskabsstokke? |
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) | ASR MD89 D00266 1307 Anden genstand af træ
En genstand af træ. Rektangulær form med halvrundt indsnit i den ene kortende og en gennemboring ved den anden. udskåret arbejde. Mål: længde 14,1 cm. bredde 4,9 cm. st. tykkelse 1,3 cm. |
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| ASR MD89 D00267 1307 Anden genstand af træ
En genstand af træ. Tilspidset form med halvcirkulært indsnit i bredenden. Udskåret arbejde. På den ene side en rundrygget og på den anden en mere skarprygget langsløbende ribbe. Spidsen afrundet. Mål: længde 14,7 cm. st. bredde 5,2 cm. st. tykkelse 2,5 cm. |
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) | ASR MD89 D00268 1307 Anden genstand af træ
Fragment af et bræt af træ. Afskåret i den ene og afbrækket i den anden ende. Kanterne til dels afbrækkede. Her er indprikket bogstaverne: 'O S D', hvor imellem de to sidste bogstaver et kvadratisk sømhul. Mål: længde 7,2 cm. bredde 12 cm. st. tykkelse 3 cm. |
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) | ASR MD89 D00269 1307 Anden genstand af træ
9 fragmenter af forskellige genstande af træ. Alle flade og udskårne, men iøvrigt af varierende form. |
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) | ASR MD282 D00286 1307 Anden genstand af træ
Et låg (?) af træ. Opr. Cirkulær form (?), men nu på kanterne dels afbrækket dels afbrændt, bortset fra et omtrent kvart cirkelslag. Herpå en rektangulær tap, og modstillet denne en gennemboring. Mål: St. længde 12 cm., St. bredde 8,3 cm. St. tykkelse 1,3 cm. |
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| ASR 22/62D D00402 1307 Anden genstand af træ
Vinkelformet trægenstand Udskåret arbejde. Formet som stang af omtrentligt cirkulært tværsnit (længde 14 cm.) med et tværstykke af form som et parallelogram (6 x 3 cm). |