diff --git "a/Riksantikvarie\303\244mbetet RA\303\204 Evighetsrunor.ipynb" "b/Riksantikvarie\303\244mbetet RA\303\204 Evighetsrunor.ipynb" index a4b0ffe..eb9d34e 100644 --- "a/Riksantikvarie\303\244mbetet RA\303\204 Evighetsrunor.ipynb" +++ "b/Riksantikvarie\303\244mbetet RA\303\204 Evighetsrunor.ipynb" @@ -5,7 +5,7 @@ "metadata": {}, "source": [ "## Riksantikvarieämbetet RAÄ - K-samsök - Evighetsrunor \n", - "version 1.301\n", + "version 1.302\n", "\n", "* this [notebook](https://github.com/salgo60/open-data-examples/blob/master/Riksantikvarie%C3%A4mbetet%20RA%C3%84%20Evighetsrunor.ipynb)\n", "* Phabricator [T268381](https://phabricator.wikimedia.org/T268381)\n", @@ -14,7 +14,7 @@ "* get KSAMSÖK data [see API](https://www.raa.se/hitta-information/k-samsok/att-anvanda-k-samsok/metoder/)\n", " * example [xml](http://www.kulturarvsdata.se/ksamsok/api?method=search&hitsPerPage=2&query=serviceName=%22srdb%22&startRecord=1) \n", " * supported fields?!?! itemDescription,itemLabel,lon,lat\n", - " * missing fields in this data see \n", + " * missing fields in this data see [T269813 Entity schema - \"Evighetsrunor\" / “Everlasting Runes”](https://phabricator.wikimedia.org/T269813)\n", " * carver e.g. [Fot 2](https://app.raa.se/open/runor/search_results?key=carver&id=e8c2b0b6-4b1e-4ba4-a163-f5e101802618), [Ärnfast](https://app.raa.se/open/runor/search_results?key=carver&id=0d4390a7-c962-4ba7-af3c-22b7764709e0), [Torgöt Fotsarve](https://app.raa.se/open/runor/search_results?key=carver&id=ad81d51d-1ab9-4660-8097-6ba52aa0176b), [Balle](https://app.raa.se/open/runor/search_results?key=carver&id=473cf687-cd94-4128-b195-21d01e747854), [Arbjörn](https://app.raa.se/open/runor/search_results?key=carver&id=0fb56c0f-1f97-4d70-bed9-d88af20be02f), [Öpir 1](https://app.raa.se/open/runor/search_results?key=carver&id=2a1cf645-91fa-47a6-b904-5b8b56b95fb3)\n", " * material e.g. [granit](https://app.raa.se/open/runor/search_results?key=material&id=fa61cddc-97a8-4dd8-9333-e4f359c090da), [rödgnejsgranit](https://app.raa.se/open/runor/search_results?key=material&id=bee1a5c1-6ead-4a15-8c8d-740e7159a970), [sten](https://app.raa.se/open/runor/search_results?key=material&id=56f871f0-71e2-4e70-a2a6-530f63bb64ab), [mörk gnejs](https://app.raa.se/open/runor/search_results?key=material&id=b3502e49-3624-45fa-98dd-3202ba5a4d92), [ljus gnejsgranit](https://app.raa.se/open/runor/search_results?key=material&id=525b6580-c65a-47fc-88a2-ccc2b576ce3d), [rödgrå granit](https://app.raa.se/open/runor/search_results?key=material&id=ff332544-6da3-48f9-90c2-25b4060336e8), [blågrå granit](https://app.raa.se/open/runor/search_results?key=material&id=1c779a8f-e34a-41d9-b066-99a47f095eb8), [jotnisk sandsten](https://app.raa.se/open/runor/search_results?key=material&id=370c048e-1477-49c7-84c2-eb449488f012)....\n", " * dating e.g. [Viking age](https://app.raa.se/open/runor/search_results?key=period&id=81fd003d-ee5a-407e-ac0e-aa8fbf6cf91c)...\n", @@ -31,7 +31,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last run: 2020-12-12 05:35:19.624091\n" + "Last run: 2020-12-14 21:30:16.822771\n" ] } ], @@ -370,7 +370,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -396,8 +396,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "Ended: 2020-12-12 05:36:45.491787\n", - "Time elapsed (hh:mm:ss.ms) 0:01:25.868147\n" + "Ended: 2020-12-14 21:31:31.329999\n", + "Time elapsed (hh:mm:ss.ms) 0:01:14.507643\n" ] } ], @@ -588,8 +588,8 @@ " 708\n", " http://kulturarvsdata.se/uu/srdb/3aa701a1-6575-4a1c-8163-1bee34804fc1\n", " Ög HovRaä50, Furåsa\n", - " 14.9182\n", - " 58.3609\n", + " 14.9160\n", + " 58.3540\n", " https://app.raa.se/open/runor/inscription?id=adb3776f-4eab-47e9-a15e-cd3922816305\n", " Hovs socken\n", " /uu/srdb/3aa701a1-6575-4a1c-8163-1bee34804fc1\n", @@ -899,7 +899,7 @@ " http://kulturarvsdata.se/uu/srdb/544b1999-ebd6-460b-8ee2-26275cc13654\n", " Ög 76, Hov, skolhusgården\n", " 14.9181\n", - " 58.3801\n", + " 58.3788\n", " https://app.raa.se/open/runor/inscription?id=7dfcbda8-e65c-445a-8a0d-b0067023994a\n", " Hovs socken\n", " /uu/srdb/544b1999-ebd6-460b-8ee2-26275cc13654\n", @@ -1319,7 +1319,7 @@ "301 Ög ATA6577/62C, Hovs kyrka 14.9181 58.3788 \n", "392 Ög Hov92;33, Hovs kyrka 14.9181 58.3788 \n", "561 Ög Hov94;34, Hovs kyrka 14.9181 58.3788 \n", - "708 Ög HovRaä50, Furåsa 14.9182 58.3609 \n", + "708 Ög HovRaä50, Furåsa 14.9160 58.3540 \n", "711 Ög Hov1;14, Hovs kyrka 14.9181 58.3788 \n", "826 Ög Hov91;33, Hovs kyrka 14.9181 58.3788 \n", "1060 Ög Hov34;28, Hovs kyrka 14.9181 58.3788 \n", @@ -1350,7 +1350,7 @@ "3632 Ög Hov37;28, Hovs kyrka 14.9181 58.3788 \n", "3699 Ög Hov12;21, Hovs kyrka 14.9181 58.3788 \n", "3713 Ög 243, Hovs kyrka 14.9183 58.3787 \n", - "3739 Ög 76, Hov, skolhusgården 14.9181 58.3801 \n", + "3739 Ög 76, Hov, skolhusgården 14.9181 58.3788 \n", "4031 Ög Hov27;25, Hovs kyrka 14.9181 58.3788 \n", "4433 Ög Hov45-69;31, Hovs kyrka 14.9181 58.3788 \n", "4455 Ög 240, Hovs kyrka 14.9181 58.3788 \n", @@ -1547,7 +1547,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Rundata\n" + "### Rundata - bad semantic interoperability \n", + "* about [Rundata.info introduction](https://rundata.info/about/)\n", + "\n", + "Looks like the Signum is an candidate for **same as** but the data hos no unique identifier or no [semantic interoperability](https://en.wikipedia.org/wiki/Semantic_interoperability#:~:text=Semantic%20interoperability%20is%20the%20ability,data%20federation%20between%20information%20systems.) with Evighetsrunor i.e. we have 2 SILOS....\n", + "* text strings\n", + " * Socken we have a column with mixed values and one part \"Sockenkod\"\n", + " * Härad\n", + " * Kommun" ] }, { @@ -1650,58 +1657,83 @@ " \n", " \n", " \n", - " 4680\n", - " DR IK610 $U\n", - " Uppåkra\n", - " Uppåkra sn\n", - " Bara hd, Skåne\n", - " Staffanstorp\n", - " Lunds universitets historiska museum (31251:7866)\n", - " 6173725.1334059\n", + " 8038\n", + " DK SlB16 =DR_Schl16\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", " NaN\n", " NaN\n", - " 1385 (Uppåkra), 5:1 (grav- och boplatsområde) [objektid=10138500050001]\n", " NaN\n", " NaN\n", - " U 400-650\n", " NaN\n", " NaN\n", - " metall\n", - " guld\n", - " brakteat (A-typ)\n", " NaN\n", " NaN\n", - " RGA-E 40:972; $=Imer 2007,2:432; http://runer.ku.dk/VisGenstand.aspx?Titel=Upp%c3%a5kra-brakteat_2; <http://www.runenprojekt.uni-kiel.de/abfragen/standard/deutung2_eng.asp?findno=416&ort=Uppåkra&objekt=brakteat (A-typ)>\n", " NaN\n", " \n", " \n", - " 9698\n", - " B 1103 =M_2\n", - " NaN\n", + " 5759\n", + " N 675 M\n", + " Nordre Søstergården, Bryggen, Bergen\n", + " Bergen\n", " NaN\n", + " Bergen\n", + " BRM 0/79607\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M efter 1170\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " märklapp\n", " NaN\n", + " N B555\n", + " B555\n", + " http://www.nb.no/baser/runer/runebilder/b555.jpg\n", + " \n", + " \n", + " 1620\n", + " Vg 237 M\n", + " Lödöse, Kroken 1:59, klostret\n", + " Sankt Peders sn\n", + " Ale hd\n", + " Lilla Edet\n", + " Göteborgs hist. mus. (Lödöse 1918:1407)\n", + " 6440175.1284450\n", " NaN\n", " NaN\n", + " 1763 (Sankt Peder), 23 (stadslager) [objektid=10176300230001]\n", " NaN\n", " NaN\n", + " M 1200-t\n", " NaN\n", " NaN\n", + " övrigt\n", + " tegel\n", + " tegelstensfragment\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 11095\n", - " L 1383 =Vg_115\n", + " 8172\n", + " DK Sk122 =DR_EM85;434L\n", " NaN\n", " NaN\n", " NaN\n", @@ -1725,65 +1757,83 @@ " NaN\n", " \n", " \n", - " 1404\n", - " Vg 22\n", - " Häggesleds kyrkogård\n", - " Häggesleds sn\n", - " Kållands hd\n", - " Lidköping\n", + " 2524\n", + " U 817 †\n", + " Bälsunda\n", + " Hjälsta sn\n", + " Lagunda hd\n", + " Enköping\n", " NaN\n", - " 6479725.1330957\n", + " 6617450.1592575\n", " NaN\n", " NaN\n", - " 1936 (Häggesled), 12:2 [objektid=10193600120002]\n", + " 0236 (Hjälsta)\n", " NaN\n", " NaN\n", - " V ca 1100\n", + " V\n", + " Pr3?\n", + " Arbjörn (A) [Stille 1999b]\n", + " sten\n", " NaN\n", + " runsten\n", " NaN\n", - " sten\n", - " kalksten\n", - " gravhäll\n", - " Har sannolikt utgjort ena gavelhällen jämte Vg 21.\n", - " L 1581\n", + " L 766\n", " NaN\n", " NaN\n", " \n", " \n", - " 6089\n", - " N A125 M\n", - " Folkebibliotekstomta, Trondheim\n", - " Trondheim\n", - " Sør-Trøndelag fylke\n", - " Trondheim\n", - " Vitenskapsmuseet, NTNU (N-21142)\n", - " (63.4305 ; 10.4010)\n", - " NaN\n", + " 3795\n", + " G 274 M\n", + " Lunds\n", + " Tingstäde sn\n", + " Lummelunda ting\n", + " Gotland\n", + " Gotlands museum\n", + " 6407113.1667071\n", " NaN\n", " NaN\n", + " 0969 (Tingstäde), 149:4 [objektid=10096901490004]\n", " NaN\n", " NaN\n", - " M 1175-1275\n", + " M senmedeltid?\n", " NaN\n", " NaN\n", " sten\n", - " täljsten\n", - " sten\n", " NaN\n", - " N 874\n", - " N 874 (manus till NIyR bind 7 av J.R. Hagland)\n", + " fragment av runsten eller gravhäll\n", + " NaN\n", + " NaN\n", + " NaN\n", " NaN\n", " \n", " \n", - " 9534\n", - " B 936 =Vg_92\n", + " 3716\n", + " G 196 M\n", + " Tofta kyrka\n", + " Tofta sn\n", + " Banda ting\n", + " Gotland\n", + " Vid altaret.\n", + " 6379835.1641605\n", + " NaN\n", + " NaN\n", + " 0970 (Tofta)\n", " NaN\n", " NaN\n", + " M efter 1347\n", " NaN\n", " NaN\n", + " sten\n", + " kalksten\n", + " gravhäll\n", + " På samma gravhäll finns G 195. Även majuskelinskrift.\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 9163\n", + " B 565 =U_1143\n", " NaN\n", " NaN\n", " NaN\n", @@ -1798,85 +1848,117 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 3967\n", - " DR 36 $\n", - " Sønder Vilstrup\n", - " Sønder Vilstrup sn\n", - " Brusk hd, Nørrejylland\n", - " Kolding\n", - " Nu vid Landerupgård.\n", - " (55.569704477012 ; 9.55935620203385)\n", " NaN\n", " NaN\n", - " 170208-15 [Lokalitet/116527]\n", " NaN\n", " NaN\n", - " V Jelling\n", - " RAK\n", " NaN\n", - " sten\n", - " granit\n", - " fragment av runsten\n", " NaN\n", - " L 1542\n", - " $=Moltke 1958:183 (Jon Skonvig og de andre runetegnere. Bibl. Arnam. Suppl. vol. 1-2; DK nr.: SJy 3, http://runer.ku.dk/VisGenstand.aspx?Titel=S%c3%b8nder_Vilstrup-sten\n", " NaN\n", " \n", " \n", - " 2716\n", - " U 1008 $\n", - " Västerberga\n", - " Rasbo sn\n", - " Rasbo hd\n", - " Uppsala\n", - " I vapenhuset i Rasbo kyrka.\n", - " 6650325.1613675\n", - " nej\n", - " 6649618.1615926\n", - " 0262 (Rasbo), 39:1 (nuv. plats) [objektid=10026200390001], 39:3 (nuv. plats för fragment nr 2) [objektid=10026200390003]\n", + " 6096\n", + " N A132 M\n", + " Folkebibliotekstomta, Trondheim\n", + " Trondheim\n", + " Sør-Trøndelag fylke\n", + " Trondheim\n", + " Vitenskapsmuseet, NTNU (N-22767b)\n", + " (63.4305 ; 10.4010)\n", + " NaN\n", + " NaN\n", " NaN\n", - " A1; B1; C8, C9; D1; E1; F3; 0\n", - " V\n", - " Pr4\n", - " Vigmund (A); Manne (A); Önjut (A) [Källström 2007a:104]\n", - " sten\n", - " ljus gråröd granit\n", - " fragment av runsten\n", " NaN\n", - " B 534; L 295\n", - " $=Fv 1969:302, http://fornvannen.se/pdf/1960talet/1969_297.pdf\n", + " NaN\n", + " M 1175-1275\n", + " NaN\n", + " NaN\n", + " trä\n", + " trä\n", + " pinne\n", + " NaN\n", + " N 879\n", + " N 879 (manus till NIyR bind 7 av J.R. Hagland)\n", " NaN\n", " \n", " \n", - " 7982\n", - " DK SJy53 =DR_16\n", + " 1731\n", + " U 28\n", + " Hilleshögs kyrka\n", + " Hilleshögs sn\n", + " Färentuna hd\n", + " Ekerö\n", + " NaN\n", + " 6587108.1607796\n", " NaN\n", " NaN\n", + " 0029 (Hilleshög), 38:7 [objektid=10002900380007]\n", " NaN\n", " NaN\n", + " V\n", + " ?\n", + " NaN\n", + " sten\n", + " sandsten\n", + " fragment av runsten\n", + " Eventuellt en bit av U 24.\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 4860\n", + " DR ATA4150/83 M\n", + " Åhus kyrka\n", + " Åhus sn\n", + " Villands hd, Skåne\n", + " Kristianstad\n", + " På utsidan av portalomfattningen.\n", + " 6200451.1405466\n", + " ja\n", " NaN\n", + " 1152 (Åhus)\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " puts\n", + " kalkputs\n", + " putsinskrift\n", + " Runor och runliknande tecken utan språklig mening.\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 1777\n", + " U 74\n", + " Husby\n", + " Spånga sn\n", + " Sollentuna hd\n", + " Stockholm\n", " NaN\n", + " 6589390.1619920\n", " NaN\n", " NaN\n", + " 0091 (Stockholm); 3047 (Spånga), 80 [objektid=10304700800001]\n", " NaN\n", + " A4; B1; C6, C7; D1; E5; F3; G3, G4\n", + " V\n", + " Pr3\n", + " Visäte (S)\n", + " sten\n", + " gnejs\n", + " runsten\n", " NaN\n", + " B 150; L 379\n", " NaN\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u74&showthumbnails=true\n", " \n", " \n", - " 8407\n", - " IK 365,6 =G_89\n", + " 9266\n", + " B 668 =Sö_269\n", " NaN\n", " NaN\n", " NaN\n", @@ -1900,8 +1982,8 @@ " NaN\n", " \n", " \n", - " 8443\n", - " KJ 20 =DR_7\n", + " 11447\n", + " L 1779 =G_60\n", " NaN\n", " NaN\n", " NaN\n", @@ -1925,58 +2007,83 @@ " NaN\n", " \n", " \n", - " 10419\n", - " L 679 =U_730\n", - " NaN\n", - " NaN\n", + " 5452\n", + " N 368 $M\n", + " Borgund kirke\n", + " Borgund sn\n", + " Sogn og Fjordane fylke\n", + " Lærdal\n", " NaN\n", + " (61.0472 ; 7.8123)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M s 1100-t\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " träinskrift\n", " NaN\n", " NaN\n", + " $=NOR 1990:21, http://urn.nb.no/URN:NBN:no-44877\n", " NaN\n", + " \n", + " \n", + " 3168\n", + " U NOR2000;30A $\n", + " Sigtuna, kv. Professorn 1\n", + " Sigtuna\n", " NaN\n", + " Sigtuna\n", + " Sigtuna museum\n", + " 6612200.1608150\n", " NaN\n", " NaN\n", + " 0080 (Sigtuna), 195 (stadslager) [objektid=10008001950001], 6:2(2) (fyndsamling) [objektid=10008000060002]\n", + " t-runan är stupad\n", " NaN\n", + " V/M 1066-1186\n", " NaN\n", " NaN\n", + " ben/horn\n", + " ben\n", + " runben, revben\n", + " Fyndnr 6931.\n", " NaN\n", + " $=Sl 84 (version 0.1); http://urn.nb.no/URN:NBN:no-44958\n", " NaN\n", " \n", " \n", - " 4063\n", - " DR 131\n", - " Års\n", - " Års sn\n", - " Års hd, Nørrejylland\n", - " Vesthimmerland\n", - " På kyrkogården.\n", - " (56.8048596338664 ; 9.51379237366097)\n", - " NaN\n", + " 862\n", + " Sö 139 $\n", + " Korpbron, Jursta ägor\n", + " Ludgo sn\n", + " Rönö hd\n", + " Nyköping\n", + " Står 3,5 m ONO om Sö 140.\n", + " 6534202.1571951\n", " NaN\n", - " 120814-164 [Lokalitet/29537]\n", " NaN\n", + " 0348 (Ludgo), 80:2 [objektid=10034800800002]\n", " NaN\n", - " V efter-Jelling\n", - " RAK\n", - " Samma som gjort DR 129\n", + " A1; B1; 0; D1; 0; F3; 0\n", + " V\n", + " Pr3?\n", + " Finn (S); Kjul (S)\n", " sten\n", - " granit\n", + " gråsten\n", " runsten\n", " NaN\n", - " L 1504, L 1514\n", - " DK nr.: NJy 71, http://runer.ku.dk/VisGenstand.aspx?Titel=%c3%85rs-sten\n", + " B 1146; L 871\n", + " $=SRI 3 plansch 64, Källström 2007a:362\n", " NaN\n", " \n", " \n", - " 11521\n", - " L 1908a =Sm_158\n", + " 8589\n", + " X RyNLT2004;5 =RU_NLT2004;5\n", " NaN\n", " NaN\n", " NaN\n", @@ -2000,33 +2107,33 @@ " NaN\n", " \n", " \n", - " 6937\n", - " N B646 M\n", - " Rosenkrantzgaten 4, Bryggen, Bergen\n", - " Bergen\n", - " NaN\n", - " Bergen\n", - " BRM 76/12886\n", - " (60.3962 ; 5.3267)\n", - " NaN\n", + " 6974\n", + " N KJ17A $U\n", + " Eikeland\n", + " Time sn\n", + " Rogaland fylke\n", + " Time\n", + " Stavanger museum (9181g)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M ca 1300\n", " NaN\n", " NaN\n", - " trä\n", - " trä\n", - " amulett\n", + " U 525-560/570 (Imer 2007)\n", " NaN\n", " NaN\n", + " metall\n", + " bronsförgyllt\n", + " spänne\n", + " Runorna finns på baksidan av spännet.\n", " NaN\n", + " $=Grønvik 1987:50-60; <http://www.runenprojekt.uni-kiel.de/abfragen/standard/deutung2_eng.asp?findno=11&ort=Eikeland&objekt=spänne>\n", " NaN\n", " \n", " \n", - " 8365\n", - " IK 225 =DR_IK225\n", + " 11220\n", + " L 1515 =DR_133\n", " NaN\n", " NaN\n", " NaN\n", @@ -2050,8 +2157,8 @@ " NaN\n", " \n", " \n", - " 8364\n", - " IK 215 =DR_IK215\n", + " 10067\n", + " L 323 =U_610\n", " NaN\n", " NaN\n", " NaN\n", @@ -2075,33 +2182,18 @@ " NaN\n", " \n", " \n", - " 1222\n", - " Sm 36 $\n", - " Bolmaryd\n", - " Nöttja sn\n", - " Sunnerbo hd\n", - " Ljungby\n", + " 9361\n", + " B 763 =Sö_81\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", " NaN\n", - " 6287068.1375107\n", " NaN\n", " NaN\n", - " 0741 (Nöttja), 9 [objektid=10074100090001]\n", - " stungen m-runa\n", - " A1; B1; C9; D1; 0; F2; 0\n", - " V\n", - " RAK\n", " NaN\n", - " sten\n", - " gnejs av olika skikt\n", - " runsten\n", " NaN\n", - " B 1009; L 1268\n", - " $=Kronobergsboken 2008:192f\n", " NaN\n", - " \n", - " \n", - " 8961\n", - " B 360 =U_878\n", " NaN\n", " NaN\n", " NaN\n", @@ -2113,102 +2205,135 @@ " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 5611\n", + " N 527 M\n", + " Sakshaug kirke\n", + " Inderøy sn\n", + " Nord-Trøndelag fylke\n", + " Inderøy\n", + " NaN\n", + " (63.8751 ; 11.2681)\n", + " ja\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M 1184\n", " NaN\n", " NaN\n", + " puts\n", + " kalkputs\n", + " putsinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 1913\n", - " U 210\n", - " Åsta\n", - " Angarns sn\n", - " Vallentuna hd\n", - " Vallentuna\n", + " 113\n", + " Öl Köping1\n", + " Köpings kyrka\n", + " Köpings sn\n", + " Slättbo hd\n", + " Borgholm\n", + " I tornet.\n", + " 6306080.1555677\n", " NaN\n", - " 6604057.1632341\n", - " ja\n", " NaN\n", - " 0002 (Angarn), 73 [objektid=10000200730001]\n", + " 0834 (Köping), 168 [objektid=10083401680001]\n", + " NaN\n", " NaN\n", - " A1; B1; C8; D1; 0; F3; 0\n", " V\n", - " Pr4\n", - " Öpir 1 (S)\n", - " sten\n", " NaN\n", - " berghäll\n", " NaN\n", - " B 96; L 474\n", + " sten\n", + " brunviolett kalksten\n", + " fragment av runsten\n", + " NaN\n", " NaN\n", + " ATA Dnr 3430/57 nr 69; BN 161\n", " NaN\n", " \n", " \n", - " 2474\n", - " U 767\n", - " Norrby, Back-Norrby\n", - " Vårfrukyrka sn\n", - " Åsunda hd\n", - " Enköping\n", + " 3845\n", + " G 323 M\n", + " Rute kyrka\n", + " Rute sn\n", + " Rute ting\n", + " Gotland\n", + " Bunge hembygdsmuseum\n", + " 6416394.1685211\n", " NaN\n", - " 6620989.1569970\n", + " 6418833.1691350\n", + " 0960 (Rute), 77:1(3) (Bunge) (nuv. plats) [objektid=10090300770001]\n", " NaN\n", " NaN\n", - " 0292 (Vårfrukyrka), 167:2 [objektid=10029201670002]\n", + " M senmedeltid\n", " NaN\n", " NaN\n", - " V\n", - " Pr4\n", - " Livsten (S)\n", " sten\n", - " rödaktig granit\n", - " runsten\n", - " Parsten till U 766.\n", - " B 644; L 718\n", + " kalksten\n", + " gravhäll\n", + " NaN\n", + " NaN\n", + " S 12; Snædal 2002:177f\n", " NaN\n", - " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u767&showthumbnails=true\n", " \n", " \n", - " 3152\n", - " U NOR1998;25 $\n", - " Sigtuna, kv. Professorn 4\n", - " Sigtuna\n", + " 6558\n", + " N B250 M\n", + " Bryggen, Bergen\n", + " Bergen\n", " NaN\n", - " Sigtuna\n", - " Sigtuna museum\n", - " 6612200.1608150\n", + " Bergen\n", + " BRM 0/28197\n", " NaN\n", " NaN\n", - " 0080 (Sigtuna), 195 (stadslager) [objektid=10008001950001], 6:2(2) (fyndsamling) [objektid=10008000060002]\n", " NaN\n", " NaN\n", - " V/M ca 1100\n", " NaN\n", " NaN\n", - " ben/horn\n", - " ben\n", - " runben, revben\n", + " M\n", + " NaN\n", " NaN\n", + " övrigt\n", + " keramik\n", + " handtag till kruka\n", " NaN\n", - " $=Gustavson 2010; $=Källström 2012e; Sl 62; http://urn.nb.no/URN:NBN:no-44954\n", " NaN\n", + " NaN\n", + " http://www.nb.no/baser/runer/runebilder/Bfoto-250.JPG\n", " \n", " \n", - " 9750\n", - " L 1 =U_662\n", + " 3394\n", + " Vr 5 M\n", + " Kila kyrka\n", + " Kila sn\n", + " Näs hd\n", + " Säffle\n", " NaN\n", + " 6568674.1329188\n", + " ja\n", " NaN\n", + " 2154 (Kila)\n", + " p-runan har formen K\n", " NaN\n", + " M ca 1350\n", " NaN\n", " NaN\n", + " metall\n", + " malm\n", + " kyrkklocka\n", + " latininskrift\n", + " L 1981\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 10449\n", + " L 709 =U_699\n", " NaN\n", " NaN\n", " NaN\n", @@ -2223,13 +2348,6 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 7155\n", - " IS IR;116 †M\n", - " Stafholt\n", - " Stafholt sn\n", - " Mýra sýsla\n", " NaN\n", " NaN\n", " NaN\n", @@ -2237,71 +2355,85 @@ " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 10658\n", + " L 918 =Sö_4\n", + " NaN\n", + " NaN\n", + " NaN\n", + " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " sten\n", " NaN\n", - " gravhäll\n", " NaN\n", " NaN\n", - " RunaIslandi22\n", " NaN\n", - " \n", - " \n", - " 1411\n", - " Vg 28 †\n", - " Häggesleds kyrkogård\n", - " Häggesleds sn\n", - " Kållands hd\n", - " Lidköping\n", " NaN\n", - " 6479738.1330980\n", " NaN\n", " NaN\n", - " 1936 (Häggesled), 49 [objektid=12000000029372]\n", " NaN\n", " NaN\n", - " V ca 1100\n", - " ?\n", " NaN\n", - " sten\n", - " kalksten\n", - " fragment av gravhäll\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 4462\n", - " DR M25\n", + " 3560\n", + " G 52\n", + " Rone kyrka\n", + " Rone sn\n", + " Hemse ting\n", + " Gotland\n", + " SHM (15095)\n", + " 6345627.1659277\n", " NaN\n", " NaN\n", + " 0959 (Rone), 297:4 [objektid=10095902970004]\n", " NaN\n", " NaN\n", + " V 1000-1150\n", + " ?\n", " NaN\n", + " sten\n", + " kalksten\n", + " fragment av bildsten med runor\n", + " Det fanns rester av röd färg i runorna.\n", " NaN\n", " NaN\n", + " http://kulturarvsdata.se/shm/media/html/24123\n", + " \n", + " \n", + " 1719\n", + " U 16 †\n", + " Nibble\n", + " Ekerö sn\n", + " Färentuna hd\n", + " Ekerö\n", " NaN\n", + " 6575300.1609400\n", " NaN\n", " NaN\n", + " 0015 (Ekerö)\n", " NaN\n", - " V 1065-1075\n", + " A4; B1; C1, C8; D4, D5; E2; F3; 0\n", + " V\n", + " ?\n", " NaN\n", + " sten\n", " NaN\n", - " metall\n", - " silver\n", - " mynt\n", + " runsten\n", " NaN\n", + " B 279; L 357\n", " NaN\n", - " http://runer.ku.dk/VisGenstand.aspx?Titel=Runem%c3%b8nt,_DR_M%c3%b8nt_25\n", " NaN\n", " \n", " \n", - " 7998\n", - " DK SJy69 =DR_AUD1996;272\n", + " 8626\n", + " B 22 =U_372\n", " NaN\n", " NaN\n", " NaN\n", @@ -2325,58 +2457,33 @@ " NaN\n", " \n", " \n", - " 7295\n", - " IM MM102 $\n", - " Kirk Michael (I)\n", - " Michael\n", - " Isle of Man\n", + " 3667\n", + " G 153A =G_153B\n", " NaN\n", - " I kyrkan, (MM 102).\n", - " SC 318909 (54.2858480555556 ; -4.58425916666667)\n", " NaN\n", " NaN\n", " NaN\n", - " kortkvist\n", " NaN\n", - " V\n", " NaN\n", " NaN\n", - " sten\n", " NaN\n", - " fragment av stenkors\n", - " Tidigare signum: Br Olsen;208A\n", - " Br Olsen;208A\n", - " $=Page 1983; Kermode 75\n", " NaN\n", - " \n", - " \n", - " 1467\n", - " Vg 84 †M\n", - " Brunnhems gamla kyrkogård\n", - " Brunnhems sn\n", - " Gudhems hd\n", - " Falköping\n", " NaN\n", - " 6462804.1376257\n", " NaN\n", " NaN\n", - " 1867 (Brunnhem), 20:1 [objektid=10186700200001]\n", " NaN\n", " NaN\n", - " M 1100-t\n", " NaN\n", " NaN\n", - " sten\n", - " sandsten\n", - " gravhäll\n", - " Osäkert om det är riktiga runor.\n", - " B 948; L 1690\n", + " NaN\n", + " Bytt signum: G 153B\n", + " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 11023\n", - " L 1306 =Öl_36\n", + " 11266\n", + " L 1572 =G_188\n", " NaN\n", " NaN\n", " NaN\n", @@ -2400,17 +2507,33 @@ " NaN\n", " \n", " \n", - " 6693\n", - " N B389 =N_614\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 4626\n", + " DR IK161 U\n", + " Skodborg\n", + " Skodborg sn\n", + " Frøs hd, Sønderjylland\n", + " Vejen\n", + " Nationalmuseet (20880)\n", + " (55.4014081163197 ; 9.1840480195619)\n", " NaN\n", " NaN\n", + " 200105-9 [Lokalitet/117574]\n", " NaN\n", " NaN\n", + " U 400-650\n", " NaN\n", " NaN\n", + " metall\n", + " guld\n", + " brakteat (B-typ)\n", + " Tidigare signum: DR BR8\n", + " DR BR8\n", + " DR BR8; KJ 105; http://runer.ku.dk/VisGenstand.aspx?Titel=Skodborg-brakteat; http://digi20.digitale-sammlungen.de/en/fs1/object/display/bsb00042601_00277.html; <http://www.runenprojekt.uni-kiel.de/abfragen/standard/deutung2_eng.asp?findno=102&ort=Skodborg&objekt=brakteat (B-typ)>\n", + " http://digi20.digitale-sammlungen.de/de/fs1/object/display/bsb00042600_00224.html\n", + " \n", + " \n", + " 7525\n", + " DK Bh19 =DR_AUD1998;302\n", " NaN\n", " NaN\n", " NaN\n", @@ -2423,85 +2546,55 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 4765\n", - " DR EM85;438N M\n", - " Sankt Olofs kyrka\n", - " Sankt Olofs sn\n", - " Albo hd, Skåne\n", - " Simrishamn\n", " NaN\n", - " 6168589.1394034\n", - " ja\n", " NaN\n", - " 1112 (Sankt Olof), 69 [objektid=10111200690001]\n", " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " puts\n", - " kalkputs\n", - " putsinskrift\n", " NaN\n", " NaN\n", - " DK nr.: Sk 2, http://runer.ku.dk/VisGenstand.aspx?Titel=Sankt_Olofs_kyrka-kalkristning\n", " NaN\n", " \n", " \n", - " 4827\n", - " DR EM85;516K M\n", - " Aggersborgs kirke\n", - " Aggersborg sn\n", - " Øster Han hd, Nørrejylland\n", - " Vesthimmerland\n", - " På långhusets nordvägg.\n", - " (56.99731 ; 9.25408)\n", - " ja\n", + " 4776\n", + " DR EM85;459B M\n", + " Lund, kv. Apotekaren 4\n", + " Lund\n", + " Skåne\n", + " Lund\n", + " Lunds kulturhistoriska museum (70361:652)\n", + " 6178025.1335725\n", + " NaN\n", " NaN\n", - " 100701-36\n", + " 1298 (Lund), 73 (stadslager) [objektid=10129800730001]\n", " NaN\n", " NaN\n", " M\n", " NaN\n", " NaN\n", - " puts\n", - " kalkputs\n", - " putsinskrift\n", + " ben/horn\n", + " ben\n", + " runben [14]\n", " NaN\n", " NaN\n", - " DK nr.: NJy 29, http://runer.ku.dk/VisGenstand.aspx?Titel=Aggersborg-kalkristning_11\n", + " DK nr.: SkL 43, http://runer.ku.dk/VisGenstand.aspx?Titel=Lund-benstykke_14\n", " NaN\n", " \n", " \n", - " 5218\n", - " N 134 †M\n", - " Nykirke kirke\n", - " Nykirke sn\n", - " Vestfold fylke\n", - " Horten\n", + " 10687\n", + " L 947 =Sö_213\n", " NaN\n", - " (59.42283 ; 10.38344)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " trä\n", - " trä\n", - " monstrans\n", " NaN\n", - " L 1965\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 9218\n", - " B 620 =U_Fv1955;222\n", " NaN\n", " NaN\n", " NaN\n", @@ -2512,6 +2605,11 @@ " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 11191\n", + " L 1486 =DR_192\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", @@ -2523,85 +2621,94 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 3468\n", - " D Fv2013;282B M\n", - " Färnäs, Drändjgard, härbre\n", - " Mora sn\n", - " Mora och Orsa tingslag\n", - " Mora\n", - " Ovanför dörren\n", - " 6765020.1436670\n", - " ja\n", " NaN\n", - " 2366 (Mora)\n", " NaN\n", " NaN\n", - " M 1298-99 (dendrokronologisk datering)\n", " NaN\n", " NaN\n", - " trä\n", - " trä\n", - " träinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 2338\n", - " U 632 $\n", - " Kalmar kyrka\n", - " Kalmar sn\n", - " Håbo hd\n", - " Håbo\n", - " I kyrkan t.v. om ingångsdörren.\n", - " 6603517.1597108\n", + " 861\n", + " Sö 138\n", + " Aspa\n", + " Ludgo sn\n", + " Rönö hd\n", + " Nyköping\n", + " NaN\n", + " 6534448.1574497\n", " NaN\n", " NaN\n", - " 0247 (Kalmar), 36 [objektid=10024700360001]\n", + " 0348 (Ludgo), 61:1 [objektid=10034800610001]\n", + " NaN\n", " NaN\n", - " A9; B1; 0; 0; 0; F1; 0 & A9; B1; 0; 0; 0; F1; 0 & A3; B1; C10; D4; E3; F3; 0\n", " V\n", - " Pr4?\n", + " Fp\n", " NaN\n", " sten\n", - " röd sandsten\n", - " 7 fragment av runsten\n", - " På baksidan finns ett kors.\n", + " gråsten\n", + " runsten\n", " NaN\n", - " $=Larsson 2001\n", + " B 808; L 869\n", " NaN\n", + " http://kmb.raa.se/cocoon/bild/object_list_simple?query=Sö138&showthumbnails=true\n", " \n", " \n", - " 5278\n", - " N 194 M\n", - " Storhedder\n", - " Bykle sn\n", - " Aust-Agder fylke\n", - " Bykle\n", + " 5127\n", + " N 43 M\n", + " Lom kirke\n", + " Lom sn\n", + " Oppland fylke\n", + " Lom\n", + " NaN\n", + " (61.839737 ; 8.566154)\n", + " NaN\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " stavkyrkegrafitti\n", " NaN\n", " NaN\n", - " M?\n", " NaN\n", " NaN\n", - " sten\n", + " \n", + " \n", + " 560\n", + " Ög HedvallMenander134\n", + " Sankt Lars kyrka\n", + " Linköping\n", + " NaN\n", + " Linköping\n", + " NaN\n", + " 6476502.1489505\n", " NaN\n", - " berghäll\n", + " NaN\n", + " 0461 (Linköping), 268:4 [objektid=10046102680004]\n", + " NaN\n", + " NaN\n", + " V\n", + " NaN\n", + " NaN\n", + " sten\n", + " kalksten\n", + " fragment av gravhäll, sidohäll(?)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 8027\n", - " DK SlB5 =DR_Schl5\n", + " 8315\n", + " IK 57,2 =G_251\n", " NaN\n", " NaN\n", " NaN\n", @@ -2625,8 +2732,8 @@ " NaN\n", " \n", " \n", - " 11007\n", - " L 1290b =Sm_157\n", + " 8272\n", + " DK SkL82 =DR_NOR2003;10\n", " NaN\n", " NaN\n", " NaN\n", @@ -2650,58 +2757,83 @@ " NaN\n", " \n", " \n", - " 2645\n", - " U 937\n", - " Svartbäcksgatan, Uppsala\n", - " Uppsala\n", + " 5099\n", + " N 15 M\n", + " Oslo\n", + " Oslo\n", " NaN\n", - " Uppsala\n", - " I Universitetsparken.\n", - " 6639235.1602630\n", - " Troligen vid Broby, Funbo sn.\n", - " 6639031.1602337\n", - " 0282 (Uppsala), 1:4 (nuv. plats) [objektid=10028200010004]\n", + " Oslo\n", + " Oldsaksamlingen (C2467)\n", " NaN\n", " NaN\n", - " V\n", - " Pr3\n", - " Fot 2 (A)\n", - " sten\n", - " ljusgrå granit med ljusröda skiftningar\n", - " runsten\n", - " Prydd med trikvetra.\n", " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 8107\n", - " DK Sk57 =DR_285\n", " NaN\n", + " M ca 1200\n", + " NaN\n", + " NaN\n", + " metall\n", + " NaN\n", + " kyrkklocka\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 832\n", + " Sö 109\n", + " Gredby bro\n", + " Klosters sn (Eskilstuna)\n", + " Österrekarne hd\n", + " Eskilstuna\n", " NaN\n", + " 6584047.1542090\n", " NaN\n", " NaN\n", + " 0318 (Eskilstuna), 264 [objektid=10031802640001]\n", + " NaN\n", + " A2; B1; 0; D1; 0; F3; 0\n", + " V\n", + " Pr2\n", " NaN\n", + " sten\n", + " gråsten\n", + " runsten\n", + " Runföljden (s)krim(i) uppfattas av Wessén (SRI 3, s. 393) snarare som (u)krim(i), är dock uppfört under Skrimi i registret s. 423.\n", + " L 972\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 3833\n", + " G 311\n", + " Kullshage\n", + " Hangvars sn\n", + " Forsa ting\n", + " Gotland\n", + " I privat ägo.\n", + " 6416600.1674250\n", " NaN\n", " NaN\n", + " 0932 (Hangvar)\n", " NaN\n", " NaN\n", + " V 1000-t\n", " NaN\n", " NaN\n", + " sten\n", + " granit(?)\n", + " bryne\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 10619\n", - " L 880 =Sö_153\n", + " 7901\n", + " DK MJy74 =DR_63\n", " NaN\n", " NaN\n", " NaN\n", @@ -2725,40 +2857,58 @@ " NaN\n", " \n", " \n", - " 2468\n", - " U 761 †\n", - " Enköping\n", - " Enköping\n", + " 651\n", + " Ög N270\n", + " Sankt Lars kyrka\n", + " Linköping\n", " NaN\n", - " Enköping\n", - " NaN\n", - " 6615000.1572000\n", + " Linköping\n", + " Östergötlands länsmuseum, Linköping\n", + " 6476490.1489470\n", " NaN\n", " NaN\n", - " 0219 (Enköping)\n", + " 0461 (Linköping)\n", " NaN\n", " NaN\n", " V\n", - " ?\n", " NaN\n", - " sten\n", " NaN\n", - " fragment av runsten\n", + " sten\n", + " kalksten\n", + " 2 fragment av gravhäll\n", + " Hittades ej av Nordén.\n", " NaN\n", - " L 716\n", " NaN\n", " NaN\n", " \n", " \n", - " 8758\n", - " B 156 =U_78\n", + " 1966\n", + " U 263 †\n", + " Fresta kyrka\n", + " Fresta sn\n", + " Vallentuna hd\n", + " Upplands-Väsby\n", " NaN\n", + " 6601684.1621805\n", " NaN\n", " NaN\n", + " 0019 (Fresta)\n", " NaN\n", " NaN\n", + " V\n", + " ?\n", " NaN\n", + " sten\n", " NaN\n", + " runsten\n", + " Dold under rappningen.\n", + " L 407\n", + " NaN\n", + " NaN\n", + " \n", + " \n", + " 8057\n", + " DK Sk7 =DR_NOR2000;8C\n", " NaN\n", " NaN\n", " NaN\n", @@ -2773,85 +2923,42 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 4076\n", - " DR 144\n", - " Gunderup 2\n", - " Gunderup sn\n", - " Fleskum hd, Nørrejylland\n", - " Aalborg\n", - " I vapenhuset.\n", " NaN\n", " NaN\n", " NaN\n", - " 120104\n", " NaN\n", " NaN\n", - " V Helnæs-Gørlev\n", - " RAK\n", " NaN\n", - " sten\n", - " granit\n", - " runsten\n", - " Troligen ristad av en norrman eller svensk.\n", - " L 1532\n", - " DK nr.: NJy 47, http://runer.ku.dk/VisGenstand.aspx?Titel=Gunderup-sten_2\n", " NaN\n", " \n", " \n", - " 3911\n", - " G 389\n", - " Bottarve (1:17)\n", - " Fröjels sn\n", - " Hejde ting\n", - " Gotland\n", - " Gotlands museum\n", - " 6359298.1643315\n", + " 7765\n", + " DK NJy17 =DR_169B\n", " NaN\n", " NaN\n", - " 0919 (Fröjel), 188 (grav- och boplatsområde) [objektid=11000000000862]\n", " NaN\n", " NaN\n", - " V 900-t\n", " NaN\n", " NaN\n", - " metall\n", - " brons\n", - " spännbuckla i form av djurhuvud\n", - " Påträffad i grav 9/89.\n", " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 5594\n", - " N 510 M\n", - " Hegra kirke\n", - " Hegra sn\n", - " Nord-Trøndelag fylke\n", - " Stjørdal\n", " NaN\n", - " (63.4655 ; 11.1137)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " sten\n", - " skiffer\n", - " runsten\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 8786\n", - " B 184 =U_418\n", + " 7891\n", + " DK MJy64 =DR_113\n", " NaN\n", " NaN\n", " NaN\n", @@ -2875,108 +2982,133 @@ " NaN\n", " \n", " \n", - " 4772\n", - " DR EM85;458B M\n", - " Lund, kv. S:t Clemens 8\n", - " Lund\n", - " Skåne\n", - " Lund\n", - " Lunds kulturhistoriska museum (66166:1541)\n", - " 6177875.1335700\n", + " 4099\n", + " DR 167 M\n", + " Lyngby\n", + " Lyngby sn\n", + " Børglum hd, Nørrejylland\n", + " Hjørring\n", " NaN\n", + " (57.4129814544947 ; 9.74585921679375)\n", " NaN\n", - " 1298 (Lund), 73 (stadslager) [objektid=10129800730001]\n", " NaN\n", + " 100107\n", " NaN\n", - " M\n", " NaN\n", + " M ca 1200\n", + " NaN\n", + " NaN\n", + " sten\n", + " granit\n", + " dopfunt\n", " NaN\n", - " ben/horn\n", - " ben\n", - " runben, revben [12]\n", - " Futharkinskrift.\n", " NaN\n", - " DK nr.: SkL 36, http://runer.ku.dk/VisGenstand.aspx?Titel=Lund-benstykke_12\n", + " DK nr.: NJy 4, http://runer.ku.dk/VisGenstand.aspx?Titel=Lyngby-font\n", " NaN\n", " \n", " \n", - " 2659\n", - " U 951\n", - " Säby\n", - " Danmarks sn\n", - " Vaksala hd\n", - " Uppsala\n", - " NaN\n", - " 6637130.1607066\n", + " 2845\n", + " U 1135\n", + " Ackarby\n", + " Dannemora sn\n", + " Olands hd\n", + " Östhammar\n", " NaN\n", + " 6673731.1608712\n", + " nej\n", " NaN\n", - " 0216 (Danmark), 67 [objektid=10021600670001]\n", + " 0217 (Dannemora), 65 [objektid=10021700650001]\n", " NaN\n", - " A2; B1; C4; D1; E1, E9; F3; G4\n", + " A1; B1; C8, C9; D1; 0; F3 (F4?); 0\n", " V\n", - " KB, Pr2\n", - " Grim skald (S)\n", + " Pr4?\n", + " NaN\n", " sten\n", - " röd granit\n", - " runsten\n", " NaN\n", - " B 405; L 215\n", + " fragment av runsten\n", + " NaN\n", + " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 2269\n", - " U 563\n", - " Malsta kyrka\n", - " Malsta sn\n", - " Lyhundra hd\n", - " Norrtälje\n", - " I vapenhuset.\n", - " 6631255.1659255\n", - " nej\n", + " 3898\n", + " G 376 M\n", + " Gerums kyrka\n", + " Gerums sn\n", + " Fardhems ting\n", + " Gotland\n", + " På norra korväggen.\n", + " 6354899.1652180\n", + " ja\n", " NaN\n", - " 0050 (Malsta), 1:5 [objektid=10005000010005]\n", + " 0924 (Gerum)\n", " NaN\n", " NaN\n", - " V\n", - " Pr5\n", + " M\n", + " NaN\n", + " NaN\n", + " puts\n", + " kalkputs\n", + " putsinskrift\n", + " Ristningen är överkalkad och svår att följa, har bestått av ett 15-tal runor.\n", + " NaN\n", + " NaN\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G376&showthumbnails=true\n", + " \n", + " \n", + " 3575\n", + " G 67 $M\n", + " Sproge kyrka\n", + " Sproge sn\n", + " Hablinge ting\n", + " Gotland\n", + " Inlagd i korgolvet.\n", + " 6350089.1645195\n", " NaN\n", - " sten\n", - " röd sandsten\n", - " fragment av runsten\n", " NaN\n", + " 0964 (Sproge), 65:2 [objektid=10096400650002]\n", " NaN\n", " NaN\n", + " M 1200-t - 1300-t\n", + " NaN\n", + " NaN\n", + " sten\n", + " kalksten\n", + " gravhäll\n", + " NaN\n", + " L 1775\n", + " $=Snædal 2002:122; $=Fältex. C, plansch 29\n", " NaN\n", " \n", " \n", - " 2616\n", - " U 909 $\n", - " Finnsta\n", - " Vänge sn\n", - " Ulleråkers hd\n", - " Uppsala\n", - " Upplandsmuseet\n", - " 6639500.1591075\n", + " 1867\n", + " U 164\n", + " Täby tä\n", + " Täby sn\n", + " Danderyds skeppslag\n", + " Täby\n", " NaN\n", + " 6599840.1627890\n", " NaN\n", - " 0293 (Vänge)\n", " NaN\n", - " A2 (?); B1; 0; D1; 0; F3; 0\n", + " 0104 (Täby), 4:2 [objektid=10010400040002]\n", + " NaN\n", + " A4; B2; C3; D1; E3; F3; 0\n", " V\n", - " ?\n", - " Grim skald (A)\n", + " Pr2 - Pr3\n", + " Fot 2 (A)\n", " sten\n", - " NaN\n", + " granit\n", " runsten\n", - " Flyttades till Uppsala, vid Gamla torget. Fyra fragment, varav ett utan ristning, återfanns 1990, tre har sammanfogats.\n", - " B 415, B 417; L 109\n", - " $=Fv 1993 s. 237, http://fornvannen.se/pdf/1990talet/1993_223.pdf; $=ATA Dnr 322-4035-2010, http://kulturarvsdata.se/raa/samla/html/6410\n", " NaN\n", + " B 119; L 645\n", + " NaN\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u164&showthumbnails=true\n", " \n", " \n", - " 666\n", - " Ög N284 =Ög_ATA4654/74\n", + " 9861\n", + " L 111 =U_907\n", " NaN\n", " NaN\n", " NaN\n", @@ -3000,8 +3132,8 @@ " NaN\n", " \n", " \n", - " 7600\n", - " DK Sj26 =DR_NOR2003;7\n", + " 10088\n", + " L 345 =U_35\n", " NaN\n", " NaN\n", " NaN\n", @@ -3025,8 +3157,8 @@ " NaN\n", " \n", " \n", - " 11631\n", - " L 2029 =Sm_117\n", + " 11551\n", + " L 1942 =Sm_123\n", " NaN\n", " NaN\n", " NaN\n", @@ -3050,33 +3182,18 @@ " NaN\n", " \n", " \n", - " 3433\n", - " Hs 13 †$\n", - " Hallsta och Hjortsta\n", - " Högs sn\n", - " Norra Hälsinglands domsagas tingslag\n", - " Hudiksvall\n", + " 7986\n", + " DK SJy57 =DR_EM85;439C\n", " NaN\n", - " 6850900.1562500\n", " NaN\n", " NaN\n", - " 2415 (Hög)\n", " NaN\n", " NaN\n", - " V\n", - " ?\n", " NaN\n", - " sten\n", " NaN\n", - " fragment av runsten\n", " NaN\n", " NaN\n", - " $=Läst efter teckning i ATA, (återgiven i Holmstedt 1988 s. 36)\n", " NaN\n", - " \n", - " \n", - " 8342\n", - " IK 148 =DR_IK148\n", " NaN\n", " NaN\n", " NaN\n", @@ -3088,6 +3205,11 @@ " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 8145\n", + " DK Sk95 =DR_276\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", @@ -3098,94 +3220,124 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 5636\n", - " N 552 M\n", - " Torkelsby\n", - " Våler sn\n", - " Hedmark fylke\n", - " Våler\n", - " Oldsaksamlingen\n", - " (60.72022 ; 11.84145)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " metall\n", - " bly\n", - " platta, amulett\n", - " Nonsensinskrift.\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 9866\n", - " L 116 =U_903\n", + " 6788\n", + " N B485 M\n", + " Bryggen, Bergen\n", + " Bergen\n", + " NaN\n", + " Bergen\n", + " BRM 0/45930\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M\n", + " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " fyrkantig pinne\n", " NaN\n", " NaN\n", " NaN\n", + " http://www.nb.no/baser/runer/runebilder/b485.jpg\n", + " \n", + " \n", + " 5638\n", + " N 554 M\n", + " Hedal kirke\n", + " Hedal sn\n", + " Oppland fylke\n", + " Sør-Aurdal\n", " NaN\n", + " (60.6225 ; 9.6907)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " träinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 4900\n", - " DR AUD1996;276 $\n", - " Store Gadegård\n", - " Pedersker sn\n", - " Sønder hd, Bornholm\n", - " Bornholm\n", - " Bornholms Museum (Museumsnr. Nationalmuseet D 29/1997)\n", - " (55.0341959058008 ; 14.9650317908724)\n", + " 6010\n", + " N A39 $M\n", + " Storgaten 47, Tønsberg\n", + " Tønsberg\n", + " Vestfold fylke\n", + " Tønsberg\n", " NaN\n", + " (59.26837 ; 10.40580)\n", " NaN\n", - " 060203-160 [Lokalitet/135425]\n", " NaN\n", " NaN\n", - " V\n", " NaN\n", - " Förmodligen samma som gjort DR AUD1998;302\n", - " metall\n", - " bly\n", - " bleck (amulett)\n", " NaN\n", + " M 1250-1325\n", " NaN\n", - " $=Stoklund 2003a:867; DK nr.: Bh 18, http://runer.ku.dk/VisGenstand.aspx?Titel=Pedersker-blyamulet_1; NOR 1997:7f, http://urn.nb.no/URN:NBN:no-44956\n", + " NaN\n", + " trä\n", + " trä\n", + " runkavel\n", + " Inskriften gjord av tre eller fyra olka ristare. Spår av tidigare inskrifter kan skönjas.\n", + " NaN\n", + " Gosling 1989; $=databas Oslo\n", " NaN\n", " \n", " \n", - " 10148\n", - " L 405 =U_262\n", + " 5383\n", + " N 299 M\n", + " Hamre kirke\n", + " Hamre sn\n", + " Hordaland fylke\n", + " Osterøy\n", + " NaN\n", + " (60.5447 ; 5.3519)\n", + " NaN\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " träinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 5292\n", + " N 208\n", + " Ryen\n", + " Tveid sn\n", + " Vest-Agder fylke\n", + " Kristiansand\n", " NaN\n", " NaN\n", " NaN\n", @@ -3193,65 +3345,45 @@ " NaN\n", " NaN\n", " NaN\n", + " V\n", + " RAK\n", " NaN\n", + " sten\n", + " gnejs\n", + " runsten\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 1825\n", - " U 122 †\n", - " Järva krog\n", - " Solna sn\n", - " Danderyds skeppslag\n", - " Solna\n", + " 8278\n", + " DK Hal5 =DR_352\n", + " NaN\n", + " NaN\n", " NaN\n", - " 6586352.1625527\n", " NaN\n", " NaN\n", - " 0088 (Solna), 74 [objektid=10008800740001]\n", " NaN\n", " NaN\n", - " V\n", - " Pr4\n", - " Öpir 1 (S)\n", - " sten\n", " NaN\n", - " fragment av runsten\n", " NaN\n", - " B 142; L 368\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 6180\n", - " N A219 M\n", - " Baglergaten 2/4, Tønsberg\n", - " Tønsberg\n", - " Vestfold fylke\n", - " Tønsberg\n", " NaN\n", - " (59.26907 ; 10.40743)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M 1250-1300\n", " NaN\n", " NaN\n", - " ben/horn\n", - " ben\n", - " runben\n", " NaN\n", " NaN\n", - " Gosling 1989; databas Oslo\n", - " http://www.khm.uio.no/tema/utstillingsarkiv/kyss-meg/8_middelalderbyene.html\n", " \n", " \n", - " 9252\n", - " B 654 =U_1158\n", + " 11349\n", + " L 1672 =Vg_75\n", " NaN\n", " NaN\n", " NaN\n", @@ -3275,38 +3407,88 @@ " NaN\n", " \n", " \n", - " 8090\n", - " DK Sk40 =DR_NOR2001;8A\n", + " 155\n", + " Öl Köping45\n", + " Köpings kyrka\n", + " Köpings sn\n", + " Slättbo hd\n", + " Borgholm\n", + " SHM (15535:11), deponerad i vapenhuset.\n", + " 6306080.1555677\n", + " NaN\n", + " NaN\n", + " 0834 (Köping), 168 [objektid=10083401680001]\n", + " kortkvist-s\n", " NaN\n", + " V\n", " NaN\n", " NaN\n", + " sten\n", + " brunviolett kalksten\n", + " fragment av runsten\n", + " Reliefhuggen, svart färg på ytan och i runor.\n", " NaN\n", + " ATA Dnr 3430/57 nr 34; BN 103\n", " NaN\n", + " \n", + " \n", + " 3623\n", + " G 110 $\n", + " Tjängvide\n", + " Alskogs sn\n", + " Garda ting\n", + " Gotland\n", + " SHM (4171)\n", + " 6361193.1671398\n", " NaN\n", " NaN\n", + " 0894 (Alskog), 46 [objektid=10089400460001]\n", " NaN\n", " NaN\n", + " V\n", + " ?\n", " NaN\n", + " sten\n", + " kalksten\n", + " bildsten med runor\n", " NaN\n", " NaN\n", + " $=Snædal 2002:52f\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G110&showthumbnails=true\n", + " \n", + " \n", + " 227\n", + " Ög 36 †\n", + " Fornåsa kyrka\n", + " Fornåsa sn\n", + " Bobergs hd\n", + " Motala\n", " NaN\n", + " 6484310.1466570\n", " NaN\n", " NaN\n", + " 0419 (Fornåsa)\n", " NaN\n", " NaN\n", + " V\n", + " ?\n", " NaN\n", + " sten\n", " NaN\n", + " fragment av runsten\n", + " Tre fragment nämns av Nordenskjöld, ett avbildas, rent ornamental. Se även Ög 36B. I fornlämningsregistret, Raä 17:2, har ristningen med signum Ög HedvallMenander145 identifierats som Ög 36, detta kan dock inte avgöras.\n", " NaN\n", + " HedvallMenander445\n", " NaN\n", " \n", " \n", - " 2631\n", - " U 923 $\n", + " 2630\n", + " U 922 $\n", " Uppsala domkyrka\n", " Uppsala\n", " NaN\n", " Uppsala\n", - " I golvet på norra sidan av Gustavianska koret.\n", + " I golvet på södra sidan av Gustavianska koret.\n", " 6639052.1602466\n", " NaN\n", " NaN\n", @@ -3314,28 +3496,47 @@ " NaN\n", " NaN\n", " V\n", - " Pr5?\n", - " Likbjörn (A)\n", + " Pr4\n", + " Öpir 1 (S)\n", " sten\n", - " finkornig granit\n", + " ljus granit\n", " runsten\n", - " Nu åter dold under golvplattorna\n", - " B 422; L 102\n", - " $=Fv 1973:195, http://fornvannen.se/pdf/1970talet/1973_185.pdf\n", + " NaN\n", + " B 414; L 101\n", + " $=Fv 1973:196, http://fornvannen.se/pdf/1970talet/1973_185.pdf; $=Quak 1978:24f, Williams 1990:104; §Q: $=Bianchi 2010:109\n", " NaN\n", " \n", " \n", - " 11184\n", - " L 1479 =DR_380\n", + " 3916\n", + " G 394 M\n", + " Ekeby kyrka\n", + " Ekeby sn\n", + " Endre ting\n", + " Gotland\n", + " I långhusets sv vägg.\n", + " 6388792.1662000\n", + " ja\n", " NaN\n", + " 0909 (Ekeby)\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " puts\n", + " kalkputs\n", + " putsinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 11519\n", + " L 1906 =Sm_58\n", + " NaN\n", + " NaN\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", @@ -3348,85 +3549,41 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 1067\n", - " Sö 344 $\n", - " Kiholm\n", - " Västertälje sn\n", - " Öknebo hd\n", - " Södertälje\n", " NaN\n", - " 6569944.1602151\n", - " ja\n", " NaN\n", - " 3048 (Västertälje), 22 (Södertälje) [objektid=10009800220001]\n", " NaN\n", - " A1; B1; 0; D3; E4, E7; F3; 0\n", - " V\n", - " Pr3\n", - " Östen 1 (S)\n", - " sten\n", " NaN\n", - " berghäll\n", " NaN\n", " NaN\n", - " $=Fältex. A; $=ATA Dnr 322-1467-2011\n", - " http://kmb.raa.se/cocoon/bild/object_list_simple?query=Sö344&showthumbnails=true\n", " \n", " \n", - " 3927\n", - " SE Fv1988;247\n", - " ?\n", - " ?\n", - " ?, Sverige\n", - " ?\n", - " SHM (10683)\n", + " 5706\n", + " N 622 M\n", + " Nordre Bugården, Bryggen, Bergen\n", + " Bergen\n", " NaN\n", + " Bergen\n", + " BRM 0/9242\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " ?\n", - " NaN\n", - " NaN\n", - " sten\n", - " mörk grönsten\n", - " skafthålsyxa\n", - " Tidigare signum: X SvFv1988;247\n", - " X SvFv1988;247\n", - " http://fornvannen.se/pdf/1980talet/1988_234.pdf\n", - " NaN\n", - " \n", - " \n", - " 5346\n", - " N 262 M\n", - " Bru\n", - " Mosterøy sn\n", - " Rogaland fylke\n", - " Rennesøy\n", - " Stavanger museum (nr. 3550)\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " M\n", - " NaN\n", - " NaN\n", - " metall\n", - " bly\n", - " kors\n", " NaN\n", + " M före 1413\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " bottnen till ett laggkärl\n", " NaN\n", + " N B7\n", + " B7\n", + " http://www.nb.no/baser/runer/runebilder/b007.jpg\n", " \n", " \n", - " 8927\n", - " B 326 =U_464\n", + " 11500\n", + " L 1854 =G_163\n", " NaN\n", " NaN\n", " NaN\n", @@ -3450,8 +3607,8 @@ " NaN\n", " \n", " \n", - " 6722\n", - " N B418 =N_652\n", + " 9428\n", + " B 830 =Sö_310\n", " NaN\n", " NaN\n", " NaN\n", @@ -3475,8 +3632,9 @@ " NaN\n", " \n", " \n", - " 5886\n", - " N 802 =N_A248\n", + " 10918\n", + " L 1195 =Ög_143\n", + " NaN\n", " NaN\n", " NaN\n", " NaN\n", @@ -3496,212 +3654,186 @@ " NaN\n", " NaN\n", " NaN\n", - " Manus till NIyR bind 7 av J.R. Hagland\n", " NaN\n", " \n", " \n", - " 267\n", - " Ög 75 $\n", - " Hovs kyrkogård\n", - " Hovs sn\n", - " Göstrings hd\n", - " Vadstena\n", - " I vapenhuset.\n", - " 6473183.1448098\n", + " 3903\n", + " G 381 M\n", + " Närs kyrka\n", + " Närs sn\n", + " Burs ting\n", + " Gotland\n", + " På västra portalens vänstra sida.\n", + " 6351461.1670163\n", " NaN\n", " NaN\n", - " 0435 (Hov), 3:3 [objektid=10043500030003]\n", + " 0955 (När)\n", " NaN\n", " NaN\n", - " V\n", + " M 1300-t\n", " NaN\n", " NaN\n", " sten\n", - " kalksten\n", - " gravhäll\n", + " NaN\n", + " inskrift på stenvägg\n", " NaN\n", " NaN\n", - " $=Hov 3 s. 17; HedvallMenander174\n", + " NOR 1995 s. 18, http://urn.nb.no/URN:NBN:no-44955; Snædal 2002:141\n", " NaN\n", " \n", " \n", - " 2156\n", - " U 450\n", - " Harg\n", - " Odensala sn\n", - " Ärlinghundra hd\n", - " Sigtuna\n", + " 1872\n", + " U 169 $\n", + " Björkeby\n", + " Östra Ryds sn\n", + " Danderyds skeppslag\n", + " Österåker\n", " NaN\n", - " 6619689.1615975\n", - " ja\n", + " 6595046.1635677\n", " NaN\n", - " 0064 (Odensala), 116:3 [objektid=10006401160003]\n", " NaN\n", + " 0126B (Östra Ryd), 103 [objektid=10012601030001]\n", " NaN\n", - " V\n", - " ?\n", " NaN\n", + " V\n", + " RAK\n", + " Gunnar (A)\n", " sten\n", - " NaN\n", - " berghäll\n", - " NaN\n", + " gnejsgranit\n", + " runsten\n", " NaN\n", " NaN\n", + " $=Stroh-Wollin 2011\n", " NaN\n", " \n", " \n", - " 3385\n", - " Nä FBB1978;69\n", - " Glanshammars kyrka\n", - " Glanshammars sn\n", - " Glanshammars hd\n", - " Örebro\n", - " Inmurad i kapellets sydvästra valvkappa.\n", - " 6577665.1477040\n", + " 6491\n", + " N B178 M\n", + " Bryggen, Bergen\n", + " Bergen\n", " NaN\n", + " Bergen\n", + " BRM 0/20695\n", " NaN\n", - " 2225 (Glanshammar)\n", " NaN\n", " NaN\n", - " V\n", " NaN\n", " NaN\n", - " sten\n", - " gråblå kalksten\n", - " ristad sten\n", - " Delvis reliefhuggen.\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 3336\n", - " Vs 22 $\n", - " Ulvsta\n", - " Harakers sn\n", - " Norrbo hd\n", - " Västerås\n", - " Vid Svanå bruk.\n", - " 6629700.1536550\n", - " nej\n", - " 6628877.1532268\n", - " 2286 (Haraker), 25 (nuv. plats) [objektid=10228600250001]\n", + " trä\n", + " trä\n", + " fyrkantig pinne\n", " NaN\n", - " A1; B1; C6, C7; D3; 0; F3; 0\n", - " V\n", - " Pr3?\n", - " Litle (A)\n", - " sten\n", - " granit\n", - " runsten\n", " NaN\n", - " L 1004\n", - " $=Salberger 1989b, Williams 1990:69f\n", - " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=Vs22&showthumbnails=true\n", + " NaN\n", + " http://www.nb.no/baser/runer/runebilder/b178.jpg\n", " \n", " \n", - " 9241\n", - " B 643 =U_762\n", - " NaN\n", + " 3596\n", + " G 88 U\n", + " Kylver\n", + " Stånga sn\n", + " Burs ting\n", + " Gotland\n", + " SHM (13436)\n", + " 6353700.1658850\n", " NaN\n", " NaN\n", + " 0967 (Stånga)\n", " NaN\n", " NaN\n", + " U 375/400-460/470 (Imer 2007)\n", " NaN\n", " NaN\n", + " sten\n", + " kalksten\n", + " sidohäll i gravkista\n", " NaN\n", " NaN\n", + " KJ 1; <http://www.runenprojekt.uni-kiel.de/abfragen/standard/deutung2_eng.asp?findno=266&ort=Kylver&objekt=sidohäll i gravkista>\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G88&showthumbnails=true\n", + " \n", + " \n", + " 6802\n", + " N B501 M\n", + " Gullskoen, Bryggen, Bergen\n", + " Bergen\n", " NaN\n", + " Bergen\n", + " BRM 0/52511\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M ca 1200\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " fyrkantig pinne\n", " NaN\n", " NaN\n", " NaN\n", + " http://www.nb.no/baser/runer/runebilder/b501.jpg\n", " \n", " \n", - " 2632\n", - " U 924 $\n", - " Uppsala domkyrka\n", - " Uppsala\n", - " NaN\n", - " Uppsala\n", - " NaN\n", - " 6639052.1602466\n", + " 2000\n", + " U 296\n", + " Skånela kyrka\n", + " Skånela sn\n", + " Seminghundra hd\n", + " Sigtuna\n", + " Uttagen ur västra gaveln 1995, nu i vapenhuset.\n", + " 6608730.1621099\n", " NaN\n", " NaN\n", - " 0282 (Uppsala), 501:2 [objektid=10028205010002]\n", + " 0085 (Skånela), 112:5 [objektid=10008501120005]\n", " NaN\n", - " A1; B1; 0; D1; E7; F3; 0\n", + " A3; B1; 0; D1; E2; F3; 0\n", " V\n", " ?\n", " NaN\n", " sten\n", - " granit\n", + " röd jotnisk sandsten\n", " runsten\n", - " Delvis täckt av golvplattor och pelare.\n", - " B 425; L 103\n", - " $=Lagman 1990:47f\n", " NaN\n", + " B 44; L 481\n", + " NaN\n", + " http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u296&showthumbnails=true\n", " \n", " \n", - " 6268\n", - " N A313 M\n", - " Nordre felt II, Gamlebyen, Oslo\n", - " Oslo\n", + " 11385\n", + " L 1711 =G_294\n", " NaN\n", - " Oslo\n", - " Oldsaksamlingen (C36375, G51901)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M 1100 - b 1200-t\n", " NaN\n", " NaN\n", - " ben/horn\n", - " ben\n", - " runben, revben\n", - " Kan inte återfinnas i museisamlingarna.\n", - " NaN\n", - " NOR 1989:8, http://urn.nb.no/URN:NBN:no-44876\n", " NaN\n", - " \n", - " \n", - " 7224\n", - " Or Barnes1 M\n", - " Maeshowe\n", " NaN\n", - " Orkney\n", " NaN\n", " NaN\n", - " HY 318127 (58.9963736111111 ; -3.18710222222222)\n", " NaN\n", " NaN\n", " NaN\n", - " norska\n", " NaN\n", - " M m 1100-t\n", " NaN\n", " NaN\n", - " sten\n", " NaN\n", - " gravkummel\n", - " Tidigare signum: Br Barnes1.\n", - " Br Barnes1\n", " NaN\n", - " http://www.kms.raa.se/cocoon/bild/show-image.html?id=16000300014403\n", " \n", " \n", - " 10882\n", - " L 1159 =Ög_191\n", + " 7493\n", + " Br Olsen;208A =IM_MM102\n", " NaN\n", " NaN\n", " NaN\n", @@ -3725,15 +3857,8 @@ " NaN\n", " \n", " \n", - " 9828\n", - " L 78 =U_878\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 8940\n", + " B 339 =U_651\n", " NaN\n", " NaN\n", " NaN\n", @@ -3748,60 +3873,42 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 618\n", - " Ög Hov97;35\n", - " Hovs kyrka\n", - " Hovs sn\n", - " Göstrings hd\n", - " Vadstena\n", - " I tornkammaren.\n", - " 6473183.1448098\n", - " NaN\n", - " NaN\n", - " 0435 (Hov), 3:1 [objektid=10043500030001]\n", " NaN\n", " NaN\n", - " V\n", " NaN\n", " NaN\n", - " sten\n", - " kalksten\n", - " fragment av gravhäll\n", " NaN\n", " NaN\n", - " HedvallMenander186\n", " NaN\n", " \n", " \n", - " 1440\n", - " Vg 57 M\n", - " Lindärva kyrkogård\n", - " Lindärva sn\n", - " Kinnefjärdings hd\n", - " Lidköping\n", + " 3552\n", + " G 44 †M\n", + " Havdhems kyrka\n", + " Havdhems sn\n", + " Grötlinge ting\n", + " Gotland\n", " NaN\n", - " 6482352.1349625\n", + " 6340192.1652342\n", " NaN\n", " NaN\n", - " 1974 (Lindärva), 2:2 [objektid=10197400020002]\n", + " 0933 (Havdhem)\n", " NaN\n", " NaN\n", - " M 1100-t\n", + " M\n", " NaN\n", " NaN\n", " sten\n", - " sandsten\n", - " gravhäll, gavelsten\n", " NaN\n", - " B 982; L 1616\n", + " gravhäll\n", + " NaN\n", + " L 1781\n", " NaN\n", " NaN\n", " \n", " \n", - " 10713\n", - " L 973 =Sö_107\n", + " 9177\n", + " B 579 =U_1122\n", " NaN\n", " NaN\n", " NaN\n", @@ -3825,33 +3932,33 @@ " NaN\n", " \n", " \n", - " 8968\n", - " B 367 =U_854\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 578\n", + " Ög Hov14;22\n", + " Hovs kyrka\n", + " Hovs sn\n", + " Göstrings hd\n", + " Vadstena\n", + " I tornkammaren.\n", + " 6473183.1448098\n", " NaN\n", " NaN\n", + " 0435 (Hov), 3:1 [objektid=10043500030001]\n", " NaN\n", " NaN\n", + " V\n", " NaN\n", " NaN\n", + " sten\n", + " kalksten\n", + " fragment av gravhäll\n", " NaN\n", " NaN\n", + " HedvallMenander220\n", " NaN\n", " \n", " \n", - " 11141\n", - " L 1433 =DR_276\n", + " 10406\n", + " L 666 =U_756\n", " NaN\n", " NaN\n", " NaN\n", @@ -3875,45 +3982,33 @@ " NaN\n", " \n", " \n", - " 1137\n", - " Sö Fv1948;298 $\n", - " Ådala\n", - " Ösmo sn\n", - " Sotholms hd\n", - " Nynäshamn\n", - " NaN\n", - " 6547514.1625359\n", - " NaN\n", - " NaN\n", - " 0120 (Ösmo), 301 [objektid=10012003010001]\n", - " NaN\n", - " NaN\n", - " V\n", - " Pr1\n", - " NaN\n", - " sten\n", - " gnejsgranit\n", - " runsten\n", - " Påträffades 1939.\n", - " NaN\n", - " http://fornvannen.se/pdf/1940talet/1948_282.pdf; $=Salberger 1978:113ff\n", - " NaN\n", - " \n", - " \n", - " 9725\n", - " B 1130 =U_427\n", + " 5480\n", + " N 396 M\n", + " Hopperstad kirke\n", + " Vik sn\n", + " Sogn og Fjordane fylke\n", + " Vik\n", " NaN\n", + " (61.0775 ; 6.5690)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " träinskrift\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 3342\n", + " Vs 28 =Vs_27\n", " NaN\n", " NaN\n", " NaN\n", @@ -3923,35 +4018,22 @@ " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 7001\n", - " N KJ65 U\n", - " Nordhuglo\n", - " Stord sn\n", - " Hordaland fylke\n", - " Stord\n", - " Bergen museum (6439)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " U 375/400-520/530 (Imer 2007)\n", " NaN\n", " NaN\n", - " sten\n", - " gnejs\n", - " runsten\n", - " Läses från höger till vänster.\n", + " Passar ihop med Vs 27.\n", " NaN\n", - " NIæR 49; <http://www.runenprojekt.uni-kiel.de/abfragen/standard/deutung2_eng.asp?findno=53&ort=Nordhuglo&objekt=runsten>\n", + " Vs 27\n", " NaN\n", " \n", " \n", - " 9987\n", - " L 241 =U_1042\n", + " 8043\n", + " DK SlB21 =DR_Schl21\n", " NaN\n", " NaN\n", " NaN\n", @@ -3975,108 +4057,47 @@ " NaN\n", " \n", " \n", - " 6272\n", - " N A317 M\n", - " Oslogt. 6, Gamlebyen, Oslo\n", - " Oslo\n", + " 7799\n", + " DK NJy51 =DR_140\n", " NaN\n", - " Oslo\n", - " Oldsaksamlingen (C37175, G76686)\n", - " (59.906 ; 10.768)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " M 1100-t\n", " NaN\n", " NaN\n", - " ben/horn\n", - " nötkreatur\n", - " runben, revben, fragment\n", " NaN\n", " NaN\n", - " NOR 1989:7, http://urn.nb.no/URN:NBN:no-44876\n", - " NaN\n", - " \n", - " \n", - " 5335\n", - " N 251\n", - " Stavanger, Mariakirken\n", - " Stavanger\n", - " Rogaland fylke\n", - " Stavanger\n", - " Stavanger museum\n", - " (58.9699 ; 5.7333)\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " V första delen av 1000-t\n", - " RAK\n", " NaN\n", - " sten\n", " NaN\n", - " runsten\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " \n", " \n", - " 2609\n", - " U 902\n", - " Kvarnbo\n", - " Läby sn\n", - " Ulleråkers hd\n", - " Uppsala\n", - " NaN\n", - " 6637031.1598078\n", - " NaN\n", + " 9259\n", + " B 661 =U_1160\n", " NaN\n", - " 0257 (Läby), 8:2 [objektid=10025700080002]\n", - " NaN\n", - " A3; B1; C0; D1; E3; F3; 0\n", - " V\n", - " Pr4?\n", " NaN\n", - " sten\n", - " rödgrå granit\n", - " runsten\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 4762\n", - " DR EM85;438K $M\n", - " Åhus kyrka\n", - " Åhus sn\n", - " Villands hd, Skåne\n", - " Kristianstad\n", - " Västra pelarens norra sida.\n", - " 6200451.1405466\n", - " ja\n", " NaN\n", - " 1152 (Åhus)\n", " NaN\n", " NaN\n", - " M\n", " NaN\n", " NaN\n", - " puts\n", - " kalkputs\n", - " putsinskrift\n", " NaN\n", " NaN\n", - " $=RunLab; DK nr.: Sk 107, http://runer.ku.dk/VisGenstand.aspx?Titel=%C3%85hus-kalkristning_10\n", " NaN\n", - " \n", - " \n", - " 10421\n", - " L 681 =U_734\n", " NaN\n", " NaN\n", " NaN\n", @@ -4084,69 +4105,55 @@ " NaN\n", " NaN\n", " NaN\n", + " \n", + " \n", + " 5813\n", + " N 729 M\n", + " Gullskoen, Bryggen, Bergen\n", + " Bergen\n", " NaN\n", + " Bergen\n", + " BRM 0/61658\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", + " M före 1248\n", " NaN\n", " NaN\n", + " trä\n", + " trä\n", + " märklapp\n", " NaN\n", + " N B527\n", + " B527\n", + " http://www.nb.no/baser/runer/runebilder/b527.jpg\n", + " \n", + " \n", + " 3494\n", + " Bo Boije =Bo_Boije4\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 2422\n", - " U 715\n", - " Ännesta\n", - " Hacksta sn\n", - " Trögds hd\n", - " Enköping\n", - " I vapenhuset i Hacksta kyrka.\n", - " 6602788.1590218\n", - " nej\n", - " 6604107.1588834\n", - " 0233 (Hacksta), 53 (urspr. plats) [objektid=10023300530001], 32 (nuv. plats) [objektid=10023300320001]\n", " NaN\n", " NaN\n", - " V\n", - " ?\n", " NaN\n", - " sten\n", - " grå sandsten\n", - " fragment av runsten\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", - " \n", - " \n", - " 662\n", - " Ög N281A\n", - " Sankt Martins kyrka\n", - " Skänninge\n", " NaN\n", - " Mjölby\n", - " Sankta Ingrids kloster, stenmuseet, Axbomsgården (2 fragment)\n", - " 6475250.1457775\n", " NaN\n", " NaN\n", - " 0493 (Skänninge), 1 (tidigare 1:5) [objektid=10049300010001], 12 (nuv. plats för två fragment) [objektid=10049300120001]\n", " NaN\n", " NaN\n", - " V\n", " NaN\n", " NaN\n", - " sten\n", - " ljusgrå kalksten\n", - " 3 fragment av gravhäll\n", " NaN\n", " NaN\n", - " HedvallMenander74, 84, 86\n", " NaN\n", " \n", " \n", @@ -4154,1739 +4161,1331 @@ "" ], "text/plain": [ - " Signum Plats \\\n", - "4680 DR IK610 $U Uppåkra \n", - "9698 B 1103 =M_2 NaN \n", - "11095 L 1383 =Vg_115 NaN \n", - "1404 Vg 22 Häggesleds kyrkogård \n", - "6089 N A125 M Folkebibliotekstomta, Trondheim \n", - "9534 B 936 =Vg_92 NaN \n", - "3967 DR 36 $ Sønder Vilstrup \n", - "2716 U 1008 $ Västerberga \n", - "7982 DK SJy53 =DR_16 NaN \n", - "8407 IK 365,6 =G_89 NaN \n", - "8443 KJ 20 =DR_7 NaN \n", - "10419 L 679 =U_730 NaN \n", - "4063 DR 131 Års \n", - "11521 L 1908a =Sm_158 NaN \n", - "6937 N B646 M Rosenkrantzgaten 4, Bryggen, Bergen \n", - "8365 IK 225 =DR_IK225 NaN \n", - "8364 IK 215 =DR_IK215 NaN \n", - "1222 Sm 36 $ Bolmaryd \n", - "8961 B 360 =U_878 NaN \n", - "1913 U 210 Åsta \n", - "2474 U 767 Norrby, Back-Norrby \n", - "3152 U NOR1998;25 $ Sigtuna, kv. Professorn 4 \n", - "9750 L 1 =U_662 NaN \n", - "7155 IS IR;116 †M Stafholt \n", - "1411 Vg 28 † Häggesleds kyrkogård \n", - "4462 DR M25 NaN \n", - "7998 DK SJy69 =DR_AUD1996;272 NaN \n", - "7295 IM MM102 $ Kirk Michael (I) \n", - "1467 Vg 84 †M Brunnhems gamla kyrkogård \n", - "11023 L 1306 =Öl_36 NaN \n", - "6693 N B389 =N_614 NaN \n", - "4765 DR EM85;438N M Sankt Olofs kyrka \n", - "4827 DR EM85;516K M Aggersborgs kirke \n", - "5218 N 134 †M Nykirke kirke \n", - "9218 B 620 =U_Fv1955;222 NaN \n", - "3468 D Fv2013;282B M Färnäs, Drändjgard, härbre \n", - "2338 U 632 $ Kalmar kyrka \n", - "5278 N 194 M Storhedder \n", - "8027 DK SlB5 =DR_Schl5 NaN \n", - "11007 L 1290b =Sm_157 NaN \n", - "2645 U 937 Svartbäcksgatan, Uppsala \n", - "8107 DK Sk57 =DR_285 NaN \n", - "10619 L 880 =Sö_153 NaN \n", - "2468 U 761 † Enköping \n", - "8758 B 156 =U_78 NaN \n", - "4076 DR 144 Gunderup 2 \n", - "3911 G 389 Bottarve (1:17) \n", - "5594 N 510 M Hegra kirke \n", - "8786 B 184 =U_418 NaN \n", - "4772 DR EM85;458B M Lund, kv. S:t Clemens 8 \n", - "2659 U 951 Säby \n", - "2269 U 563 Malsta kyrka \n", - "2616 U 909 $ Finnsta \n", - "666 Ög N284 =Ög_ATA4654/74 NaN \n", - "7600 DK Sj26 =DR_NOR2003;7 NaN \n", - "11631 L 2029 =Sm_117 NaN \n", - "3433 Hs 13 †$ Hallsta och Hjortsta \n", - "8342 IK 148 =DR_IK148 NaN \n", - "5636 N 552 M Torkelsby \n", - "9866 L 116 =U_903 NaN \n", - "4900 DR AUD1996;276 $ Store Gadegård \n", - "10148 L 405 =U_262 NaN \n", - "1825 U 122 † Järva krog \n", - "6180 N A219 M Baglergaten 2/4, Tønsberg \n", - "9252 B 654 =U_1158 NaN \n", - "8090 DK Sk40 =DR_NOR2001;8A NaN \n", - "2631 U 923 $ Uppsala domkyrka \n", - "11184 L 1479 =DR_380 NaN \n", - "1067 Sö 344 $ Kiholm \n", - "3927 SE Fv1988;247 ? \n", - "5346 N 262 M Bru \n", - "8927 B 326 =U_464 NaN \n", - "6722 N B418 =N_652 NaN \n", - "5886 N 802 =N_A248 NaN \n", - "267 Ög 75 $ Hovs kyrkogård \n", - "2156 U 450 Harg \n", - "3385 Nä FBB1978;69 Glanshammars kyrka \n", - "3336 Vs 22 $ Ulvsta \n", - "9241 B 643 =U_762 NaN \n", - "2632 U 924 $ Uppsala domkyrka \n", - "6268 N A313 M Nordre felt II, Gamlebyen, Oslo \n", - "7224 Or Barnes1 M Maeshowe \n", - "10882 L 1159 =Ög_191 NaN \n", - "9828 L 78 =U_878 NaN \n", - "618 Ög Hov97;35 Hovs kyrka \n", - "1440 Vg 57 M Lindärva kyrkogård \n", - "10713 L 973 =Sö_107 NaN \n", - "8968 B 367 =U_854 NaN \n", - "11141 L 1433 =DR_276 NaN \n", - "1137 Sö Fv1948;298 $ Ådala \n", - "9725 B 1130 =U_427 NaN \n", - "7001 N KJ65 U Nordhuglo \n", - "9987 L 241 =U_1042 NaN \n", - "6272 N A317 M Oslogt. 6, Gamlebyen, Oslo \n", - "5335 N 251 Stavanger, Mariakirken \n", - "2609 U 902 Kvarnbo \n", - "4762 DR EM85;438K $M Åhus kyrka \n", - "10421 L 681 =U_734 NaN \n", - "2422 U 715 Ännesta \n", - "662 Ög N281A Sankt Martins kyrka \n", - "\n", - " Socken Härad \\\n", - "4680 Uppåkra sn Bara hd, Skåne \n", - "9698 NaN NaN \n", - "11095 NaN NaN \n", - "1404 Häggesleds sn Kållands hd \n", - "6089 Trondheim Sør-Trøndelag fylke \n", - "9534 NaN NaN \n", - "3967 Sønder Vilstrup sn Brusk hd, Nørrejylland \n", - "2716 Rasbo sn Rasbo hd \n", - "7982 NaN NaN \n", - "8407 NaN NaN \n", - "8443 NaN NaN \n", - "10419 NaN NaN \n", - "4063 Års sn Års hd, Nørrejylland \n", - "11521 NaN NaN \n", - "6937 Bergen NaN \n", - "8365 NaN NaN \n", - "8364 NaN NaN \n", - "1222 Nöttja sn Sunnerbo hd \n", - "8961 NaN NaN \n", - "1913 Angarns sn Vallentuna hd \n", - "2474 Vårfrukyrka sn Åsunda hd \n", - "3152 Sigtuna NaN \n", - "9750 NaN NaN \n", - "7155 Stafholt sn Mýra sýsla \n", - "1411 Häggesleds sn Kållands hd \n", - "4462 NaN NaN \n", - "7998 NaN NaN \n", - "7295 Michael Isle of Man \n", - "1467 Brunnhems sn Gudhems hd \n", - "11023 NaN NaN \n", - "6693 NaN NaN \n", - "4765 Sankt Olofs sn Albo hd, Skåne \n", - "4827 Aggersborg sn Øster Han hd, Nørrejylland \n", - "5218 Nykirke sn Vestfold fylke \n", - "9218 NaN NaN \n", - "3468 Mora sn Mora och Orsa tingslag \n", - "2338 Kalmar sn Håbo hd \n", - "5278 Bykle sn Aust-Agder fylke \n", - "8027 NaN NaN \n", - "11007 NaN NaN \n", - "2645 Uppsala NaN \n", - "8107 NaN NaN \n", - "10619 NaN NaN \n", - "2468 Enköping NaN \n", - "8758 NaN NaN \n", - "4076 Gunderup sn Fleskum hd, Nørrejylland \n", - "3911 Fröjels sn Hejde ting \n", - "5594 Hegra sn Nord-Trøndelag fylke \n", - "8786 NaN NaN \n", - "4772 Lund Skåne \n", - "2659 Danmarks sn Vaksala hd \n", - "2269 Malsta sn Lyhundra hd \n", - "2616 Vänge sn Ulleråkers hd \n", - "666 NaN NaN \n", - "7600 NaN NaN \n", - "11631 NaN NaN \n", - "3433 Högs sn Norra Hälsinglands domsagas tingslag \n", - "8342 NaN NaN \n", - "5636 Våler sn Hedmark fylke \n", - "9866 NaN NaN \n", - "4900 Pedersker sn Sønder hd, Bornholm \n", - "10148 NaN NaN \n", - "1825 Solna sn Danderyds skeppslag \n", - "6180 Tønsberg Vestfold fylke \n", - "9252 NaN NaN \n", - "8090 NaN NaN \n", - "2631 Uppsala NaN \n", - "11184 NaN NaN \n", - "1067 Västertälje sn Öknebo hd \n", - "3927 ? ?, Sverige \n", - "5346 Mosterøy sn Rogaland fylke \n", - "8927 NaN NaN \n", - "6722 NaN NaN \n", - "5886 NaN NaN \n", - "267 Hovs sn Göstrings hd \n", - "2156 Odensala sn Ärlinghundra hd \n", - "3385 Glanshammars sn Glanshammars hd \n", - "3336 Harakers sn Norrbo hd \n", - "9241 NaN NaN \n", - "2632 Uppsala NaN \n", - "6268 Oslo NaN \n", - "7224 NaN Orkney \n", - "10882 NaN NaN \n", - "9828 NaN NaN \n", - "618 Hovs sn Göstrings hd \n", - "1440 Lindärva sn Kinnefjärdings hd \n", - "10713 NaN NaN \n", - "8968 NaN NaN \n", - "11141 NaN NaN \n", - "1137 Ösmo sn Sotholms hd \n", - "9725 NaN NaN \n", - "7001 Stord sn Hordaland fylke \n", - "9987 NaN NaN \n", - "6272 Oslo NaN \n", - "5335 Stavanger Rogaland fylke \n", - "2609 Läby sn Ulleråkers hd \n", - "4762 Åhus sn Villands hd, Skåne \n", - "10421 NaN NaN \n", - "2422 Hacksta sn Trögds hd \n", - "662 Skänninge NaN \n", - "\n", - " Kommun \\\n", - "4680 Staffanstorp \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 Lidköping \n", - "6089 Trondheim \n", - "9534 NaN \n", - "3967 Kolding \n", - "2716 Uppsala \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 Vesthimmerland \n", - "11521 NaN \n", - "6937 Bergen \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 Ljungby \n", - "8961 NaN \n", - "1913 Vallentuna \n", - "2474 Enköping \n", - "3152 Sigtuna \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 Lidköping \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 NaN \n", - "1467 Falköping \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 Simrishamn \n", - "4827 Vesthimmerland \n", - "5218 Horten \n", - "9218 NaN \n", - "3468 Mora \n", - "2338 Håbo \n", - "5278 Bykle \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 Uppsala \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 Enköping \n", - "8758 NaN \n", - "4076 Aalborg \n", - "3911 Gotland \n", - "5594 Stjørdal \n", - "8786 NaN \n", - "4772 Lund \n", - "2659 Uppsala \n", - "2269 Norrtälje \n", - "2616 Uppsala \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 Hudiksvall \n", - "8342 NaN \n", - "5636 Våler \n", - "9866 NaN \n", - "4900 Bornholm \n", - "10148 NaN \n", - "1825 Solna \n", - "6180 Tønsberg \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 Uppsala \n", - "11184 NaN \n", - "1067 Södertälje \n", - "3927 ? \n", - "5346 Rennesøy \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 Vadstena \n", - "2156 Sigtuna \n", - "3385 Örebro \n", - "3336 Västerås \n", - "9241 NaN \n", - "2632 Uppsala \n", - "6268 Oslo \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 Vadstena \n", - "1440 Lidköping \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 Nynäshamn \n", - "9725 NaN \n", - "7001 Stord \n", - "9987 NaN \n", - "6272 Oslo \n", - "5335 Stavanger \n", - "2609 Uppsala \n", - "4762 Kristianstad \n", - "10421 NaN \n", - "2422 Enköping \n", - "662 Mjölby \n", + " Signum Plats \\\n", + "8038 DK SlB16 =DR_Schl16 NaN \n", + "5759 N 675 M Nordre Søstergården, Bryggen, Bergen \n", + "1620 Vg 237 M Lödöse, Kroken 1:59, klostret \n", + "8172 DK Sk122 =DR_EM85;434L NaN \n", + "2524 U 817 † Bälsunda \n", + "3795 G 274 M Lunds \n", + "3716 G 196 M Tofta kyrka \n", + "9163 B 565 =U_1143 NaN \n", + "6096 N A132 M Folkebibliotekstomta, Trondheim \n", + "1731 U 28 Hilleshögs kyrka \n", + "4860 DR ATA4150/83 M Åhus kyrka \n", + "1777 U 74 Husby \n", + "9266 B 668 =Sö_269 NaN \n", + "11447 L 1779 =G_60 NaN \n", + "5452 N 368 $M Borgund kirke \n", + "3168 U NOR2000;30A $ Sigtuna, kv. Professorn 1 \n", + "862 Sö 139 $ Korpbron, Jursta ägor \n", + "8589 X RyNLT2004;5 =RU_NLT2004;5 NaN \n", + "6974 N KJ17A $U Eikeland \n", + "11220 L 1515 =DR_133 NaN \n", + "10067 L 323 =U_610 NaN \n", + "9361 B 763 =Sö_81 NaN \n", + "5611 N 527 M Sakshaug kirke \n", + "113 Öl Köping1 Köpings kyrka \n", + "3845 G 323 M Rute kyrka \n", + "6558 N B250 M Bryggen, Bergen \n", + "3394 Vr 5 M Kila kyrka \n", + "10449 L 709 =U_699 NaN \n", + "10658 L 918 =Sö_4 NaN \n", + "3560 G 52 Rone kyrka \n", + "1719 U 16 † Nibble \n", + "8626 B 22 =U_372 NaN \n", + "3667 G 153A =G_153B NaN \n", + "11266 L 1572 =G_188 NaN \n", + "4626 DR IK161 U Skodborg \n", + "7525 DK Bh19 =DR_AUD1998;302 NaN \n", + "4776 DR EM85;459B M Lund, kv. Apotekaren 4 \n", + "10687 L 947 =Sö_213 NaN \n", + "11191 L 1486 =DR_192 NaN \n", + "861 Sö 138 Aspa \n", + "5127 N 43 M Lom kirke \n", + "560 Ög HedvallMenander134 Sankt Lars kyrka \n", + "8315 IK 57,2 =G_251 NaN \n", + "8272 DK SkL82 =DR_NOR2003;10 NaN \n", + "5099 N 15 M Oslo \n", + "832 Sö 109 Gredby bro \n", + "3833 G 311 Kullshage \n", + "7901 DK MJy74 =DR_63 NaN \n", + "651 Ög N270 Sankt Lars kyrka \n", + "1966 U 263 † Fresta kyrka \n", + "8057 DK Sk7 =DR_NOR2000;8C NaN \n", + "7765 DK NJy17 =DR_169B NaN \n", + "7891 DK MJy64 =DR_113 NaN \n", + "4099 DR 167 M Lyngby \n", + "2845 U 1135 Ackarby \n", + "3898 G 376 M Gerums kyrka \n", + "3575 G 67 $M Sproge kyrka \n", + "1867 U 164 Täby tä \n", + "9861 L 111 =U_907 NaN \n", + "10088 L 345 =U_35 NaN \n", + "11551 L 1942 =Sm_123 NaN \n", + "7986 DK SJy57 =DR_EM85;439C NaN \n", + "8145 DK Sk95 =DR_276 NaN \n", + "6788 N B485 M Bryggen, Bergen \n", + "5638 N 554 M Hedal kirke \n", + "6010 N A39 $M Storgaten 47, Tønsberg \n", + "5383 N 299 M Hamre kirke \n", + "5292 N 208 Ryen \n", + "8278 DK Hal5 =DR_352 NaN \n", + "11349 L 1672 =Vg_75 NaN \n", + "155 Öl Köping45 Köpings kyrka \n", + "3623 G 110 $ Tjängvide \n", + "227 Ög 36 † Fornåsa kyrka \n", + "2630 U 922 $ Uppsala domkyrka \n", + "3916 G 394 M Ekeby kyrka \n", + "11519 L 1906 =Sm_58 NaN \n", + "5706 N 622 M Nordre Bugården, Bryggen, Bergen \n", + "11500 L 1854 =G_163 NaN \n", + "9428 B 830 =Sö_310 NaN \n", + "10918 L 1195 =Ög_143 NaN \n", + "3903 G 381 M Närs kyrka \n", + "1872 U 169 $ Björkeby \n", + "6491 N B178 M Bryggen, Bergen \n", + "3596 G 88 U Kylver \n", + "6802 N B501 M Gullskoen, Bryggen, Bergen \n", + "2000 U 296 Skånela kyrka \n", + "11385 L 1711 =G_294 NaN \n", + "7493 Br Olsen;208A =IM_MM102 NaN \n", + "8940 B 339 =U_651 NaN \n", + "3552 G 44 †M Havdhems kyrka \n", + "9177 B 579 =U_1122 NaN \n", + "578 Ög Hov14;22 Hovs kyrka \n", + "10406 L 666 =U_756 NaN \n", + "5480 N 396 M Hopperstad kirke \n", + "3342 Vs 28 =Vs_27 NaN \n", + "8043 DK SlB21 =DR_Schl21 NaN \n", + "7799 DK NJy51 =DR_140 NaN \n", + "9259 B 661 =U_1160 NaN \n", + "5813 N 729 M Gullskoen, Bryggen, Bergen \n", + "3494 Bo Boije =Bo_Boije4 NaN \n", "\n", - " Placering \\\n", - "4680 Lunds universitets historiska museum (31251:7866) \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 NaN \n", - "6089 Vitenskapsmuseet, NTNU (N-21142) \n", - "9534 NaN \n", - "3967 Nu vid Landerupgård. \n", - "2716 I vapenhuset i Rasbo kyrka. \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 På kyrkogården. \n", - "11521 NaN \n", - "6937 BRM 76/12886 \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 NaN \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 NaN \n", - "3152 Sigtuna museum \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 I kyrkan, (MM 102). \n", - "1467 NaN \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 På långhusets nordvägg. \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 Ovanför dörren \n", - "2338 I kyrkan t.v. om ingångsdörren. \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 I Universitetsparken. \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 I vapenhuset. \n", - "3911 Gotlands museum \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 Lunds kulturhistoriska museum (66166:1541) \n", - "2659 NaN \n", - "2269 I vapenhuset. \n", - "2616 Upplandsmuseet \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 Oldsaksamlingen \n", - "9866 NaN \n", - "4900 Bornholms Museum (Museumsnr. Nationalmuseet D 29/1997) \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 I golvet på norra sidan av Gustavianska koret. \n", - "11184 NaN \n", - "1067 NaN \n", - "3927 SHM (10683) \n", - "5346 Stavanger museum (nr. 3550) \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 I vapenhuset. \n", - "2156 NaN \n", - "3385 Inmurad i kapellets sydvästra valvkappa. \n", - "3336 Vid Svanå bruk. \n", - "9241 NaN \n", - "2632 NaN \n", - "6268 Oldsaksamlingen (C36375, G51901) \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 I tornkammaren. \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 NaN \n", - "9725 NaN \n", - "7001 Bergen museum (6439) \n", - "9987 NaN \n", - "6272 Oldsaksamlingen (C37175, G76686) \n", - "5335 Stavanger museum \n", - "2609 NaN \n", - "4762 Västra pelarens norra sida. \n", - "10421 NaN \n", - "2422 I vapenhuset i Hacksta kyrka. \n", - "662 Sankta Ingrids kloster, stenmuseet, Axbomsgården (2 fragment) \n", + " Socken Härad Kommun \\\n", + "8038 NaN NaN NaN \n", + "5759 Bergen NaN Bergen \n", + "1620 Sankt Peders sn Ale hd Lilla Edet \n", + "8172 NaN NaN NaN \n", + "2524 Hjälsta sn Lagunda hd Enköping \n", + "3795 Tingstäde sn Lummelunda ting Gotland \n", + "3716 Tofta sn Banda ting Gotland \n", + "9163 NaN NaN NaN \n", + "6096 Trondheim Sør-Trøndelag fylke Trondheim \n", + "1731 Hilleshögs sn Färentuna hd Ekerö \n", + "4860 Åhus sn Villands hd, Skåne Kristianstad \n", + "1777 Spånga sn Sollentuna hd Stockholm \n", + "9266 NaN NaN NaN \n", + "11447 NaN NaN NaN \n", + "5452 Borgund sn Sogn og Fjordane fylke Lærdal \n", + "3168 Sigtuna NaN Sigtuna \n", + "862 Ludgo sn Rönö hd Nyköping \n", + "8589 NaN NaN NaN \n", + "6974 Time sn Rogaland fylke Time \n", + "11220 NaN NaN NaN \n", + "10067 NaN NaN NaN \n", + "9361 NaN NaN NaN \n", + "5611 Inderøy sn Nord-Trøndelag fylke Inderøy \n", + "113 Köpings sn Slättbo hd Borgholm \n", + "3845 Rute sn Rute ting Gotland \n", + "6558 Bergen NaN Bergen \n", + "3394 Kila sn Näs hd Säffle \n", + "10449 NaN NaN NaN \n", + "10658 NaN NaN NaN \n", + "3560 Rone sn Hemse ting Gotland \n", + "1719 Ekerö sn Färentuna hd Ekerö \n", + "8626 NaN NaN NaN \n", + "3667 NaN NaN NaN \n", + "11266 NaN NaN NaN \n", + "4626 Skodborg sn Frøs hd, Sønderjylland Vejen \n", + "7525 NaN NaN NaN \n", + "4776 Lund Skåne Lund \n", + "10687 NaN NaN NaN \n", + "11191 NaN NaN NaN \n", + "861 Ludgo sn Rönö hd Nyköping \n", + "5127 Lom sn Oppland fylke Lom \n", + "560 Linköping NaN Linköping \n", + "8315 NaN NaN NaN \n", + "8272 NaN NaN NaN \n", + "5099 Oslo NaN Oslo \n", + "832 Klosters sn (Eskilstuna) Österrekarne hd Eskilstuna \n", + "3833 Hangvars sn Forsa ting Gotland \n", + "7901 NaN NaN NaN \n", + "651 Linköping NaN Linköping \n", + "1966 Fresta sn Vallentuna hd Upplands-Väsby \n", + "8057 NaN NaN NaN \n", + "7765 NaN NaN NaN \n", + "7891 NaN NaN NaN \n", + "4099 Lyngby sn Børglum hd, Nørrejylland Hjørring \n", + "2845 Dannemora sn Olands hd Östhammar \n", + "3898 Gerums sn Fardhems ting Gotland \n", + "3575 Sproge sn Hablinge ting Gotland \n", + "1867 Täby sn Danderyds skeppslag Täby \n", + "9861 NaN NaN NaN \n", + "10088 NaN NaN NaN \n", + "11551 NaN NaN NaN \n", + "7986 NaN NaN NaN \n", + "8145 NaN NaN NaN \n", + "6788 Bergen NaN Bergen \n", + "5638 Hedal sn Oppland fylke Sør-Aurdal \n", + "6010 Tønsberg Vestfold fylke Tønsberg \n", + "5383 Hamre sn Hordaland fylke Osterøy \n", + "5292 Tveid sn Vest-Agder fylke Kristiansand \n", + "8278 NaN NaN NaN \n", + "11349 NaN NaN NaN \n", + "155 Köpings sn Slättbo hd Borgholm \n", + "3623 Alskogs sn Garda ting Gotland \n", + "227 Fornåsa sn Bobergs hd Motala \n", + "2630 Uppsala NaN Uppsala \n", + "3916 Ekeby sn Endre ting Gotland \n", + "11519 NaN NaN NaN \n", + "5706 Bergen NaN Bergen \n", + "11500 NaN NaN NaN \n", + "9428 NaN NaN NaN \n", + "10918 NaN NaN NaN \n", + "3903 Närs sn Burs ting Gotland \n", + "1872 Östra Ryds sn Danderyds skeppslag Österåker \n", + "6491 Bergen NaN Bergen \n", + "3596 Stånga sn Burs ting Gotland \n", + "6802 Bergen NaN Bergen \n", + "2000 Skånela sn Seminghundra hd Sigtuna \n", + "11385 NaN NaN NaN \n", + "7493 NaN NaN NaN \n", + "8940 NaN NaN NaN \n", + "3552 Havdhems sn Grötlinge ting Gotland \n", + "9177 NaN NaN NaN \n", + "578 Hovs sn Göstrings hd Vadstena \n", + "10406 NaN NaN NaN \n", + "5480 Vik sn Sogn og Fjordane fylke Vik \n", + "3342 NaN NaN NaN \n", + "8043 NaN NaN NaN \n", + "7799 NaN NaN NaN \n", + "9259 NaN NaN NaN \n", + "5813 Bergen NaN Bergen \n", + "3494 NaN NaN NaN \n", "\n", - " Koordinater \\\n", - "4680 6173725.1334059 \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 6479725.1330957 \n", - "6089 (63.4305 ; 10.4010) \n", - "9534 NaN \n", - "3967 (55.569704477012 ; 9.55935620203385) \n", - "2716 6650325.1613675 \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 (56.8048596338664 ; 9.51379237366097) \n", - "11521 NaN \n", - "6937 (60.3962 ; 5.3267) \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 6287068.1375107 \n", - "8961 NaN \n", - "1913 6604057.1632341 \n", - "2474 6620989.1569970 \n", - "3152 6612200.1608150 \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 6479738.1330980 \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 SC 318909 (54.2858480555556 ; -4.58425916666667) \n", - "1467 6462804.1376257 \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 6168589.1394034 \n", - "4827 (56.99731 ; 9.25408) \n", - "5218 (59.42283 ; 10.38344) \n", - "9218 NaN \n", - "3468 6765020.1436670 \n", - "2338 6603517.1597108 \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 6639235.1602630 \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 6615000.1572000 \n", - "8758 NaN \n", - "4076 NaN \n", - "3911 6359298.1643315 \n", - "5594 (63.4655 ; 11.1137) \n", - "8786 NaN \n", - "4772 6177875.1335700 \n", - "2659 6637130.1607066 \n", - "2269 6631255.1659255 \n", - "2616 6639500.1591075 \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 6850900.1562500 \n", - "8342 NaN \n", - "5636 (60.72022 ; 11.84145) \n", - "9866 NaN \n", - "4900 (55.0341959058008 ; 14.9650317908724) \n", - "10148 NaN \n", - "1825 6586352.1625527 \n", - "6180 (59.26907 ; 10.40743) \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 6639052.1602466 \n", - "11184 NaN \n", - "1067 6569944.1602151 \n", - "3927 NaN \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 6473183.1448098 \n", - "2156 6619689.1615975 \n", - "3385 6577665.1477040 \n", - "3336 6629700.1536550 \n", - "9241 NaN \n", - "2632 6639052.1602466 \n", - "6268 NaN \n", - "7224 HY 318127 (58.9963736111111 ; -3.18710222222222) \n", - "10882 NaN \n", - "9828 NaN \n", - "618 6473183.1448098 \n", - "1440 6482352.1349625 \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 6547514.1625359 \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 (59.906 ; 10.768) \n", - "5335 (58.9699 ; 5.7333) \n", - "2609 6637031.1598078 \n", - "4762 6200451.1405466 \n", - "10421 NaN \n", - "2422 6602788.1590218 \n", - "662 6475250.1457775 \n", + " Placering \\\n", + "8038 NaN \n", + "5759 BRM 0/79607 \n", + "1620 Göteborgs hist. mus. (Lödöse 1918:1407) \n", + "8172 NaN \n", + "2524 NaN \n", + "3795 Gotlands museum \n", + "3716 Vid altaret. \n", + "9163 NaN \n", + "6096 Vitenskapsmuseet, NTNU (N-22767b) \n", + "1731 NaN \n", + "4860 På utsidan av portalomfattningen. \n", + "1777 NaN \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 NaN \n", + "3168 Sigtuna museum \n", + "862 Står 3,5 m ONO om Sö 140. \n", + "8589 NaN \n", + "6974 Stavanger museum (9181g) \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 I tornet. \n", + "3845 Bunge hembygdsmuseum \n", + "6558 BRM 0/28197 \n", + "3394 NaN \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 SHM (15095) \n", + "1719 NaN \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 Nationalmuseet (20880) \n", + "7525 NaN \n", + "4776 Lunds kulturhistoriska museum (70361:652) \n", + "10687 NaN \n", + "11191 NaN \n", + "861 NaN \n", + "5127 NaN \n", + "560 NaN \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 Oldsaksamlingen (C2467) \n", + "832 NaN \n", + "3833 I privat ägo. \n", + "7901 NaN \n", + "651 Östergötlands länsmuseum, Linköping \n", + "1966 NaN \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 NaN \n", + "2845 NaN \n", + "3898 På norra korväggen. \n", + "3575 Inlagd i korgolvet. \n", + "1867 NaN \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 BRM 0/45930 \n", + "5638 NaN \n", + "6010 NaN \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 SHM (15535:11), deponerad i vapenhuset. \n", + "3623 SHM (4171) \n", + "227 NaN \n", + "2630 I golvet på södra sidan av Gustavianska koret. \n", + "3916 I långhusets sv vägg. \n", + "11519 NaN \n", + "5706 BRM 0/9242 \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 På västra portalens vänstra sida. \n", + "1872 NaN \n", + "6491 BRM 0/20695 \n", + "3596 SHM (13436) \n", + "6802 BRM 0/52511 \n", + "2000 Uttagen ur västra gaveln 1995, nu i vapenhuset. \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 NaN \n", + "9177 NaN \n", + "578 I tornkammaren. \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 NaN \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 BRM 0/61658 \n", + "3494 NaN \n", "\n", - " Urspr. plats? Nuv. koord. \\\n", - "4680 NaN NaN \n", - "9698 NaN NaN \n", - "11095 NaN NaN \n", - "1404 NaN NaN \n", - "6089 NaN NaN \n", - "9534 NaN NaN \n", - "3967 NaN NaN \n", - "2716 nej 6649618.1615926 \n", - "7982 NaN NaN \n", - "8407 NaN NaN \n", - "8443 NaN NaN \n", - "10419 NaN NaN \n", - "4063 NaN NaN \n", - "11521 NaN NaN \n", - "6937 NaN NaN \n", - "8365 NaN NaN \n", - "8364 NaN NaN \n", - "1222 NaN NaN \n", - "8961 NaN NaN \n", - "1913 ja NaN \n", - "2474 NaN NaN \n", - "3152 NaN NaN \n", - "9750 NaN NaN \n", - "7155 NaN NaN \n", - "1411 NaN NaN \n", - "4462 NaN NaN \n", - "7998 NaN NaN \n", - "7295 NaN NaN \n", - "1467 NaN NaN \n", - "11023 NaN NaN \n", - "6693 NaN NaN \n", - "4765 ja NaN \n", - "4827 ja NaN \n", - "5218 NaN NaN \n", - "9218 NaN NaN \n", - "3468 ja NaN \n", - "2338 NaN NaN \n", - "5278 NaN NaN \n", - "8027 NaN NaN \n", - "11007 NaN NaN \n", - "2645 Troligen vid Broby, Funbo sn. 6639031.1602337 \n", - "8107 NaN NaN \n", - "10619 NaN NaN \n", - "2468 NaN NaN \n", - "8758 NaN NaN \n", - "4076 NaN NaN \n", - "3911 NaN NaN \n", - "5594 NaN NaN \n", - "8786 NaN NaN \n", - "4772 NaN NaN \n", - "2659 NaN NaN \n", - "2269 nej NaN \n", - "2616 NaN NaN \n", - "666 NaN NaN \n", - "7600 NaN NaN \n", - "11631 NaN NaN \n", - "3433 NaN NaN \n", - "8342 NaN NaN \n", - "5636 NaN NaN \n", - "9866 NaN NaN \n", - "4900 NaN NaN \n", - "10148 NaN NaN \n", - "1825 NaN NaN \n", - "6180 NaN NaN \n", - "9252 NaN NaN \n", - "8090 NaN NaN \n", - "2631 NaN NaN \n", - "11184 NaN NaN \n", - "1067 ja NaN \n", - "3927 NaN NaN \n", - "5346 NaN NaN \n", - "8927 NaN NaN \n", - "6722 NaN NaN \n", - "5886 NaN NaN \n", - "267 NaN NaN \n", - "2156 ja NaN \n", - "3385 NaN NaN \n", - "3336 nej 6628877.1532268 \n", - "9241 NaN NaN \n", - "2632 NaN NaN \n", - "6268 NaN NaN \n", - "7224 NaN NaN \n", - "10882 NaN NaN \n", - "9828 NaN NaN \n", - "618 NaN NaN \n", - "1440 NaN NaN \n", - "10713 NaN NaN \n", - "8968 NaN NaN \n", - "11141 NaN NaN \n", - "1137 NaN NaN \n", - "9725 NaN NaN \n", - "7001 NaN NaN \n", - "9987 NaN NaN \n", - "6272 NaN NaN \n", - "5335 NaN NaN \n", - "2609 NaN NaN \n", - "4762 ja NaN \n", - "10421 NaN NaN \n", - "2422 nej 6604107.1588834 \n", - "662 NaN NaN \n", + " Koordinater Urspr. plats? Nuv. koord. \\\n", + "8038 NaN NaN NaN \n", + "5759 NaN NaN NaN \n", + "1620 6440175.1284450 NaN NaN \n", + "8172 NaN NaN NaN \n", + "2524 6617450.1592575 NaN NaN \n", + "3795 6407113.1667071 NaN NaN \n", + "3716 6379835.1641605 NaN NaN \n", + "9163 NaN NaN NaN \n", + "6096 (63.4305 ; 10.4010) NaN NaN \n", + "1731 6587108.1607796 NaN NaN \n", + "4860 6200451.1405466 ja NaN \n", + "1777 6589390.1619920 NaN NaN \n", + "9266 NaN NaN NaN \n", + "11447 NaN NaN NaN \n", + "5452 (61.0472 ; 7.8123) NaN NaN \n", + "3168 6612200.1608150 NaN NaN \n", + "862 6534202.1571951 NaN NaN \n", + "8589 NaN NaN NaN \n", + "6974 NaN NaN NaN \n", + "11220 NaN NaN NaN \n", + "10067 NaN NaN NaN \n", + "9361 NaN NaN NaN \n", + "5611 (63.8751 ; 11.2681) ja NaN \n", + "113 6306080.1555677 NaN NaN \n", + "3845 6416394.1685211 NaN 6418833.1691350 \n", + "6558 NaN NaN NaN \n", + "3394 6568674.1329188 ja NaN \n", + "10449 NaN NaN NaN \n", + "10658 NaN NaN NaN \n", + "3560 6345627.1659277 NaN NaN \n", + "1719 6575300.1609400 NaN NaN \n", + "8626 NaN NaN NaN \n", + "3667 NaN NaN NaN \n", + "11266 NaN NaN NaN \n", + "4626 (55.4014081163197 ; 9.1840480195619) NaN NaN \n", + "7525 NaN NaN NaN \n", + "4776 6178025.1335725 NaN NaN \n", + "10687 NaN NaN NaN \n", + "11191 NaN NaN NaN \n", + "861 6534448.1574497 NaN NaN \n", + "5127 (61.839737 ; 8.566154) NaN NaN \n", + "560 6476502.1489505 NaN NaN \n", + "8315 NaN NaN NaN \n", + "8272 NaN NaN NaN \n", + "5099 NaN NaN NaN \n", + "832 6584047.1542090 NaN NaN \n", + "3833 6416600.1674250 NaN NaN \n", + "7901 NaN NaN NaN \n", + "651 6476490.1489470 NaN NaN \n", + "1966 6601684.1621805 NaN NaN \n", + "8057 NaN NaN NaN \n", + "7765 NaN NaN NaN \n", + "7891 NaN NaN NaN \n", + "4099 (57.4129814544947 ; 9.74585921679375) NaN NaN \n", + "2845 6673731.1608712 nej NaN \n", + "3898 6354899.1652180 ja NaN \n", + "3575 6350089.1645195 NaN NaN \n", + "1867 6599840.1627890 NaN NaN \n", + "9861 NaN NaN NaN \n", + "10088 NaN NaN NaN \n", + "11551 NaN NaN NaN \n", + "7986 NaN NaN NaN \n", + "8145 NaN NaN NaN \n", + "6788 NaN NaN NaN \n", + "5638 (60.6225 ; 9.6907) NaN NaN \n", + "6010 (59.26837 ; 10.40580) NaN NaN \n", + "5383 (60.5447 ; 5.3519) NaN NaN \n", + "5292 NaN NaN NaN \n", + "8278 NaN NaN NaN \n", + "11349 NaN NaN NaN \n", + "155 6306080.1555677 NaN NaN \n", + "3623 6361193.1671398 NaN NaN \n", + "227 6484310.1466570 NaN NaN \n", + "2630 6639052.1602466 NaN NaN \n", + "3916 6388792.1662000 ja NaN \n", + "11519 NaN NaN NaN \n", + "5706 NaN NaN NaN \n", + "11500 NaN NaN NaN \n", + "9428 NaN NaN NaN \n", + "10918 NaN NaN NaN \n", + "3903 6351461.1670163 NaN NaN \n", + "1872 6595046.1635677 NaN NaN \n", + "6491 NaN NaN NaN \n", + "3596 6353700.1658850 NaN NaN \n", + "6802 NaN NaN NaN \n", + "2000 6608730.1621099 NaN NaN \n", + "11385 NaN NaN NaN \n", + "7493 NaN NaN NaN \n", + "8940 NaN NaN NaN \n", + "3552 6340192.1652342 NaN NaN \n", + "9177 NaN NaN NaN \n", + "578 6473183.1448098 NaN NaN \n", + "10406 NaN NaN NaN \n", + "5480 (61.0775 ; 6.5690) NaN NaN \n", + "3342 NaN NaN NaN \n", + "8043 NaN NaN NaN \n", + "7799 NaN NaN NaN \n", + "9259 NaN NaN NaN \n", + "5813 NaN NaN NaN \n", + "3494 NaN NaN NaN \n", "\n", - " Sockenkod/Fornlämningsnr. \\\n", - "4680 1385 (Uppåkra), 5:1 (grav- och boplatsområde) [objektid=10138500050001] \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 1936 (Häggesled), 12:2 [objektid=10193600120002] \n", - "6089 NaN \n", - "9534 NaN \n", - "3967 170208-15 [Lokalitet/116527] \n", - "2716 0262 (Rasbo), 39:1 (nuv. plats) [objektid=10026200390001], 39:3 (nuv. plats för fragment nr 2) [objektid=10026200390003] \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 120814-164 [Lokalitet/29537] \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 0741 (Nöttja), 9 [objektid=10074100090001] \n", - "8961 NaN \n", - "1913 0002 (Angarn), 73 [objektid=10000200730001] \n", - "2474 0292 (Vårfrukyrka), 167:2 [objektid=10029201670002] \n", - "3152 0080 (Sigtuna), 195 (stadslager) [objektid=10008001950001], 6:2(2) (fyndsamling) [objektid=10008000060002] \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 1936 (Häggesled), 49 [objektid=12000000029372] \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 NaN \n", - "1467 1867 (Brunnhem), 20:1 [objektid=10186700200001] \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 1112 (Sankt Olof), 69 [objektid=10111200690001] \n", - "4827 100701-36 \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 2366 (Mora) \n", - "2338 0247 (Kalmar), 36 [objektid=10024700360001] \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 0282 (Uppsala), 1:4 (nuv. plats) [objektid=10028200010004] \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 0219 (Enköping) \n", - "8758 NaN \n", - "4076 120104 \n", - "3911 0919 (Fröjel), 188 (grav- och boplatsområde) [objektid=11000000000862] \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 1298 (Lund), 73 (stadslager) [objektid=10129800730001] \n", - "2659 0216 (Danmark), 67 [objektid=10021600670001] \n", - "2269 0050 (Malsta), 1:5 [objektid=10005000010005] \n", - "2616 0293 (Vänge) \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 2415 (Hög) \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 060203-160 [Lokalitet/135425] \n", - "10148 NaN \n", - "1825 0088 (Solna), 74 [objektid=10008800740001] \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 0282 (Uppsala), 501 [objektid=10028205010001] \n", - "11184 NaN \n", - "1067 3048 (Västertälje), 22 (Södertälje) [objektid=10009800220001] \n", - "3927 NaN \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 0435 (Hov), 3:3 [objektid=10043500030003] \n", - "2156 0064 (Odensala), 116:3 [objektid=10006401160003] \n", - "3385 2225 (Glanshammar) \n", - "3336 2286 (Haraker), 25 (nuv. plats) [objektid=10228600250001] \n", - "9241 NaN \n", - "2632 0282 (Uppsala), 501:2 [objektid=10028205010002] \n", - "6268 NaN \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 0435 (Hov), 3:1 [objektid=10043500030001] \n", - "1440 1974 (Lindärva), 2:2 [objektid=10197400020002] \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 0120 (Ösmo), 301 [objektid=10012003010001] \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 0257 (Läby), 8:2 [objektid=10025700080002] \n", - "4762 1152 (Åhus) \n", - "10421 NaN \n", - "2422 0233 (Hacksta), 53 (urspr. plats) [objektid=10023300530001], 32 (nuv. plats) [objektid=10023300320001] \n", - "662 0493 (Skänninge), 1 (tidigare 1:5) [objektid=10049300010001], 12 (nuv. plats för två fragment) [objektid=10049300120001] \n", + " Sockenkod/Fornlämningsnr. \\\n", + "8038 NaN \n", + "5759 NaN \n", + "1620 1763 (Sankt Peder), 23 (stadslager) [objektid=10176300230001] \n", + "8172 NaN \n", + "2524 0236 (Hjälsta) \n", + "3795 0969 (Tingstäde), 149:4 [objektid=10096901490004] \n", + "3716 0970 (Tofta) \n", + "9163 NaN \n", + "6096 NaN \n", + "1731 0029 (Hilleshög), 38:7 [objektid=10002900380007] \n", + "4860 1152 (Åhus) \n", + "1777 0091 (Stockholm); 3047 (Spånga), 80 [objektid=10304700800001] \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 NaN \n", + "3168 0080 (Sigtuna), 195 (stadslager) [objektid=10008001950001], 6:2(2) (fyndsamling) [objektid=10008000060002] \n", + "862 0348 (Ludgo), 80:2 [objektid=10034800800002] \n", + "8589 NaN \n", + "6974 NaN \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 0834 (Köping), 168 [objektid=10083401680001] \n", + "3845 0960 (Rute), 77:1(3) (Bunge) (nuv. plats) [objektid=10090300770001] \n", + "6558 NaN \n", + "3394 2154 (Kila) \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 0959 (Rone), 297:4 [objektid=10095902970004] \n", + "1719 0015 (Ekerö) \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 200105-9 [Lokalitet/117574] \n", + "7525 NaN \n", + "4776 1298 (Lund), 73 (stadslager) [objektid=10129800730001] \n", + "10687 NaN \n", + "11191 NaN \n", + "861 0348 (Ludgo), 61:1 [objektid=10034800610001] \n", + "5127 NaN \n", + "560 0461 (Linköping), 268:4 [objektid=10046102680004] \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 NaN \n", + "832 0318 (Eskilstuna), 264 [objektid=10031802640001] \n", + "3833 0932 (Hangvar) \n", + "7901 NaN \n", + "651 0461 (Linköping) \n", + "1966 0019 (Fresta) \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 100107 \n", + "2845 0217 (Dannemora), 65 [objektid=10021700650001] \n", + "3898 0924 (Gerum) \n", + "3575 0964 (Sproge), 65:2 [objektid=10096400650002] \n", + "1867 0104 (Täby), 4:2 [objektid=10010400040002] \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 NaN \n", + "5638 NaN \n", + "6010 NaN \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 0834 (Köping), 168 [objektid=10083401680001] \n", + "3623 0894 (Alskog), 46 [objektid=10089400460001] \n", + "227 0419 (Fornåsa) \n", + "2630 0282 (Uppsala), 501 [objektid=10028205010001] \n", + "3916 0909 (Ekeby) \n", + "11519 NaN \n", + "5706 NaN \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 0955 (När) \n", + "1872 0126B (Östra Ryd), 103 [objektid=10012601030001] \n", + "6491 NaN \n", + "3596 0967 (Stånga) \n", + "6802 NaN \n", + "2000 0085 (Skånela), 112:5 [objektid=10008501120005] \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 0933 (Havdhem) \n", + "9177 NaN \n", + "578 0435 (Hov), 3:1 [objektid=10043500030001] \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 NaN \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 NaN \n", + "3494 NaN \n", "\n", - " Runtyper \\\n", - "4680 NaN \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 NaN \n", - "6089 NaN \n", - "9534 NaN \n", - "3967 NaN \n", - "2716 NaN \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 NaN \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 stungen m-runa \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 NaN \n", - "3152 NaN \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 kortkvist \n", - "1467 NaN \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 NaN \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 NaN \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 NaN \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 NaN \n", - "3911 NaN \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 NaN \n", - "2659 NaN \n", - "2269 NaN \n", - "2616 NaN \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 NaN \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 NaN \n", - "11184 NaN \n", - "1067 NaN \n", - "3927 NaN \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 NaN \n", - "2156 NaN \n", - "3385 NaN \n", - "3336 NaN \n", - "9241 NaN \n", - "2632 NaN \n", - "6268 NaN \n", - "7224 norska \n", - "10882 NaN \n", - "9828 NaN \n", - "618 NaN \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 NaN \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 NaN \n", - "4762 NaN \n", - "10421 NaN \n", - "2422 NaN \n", - "662 NaN \n", + " Runtyper Korsform \\\n", + "8038 NaN NaN \n", + "5759 NaN NaN \n", + "1620 NaN NaN \n", + "8172 NaN NaN \n", + "2524 NaN NaN \n", + "3795 NaN NaN \n", + "3716 NaN NaN \n", + "9163 NaN NaN \n", + "6096 NaN NaN \n", + "1731 NaN NaN \n", + "4860 NaN NaN \n", + "1777 NaN A4; B1; C6, C7; D1; E5; F3; G3, G4 \n", + "9266 NaN NaN \n", + "11447 NaN NaN \n", + "5452 NaN NaN \n", + "3168 t-runan är stupad NaN \n", + "862 NaN A1; B1; 0; D1; 0; F3; 0 \n", + "8589 NaN NaN \n", + "6974 NaN NaN \n", + "11220 NaN NaN \n", + "10067 NaN NaN \n", + "9361 NaN NaN \n", + "5611 NaN NaN \n", + "113 NaN NaN \n", + "3845 NaN NaN \n", + "6558 NaN NaN \n", + "3394 p-runan har formen K NaN \n", + "10449 NaN NaN \n", + "10658 NaN NaN \n", + "3560 NaN NaN \n", + "1719 NaN A4; B1; C1, C8; D4, D5; E2; F3; 0 \n", + "8626 NaN NaN \n", + "3667 NaN NaN \n", + "11266 NaN NaN \n", + "4626 NaN NaN \n", + "7525 NaN NaN \n", + "4776 NaN NaN \n", + "10687 NaN NaN \n", + "11191 NaN NaN \n", + "861 NaN NaN \n", + "5127 NaN NaN \n", + "560 NaN NaN \n", + "8315 NaN NaN \n", + "8272 NaN NaN \n", + "5099 NaN NaN \n", + "832 NaN A2; B1; 0; D1; 0; F3; 0 \n", + "3833 NaN NaN \n", + "7901 NaN NaN \n", + "651 NaN NaN \n", + "1966 NaN NaN \n", + "8057 NaN NaN \n", + "7765 NaN NaN \n", + "7891 NaN NaN \n", + "4099 NaN NaN \n", + "2845 NaN A1; B1; C8, C9; D1; 0; F3 (F4?); 0 \n", + "3898 NaN NaN \n", + "3575 NaN NaN \n", + "1867 NaN A4; B2; C3; D1; E3; F3; 0 \n", + "9861 NaN NaN \n", + "10088 NaN NaN \n", + "11551 NaN NaN \n", + "7986 NaN NaN \n", + "8145 NaN NaN \n", + "6788 NaN NaN \n", + "5638 NaN NaN \n", + "6010 NaN NaN \n", + "5383 NaN NaN \n", + "5292 NaN NaN \n", + "8278 NaN NaN \n", + "11349 NaN NaN \n", + "155 kortkvist-s NaN \n", + "3623 NaN NaN \n", + "227 NaN NaN \n", + "2630 NaN NaN \n", + "3916 NaN NaN \n", + "11519 NaN NaN \n", + "5706 NaN NaN \n", + "11500 NaN NaN \n", + "9428 NaN NaN \n", + "10918 NaN NaN \n", + "3903 NaN NaN \n", + "1872 NaN NaN \n", + "6491 NaN NaN \n", + "3596 NaN NaN \n", + "6802 NaN NaN \n", + "2000 NaN A3; B1; 0; D1; E2; F3; 0 \n", + "11385 NaN NaN \n", + "7493 NaN NaN \n", + "8940 NaN NaN \n", + "3552 NaN NaN \n", + "9177 NaN NaN \n", + "578 NaN NaN \n", + "10406 NaN NaN \n", + "5480 NaN NaN \n", + "3342 NaN NaN \n", + "8043 NaN NaN \n", + "7799 NaN NaN \n", + "9259 NaN NaN \n", + "5813 NaN NaN \n", + "3494 NaN NaN \n", "\n", - " Korsform \\\n", - "4680 NaN \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 NaN \n", - "6089 NaN \n", - "9534 NaN \n", - "3967 NaN \n", - "2716 A1; B1; C8, C9; D1; E1; F3; 0 \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 NaN \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 A1; B1; C9; D1; 0; F2; 0 \n", - "8961 NaN \n", - "1913 A1; B1; C8; D1; 0; F3; 0 \n", - "2474 NaN \n", - "3152 NaN \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 NaN \n", - "1467 NaN \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 NaN \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 A9; B1; 0; 0; 0; F1; 0 & A9; B1; 0; 0; 0; F1; 0 & A3; B1; C10; D4; E3; F3; 0 \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 NaN \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 NaN \n", - "3911 NaN \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 NaN \n", - "2659 A2; B1; C4; D1; E1, E9; F3; G4 \n", - "2269 NaN \n", - "2616 A2 (?); B1; 0; D1; 0; F3; 0 \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 NaN \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 NaN \n", - "11184 NaN \n", - "1067 A1; B1; 0; D3; E4, E7; F3; 0 \n", - "3927 NaN \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 NaN \n", - "2156 NaN \n", - "3385 NaN \n", - "3336 A1; B1; C6, C7; D3; 0; F3; 0 \n", - "9241 NaN \n", - "2632 A1; B1; 0; D1; E7; F3; 0 \n", - "6268 NaN \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 NaN \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 NaN \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 A3; B1; C0; D1; E3; F3; 0 \n", - "4762 NaN \n", - "10421 NaN \n", - "2422 NaN \n", - "662 NaN \n", + " Period/Datering Stilgruppering \\\n", + "8038 NaN NaN \n", + "5759 M efter 1170 NaN \n", + "1620 M 1200-t NaN \n", + "8172 NaN NaN \n", + "2524 V Pr3? \n", + "3795 M senmedeltid? NaN \n", + "3716 M efter 1347 NaN \n", + "9163 NaN NaN \n", + "6096 M 1175-1275 NaN \n", + "1731 V ? \n", + "4860 M NaN \n", + "1777 V Pr3 \n", + "9266 NaN NaN \n", + "11447 NaN NaN \n", + "5452 M s 1100-t NaN \n", + "3168 V/M 1066-1186 NaN \n", + "862 V Pr3? \n", + "8589 NaN NaN \n", + "6974 U 525-560/570 (Imer 2007) NaN \n", + "11220 NaN NaN \n", + "10067 NaN NaN \n", + "9361 NaN NaN \n", + "5611 M 1184 NaN \n", + "113 V NaN \n", + "3845 M senmedeltid NaN \n", + "6558 M NaN \n", + "3394 M ca 1350 NaN \n", + "10449 NaN NaN \n", + "10658 NaN NaN \n", + "3560 V 1000-1150 ? \n", + "1719 V ? \n", + "8626 NaN NaN \n", + "3667 NaN NaN \n", + "11266 NaN NaN \n", + "4626 U 400-650 NaN \n", + "7525 NaN NaN \n", + "4776 M NaN \n", + "10687 NaN NaN \n", + "11191 NaN NaN \n", + "861 V Fp \n", + "5127 M NaN \n", + "560 V NaN \n", + "8315 NaN NaN \n", + "8272 NaN NaN \n", + "5099 M ca 1200 NaN \n", + "832 V Pr2 \n", + "3833 V 1000-t NaN \n", + "7901 NaN NaN \n", + "651 V NaN \n", + "1966 V ? \n", + "8057 NaN NaN \n", + "7765 NaN NaN \n", + "7891 NaN NaN \n", + "4099 M ca 1200 NaN \n", + "2845 V Pr4? \n", + "3898 M NaN \n", + "3575 M 1200-t - 1300-t NaN \n", + "1867 V Pr2 - Pr3 \n", + "9861 NaN NaN \n", + "10088 NaN NaN \n", + "11551 NaN NaN \n", + "7986 NaN NaN \n", + "8145 NaN NaN \n", + "6788 M NaN \n", + "5638 M NaN \n", + "6010 M 1250-1325 NaN \n", + "5383 M NaN \n", + "5292 V RAK \n", + "8278 NaN NaN \n", + "11349 NaN NaN \n", + "155 V NaN \n", + "3623 V ? \n", + "227 V ? \n", + "2630 V Pr4 \n", + "3916 M NaN \n", + "11519 NaN NaN \n", + "5706 M före 1413 NaN \n", + "11500 NaN NaN \n", + "9428 NaN NaN \n", + "10918 NaN NaN \n", + "3903 M 1300-t NaN \n", + "1872 V RAK \n", + "6491 M NaN \n", + "3596 U 375/400-460/470 (Imer 2007) NaN \n", + "6802 M ca 1200 NaN \n", + "2000 V ? \n", + "11385 NaN NaN \n", + "7493 NaN NaN \n", + "8940 NaN NaN \n", + "3552 M NaN \n", + "9177 NaN NaN \n", + "578 V NaN \n", + "10406 NaN NaN \n", + "5480 M NaN \n", + "3342 NaN NaN \n", + "8043 NaN NaN \n", + "7799 NaN NaN \n", + "9259 NaN NaN \n", + "5813 M före 1248 NaN \n", + "3494 NaN NaN \n", "\n", - " Period/Datering Stilgruppering \\\n", - "4680 U 400-650 NaN \n", - "9698 NaN NaN \n", - "11095 NaN NaN \n", - "1404 V ca 1100 NaN \n", - "6089 M 1175-1275 NaN \n", - "9534 NaN NaN \n", - "3967 V Jelling RAK \n", - "2716 V Pr4 \n", - "7982 NaN NaN \n", - "8407 NaN NaN \n", - "8443 NaN NaN \n", - "10419 NaN NaN \n", - "4063 V efter-Jelling RAK \n", - "11521 NaN NaN \n", - "6937 M ca 1300 NaN \n", - "8365 NaN NaN \n", - "8364 NaN NaN \n", - "1222 V RAK \n", - "8961 NaN NaN \n", - "1913 V Pr4 \n", - "2474 V Pr4 \n", - "3152 V/M ca 1100 NaN \n", - "9750 NaN NaN \n", - "7155 M NaN \n", - "1411 V ca 1100 ? \n", - "4462 V 1065-1075 NaN \n", - "7998 NaN NaN \n", - "7295 V NaN \n", - "1467 M 1100-t NaN \n", - "11023 NaN NaN \n", - "6693 NaN NaN \n", - "4765 M NaN \n", - "4827 M NaN \n", - "5218 M NaN \n", - "9218 NaN NaN \n", - "3468 M 1298-99 (dendrokronologisk datering) NaN \n", - "2338 V Pr4? \n", - "5278 M? NaN \n", - "8027 NaN NaN \n", - "11007 NaN NaN \n", - "2645 V Pr3 \n", - "8107 NaN NaN \n", - "10619 NaN NaN \n", - "2468 V ? \n", - "8758 NaN NaN \n", - "4076 V Helnæs-Gørlev RAK \n", - "3911 V 900-t NaN \n", - "5594 M NaN \n", - "8786 NaN NaN \n", - "4772 M NaN \n", - "2659 V KB, Pr2 \n", - "2269 V Pr5 \n", - "2616 V ? \n", - "666 NaN NaN \n", - "7600 NaN NaN \n", - "11631 NaN NaN \n", - "3433 V ? \n", - "8342 NaN NaN \n", - "5636 M NaN \n", - "9866 NaN NaN \n", - "4900 V NaN \n", - "10148 NaN NaN \n", - "1825 V Pr4 \n", - "6180 M 1250-1300 NaN \n", - "9252 NaN NaN \n", - "8090 NaN NaN \n", - "2631 V Pr5? \n", - "11184 NaN NaN \n", - "1067 V Pr3 \n", - "3927 ? NaN \n", - "5346 M NaN \n", - "8927 NaN NaN \n", - "6722 NaN NaN \n", - "5886 NaN NaN \n", - "267 V NaN \n", - "2156 V ? \n", - "3385 V NaN \n", - "3336 V Pr3? \n", - "9241 NaN NaN \n", - "2632 V ? \n", - "6268 M 1100 - b 1200-t NaN \n", - "7224 M m 1100-t NaN \n", - "10882 NaN NaN \n", - "9828 NaN NaN \n", - "618 V NaN \n", - "1440 M 1100-t NaN \n", - "10713 NaN NaN \n", - "8968 NaN NaN \n", - "11141 NaN NaN \n", - "1137 V Pr1 \n", - "9725 NaN NaN \n", - "7001 U 375/400-520/530 (Imer 2007) NaN \n", - "9987 NaN NaN \n", - "6272 M 1100-t NaN \n", - "5335 V första delen av 1000-t RAK \n", - "2609 V Pr4? \n", - "4762 M NaN \n", - "10421 NaN NaN \n", - "2422 V ? \n", - "662 V NaN \n", + " Ristare Materialtyp Material \\\n", + "8038 NaN NaN NaN \n", + "5759 NaN trä trä \n", + "1620 NaN övrigt tegel \n", + "8172 NaN NaN NaN \n", + "2524 Arbjörn (A) [Stille 1999b] sten NaN \n", + "3795 NaN sten NaN \n", + "3716 NaN sten kalksten \n", + "9163 NaN NaN NaN \n", + "6096 NaN trä trä \n", + "1731 NaN sten sandsten \n", + "4860 NaN puts kalkputs \n", + "1777 Visäte (S) sten gnejs \n", + "9266 NaN NaN NaN \n", + "11447 NaN NaN NaN \n", + "5452 NaN trä trä \n", + "3168 NaN ben/horn ben \n", + "862 Finn (S); Kjul (S) sten gråsten \n", + "8589 NaN NaN NaN \n", + "6974 NaN metall bronsförgyllt \n", + "11220 NaN NaN NaN \n", + "10067 NaN NaN NaN \n", + "9361 NaN NaN NaN \n", + "5611 NaN puts kalkputs \n", + "113 NaN sten brunviolett kalksten \n", + "3845 NaN sten kalksten \n", + "6558 NaN övrigt keramik \n", + "3394 NaN metall malm \n", + "10449 NaN NaN NaN \n", + "10658 NaN NaN NaN \n", + "3560 NaN sten kalksten \n", + "1719 NaN sten NaN \n", + "8626 NaN NaN NaN \n", + "3667 NaN NaN NaN \n", + "11266 NaN NaN NaN \n", + "4626 NaN metall guld \n", + "7525 NaN NaN NaN \n", + "4776 NaN ben/horn ben \n", + "10687 NaN NaN NaN \n", + "11191 NaN NaN NaN \n", + "861 NaN sten gråsten \n", + "5127 NaN trä trä \n", + "560 NaN sten kalksten \n", + "8315 NaN NaN NaN \n", + "8272 NaN NaN NaN \n", + "5099 NaN metall NaN \n", + "832 NaN sten gråsten \n", + "3833 NaN sten granit(?) \n", + "7901 NaN NaN NaN \n", + "651 NaN sten kalksten \n", + "1966 NaN sten NaN \n", + "8057 NaN NaN NaN \n", + "7765 NaN NaN NaN \n", + "7891 NaN NaN NaN \n", + "4099 NaN sten granit \n", + "2845 NaN sten NaN \n", + "3898 NaN puts kalkputs \n", + "3575 NaN sten kalksten \n", + "1867 Fot 2 (A) sten granit \n", + "9861 NaN NaN NaN \n", + "10088 NaN NaN NaN \n", + "11551 NaN NaN NaN \n", + "7986 NaN NaN NaN \n", + "8145 NaN NaN NaN \n", + "6788 NaN trä trä \n", + "5638 NaN trä trä \n", + "6010 NaN trä trä \n", + "5383 NaN trä trä \n", + "5292 NaN sten gnejs \n", + "8278 NaN NaN NaN \n", + "11349 NaN NaN NaN \n", + "155 NaN sten brunviolett kalksten \n", + "3623 NaN sten kalksten \n", + "227 NaN sten NaN \n", + "2630 Öpir 1 (S) sten ljus granit \n", + "3916 NaN puts kalkputs \n", + "11519 NaN NaN NaN \n", + "5706 NaN trä trä \n", + "11500 NaN NaN NaN \n", + "9428 NaN NaN NaN \n", + "10918 NaN NaN NaN \n", + "3903 NaN sten NaN \n", + "1872 Gunnar (A) sten gnejsgranit \n", + "6491 NaN trä trä \n", + "3596 NaN sten kalksten \n", + "6802 NaN trä trä \n", + "2000 NaN sten röd jotnisk sandsten \n", + "11385 NaN NaN NaN \n", + "7493 NaN NaN NaN \n", + "8940 NaN NaN NaN \n", + "3552 NaN sten NaN \n", + "9177 NaN NaN NaN \n", + "578 NaN sten kalksten \n", + "10406 NaN NaN NaN \n", + "5480 NaN trä trä \n", + "3342 NaN NaN NaN \n", + "8043 NaN NaN NaN \n", + "7799 NaN NaN NaN \n", + "9259 NaN NaN NaN \n", + "5813 NaN trä trä \n", + "3494 NaN NaN NaN \n", "\n", - " Ristare Materialtyp \\\n", - "4680 NaN metall \n", - "9698 NaN NaN \n", - "11095 NaN NaN \n", - "1404 NaN sten \n", - "6089 NaN sten \n", - "9534 NaN NaN \n", - "3967 NaN sten \n", - "2716 Vigmund (A); Manne (A); Önjut (A) [Källström 2007a:104] sten \n", - "7982 NaN NaN \n", - "8407 NaN NaN \n", - "8443 NaN NaN \n", - "10419 NaN NaN \n", - "4063 Samma som gjort DR 129 sten \n", - "11521 NaN NaN \n", - "6937 NaN trä \n", - "8365 NaN NaN \n", - "8364 NaN NaN \n", - "1222 NaN sten \n", - "8961 NaN NaN \n", - "1913 Öpir 1 (S) sten \n", - "2474 Livsten (S) sten \n", - "3152 NaN ben/horn \n", - "9750 NaN NaN \n", - "7155 NaN sten \n", - "1411 NaN sten \n", - "4462 NaN metall \n", - "7998 NaN NaN \n", - "7295 NaN sten \n", - "1467 NaN sten \n", - "11023 NaN NaN \n", - "6693 NaN NaN \n", - "4765 NaN puts \n", - "4827 NaN puts \n", - "5218 NaN trä \n", - "9218 NaN NaN \n", - "3468 NaN trä \n", - "2338 NaN sten \n", - "5278 NaN sten \n", - "8027 NaN NaN \n", - "11007 NaN NaN \n", - "2645 Fot 2 (A) sten \n", - "8107 NaN NaN \n", - "10619 NaN NaN \n", - "2468 NaN sten \n", - "8758 NaN NaN \n", - "4076 NaN sten \n", - "3911 NaN metall \n", - "5594 NaN sten \n", - "8786 NaN NaN \n", - "4772 NaN ben/horn \n", - "2659 Grim skald (S) sten \n", - "2269 NaN sten \n", - "2616 Grim skald (A) sten \n", - "666 NaN NaN \n", - "7600 NaN NaN \n", - "11631 NaN NaN \n", - "3433 NaN sten \n", - "8342 NaN NaN \n", - "5636 NaN metall \n", - "9866 NaN NaN \n", - "4900 Förmodligen samma som gjort DR AUD1998;302 metall \n", - "10148 NaN NaN \n", - "1825 Öpir 1 (S) sten \n", - "6180 NaN ben/horn \n", - "9252 NaN NaN \n", - "8090 NaN NaN \n", - "2631 Likbjörn (A) sten \n", - "11184 NaN NaN \n", - "1067 Östen 1 (S) sten \n", - "3927 NaN sten \n", - "5346 NaN metall \n", - "8927 NaN NaN \n", - "6722 NaN NaN \n", - "5886 NaN NaN \n", - "267 NaN sten \n", - "2156 NaN sten \n", - "3385 NaN sten \n", - "3336 Litle (A) sten \n", - "9241 NaN NaN \n", - "2632 NaN sten \n", - "6268 NaN ben/horn \n", - "7224 NaN sten \n", - "10882 NaN NaN \n", - "9828 NaN NaN \n", - "618 NaN sten \n", - "1440 NaN sten \n", - "10713 NaN NaN \n", - "8968 NaN NaN \n", - "11141 NaN NaN \n", - "1137 NaN sten \n", - "9725 NaN NaN \n", - "7001 NaN sten \n", - "9987 NaN NaN \n", - "6272 NaN ben/horn \n", - "5335 NaN sten \n", - "2609 NaN sten \n", - "4762 NaN puts \n", - "10421 NaN NaN \n", - "2422 NaN sten \n", - "662 NaN sten \n", + " Föremål \\\n", + "8038 NaN \n", + "5759 märklapp \n", + "1620 tegelstensfragment \n", + "8172 NaN \n", + "2524 runsten \n", + "3795 fragment av runsten eller gravhäll \n", + "3716 gravhäll \n", + "9163 NaN \n", + "6096 pinne \n", + "1731 fragment av runsten \n", + "4860 putsinskrift \n", + "1777 runsten \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 träinskrift \n", + "3168 runben, revben \n", + "862 runsten \n", + "8589 NaN \n", + "6974 spänne \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 putsinskrift \n", + "113 fragment av runsten \n", + "3845 gravhäll \n", + "6558 handtag till kruka \n", + "3394 kyrkklocka \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 fragment av bildsten med runor \n", + "1719 runsten \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 brakteat (B-typ) \n", + "7525 NaN \n", + "4776 runben [14] \n", + "10687 NaN \n", + "11191 NaN \n", + "861 runsten \n", + "5127 stavkyrkegrafitti \n", + "560 fragment av gravhäll, sidohäll(?) \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 kyrkklocka \n", + "832 runsten \n", + "3833 bryne \n", + "7901 NaN \n", + "651 2 fragment av gravhäll \n", + "1966 runsten \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 dopfunt \n", + "2845 fragment av runsten \n", + "3898 putsinskrift \n", + "3575 gravhäll \n", + "1867 runsten \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 fyrkantig pinne \n", + "5638 träinskrift \n", + "6010 runkavel \n", + "5383 träinskrift \n", + "5292 runsten \n", + "8278 NaN \n", + "11349 NaN \n", + "155 fragment av runsten \n", + "3623 bildsten med runor \n", + "227 fragment av runsten \n", + "2630 runsten \n", + "3916 putsinskrift \n", + "11519 NaN \n", + "5706 bottnen till ett laggkärl \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 inskrift på stenvägg \n", + "1872 runsten \n", + "6491 fyrkantig pinne \n", + "3596 sidohäll i gravkista \n", + "6802 fyrkantig pinne \n", + "2000 runsten \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 gravhäll \n", + "9177 NaN \n", + "578 fragment av gravhäll \n", + "10406 NaN \n", + "5480 träinskrift \n", + "3342 NaN \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 märklapp \n", + "3494 NaN \n", "\n", - " Material \\\n", - "4680 guld \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 kalksten \n", - "6089 täljsten \n", - "9534 NaN \n", - "3967 granit \n", - "2716 ljus gråröd granit \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 granit \n", - "11521 NaN \n", - "6937 trä \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 gnejs av olika skikt \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 rödaktig granit \n", - "3152 ben \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 kalksten \n", - "4462 silver \n", - "7998 NaN \n", - "7295 NaN \n", - "1467 sandsten \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 kalkputs \n", - "4827 kalkputs \n", - "5218 trä \n", - "9218 NaN \n", - "3468 trä \n", - "2338 röd sandsten \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 ljusgrå granit med ljusröda skiftningar \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 granit \n", - "3911 brons \n", - "5594 skiffer \n", - "8786 NaN \n", - "4772 ben \n", - "2659 röd granit \n", - "2269 röd sandsten \n", - "2616 NaN \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 bly \n", - "9866 NaN \n", - "4900 bly \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 ben \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 finkornig granit \n", - "11184 NaN \n", - "1067 NaN \n", - "3927 mörk grönsten \n", - "5346 bly \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 kalksten \n", - "2156 NaN \n", - "3385 gråblå kalksten \n", - "3336 granit \n", - "9241 NaN \n", - "2632 granit \n", - "6268 ben \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 kalksten \n", - "1440 sandsten \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 gnejsgranit \n", - "9725 NaN \n", - "7001 gnejs \n", - "9987 NaN \n", - "6272 nötkreatur \n", - "5335 NaN \n", - "2609 rödgrå granit \n", - "4762 kalkputs \n", - "10421 NaN \n", - "2422 grå sandsten \n", - "662 ljusgrå kalksten \n", + " Övrigt \\\n", + "8038 NaN \n", + "5759 NaN \n", + "1620 NaN \n", + "8172 NaN \n", + "2524 NaN \n", + "3795 NaN \n", + "3716 På samma gravhäll finns G 195. Även majuskelinskrift. \n", + "9163 NaN \n", + "6096 NaN \n", + "1731 Eventuellt en bit av U 24. \n", + "4860 Runor och runliknande tecken utan språklig mening. \n", + "1777 NaN \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 NaN \n", + "3168 Fyndnr 6931. \n", + "862 NaN \n", + "8589 NaN \n", + "6974 Runorna finns på baksidan av spännet. \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 NaN \n", + "3845 NaN \n", + "6558 NaN \n", + "3394 latininskrift \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 Det fanns rester av röd färg i runorna. \n", + "1719 NaN \n", + "8626 NaN \n", + "3667 Bytt signum: G 153B \n", + "11266 NaN \n", + "4626 Tidigare signum: DR BR8 \n", + "7525 NaN \n", + "4776 NaN \n", + "10687 NaN \n", + "11191 NaN \n", + "861 NaN \n", + "5127 NaN \n", + "560 NaN \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 NaN \n", + "832 Runföljden (s)krim(i) uppfattas av Wessén (SRI 3, s. 393) snarare som (u)krim(i), är dock uppfört under Skrimi i registret s. 423. \n", + "3833 NaN \n", + "7901 NaN \n", + "651 Hittades ej av Nordén. \n", + "1966 Dold under rappningen. \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 NaN \n", + "2845 NaN \n", + "3898 Ristningen är överkalkad och svår att följa, har bestått av ett 15-tal runor. \n", + "3575 NaN \n", + "1867 NaN \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 NaN \n", + "5638 NaN \n", + "6010 Inskriften gjord av tre eller fyra olka ristare. Spår av tidigare inskrifter kan skönjas. \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 Reliefhuggen, svart färg på ytan och i runor. \n", + "3623 NaN \n", + "227 Tre fragment nämns av Nordenskjöld, ett avbildas, rent ornamental. Se även Ög 36B. I fornlämningsregistret, Raä 17:2, har ristningen med signum Ög HedvallMenander145 identifierats som Ög 36, detta kan dock inte avgöras. \n", + "2630 NaN \n", + "3916 NaN \n", + "11519 NaN \n", + "5706 NaN \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 NaN \n", + "1872 NaN \n", + "6491 NaN \n", + "3596 NaN \n", + "6802 NaN \n", + "2000 NaN \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 NaN \n", + "9177 NaN \n", + "578 NaN \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 Passar ihop med Vs 27. \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 NaN \n", + "3494 NaN \n", "\n", - " Föremål \\\n", - "4680 brakteat (A-typ) \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 gravhäll \n", - "6089 sten \n", - "9534 NaN \n", - "3967 fragment av runsten \n", - "2716 fragment av runsten \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 runsten \n", - "11521 NaN \n", - "6937 amulett \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 runsten \n", - "8961 NaN \n", - "1913 berghäll \n", - "2474 runsten \n", - "3152 runben, revben \n", - "9750 NaN \n", - "7155 gravhäll \n", - "1411 fragment av gravhäll \n", - "4462 mynt \n", - "7998 NaN \n", - "7295 fragment av stenkors \n", - "1467 gravhäll \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 putsinskrift \n", - "4827 putsinskrift \n", - "5218 monstrans \n", - "9218 NaN \n", - "3468 träinskrift \n", - "2338 7 fragment av runsten \n", - "5278 berghäll \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 runsten \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 fragment av runsten \n", - "8758 NaN \n", - "4076 runsten \n", - "3911 spännbuckla i form av djurhuvud \n", - "5594 runsten \n", - "8786 NaN \n", - "4772 runben, revben [12] \n", - "2659 runsten \n", - "2269 fragment av runsten \n", - "2616 runsten \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 fragment av runsten \n", - "8342 NaN \n", - "5636 platta, amulett \n", - "9866 NaN \n", - "4900 bleck (amulett) \n", - "10148 NaN \n", - "1825 fragment av runsten \n", - "6180 runben \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 runsten \n", - "11184 NaN \n", - "1067 berghäll \n", - "3927 skafthålsyxa \n", - "5346 kors \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 gravhäll \n", - "2156 berghäll \n", - "3385 ristad sten \n", - "3336 runsten \n", - "9241 NaN \n", - "2632 runsten \n", - "6268 runben, revben \n", - "7224 gravkummel \n", - "10882 NaN \n", - "9828 NaN \n", - "618 fragment av gravhäll \n", - "1440 gravhäll, gavelsten \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 runsten \n", - "9725 NaN \n", - "7001 runsten \n", - "9987 NaN \n", - "6272 runben, revben, fragment \n", - "5335 runsten \n", - "2609 runsten \n", - "4762 putsinskrift \n", - "10421 NaN \n", - "2422 fragment av runsten \n", - "662 3 fragment av gravhäll \n", + " Alternativt signum \\\n", + "8038 NaN \n", + "5759 N B555 \n", + "1620 NaN \n", + "8172 NaN \n", + "2524 L 766 \n", + "3795 NaN \n", + "3716 NaN \n", + "9163 NaN \n", + "6096 N 879 \n", + "1731 NaN \n", + "4860 NaN \n", + "1777 B 150; L 379 \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 NaN \n", + "3168 NaN \n", + "862 B 1146; L 871 \n", + "8589 NaN \n", + "6974 NaN \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 NaN \n", + "3845 NaN \n", + "6558 NaN \n", + "3394 L 1981 \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 NaN \n", + "1719 B 279; L 357 \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 DR BR8 \n", + "7525 NaN \n", + "4776 NaN \n", + "10687 NaN \n", + "11191 NaN \n", + "861 B 808; L 869 \n", + "5127 NaN \n", + "560 NaN \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 NaN \n", + "832 L 972 \n", + "3833 NaN \n", + "7901 NaN \n", + "651 NaN \n", + "1966 L 407 \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 NaN \n", + "2845 NaN \n", + "3898 NaN \n", + "3575 L 1775 \n", + "1867 B 119; L 645 \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 NaN \n", + "5638 NaN \n", + "6010 NaN \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 NaN \n", + "3623 NaN \n", + "227 NaN \n", + "2630 B 414; L 101 \n", + "3916 NaN \n", + "11519 NaN \n", + "5706 N B7 \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 NaN \n", + "1872 NaN \n", + "6491 NaN \n", + "3596 NaN \n", + "6802 NaN \n", + "2000 B 44; L 481 \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 L 1781 \n", + "9177 NaN \n", + "578 NaN \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 NaN \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 N B527 \n", + "3494 NaN \n", "\n", - " Övrigt \\\n", - "4680 NaN \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 Har sannolikt utgjort ena gavelhällen jämte Vg 21. \n", - "6089 NaN \n", - "9534 NaN \n", - "3967 NaN \n", - "2716 NaN \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 NaN \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 NaN \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 Parsten till U 766. \n", - "3152 NaN \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 Tidigare signum: Br Olsen;208A \n", - "1467 Osäkert om det är riktiga runor. \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 NaN \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 På baksidan finns ett kors. \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 Prydd med trikvetra. \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 Troligen ristad av en norrman eller svensk. \n", - "3911 Påträffad i grav 9/89. \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 Futharkinskrift. \n", - "2659 NaN \n", - "2269 NaN \n", - "2616 Flyttades till Uppsala, vid Gamla torget. Fyra fragment, varav ett utan ristning, återfanns 1990, tre har sammanfogats. \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 Nonsensinskrift. \n", - "9866 NaN \n", - "4900 NaN \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 Nu åter dold under golvplattorna \n", - "11184 NaN \n", - "1067 NaN \n", - "3927 Tidigare signum: X SvFv1988;247 \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 NaN \n", - "2156 NaN \n", - "3385 Delvis reliefhuggen. \n", - "3336 NaN \n", - "9241 NaN \n", - "2632 Delvis täckt av golvplattor och pelare. \n", - "6268 Kan inte återfinnas i museisamlingarna. \n", - "7224 Tidigare signum: Br Barnes1. \n", - "10882 NaN \n", - "9828 NaN \n", - "618 NaN \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 Påträffades 1939. \n", - "9725 NaN \n", - "7001 Läses från höger till vänster. \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 NaN \n", - "4762 NaN \n", - "10421 NaN \n", - "2422 NaN \n", - "662 NaN \n", - "\n", - " Alternativt signum \\\n", - "4680 NaN \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 L 1581 \n", - "6089 N 874 \n", - "9534 NaN \n", - "3967 L 1542 \n", - "2716 B 534; L 295 \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 L 1504, L 1514 \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 B 1009; L 1268 \n", - "8961 NaN \n", - "1913 B 96; L 474 \n", - "2474 B 644; L 718 \n", - "3152 NaN \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 Br Olsen;208A \n", - "1467 B 948; L 1690 \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 NaN \n", - "5218 L 1965 \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 NaN \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 NaN \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 L 716 \n", - "8758 NaN \n", - "4076 L 1532 \n", - "3911 NaN \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 NaN \n", - "2659 B 405; L 215 \n", - "2269 NaN \n", - "2616 B 415, B 417; L 109 \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 NaN \n", - "10148 NaN \n", - "1825 B 142; L 368 \n", - "6180 NaN \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 B 422; L 102 \n", - "11184 NaN \n", - "1067 NaN \n", - "3927 X SvFv1988;247 \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 NaN \n", - "2156 NaN \n", - "3385 NaN \n", - "3336 L 1004 \n", - "9241 NaN \n", - "2632 B 425; L 103 \n", - "6268 NaN \n", - "7224 Br Barnes1 \n", - "10882 NaN \n", - "9828 NaN \n", - "618 NaN \n", - "1440 B 982; L 1616 \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 NaN \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 NaN \n", - "4762 NaN \n", - "10421 NaN \n", - "2422 NaN \n", - "662 NaN \n", - "\n", - " Referens \\\n", - "4680 RGA-E 40:972; $=Imer 2007,2:432; http://runer.ku.dk/VisGenstand.aspx?Titel=Upp%c3%a5kra-brakteat_2; \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 NaN \n", - "6089 N 874 (manus till NIyR bind 7 av J.R. Hagland) \n", - "9534 NaN \n", - "3967 $=Moltke 1958:183 (Jon Skonvig og de andre runetegnere. Bibl. Arnam. Suppl. vol. 1-2; DK nr.: SJy 3, http://runer.ku.dk/VisGenstand.aspx?Titel=S%c3%b8nder_Vilstrup-sten \n", - "2716 $=Fv 1969:302, http://fornvannen.se/pdf/1960talet/1969_297.pdf \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 DK nr.: NJy 71, http://runer.ku.dk/VisGenstand.aspx?Titel=%c3%85rs-sten \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 $=Kronobergsboken 2008:192f \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 NaN \n", - "3152 $=Gustavson 2010; $=Källström 2012e; Sl 62; http://urn.nb.no/URN:NBN:no-44954 \n", - "9750 NaN \n", - "7155 RunaIslandi22 \n", - "1411 NaN \n", - "4462 http://runer.ku.dk/VisGenstand.aspx?Titel=Runem%c3%b8nt,_DR_M%c3%b8nt_25 \n", - "7998 NaN \n", - "7295 $=Page 1983; Kermode 75 \n", - "1467 NaN \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 DK nr.: Sk 2, http://runer.ku.dk/VisGenstand.aspx?Titel=Sankt_Olofs_kyrka-kalkristning \n", - "4827 DK nr.: NJy 29, http://runer.ku.dk/VisGenstand.aspx?Titel=Aggersborg-kalkristning_11 \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 $=Larsson 2001 \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 NaN \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 DK nr.: NJy 47, http://runer.ku.dk/VisGenstand.aspx?Titel=Gunderup-sten_2 \n", - "3911 NaN \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 DK nr.: SkL 36, http://runer.ku.dk/VisGenstand.aspx?Titel=Lund-benstykke_12 \n", - "2659 NaN \n", - "2269 NaN \n", - "2616 $=Fv 1993 s. 237, http://fornvannen.se/pdf/1990talet/1993_223.pdf; $=ATA Dnr 322-4035-2010, http://kulturarvsdata.se/raa/samla/html/6410 \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 $=Läst efter teckning i ATA, (återgiven i Holmstedt 1988 s. 36) \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 $=Stoklund 2003a:867; DK nr.: Bh 18, http://runer.ku.dk/VisGenstand.aspx?Titel=Pedersker-blyamulet_1; NOR 1997:7f, http://urn.nb.no/URN:NBN:no-44956 \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 Gosling 1989; databas Oslo \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 $=Fv 1973:195, http://fornvannen.se/pdf/1970talet/1973_185.pdf \n", - "11184 NaN \n", - "1067 $=Fältex. A; $=ATA Dnr 322-1467-2011 \n", - "3927 http://fornvannen.se/pdf/1980talet/1988_234.pdf \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 Manus till NIyR bind 7 av J.R. Hagland \n", - "267 $=Hov 3 s. 17; HedvallMenander174 \n", - "2156 NaN \n", - "3385 NaN \n", - "3336 $=Salberger 1989b, Williams 1990:69f \n", - "9241 NaN \n", - "2632 $=Lagman 1990:47f \n", - "6268 NOR 1989:8, http://urn.nb.no/URN:NBN:no-44876 \n", - "7224 NaN \n", - "10882 NaN \n", - "9828 NaN \n", - "618 HedvallMenander186 \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 http://fornvannen.se/pdf/1940talet/1948_282.pdf; $=Salberger 1978:113ff \n", - "9725 NaN \n", - "7001 NIæR 49; \n", - "9987 NaN \n", - "6272 NOR 1989:7, http://urn.nb.no/URN:NBN:no-44876 \n", - "5335 NaN \n", - "2609 NaN \n", - "4762 $=RunLab; DK nr.: Sk 107, http://runer.ku.dk/VisGenstand.aspx?Titel=%C3%85hus-kalkristning_10 \n", - "10421 NaN \n", - "2422 NaN \n", - "662 HedvallMenander74, 84, 86 \n", + " Referens \\\n", + "8038 NaN \n", + "5759 B555 \n", + "1620 NaN \n", + "8172 NaN \n", + "2524 NaN \n", + "3795 NaN \n", + "3716 NaN \n", + "9163 NaN \n", + "6096 N 879 (manus till NIyR bind 7 av J.R. Hagland) \n", + "1731 NaN \n", + "4860 NaN \n", + "1777 NaN \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 $=NOR 1990:21, http://urn.nb.no/URN:NBN:no-44877 \n", + "3168 $=Sl 84 (version 0.1); http://urn.nb.no/URN:NBN:no-44958 \n", + "862 $=SRI 3 plansch 64, Källström 2007a:362 \n", + "8589 NaN \n", + "6974 $=Grønvik 1987:50-60; \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 ATA Dnr 3430/57 nr 69; BN 161 \n", + "3845 S 12; Snædal 2002:177f \n", + "6558 NaN \n", + "3394 NaN \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 NaN \n", + "1719 NaN \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 DR BR8; KJ 105; http://runer.ku.dk/VisGenstand.aspx?Titel=Skodborg-brakteat; http://digi20.digitale-sammlungen.de/en/fs1/object/display/bsb00042601_00277.html; \n", + "7525 NaN \n", + "4776 DK nr.: SkL 43, http://runer.ku.dk/VisGenstand.aspx?Titel=Lund-benstykke_14 \n", + "10687 NaN \n", + "11191 NaN \n", + "861 NaN \n", + "5127 NaN \n", + "560 NaN \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 NaN \n", + "832 NaN \n", + "3833 NaN \n", + "7901 NaN \n", + "651 NaN \n", + "1966 NaN \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 DK nr.: NJy 4, http://runer.ku.dk/VisGenstand.aspx?Titel=Lyngby-font \n", + "2845 NaN \n", + "3898 NaN \n", + "3575 $=Snædal 2002:122; $=Fältex. C, plansch 29 \n", + "1867 NaN \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 NaN \n", + "5638 NaN \n", + "6010 Gosling 1989; $=databas Oslo \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 ATA Dnr 3430/57 nr 34; BN 103 \n", + "3623 $=Snædal 2002:52f \n", + "227 HedvallMenander445 \n", + "2630 $=Fv 1973:196, http://fornvannen.se/pdf/1970talet/1973_185.pdf; $=Quak 1978:24f, Williams 1990:104; §Q: $=Bianchi 2010:109 \n", + "3916 NaN \n", + "11519 NaN \n", + "5706 B7 \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 NOR 1995 s. 18, http://urn.nb.no/URN:NBN:no-44955; Snædal 2002:141 \n", + "1872 $=Stroh-Wollin 2011 \n", + "6491 NaN \n", + "3596 KJ 1; \n", + "6802 NaN \n", + "2000 NaN \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 NaN \n", + "9177 NaN \n", + "578 HedvallMenander220 \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 Vs 27 \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 B527 \n", + "3494 NaN \n", "\n", " Bildlänk \n", - "4680 NaN \n", - "9698 NaN \n", - "11095 NaN \n", - "1404 NaN \n", - "6089 NaN \n", - "9534 NaN \n", - "3967 NaN \n", - "2716 NaN \n", - "7982 NaN \n", - "8407 NaN \n", - "8443 NaN \n", - "10419 NaN \n", - "4063 NaN \n", - "11521 NaN \n", - "6937 NaN \n", - "8365 NaN \n", - "8364 NaN \n", - "1222 NaN \n", - "8961 NaN \n", - "1913 NaN \n", - "2474 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u767&showthumbnails=true \n", - "3152 NaN \n", - "9750 NaN \n", - "7155 NaN \n", - "1411 NaN \n", - "4462 NaN \n", - "7998 NaN \n", - "7295 NaN \n", - "1467 NaN \n", - "11023 NaN \n", - "6693 NaN \n", - "4765 NaN \n", - "4827 NaN \n", - "5218 NaN \n", - "9218 NaN \n", - "3468 NaN \n", - "2338 NaN \n", - "5278 NaN \n", - "8027 NaN \n", - "11007 NaN \n", - "2645 NaN \n", - "8107 NaN \n", - "10619 NaN \n", - "2468 NaN \n", - "8758 NaN \n", - "4076 NaN \n", - "3911 NaN \n", - "5594 NaN \n", - "8786 NaN \n", - "4772 NaN \n", - "2659 NaN \n", - "2269 NaN \n", - "2616 NaN \n", - "666 NaN \n", - "7600 NaN \n", - "11631 NaN \n", - "3433 NaN \n", - "8342 NaN \n", - "5636 NaN \n", - "9866 NaN \n", - "4900 NaN \n", - "10148 NaN \n", - "1825 NaN \n", - "6180 http://www.khm.uio.no/tema/utstillingsarkiv/kyss-meg/8_middelalderbyene.html \n", - "9252 NaN \n", - "8090 NaN \n", - "2631 NaN \n", - "11184 NaN \n", - "1067 http://kmb.raa.se/cocoon/bild/object_list_simple?query=Sö344&showthumbnails=true \n", - "3927 NaN \n", - "5346 NaN \n", - "8927 NaN \n", - "6722 NaN \n", - "5886 NaN \n", - "267 NaN \n", - "2156 NaN \n", - "3385 NaN \n", - "3336 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=Vs22&showthumbnails=true \n", - "9241 NaN \n", - "2632 NaN \n", - "6268 NaN \n", - "7224 http://www.kms.raa.se/cocoon/bild/show-image.html?id=16000300014403 \n", - "10882 NaN \n", - "9828 NaN \n", - "618 NaN \n", - "1440 NaN \n", - "10713 NaN \n", - "8968 NaN \n", - "11141 NaN \n", - "1137 NaN \n", - "9725 NaN \n", - "7001 NaN \n", - "9987 NaN \n", - "6272 NaN \n", - "5335 NaN \n", - "2609 NaN \n", - "4762 NaN \n", - "10421 NaN \n", - "2422 NaN \n", - "662 NaN " + "8038 NaN \n", + "5759 http://www.nb.no/baser/runer/runebilder/b555.jpg \n", + "1620 NaN \n", + "8172 NaN \n", + "2524 NaN \n", + "3795 NaN \n", + "3716 NaN \n", + "9163 NaN \n", + "6096 NaN \n", + "1731 NaN \n", + "4860 NaN \n", + "1777 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u74&showthumbnails=true \n", + "9266 NaN \n", + "11447 NaN \n", + "5452 NaN \n", + "3168 NaN \n", + "862 NaN \n", + "8589 NaN \n", + "6974 NaN \n", + "11220 NaN \n", + "10067 NaN \n", + "9361 NaN \n", + "5611 NaN \n", + "113 NaN \n", + "3845 NaN \n", + "6558 http://www.nb.no/baser/runer/runebilder/Bfoto-250.JPG \n", + "3394 NaN \n", + "10449 NaN \n", + "10658 NaN \n", + "3560 http://kulturarvsdata.se/shm/media/html/24123 \n", + "1719 NaN \n", + "8626 NaN \n", + "3667 NaN \n", + "11266 NaN \n", + "4626 http://digi20.digitale-sammlungen.de/de/fs1/object/display/bsb00042600_00224.html \n", + "7525 NaN \n", + "4776 NaN \n", + "10687 NaN \n", + "11191 NaN \n", + "861 http://kmb.raa.se/cocoon/bild/object_list_simple?query=Sö138&showthumbnails=true \n", + "5127 NaN \n", + "560 NaN \n", + "8315 NaN \n", + "8272 NaN \n", + "5099 NaN \n", + "832 NaN \n", + "3833 NaN \n", + "7901 NaN \n", + "651 NaN \n", + "1966 NaN \n", + "8057 NaN \n", + "7765 NaN \n", + "7891 NaN \n", + "4099 NaN \n", + "2845 NaN \n", + "3898 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G376&showthumbnails=true \n", + "3575 NaN \n", + "1867 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u164&showthumbnails=true \n", + "9861 NaN \n", + "10088 NaN \n", + "11551 NaN \n", + "7986 NaN \n", + "8145 NaN \n", + "6788 http://www.nb.no/baser/runer/runebilder/b485.jpg \n", + "5638 NaN \n", + "6010 NaN \n", + "5383 NaN \n", + "5292 NaN \n", + "8278 NaN \n", + "11349 NaN \n", + "155 NaN \n", + "3623 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G110&showthumbnails=true \n", + "227 NaN \n", + "2630 NaN \n", + "3916 NaN \n", + "11519 NaN \n", + "5706 http://www.nb.no/baser/runer/runebilder/b007.jpg \n", + "11500 NaN \n", + "9428 NaN \n", + "10918 NaN \n", + "3903 NaN \n", + "1872 NaN \n", + "6491 http://www.nb.no/baser/runer/runebilder/b178.jpg \n", + "3596 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=G88&showthumbnails=true \n", + "6802 http://www.nb.no/baser/runer/runebilder/b501.jpg \n", + "2000 http://www.kms.raa.se/cocoon/bild/object_list_simple?query=u296&showthumbnails=true \n", + "11385 NaN \n", + "7493 NaN \n", + "8940 NaN \n", + "3552 NaN \n", + "9177 NaN \n", + "578 NaN \n", + "10406 NaN \n", + "5480 NaN \n", + "3342 NaN \n", + "8043 NaN \n", + "7799 NaN \n", + "9259 NaN \n", + "5813 http://www.nb.no/baser/runer/runebilder/b527.jpg \n", + "3494 NaN " ] }, "execution_count": 14, @@ -5910,8 +5509,8 @@ "Sigtuna 141\n", "Köpings sn 87\n", "Lund 82\n", - "Oslo 68\n", "Hovs sn 68\n", + "Oslo 68\n", "? 60\n", "Sankt Peders sn 52\n", "Borgund sn 50\n", @@ -5920,40 +5519,40 @@ "Täby sn 39\n", "Bälinge sn 38\n", "Skånela sn 37\n", - "Hammarby sn 36\n", "Tønsberg 36\n", + "Hammarby sn 36\n", "Spånga sn 35\n", "Skänninge 34\n", "Lom sn 32\n", - "Stadt Schleswig 29\n", "Eds sn 29\n", + "Stadt Schleswig 29\n", "Väversunda sn 27\n", "Solvorn sn 26\n", "Vik sn 25\n", "Össeby-Garns sn 25\n", "Hulterstads sn 23\n", - "Linköping 22\n", "Sorunda sn 22\n", + "Linköping 22\n", "Skepptuna sn 21\n", "Norrsunda sn 21\n", - "Husby-Lyhundra sn (nu Husby-Sjuhundra) 20\n", "Fresta sn 20\n", + "Husby-Lyhundra sn (nu Husby-Sjuhundra) 20\n", "Runtuna sn 20\n", "Adelsö sn 20\n", - "Stoby sn 19\n", "Österhaninge sn 19\n", - "Skoklosters sn 18\n", - "Odensala sn 18\n", + "Stoby sn 19\n", "Kaupanger sn 18\n", - "Balingsta sn 18\n", + "Odensala sn 18\n", + "Skoklosters sn 18\n", "Bykle sn 18\n", + "Balingsta sn 18\n", "Björklinge sn 17\n", "Åhus sn 16\n", "Vaksala sn 16\n", - "Högby sn 15\n", "Skuttunge sn 15\n", - "Ytterselö sn 14\n", - "Gamla Uppsala sn (nu Uppsala) 14\n", + "Högby sn 15\n", + "Visby 14\n", + "Ludgo sn 14\n", "Häggeby sn 14\n", "Name: Socken, dtype: int64" ] @@ -5970,6 +5569,308 @@ "rundatadf[\"Socken\"].value_counts()[1:50] \n" ] }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Öpir 1 (S) 43\n", + "Balle (A) 37\n", + "Gunnar (A) 31\n", + "Åsmund (A) 31\n", + "Öpir 1 (A) 29\n", + "Visäte (A) 24\n", + "Traen (A) 22\n", + "Balle (S) 21\n", + "Halvdan (A) 17\n", + "Erik (A) 16\n", + "Åsmund (S) 15\n", + "Arbjörn (A) 13\n", + "Jakob Rød 12\n", + "Balle (A) [Stille 1999b] 11\n", + "Livsten (A) 10\n", + "Tore 1 (A) 9\n", + "Amunde (A) 8\n", + "Torbjörn 2 (A) 8\n", + "Visäte (S) 7\n", + "Björn 2 eller -björn (A) 6\n", + "Likbjörn (A) 6\n", + "Grim skald (A) 6\n", + "(Öpir 1 (A)) [ej Öpir, Åhlén 1997] 5\n", + "Torbjörn 2 (A) [Stille 1999b] 5\n", + "Fot 2 (S) 5\n", + "Livsten (S) 5\n", + "Vidbjörn (A) [Stille 1999b:139] 5\n", + "Sven 1 (S) 4\n", + "Ulv i Borresta (A); Gunnar (A) 4\n", + "Litle (A) 4\n", + "Hägvid (A) 4\n", + "Amunde (S) 4\n", + "Likbjörn (S) 4\n", + "Alrik (A); Äskil 2 (A) 4\n", + "Torbjörn skald (S) 4\n", + "Tidkume (S) 4\n", + "Öpir 1 (A) [ej Öpir, Åhlén 1997] 4\n", + "Åsmund (A); Torfast (A) 4\n", + "Torsten (A) [Källström 2007a:269] 4\n", + "Torfast (A); Åsmund (A) 4\n", + "Troligen Hunnestad-ristaren 4\n", + "Åsmund (L) 4\n", + "Fot 2 (A); Ärnfast (A) 3\n", + "Äsbjörn (A) [Källström 1997] 3\n", + "Äskil 2 (A) [Stille 1999b] 3\n", + "Tidkume (A) [Stille 1999b] 3\n", + "Gudfast (S) 3\n", + "Ingulv (S) 3\n", + "Ovan ristare. 3\n", + "Name: Ristare, dtype: int64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rundatadf[\"Ristare\"].value_counts()[1:50] " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "norska 33\n", + "kortkvist-s 12\n", + "stungen m-runa 9\n", + "Helnæs-Gørlev 9\n", + "kvistrunor 7\n", + "långkvist 6\n", + "långkvist och lönnrunor (kvistrunor) 6\n", + "stavlösa 6\n", + "vändrunor 6\n", + "långkvist och stavlösa 5\n", + "runliknande tecken 5\n", + "urnordiska 3\n", + "stungna u-runor (Y) 3\n", + "kortkvist (utom s) 3\n", + "grönländsk r-runa 2\n", + "p-runan har formen K 2\n", + "o-runan har dubbelsidig bistav 2\n", + "f-runan spegelvänd 2\n", + "knutrunor 2\n", + "långkvist och korsformig bindruna 2\n", + "kortkvist-R 2\n", + "kortkvist, dock ej b 2\n", + "tre bindrunor i <þat> 2\n", + "spegelvänd k-runa 2\n", + "kortkvist/långkvist 2\n", + "långkvist, samstavsrunor och lönnrunor (kvistrunor) 2\n", + "stuprunor 2\n", + "lönnrunor på sida B 1\n", + "y-runan är en u-runa försedd med streck 1\n", + "Namnet Eiríkr ristat med lönnrunor. 1\n", + "speciell ð-runa 1\n", + "bindrunans red-runa av grönländsk typ; d-runan med ring 1\n", + 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--git a/SKBLBarpublished.png b/SKBLBarpublished.png index a549d58..30bfc24 100644 Binary files a/SKBLBarpublished.png and b/SKBLBarpublished.png differ diff --git a/SKBLPiepublished.png b/SKBLPiepublished.png index 3c71f79..07f729c 100644 Binary files a/SKBLPiepublished.png and b/SKBLPiepublished.png differ diff --git a/SKBLSBLfemale.png b/SKBLSBLfemale.png index 530c7f9..33cc44d 100644 Binary files a/SKBLSBLfemale.png and b/SKBLSBLfemale.png differ diff --git a/Svenskt Kvinnobiografiskt lexikon part 3.ipynb b/Svenskt Kvinnobiografiskt lexikon part 3.ipynb index 9557398..968c445 100644 --- a/Svenskt Kvinnobiografiskt lexikon part 3.ipynb +++ b/Svenskt Kvinnobiografiskt lexikon part 3.ipynb @@ -33,7 +33,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Last run: 2020-12-09 20:19:25.068692\n" + "Last run: 2020-12-14 19:55:14.651831\n" ] } ], @@ -206,16 +206,16 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 1713 entries, 0 to 1712\n", + "RangeIndex: 1717 entries, 0 to 1716\n", "Data columns (total 4 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 WikidataID 1713 non-null object\n", - " 1 skblid 1713 non-null object\n", - " 2 en 786 non-null object\n", - " 3 Source 1713 non-null object\n", + " 0 WikidataID 1717 non-null object\n", + " 1 skblid 1717 non-null object\n", + " 2 en 788 non-null object\n", + " 3 Source 1717 non-null object\n", "dtypes: object(4)\n", - "memory usage: 53.7+ KB\n" + "memory usage: 53.8+ KB\n" ] } ], @@ -241,7 +241,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "1713 antal poster\n" + "1718 antal poster\n" ] } ], @@ -342,21 +342,21 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 1713 entries, 0 to 1712\n", + "RangeIndex: 1718 entries, 0 to 1717\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 skblid 1713 non-null object\n", - " 1 publishedDate 1713 non-null object\n", - " 2 article_author_firstname 1713 non-null object\n", - " 3 article_author_lastname 1713 non-null object\n", - " 4 subtitle_sv 1713 non-null object\n", - " 5 name_lastname 1713 non-null object\n", - " 6 name_firstname 1713 non-null object\n", - " 7 born 1713 non-null object\n", - " 8 death 1713 non-null object\n", + " 0 skblid 1718 non-null object\n", + " 1 publishedDate 1718 non-null object\n", + " 2 article_author_firstname 1718 non-null object\n", + " 3 article_author_lastname 1718 non-null object\n", + " 4 subtitle_sv 1718 non-null object\n", + " 5 name_lastname 1718 non-null object\n", + " 6 name_firstname 1718 non-null object\n", + " 7 born 1718 non-null object\n", + " 8 death 1718 non-null object\n", "dtypes: object(9)\n", - "memory usage: 120.6+ KB\n" + "memory usage: 120.9+ KB\n" ] } ], @@ -402,7 +402,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] @@ -491,7 +491,7 @@ "2020-09 67\n", "2020-10 70\n", "2020-11 89\n", - "2020-12 23\n", + "2020-12 28\n", "Freq: M, Name: publishedDate, dtype: int64" ] }, @@ -512,7 +512,7 @@ { "data": { "text/plain": [ - "1713" + "1718" ] }, "execution_count": 17, @@ -533,7 +533,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Nr articles left to the goal 2000 = 287\n" + "Nr articles left to the goal 2000 = 282\n" ] } ], @@ -550,7 +550,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Nr working days left = 18 ==> Articles per day needed = 15.944444444444445\n" + "Nr working days left = 15 ==> Articles per day needed = 18.8\n" ] } ], @@ -576,7 +576,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -611,7 +611,8 @@ { "data": { "text/plain": [ - "both 1713\n", + "both 1717\n", + "SKBL_only 1\n", "Name: WD_SKBL, dtype: int64" ] }, @@ -643,29 +644,29 @@ "output_type": "stream", "text": [ "\n", - "Int64Index: 1713 entries, 0 to 1712\n", + "Int64Index: 1718 entries, 0 to 1717\n", "Data columns (total 17 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 WikidataID 1713 non-null object \n", - " 1 skblid 1713 non-null object \n", - " 2 en 786 non-null object \n", - " 3 Source_x 1713 non-null object \n", - " 4 publishedDate 1713 non-null datetime64[ns]\n", - " 5 article_author_firstname 1713 non-null object \n", - " 6 article_author_lastname 1713 non-null object \n", - " 7 subtitle_sv 1713 non-null object \n", - " 8 name_lastname 1713 non-null object \n", - " 9 name_firstname 1713 non-null object \n", - " 10 born 1713 non-null object \n", - " 11 death 1713 non-null object \n", - " 12 Source_y 1713 non-null object \n", - " 13 Author 1713 non-null object \n", - " 14 Link 1713 non-null object \n", - " 15 Linkjson 1713 non-null object \n", - " 16 WD_SKBL 1713 non-null object \n", + " 0 WikidataID 1717 non-null object \n", + " 1 skblid 1718 non-null object \n", + " 2 en 788 non-null object \n", + " 3 Source_x 1717 non-null object \n", + " 4 publishedDate 1718 non-null datetime64[ns]\n", + " 5 article_author_firstname 1718 non-null object \n", + " 6 article_author_lastname 1718 non-null object \n", + " 7 subtitle_sv 1718 non-null object \n", + " 8 name_lastname 1718 non-null object \n", + " 9 name_firstname 1718 non-null object \n", + " 10 born 1718 non-null object \n", + " 11 death 1718 non-null object \n", + " 12 Source_y 1718 non-null object \n", + " 13 Author 1718 non-null object \n", + " 14 Link 1718 non-null object \n", + " 15 Linkjson 1718 non-null object \n", + " 16 WD_SKBL 1718 non-null object \n", "dtypes: datetime64[ns](1), object(16)\n", - "memory usage: 240.9+ KB\n" + "memory usage: 241.6+ KB\n" ] } ], @@ -692,7 +693,9 @@ { "cell_type": "code", "execution_count": 26, - "metadata": {}, + "metadata": { + "scrolled": false + }, "outputs": [ { "data": { @@ -701,2618 +704,2618 @@ " \n", " \n", " \n", + " WikidataID\n", + " Linkjson\n", + " skblid\n", " svWikipedia\n", - " Wikidata\n", - " WD_SKBL\n", " subtitle_sv\n", - " publishedDate\n", - " en\n", " Link\n", - " skblid\n", - " Linkjson\n", - " WikidataID\n", + " en\n", + " WD_SKBL\n", + " publishedDate\n", + " Wikidata\n", " \n", " \n", " \n", " \n", " 0\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Kompositör, musiker, filantrop\n", - " 2020-12-09\n", - " https://en.wikipedia.org/wiki/Laura_Netzel\n", - " SKBL web\n", - " LauraConstanceNetzel\n", - " SKBL Json\n", - " Q4989335\n", + " NaN\n", + " SKBL Json\n", + " JennyRossander\n", + " svWiki\n", + " Reformpedagog, matematiker, kvinnosakskvinna\n", + " SKBL web\n", + " NaN\n", + " SKBL_only\n", + " 2020-12-14\n", + " Wikidata\n", " \n", " \n", " 1\n", - " svWiki\n", - " Wikidata\n", + " Q1120787\n", + " SKBL Json\n", + " LauraMathildaEdlaRosaFitinghoff\n", + " svWiki\n", + " Författare, kennelägare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Rosa_Fitinghoff\n", " both\n", - " Textilkonstnär, brodör\n", - " 2020-12-09\n", - " https://en.wikipedia.org/wiki/Ulrika_Melin\n", - " SKBL web\n", - " UlrikaMelin0\n", - " SKBL Json\n", - " Q4966954\n", + " 2020-12-13\n", + " Wikidata\n", " \n", " \n", " 2\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Entomolog, pionjär\n", - " 2020-12-08\n", + " Q16595509\n", + " SKBL Json\n", + " BirgitMargaretaKrantz\n", + " svWiki\n", + " Arkitekt, professor, forskare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " SigneJennyAlfridaRamberg\n", - " SKBL Json\n", - " Q104029134\n", + " both\n", + " 2020-12-11\n", + " Wikidata\n", " \n", " \n", " 3\n", - " svWiki\n", - " Wikidata\n", + " Q28529836\n", + " SKBL Json\n", + " GerdaMartinaPalm\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Gerda_Palm\n", " both\n", - " Textilkonstnär, barnhemsgrundare, filantrop\n", - " 2020-12-08\n", - " None\n", - " SKBL web\n", - " AinoTernstedtOniOkpaku\n", - " SKBL Json\n", - " Q104029100\n", + " 2020-12-11\n", + " Wikidata\n", " \n", " \n", " 4\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Djurrättsaktivist, idéhistoriker, bibliotekarie\n", - " 2020-12-08\n", + " Q23988796\n", + " SKBL Json\n", + " MathildaHedlund0\n", + " svWiki\n", + " Kvinnosakskvinna, redaktör\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " IngaMajBirgittaForsman\n", - " SKBL Json\n", - " Q10429925\n", + " both\n", + " 2020-12-11\n", + " Wikidata\n", " \n", " \n", " 5\n", - " svWiki\n", - " Wikidata\n", + " Q4966954\n", + " SKBL Json\n", + " UlrikaMelin0\n", + " svWiki\n", + " Textilkonstnär, brodör\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Ulrika_Melin\n", " both\n", - " Konstnär\n", - " 2020-12-07\n", - " None\n", - " SKBL web\n", - " AlmaElidaOhrstrom\n", - " SKBL Json\n", - " Q4991121\n", + " 2020-12-09\n", + " Wikidata\n", " \n", " \n", " 6\n", - " svWiki\n", - " Wikidata\n", + " Q4989335\n", + " SKBL Json\n", + " LauraConstanceNetzel\n", + " svWiki\n", + " Kompositör, musiker, filantrop\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Laura_Netzel\n", " both\n", - " Textilkonstnär\n", - " 2020-12-07\n", - " https://en.wikipedia.org/wiki/Wendela_Gustafva_Sparre\n", - " SKBL web\n", - " VendelaGustafvaSparreafRossvik\n", - " SKBL Json\n", - " Q4979803\n", + " 2020-12-09\n", + " Wikidata\n", " \n", " \n", " 7\n", - " svWiki\n", - " Wikidata\n", + " Q104029134\n", + " SKBL Json\n", + " SigneJennyAlfridaRamberg\n", + " svWiki\n", + " Entomolog, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Författare\n", - " 2020-12-07\n", - " https://en.wikipedia.org/wiki/Eva_Waldemarsson\n", - " SKBL web\n", - " EvaSylviaWaldemarsson\n", - " SKBL Json\n", - " Q1379535\n", + " 2020-12-08\n", + " Wikidata\n", " \n", " \n", " 8\n", - " svWiki\n", - " Wikidata\n", + " Q10429925\n", + " SKBL Json\n", + " IngaMajBirgittaForsman\n", + " svWiki\n", + " Djurrättsaktivist, idéhistoriker, bibliotekarie\n", + " SKBL web\n", + " None\n", " both\n", - " Bruksägare, filantrop\n", - " 2020-12-07\n", - " https://en.wikipedia.org/wiki/Florence_Stephens\n", - " SKBL web\n", - " FlorenceElisabethStephens\n", - " SKBL Json\n", - " Q4980404\n", + " 2020-12-08\n", + " Wikidata\n", " \n", " \n", " 9\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Matematiker, lärare, kvinnosakskvinna\n", - " 2020-12-07\n", + " Q104029100\n", + " SKBL Json\n", + " AinoTernstedtOniOkpaku\n", + " svWiki\n", + " Textilkonstnär, barnhemsgrundare, filantrop\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AlidaRossander\n", - " SKBL Json\n", - " Q25929836\n", + " both\n", + " 2020-12-08\n", + " Wikidata\n", " \n", " \n", " 10\n", - " svWiki\n", - " Wikidata\n", + " Q4991121\n", + " SKBL Json\n", + " AlmaElidaOhrstrom\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", + " None\n", " both\n", - " Arkitekt, redaktör, statlig utredare\n", - " 2020-12-06\n", - " https://en.wikipedia.org/wiki/Hillevi_Svedberg\n", - " SKBL web\n", - " HilleviSvedberg\n", - " SKBL Json\n", - " Q1618758\n", + " 2020-12-07\n", + " Wikidata\n", " \n", " \n", " 11\n", - " svWiki\n", - " Wikidata\n", + " Q1379535\n", + " SKBL Json\n", + " EvaSylviaWaldemarsson\n", + " svWiki\n", + " Författare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Eva_Waldemarsson\n", " both\n", - " Arkitekt, pionjär\n", - " 2020-12-06\n", - " None\n", - " SKBL web\n", - " ElsaAugustaTorgerdSundling\n", - " SKBL Json\n", - " Q27131239\n", + " 2020-12-07\n", + " Wikidata\n", " \n", " \n", " 12\n", - " svWiki\n", - " Wikidata\n", + " Q4979803\n", + " SKBL Json\n", + " VendelaGustafvaSparreafRossvik\n", + " svWiki\n", + " Textilkonstnär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Wendela_Gustafva_Sparre\n", " both\n", - " Översättare, bokförläggare\n", - " 2020-12-06\n", - " None\n", - " SKBL web\n", - " KarinBeritElvySkogsberg\n", - " SKBL Json\n", - " Q17488877\n", + " 2020-12-07\n", + " Wikidata\n", " \n", " \n", " 13\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Redaktör, författare\n", - " 2020-12-04\n", + " Q25929836\n", + " SKBL Json\n", + " AlidaRossander\n", + " svWiki\n", + " Matematiker, lärare, kvinnosakskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinBirgittaEk\n", - " SKBL Json\n", - " Q4945997\n", + " both\n", + " 2020-12-07\n", + " Wikidata\n", " \n", " \n", " 14\n", - " svWiki\n", - " Wikidata\n", + " Q4980404\n", + " SKBL Json\n", + " FlorenceElisabethStephens\n", + " svWiki\n", + " Bruksägare, filantrop\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Florence_Stephens\n", " both\n", - " Dansare\n", - " 2020-12-04\n", - " https://en.wikipedia.org/wiki/Hedda_Hjortsberg\n", - " SKBL web\n", - " HedvigHeddaChristinaHjortsberg\n", - " SKBL Json\n", - " Q3307881\n", + " 2020-12-07\n", + " Wikidata\n", " \n", " \n", " 15\n", - " svWiki\n", - " Wikidata\n", + " Q17488877\n", + " SKBL Json\n", + " KarinBeritElvySkogsberg\n", + " svWiki\n", + " Översättare, bokförläggare\n", + " SKBL web\n", + " None\n", " both\n", - " Operasångare\n", - " 2020-12-04\n", - " https://en.wikipedia.org/wiki/Matilda_Jungstedt\n", - " SKBL web\n", - " EmiliaCharlottaMatildaJungstedt\n", - " SKBL Json\n", - " Q4957567\n", + " 2020-12-06\n", + " Wikidata\n", " \n", " \n", " 16\n", - " svWiki\n", - " Wikidata\n", + " Q27131239\n", + " SKBL Json\n", + " ElsaAugustaTorgerdSundling\n", + " svWiki\n", + " Arkitekt, pionjär\n", + " SKBL web\n", + " None\n", + " both\n", + " 2020-12-06\n", + " Wikidata\n", + " \n", + " \n", + " 17\n", + " Q1618758\n", + " SKBL Json\n", + " HilleviSvedberg\n", + " svWiki\n", + " Arkitekt, redaktör, statlig utredare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Hillevi_Svedberg\n", + " both\n", + " 2020-12-06\n", + " Wikidata\n", + " \n", + " \n", + " 18\n", + " Q3307881\n", + " SKBL Json\n", + " HedvigHeddaChristinaHjortsberg\n", + " svWiki\n", + " Dansare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Hedda_Hjortsberg\n", + " both\n", + " 2020-12-04\n", + " Wikidata\n", + " \n", + " \n", + " 19\n", + " Q4957567\n", + " SKBL Json\n", + " EmiliaCharlottaMatildaJungstedt\n", + " svWiki\n", + " Operasångare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Matilda_Jungstedt\n", " both\n", - " Sångare, sångpedagog\n", " 2020-12-04\n", + " Wikidata\n", + " \n", + " \n", + " 20\n", + " Q4945997\n", + " SKBL Json\n", + " KarinBirgittaEk\n", + " svWiki\n", + " Redaktör, författare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MartaKristinaSchele\n", - " SKBL Json\n", + " both\n", + " 2020-12-04\n", + " Wikidata\n", + " \n", + " \n", + " 21\n", " Q4977296\n", + " SKBL Json\n", + " MartaKristinaSchele\n", + " svWiki\n", + " Sångare, sångpedagog\n", + " SKBL web\n", + " None\n", + " both\n", + " 2020-12-04\n", + " Wikidata\n", " \n", " \n", - " 17\n", - " svWiki\n", - " Wikidata\n", + " 22\n", + " Q42591488\n", + " SKBL Json\n", + " AntonieToniElisabethMagdaSchmid\n", + " svWiki\n", + " Arkivarie, historiker, tibetolog\n", + " SKBL web\n", + " None\n", " both\n", - " Operasångare, teaterchef\n", " 2020-12-03\n", - " https://en.wikipedia.org/wiki/Kjerstin_Dellert\n", - " SKBL web\n", - " KjerstinDellert0\n", - " SKBL Json\n", - " Q4944538\n", + " Wikidata\n", " \n", " \n", - " 18\n", + " 23\n", + " Q103678400\n", + " SKBL Json\n", + " AnnaBerg\n", " svWiki\n", - " Wikidata\n", - " both\n", " Missionär\n", - " 2020-12-03\n", - " None\n", " SKBL web\n", - " AnnaBerg\n", - " SKBL Json\n", - " Q103678400\n", + " None\n", + " both\n", + " 2020-12-03\n", + " Wikidata\n", " \n", " \n", - " 19\n", - " svWiki\n", - " Wikidata\n", + " 24\n", + " Q4944538\n", + " SKBL Json\n", + " KjerstinDellert0\n", + " svWiki\n", + " Operasångare, teaterchef\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Kjerstin_Dellert\n", " both\n", - " Arkivarie, historiker, tibetolog\n", " 2020-12-03\n", - " None\n", - " SKBL web\n", - " AntonieToniElisabethMagdaSchmid\n", - " SKBL Json\n", - " Q42591488\n", + " Wikidata\n", " \n", " \n", - " 20\n", + " 25\n", + " Q75402091\n", + " SKBL Json\n", + " EmiliaFroding\n", " svWiki\n", - " Wikidata\n", - " both\n", " Poet, skribent\n", - " 2020-12-02\n", - " None\n", " SKBL web\n", - " EmiliaFroding\n", - " SKBL Json\n", - " Q75402091\n", + " None\n", + " both\n", + " 2020-12-02\n", + " Wikidata\n", " \n", " \n", - " 21\n", + " 26\n", + " Q237871\n", + " SKBL Json\n", + " KatarinaUlfsdotter0\n", " svWiki\n", - " Wikidata\n", - " both\n", " Helgon, klostergrundare, abbedissa\n", - " 2020-12-01\n", - " https://en.wikipedia.org/wiki/Catherine_of_Vadstena\n", " SKBL web\n", - " KatarinaUlfsdotter0\n", - " SKBL Json\n", - " Q237871\n", + " https://en.wikipedia.org/wiki/Catherine_of_Vadstena\n", + " both\n", + " 2020-12-01\n", + " Wikidata\n", " \n", " \n", - " 22\n", + " 27\n", + " Q103095812\n", + " SKBL Json\n", + " DoroteaSamuelsson\n", " svWiki\n", - " Wikidata\n", - " both\n", " Träsnidare\n", - " 2020-12-01\n", - " None\n", " SKBL web\n", - " DoroteaSamuelsson\n", - " SKBL Json\n", - " Q103095812\n", + " None\n", + " both\n", + " 2020-12-01\n", + " Wikidata\n", " \n", " \n", - " 23\n", + " 28\n", + " Q98704558\n", + " SKBL Json\n", + " MariaLovisaMayaNymann\n", " svWiki\n", - " Wikidata\n", - " both\n", " Reformpedagog, slöjdlärare\n", - " 2020-11-30\n", - " None\n", " SKBL web\n", - " MariaLovisaMayaNymann\n", - " SKBL Json\n", - " Q98704558\n", + " None\n", + " both\n", + " 2020-11-30\n", + " Wikidata\n", " \n", " \n", - " 24\n", + " 29\n", + " Q4989153\n", + " SKBL Json\n", + " AgnesMagnell\n", " svWiki\n", - " Wikidata\n", - " both\n", " Arkitekt, konstnär, pionjär\n", - " 2020-11-30\n", - " https://en.wikipedia.org/wiki/Agnes_Magnell\n", " SKBL web\n", - " AgnesMagnell\n", - " SKBL Json\n", - " Q4989153\n", + " https://en.wikipedia.org/wiki/Agnes_Magnell\n", + " both\n", + " 2020-11-30\n", + " Wikidata\n", " \n", " \n", - " 25\n", + " 30\n", + " Q4953135\n", + " SKBL Json\n", + " ZelmaHedin\n", " svWiki\n", - " Wikidata\n", - " both\n", " Skådespelare\n", - " 2020-11-27\n", - " https://en.wikipedia.org/wiki/Zelma_Hedin\n", " SKBL web\n", - " ZelmaHedin\n", - " SKBL Json\n", - " Q4953135\n", + " https://en.wikipedia.org/wiki/Zelma_Hedin\n", + " both\n", + " 2020-11-27\n", + " Wikidata\n", " \n", " \n", - " 26\n", + " 31\n", + " Q19976897\n", + " SKBL Json\n", + " GerdOsten\n", " svWiki\n", - " Wikidata\n", - " both\n", " Filmkritiker, kåsör, regissör\n", - " 2020-11-27\n", - " None\n", " SKBL web\n", - " GerdOsten\n", - " SKBL Json\n", - " Q19976897\n", + " None\n", + " both\n", + " 2020-11-27\n", + " Wikidata\n", " \n", " \n", - " 27\n", + " 32\n", + " Q4972631\n", + " SKBL Json\n", + " HildaPetersson\n", " svWiki\n", - " Wikidata\n", - " both\n", " Konstnär, glasetsare\n", - " 2020-11-27\n", - " None\n", " SKBL web\n", - " HildaPetersson\n", - " SKBL Json\n", - " Q4972631\n", - " \n", - " \n", - " 28\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, rösträttskvinna, nykterhetskämpe\n", - " 2020-11-26\n", " None\n", - " SKBL web\n", - " SigridSiriHolm\n", - " SKBL Json\n", - " Q4980233\n", + " both\n", + " 2020-11-27\n", + " Wikidata\n", " \n", " \n", - " 29\n", + " 33\n", + " Q4951683\n", + " SKBL Json\n", + " GorwelChristinaCarlsdotterGyllenstierna\n", " svWiki\n", - " Wikidata\n", - " both\n", " Godsägare, lärd kvinna, fäktare\n", - " 2020-11-26\n", - " https://en.wikipedia.org/wiki/G%C3%B6rwel_Gyllenstierna\n", " SKBL web\n", - " GorwelChristinaCarlsdotterGyllenstierna\n", - " SKBL Json\n", - " Q4951683\n", - " \n", - " \n", - " 30\n", - " svWiki\n", - " Wikidata\n", + " https://en.wikipedia.org/wiki/G%C3%B6rwel_Gyllenstierna\n", " both\n", - " Skeppsmäklare, pionjär\n", " 2020-11-26\n", - " None\n", - " SKBL web\n", - " IngridWeibull\n", - " SKBL Json\n", - " Q102370090\n", + " Wikidata\n", " \n", " \n", - " 31\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Hemslöjdspionjär\n", - " 2020-11-26\n", + " 34\n", + " Q102369680\n", + " SKBL Json\n", + " MajaLenaJohansson0\n", + " svWiki\n", + " Halmslöjdare, lärare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " OdaBerg\n", - " SKBL Json\n", - " Q4938316\n", - " \n", - " \n", - " 32\n", - " svWiki\n", - " Wikidata\n", " both\n", - " Konstnär\n", " 2020-11-26\n", - " None\n", - " SKBL web\n", - " SigneHvistendahl\n", - " SKBL Json\n", - " Q18242716\n", + " Wikidata\n", " \n", " \n", - " 33\n", - " svWiki\n", - " Wikidata\n", + " 35\n", + " Q102368422\n", + " SKBL Json\n", + " IngeborgMariaEnander\n", + " svWiki\n", + " Fotograf\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare\n", " 2020-11-26\n", - " https://en.wikipedia.org/wiki/Gurli_%C3%85berg\n", - " SKBL web\n", - " GurliJohannaCarolinaAberg\n", - " SKBL Json\n", - " Q4990987\n", + " Wikidata\n", " \n", " \n", - " 34\n", + " 36\n", + " Q102348787\n", + " SKBL Json\n", + " EvaBarbroMarianneSoller\n", " svWiki\n", - " Wikidata\n", - " both\n", " Journalist, pionjär\n", - " 2020-11-26\n", - " None\n", " SKBL web\n", - " EvaBarbroMarianneSoller\n", - " SKBL Json\n", - " Q102348787\n", - " \n", - " \n", - " 35\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Socionom, författare, forskare\n", - " 2020-11-26\n", " None\n", - " SKBL web\n", - " ElsaAlfhildBolin\n", - " SKBL Json\n", - " Q47067935\n", - " \n", - " \n", - " 36\n", - " svWiki\n", - " Wikidata\n", " both\n", - " Fotograf\n", " 2020-11-26\n", - " None\n", - " SKBL web\n", - " IngeborgMariaEnander\n", - " SKBL Json\n", - " Q102368422\n", + " Wikidata\n", " \n", " \n", " 37\n", - " svWiki\n", - " Wikidata\n", + " Q4980233\n", + " SKBL Json\n", + " SigridSiriHolm\n", + " svWiki\n", + " Lärare, rösträttskvinna, nykterhetskämpe\n", + " SKBL web\n", + " None\n", " both\n", - " Arkeolog, antikvarie, donator\n", " 2020-11-26\n", - " https://en.wikipedia.org/wiki/Berit_Wallenberg\n", - " SKBL web\n", - " BeritWallenberg\n", - " SKBL Json\n", - " Q4990132\n", + " Wikidata\n", " \n", " \n", " 38\n", - " svWiki\n", - " Wikidata\n", + " Q47067935\n", + " SKBL Json\n", + " ElsaAlfhildBolin\n", + " svWiki\n", + " Socionom, författare, forskare\n", + " SKBL web\n", + " None\n", " both\n", - " Halmslöjdare, lärare\n", " 2020-11-26\n", - " None\n", - " SKBL web\n", - " MajaLenaJohansson0\n", - " SKBL Json\n", - " Q102369680\n", + " Wikidata\n", " \n", " \n", " 39\n", - " svWiki\n", - " Wikidata\n", + " Q4938316\n", + " SKBL Json\n", + " OdaBerg\n", + " svWiki\n", + " Hemslöjdspionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Konstnär, lärare\n", - " 2020-11-25\n", - " https://en.wikipedia.org/wiki/Mina_Carlson-Bredberg\n", - " SKBL web\n", - " MinaCarlsonBredberg\n", - " SKBL Json\n", - " Q4941918\n", + " 2020-11-26\n", + " Wikidata\n", " \n", " \n", " 40\n", - " svWiki\n", - " Wikidata\n", + " Q4990987\n", + " SKBL Json\n", + " GurliJohannaCarolinaAberg\n", + " svWiki\n", + " Skådespelare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Gurli_%C3%85berg\n", " both\n", - " Lärare, rektor, rösträttskvinna\n", - " 2020-11-25\n", - " None\n", - " SKBL web\n", - " SigneHelenaWennberg\n", - " SKBL Json\n", - " Q102313498\n", + " 2020-11-26\n", + " Wikidata\n", " \n", " \n", " 41\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Hemslöjdspionjär\n", - " 2020-11-24\n", + " Q102370090\n", + " SKBL Json\n", + " IngridWeibull\n", + " svWiki\n", + " Skeppsmäklare, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " GerdaBrutte\n", - " SKBL Json\n", - " Q102304431\n", + " both\n", + " 2020-11-26\n", + " Wikidata\n", " \n", " \n", " 42\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Kvinnosakskvinna, donator\n", - " 2020-11-24\n", + " Q18242716\n", + " SKBL Json\n", + " SigneHvistendahl\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MaryEmilyvonSydow\n", - " SKBL Json\n", - " Q68884547\n", + " both\n", + " 2020-11-26\n", + " Wikidata\n", " \n", " \n", " 43\n", - " svWiki\n", - " Wikidata\n", + " Q4990132\n", + " SKBL Json\n", + " BeritWallenberg\n", + " svWiki\n", + " Arkeolog, antikvarie, donator\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Berit_Wallenberg\n", " both\n", - " Konstnär, tecknare\n", - " 2020-11-24\n", - " None\n", - " SKBL web\n", - " ReginaSofiaKylberg\n", - " SKBL Json\n", - " Q4960255\n", + " 2020-11-26\n", + " Wikidata\n", " \n", " \n", " 44\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lektor, nykterhetskämpe\n", - " 2020-11-24\n", - " None\n", - " SKBL web\n", - " AnnaEsterMiddelsten\n", - " SKBL Json\n", - " Q102304808\n", + " Q4941918\n", + " SKBL Json\n", + " MinaCarlsonBredberg\n", + " svWiki\n", + " Konstnär, lärare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Mina_Carlson-Bredberg\n", + " both\n", + " 2020-11-25\n", + " Wikidata\n", " \n", " \n", " 45\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skådespelare\n", - " 2020-11-24\n", + " Q102313498\n", + " SKBL Json\n", + " SigneHelenaWennberg\n", + " svWiki\n", + " Lärare, rektor, rösträttskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AuroraStrandberg\n", - " SKBL Json\n", - " Q4980730\n", + " both\n", + " 2020-11-25\n", + " Wikidata\n", " \n", " \n", " 46\n", - " svWiki\n", - " Wikidata\n", + " Q4980730\n", + " SKBL Json\n", + " AuroraStrandberg\n", + " svWiki\n", + " Skådespelare\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, regissör, lärare\n", " 2020-11-24\n", - " https://en.wikipedia.org/wiki/Gerda_Lundequist\n", - " SKBL web\n", - " GerdaCarolaCeciliaLundequist\n", - " SKBL Json\n", - " Q527032\n", + " Wikidata\n", " \n", " \n", " 47\n", + " Q4940840\n", + " SKBL Json\n", + " GunnelBrostrom\n", " svWiki\n", - " Wikidata\n", - " both\n", " Skådespelare, regissör\n", - " 2020-11-24\n", - " None\n", " SKBL web\n", - " GunnelBrostrom\n", - " SKBL Json\n", - " Q4940840\n", + " None\n", + " both\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 48\n", - " svWiki\n", - " Wikidata\n", + " Q102305357\n", + " SKBL Json\n", + " HelgaEkman\n", + " svWiki\n", + " Sjuksköterska, sanatorieföreståndare, filantrop\n", + " SKBL web\n", + " None\n", " both\n", - " Konstnär\n", " 2020-11-24\n", - " https://en.wikipedia.org/wiki/Anna_Nordgren\n", - " SKBL web\n", - " AnnaNordgren\n", - " SKBL Json\n", - " Q4969995\n", + " Wikidata\n", " \n", " \n", " 49\n", - " svWiki\n", - " Wikidata\n", + " Q102304431\n", + " SKBL Json\n", + " GerdaBrutte\n", + " svWiki\n", + " Hemslöjdspionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Politiker, fackligt aktiv\n", " 2020-11-24\n", - " None\n", - " SKBL web\n", - " ViranWedbergLarsson\n", - " SKBL Json\n", - " Q102284726\n", + " Wikidata\n", " \n", " \n", " 50\n", - " svWiki\n", - " Wikidata\n", + " Q527032\n", + " SKBL Json\n", + " GerdaCarolaCeciliaLundequist\n", + " svWiki\n", + " Skådespelare, regissör, lärare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Gerda_Lundequist\n", " both\n", - " Sjuksköterska, sanatorieföreståndare, filantrop\n", " 2020-11-24\n", - " None\n", - " SKBL web\n", - " HelgaEkman\n", - " SKBL Json\n", - " Q102305357\n", + " Wikidata\n", " \n", " \n", " 51\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skådespelare, operasångare\n", - " 2020-11-22\n", + " Q68884547\n", + " SKBL Json\n", + " MaryEmilyvonSydow\n", + " svWiki\n", + " Kvinnosakskvinna, donator\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " HelgaTheodoraPetraHoving\n", - " SKBL Json\n", - " Q4954867\n", + " both\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 52\n", - " svWiki\n", - " Wikidata\n", + " Q4969995\n", + " SKBL Json\n", + " AnnaNordgren\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Anna_Nordgren\n", " both\n", - " Polissyster, pionjär\n", - " 2020-11-22\n", - " None\n", - " SKBL web\n", - " AgdaJosefinaHalldin\n", - " SKBL Json\n", - " Q102247844\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 53\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Filantrop, lärare, feminist\n", - " 2020-11-22\n", + " Q102304808\n", + " SKBL Json\n", + " AnnaEsterMiddelsten\n", + " svWiki\n", + " Lektor, nykterhetskämpe\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EmmyEvald\n", - " SKBL Json\n", - " Q16594765\n", + " both\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 54\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, missionär\n", - " 2020-11-20\n", + " Q4960255\n", + " SKBL Json\n", + " ReginaSofiaKylberg\n", + " svWiki\n", + " Konstnär, tecknare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EmelieLundahl\n", - " SKBL Json\n", - " Q102142389\n", + " both\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 55\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Cirkusartist, ryttare, cirkusdirektör\n", - " 2020-11-20\n", + " Q102284726\n", + " SKBL Json\n", + " ViranWedbergLarsson\n", + " svWiki\n", + " Politiker, fackligt aktiv\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " BaptistaAlfonsineMariaMijaresSchreiber\n", - " SKBL Json\n", - " Q38052554\n", + " both\n", + " 2020-11-24\n", + " Wikidata\n", " \n", " \n", " 56\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär, illustratör\n", - " 2020-11-20\n", + " Q102247844\n", + " SKBL Json\n", + " AgdaJosefinaHalldin\n", + " svWiki\n", + " Polissyster, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " IngeborgUdden\n", - " SKBL Json\n", - " Q23989193\n", + " both\n", + " 2020-11-22\n", + " Wikidata\n", " \n", " \n", " 57\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Polismästare, pionjär\n", - " 2020-11-19\n", + " Q16594765\n", + " SKBL Json\n", + " EmmyEvald\n", + " svWiki\n", + " Filantrop, lärare, feminist\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinIreneVarmefjordBrandstrom\n", - " SKBL Json\n", - " Q4984926\n", + " both\n", + " 2020-11-22\n", + " Wikidata\n", " \n", " \n", " 58\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär\n", - " 2020-11-19\n", + " Q4954867\n", + " SKBL Json\n", + " HelgaTheodoraPetraHoving\n", + " svWiki\n", + " Skådespelare, operasångare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MartheBohm\n", - " SKBL Json\n", - " Q23989525\n", + " both\n", + " 2020-11-22\n", + " Wikidata\n", " \n", " \n", " 59\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Tecknare, formgivare\n", - " 2020-11-19\n", + " Q23989193\n", + " SKBL Json\n", + " IngeborgUdden\n", + " svWiki\n", + " Konstnär, illustratör\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinAgeman\n", - " SKBL Json\n", - " Q4986447\n", + " both\n", + " 2020-11-20\n", + " Wikidata\n", " \n", " \n", " 60\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Textilkonstnär, tecknare\n", - " 2020-11-19\n", + " Q102142389\n", + " SKBL Json\n", + " EmelieLundahl\n", + " svWiki\n", + " Lärare, missionär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MarikaArlemanLeander\n", - " SKBL Json\n", - " Q26179135\n", + " both\n", + " 2020-11-20\n", + " Wikidata\n", " \n", " \n", " 61\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skådespelare, författare, dramatiker\n", - " 2020-11-17\n", + " Q38052554\n", + " SKBL Json\n", + " BaptistaAlfonsineMariaMijaresSchreiber\n", + " svWiki\n", + " Cirkusartist, ryttare, cirkusdirektör\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EmelieEmilieMathildaLundberg\n", - " SKBL Json\n", - " Q18244062\n", + " both\n", + " 2020-11-20\n", + " Wikidata\n", " \n", " \n", " 62\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Entreprenör, affärskvinna, pionjär\n", - " 2020-11-17\n", + " Q23989525\n", + " SKBL Json\n", + " MartheBohm\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " JohannaPeterson\n", - " SKBL Json\n", - " Q4956763\n", + " both\n", + " 2020-11-19\n", + " Wikidata\n", " \n", " \n", " 63\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär, textilforskare\n", - " 2020-11-17\n", + " Q4986447\n", + " SKBL Json\n", + " KarinAgeman\n", + " svWiki\n", + " Tecknare, formgivare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EmelievonWalterstorff\n", - " SKBL Json\n", - " Q4990178\n", + " both\n", + " 2020-11-19\n", + " Wikidata\n", " \n", " \n", " 64\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär, formgivare, skribent\n", - " 2020-11-17\n", + " Q4984926\n", + " SKBL Json\n", + " KarinIreneVarmefjordBrandstrom\n", + " svWiki\n", + " Polismästare, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " TyraCarolinaLundgren\n", - " SKBL Json\n", - " Q4964115\n", + " both\n", + " 2020-11-19\n", + " Wikidata\n", " \n", " \n", " 65\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Förskollärare, rektor\n", - " 2020-11-16\n", + " Q26179135\n", + " SKBL Json\n", + " MarikaArlemanLeander\n", + " svWiki\n", + " Textilkonstnär, tecknare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AlmaBrittaSchill\n", - " SKBL Json\n", - " Q102017173\n", + " both\n", + " 2020-11-19\n", + " Wikidata\n", " \n", " \n", " 66\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Polissyster, pionjär\n", - " 2020-11-16\n", + " Q4990178\n", + " SKBL Json\n", + " EmelievonWalterstorff\n", + " svWiki\n", + " Konstnär, textilforskare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EricaStrom\n", - " SKBL Json\n", - " Q102015183\n", + " both\n", + " 2020-11-17\n", + " Wikidata\n", " \n", " \n", " 67\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Journalist, kvinnosakskvinna\n", - " 2020-11-16\n", + " Q18244062\n", + " SKBL Json\n", + " EmelieEmilieMathildaLundberg\n", + " svWiki\n", + " Skådespelare, författare, dramatiker\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AgnesJakobinaWilmelminaJaquetteLiljencrantz\n", - " SKBL Json\n", - " Q62080580\n", + " both\n", + " 2020-11-17\n", + " Wikidata\n", " \n", " \n", " 68\n", - " svWiki\n", - " Wikidata\n", + " Q4956763\n", + " SKBL Json\n", + " JohannaPeterson\n", + " svWiki\n", + " Entreprenör, affärskvinna, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Konstnär, fotograf, miniatyrmålare\n", - " 2020-11-15\n", - " https://en.wikipedia.org/wiki/Elise_Arnberg\n", - " SKBL web\n", - " ElisabethEliseZenaideArnberg\n", - " SKBL Json\n", - " Q4936505\n", + " 2020-11-17\n", + " Wikidata\n", " \n", " \n", " 69\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär\n", - " 2020-11-15\n", + " Q4964115\n", + " SKBL Json\n", + " TyraCarolinaLundgren\n", + " svWiki\n", + " Konstnär, formgivare, skribent\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " JosefinaHolmlund\n", - " SKBL Json\n", - " Q4988744\n", + " both\n", + " 2020-11-17\n", + " Wikidata\n", " \n", " \n", " 70\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Herrnhutare, självbiografisk författare\n", - " 2020-11-15\n", + " Q62080580\n", + " SKBL Json\n", + " AgnesJakobinaWilmelminaJaquetteLiljencrantz\n", + " svWiki\n", + " Journalist, kvinnosakskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaDoroteaWessman\n", - " SKBL Json\n", - " Q71260830\n", + " both\n", + " 2020-11-16\n", + " Wikidata\n", " \n", " \n", " 71\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär, filantrop\n", - " 2020-11-15\n", + " Q102015183\n", + " SKBL Json\n", + " EricaStrom\n", + " svWiki\n", + " Polissyster, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaEleonoraCharlottaWallenberg\n", - " SKBL Json\n", - " Q16616050\n", + " both\n", + " 2020-11-16\n", + " Wikidata\n", " \n", " \n", " 72\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skådespelare, konstnär, filantrop\n", - " 2020-11-15\n", + " Q102017173\n", + " SKBL Json\n", + " AlmaBrittaSchill\n", + " svWiki\n", + " Förskollärare, rektor\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " OlgaRaphaelHallencreutz\n", - " SKBL Json\n", - " Q4974070\n", + " both\n", + " 2020-11-16\n", + " Wikidata\n", " \n", " \n", " 73\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Dagboksförfattare\n", - " 2020-11-15\n", + " Q16616050\n", + " SKBL Json\n", + " AnnaEleonoraCharlottaWallenberg\n", + " svWiki\n", + " Konstnär, filantrop\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " CatharinaUlrikaBorelius\n", - " SKBL Json\n", - " Q101910614\n", + " both\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 74\n", - " svWiki\n", - " Wikidata\n", + " Q101910614\n", + " SKBL Json\n", + " CatharinaUlrikaBorelius\n", + " svWiki\n", + " Dagboksförfattare\n", + " SKBL web\n", + " None\n", " both\n", - " Nykterhetskämpe, politisk agitator, skribent\n", " 2020-11-15\n", - " None\n", - " SKBL web\n", - " AgnesSoderquist\n", - " SKBL Json\n", - " Q101904832\n", + " Wikidata\n", " \n", " \n", " 75\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär, lärare, skolföreståndare\n", - " 2020-11-13\n", + " Q101904832\n", + " SKBL Json\n", + " AgnesSoderquist\n", + " svWiki\n", + " Nykterhetskämpe, politisk agitator, skribent\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MathildaKristinaKerstinCardon\n", - " SKBL Json\n", - " Q1739652\n", + " both\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 76\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Agronom, pionjär, miljöaktivist\n", - " 2020-11-13\n", + " Q4988744\n", + " SKBL Json\n", + " JosefinaHolmlund\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KerstinAnnekaAnderson\n", - " SKBL Json\n", - " Q101578885\n", + " both\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 77\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Författare, journalist, kåsör\n", - " 2020-11-13\n", + " Q4974070\n", + " SKBL Json\n", + " OlgaRaphaelHallencreutz\n", + " svWiki\n", + " Skådespelare, konstnär, filantrop\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinSelmaTeklaHellstedt\n", - " SKBL Json\n", - " Q101578625\n", + " both\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 78\n", - " svWiki\n", - " Wikidata\n", + " Q71260830\n", + " SKBL Json\n", + " AnnaDoroteaWessman\n", + " svWiki\n", + " Herrnhutare, självbiografisk författare\n", + " SKBL web\n", + " None\n", " both\n", - " Operasångare, sångterapeut, skolgrundare\n", - " 2020-11-12\n", - " https://en.wikipedia.org/wiki/Valborg_Werbeck-Sv%C3%A4rdstr%C3%B6m\n", - " SKBL web\n", - " ValborgJosefinaWerbeckSvardstrom\n", - " SKBL Json\n", - " Q913068\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 79\n", - " svWiki\n", - " Wikidata\n", + " Q4936505\n", + " SKBL Json\n", + " ElisabethEliseZenaideArnberg\n", + " svWiki\n", + " Konstnär, fotograf, miniatyrmålare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Elise_Arnberg\n", " both\n", - " Nykterhetskämpe, samhällsdebattör, filantrop\n", - " 2020-11-12\n", - " None\n", - " SKBL web\n", - " LouiseWoodsBeckman\n", - " SKBL Json\n", - " Q101526852\n", + " 2020-11-15\n", + " Wikidata\n", " \n", " \n", " 80\n", - " svWiki\n", - " Wikidata\n", + " Q1739652\n", + " SKBL Json\n", + " MathildaKristinaKerstinCardon\n", + " svWiki\n", + " Konstnär, lärare, skolföreståndare\n", + " SKBL web\n", + " None\n", " both\n", - " Riksantikvarie, pionjär\n", - " 2020-11-12\n", - " https://en.wikipedia.org/wiki/Margareta_Bi%C3%B6rnstad\n", - " SKBL web\n", - " MargaretaBiornstad\n", - " SKBL Json\n", - " Q4939155\n", + " 2020-11-13\n", + " Wikidata\n", " \n", " \n", " 81\n", - " svWiki\n", - " Wikidata\n", + " Q101578625\n", + " SKBL Json\n", + " KarinSelmaTeklaHellstedt\n", + " svWiki\n", + " Författare, journalist, kåsör\n", + " SKBL web\n", + " None\n", " both\n", - " Formgivare, konsthantverkare, företagare\n", - " 2020-11-12\n", - " https://en.wikipedia.org/wiki/Astrid_Aagesen\n", - " SKBL web\n", - " AstridAagesen\n", - " SKBL Json\n", - " Q4991010\n", + " 2020-11-13\n", + " Wikidata\n", " \n", " \n", " 82\n", - " svWiki\n", - " Wikidata\n", + " Q101578885\n", + " SKBL Json\n", + " KerstinAnnekaAnderson\n", + " svWiki\n", + " Agronom, pionjär, miljöaktivist\n", + " SKBL web\n", + " None\n", " both\n", - " Teaterledare, skådespelare\n", - " 2020-11-11\n", - " https://en.wikipedia.org/wiki/Th%C3%A9r%C3%A8se_Elfforss\n", - " SKBL web\n", - " AntonietteThereseElfforss\n", - " SKBL Json\n", - " Q4946326\n", + " 2020-11-13\n", + " Wikidata\n", " \n", " \n", " 83\n", - " svWiki\n", - " Wikidata\n", + " Q4939155\n", + " SKBL Json\n", + " MargaretaBiornstad\n", + " svWiki\n", + " Riksantikvarie, pionjär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Margareta_Bi%C3%B6rnstad\n", " both\n", - " Lärare, filantrop, fredsaktivist\n", - " 2020-11-11\n", - " https://en.wikipedia.org/wiki/Ruth_Randall_Edstr%C3%B6m\n", - " SKBL web\n", - " RuthMiriamRandallEdstrom\n", - " SKBL Json\n", - " Q19776291\n", + " 2020-11-12\n", + " Wikidata\n", " \n", " \n", " 84\n", - " svWiki\n", - " Wikidata\n", + " Q4991010\n", + " SKBL Json\n", + " AstridAagesen\n", + " svWiki\n", + " Formgivare, konsthantverkare, företagare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Astrid_Aagesen\n", " both\n", - " Keramiker, konstnär, formgivare\n", - " 2020-11-11\n", - " https://en.wikipedia.org/wiki/Anna-Lisa_Thomson\n", - " SKBL web\n", - " AnnaLisaThomson\n", - " SKBL Json\n", - " Q559038\n", + " 2020-11-12\n", + " Wikidata\n", " \n", " \n", " 85\n", - " svWiki\n", - " Wikidata\n", + " Q913068\n", + " SKBL Json\n", + " ValborgJosefinaWerbeckSvardstrom\n", + " svWiki\n", + " Operasångare, sångterapeut, skolgrundare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Valborg_Werbeck-Sv%C3%A4rdstr%C3%B6m\n", " both\n", - " Författare, redaktör, kåsör\n", - " 2020-11-11\n", - " None\n", - " SKBL web\n", - " DisaHolberg\n", - " SKBL Json\n", - " Q101495233\n", + " 2020-11-12\n", + " Wikidata\n", " \n", " \n", " 86\n", - " svWiki\n", - " Wikidata\n", + " Q101526852\n", + " SKBL Json\n", + " LouiseWoodsBeckman\n", + " svWiki\n", + " Nykterhetskämpe, samhällsdebattör, filantrop\n", + " SKBL web\n", + " None\n", " both\n", - " Politiker, kvinnosakskvinna\n", - " 2020-11-11\n", - " https://en.wikipedia.org/wiki/Elin_Engstr%C3%B6m\n", - " SKBL web\n", - " ElinEngstrom\n", - " SKBL Json\n", - " Q97495658\n", + " 2020-11-12\n", + " Wikidata\n", " \n", " \n", " 87\n", - " svWiki\n", - " Wikidata\n", + " Q559038\n", + " SKBL Json\n", + " AnnaLisaThomson\n", + " svWiki\n", + " Keramiker, konstnär, formgivare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Anna-Lisa_Thomson\n", " both\n", - " Journalist, författare, etikettrådgivare\n", - " 2020-11-10\n", - " https://en.wikipedia.org/wiki/Magdalena_Ribbing\n", - " SKBL web\n", - " MagdalenaRibbing\n", - " SKBL Json\n", - " Q4974651\n", + " 2020-11-11\n", + " Wikidata\n", " \n", " \n", " 88\n", - " svWiki\n", - " Wikidata\n", + " Q97495658\n", + " SKBL Json\n", + " ElinEngstrom\n", + " svWiki\n", + " Politiker, kvinnosakskvinna\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Elin_Engstr%C3%B6m\n", " both\n", - " Översättare, författare\n", - " 2020-11-10\n", - " None\n", - " SKBL web\n", - " AnnaCharlottaHamiltonGeete\n", - " SKBL Json\n", - " Q4952353\n", + " 2020-11-11\n", + " Wikidata\n", " \n", " \n", " 89\n", - " svWiki\n", - " Wikidata\n", + " Q4946326\n", + " SKBL Json\n", + " AntonietteThereseElfforss\n", + " svWiki\n", + " Teaterledare, skådespelare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Th%C3%A9r%C3%A8se_Elfforss\n", " both\n", - " Barnmorska, lärare\n", - " 2020-11-10\n", - " None\n", - " SKBL web\n", - " MariaKristinaStinaModig\n", - " SKBL Json\n", - " Q101494453\n", + " 2020-11-11\n", + " Wikidata\n", " \n", " \n", " 90\n", - " svWiki\n", - " Wikidata\n", + " Q101495233\n", + " SKBL Json\n", + " DisaHolberg\n", + " svWiki\n", + " Författare, redaktör, kåsör\n", + " SKBL web\n", + " None\n", " both\n", - " Formgivare, textilkonstnär\n", - " 2020-11-09\n", - " https://en.wikipedia.org/wiki/Louise_Adelborg\n", - " SKBL web\n", - " LouiseNathaliaAdelborg\n", - " SKBL Json\n", - " Q4933815\n", + " 2020-11-11\n", + " Wikidata\n", " \n", " \n", " 91\n", - " svWiki\n", - " Wikidata\n", + " Q19776291\n", + " SKBL Json\n", + " RuthMiriamRandallEdstrom\n", + " svWiki\n", + " Lärare, filantrop, fredsaktivist\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Ruth_Randall_Edstr%C3%B6m\n", " both\n", - " Filantrop, författare, söndagsskolepionjär\n", - " 2020-11-09\n", - " https://en.wikipedia.org/wiki/Mathilda_Foy\n", - " SKBL web\n", - " AnnaCharlottaMathildaFoy\n", - " SKBL Json\n", - " Q4948656\n", + " 2020-11-11\n", + " Wikidata\n", " \n", " \n", " 92\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Politiker, riksdagsledamot\n", - " 2020-11-09\n", + " Q4952353\n", + " SKBL Json\n", + " AnnaCharlottaHamiltonGeete\n", + " svWiki\n", + " Översättare, författare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " HelgaKristinaSjostrand\n", - " SKBL Json\n", - " Q4978983\n", + " both\n", + " 2020-11-10\n", + " Wikidata\n", " \n", " \n", " 93\n", - " svWiki\n", - " Wikidata\n", + " Q4974651\n", + " SKBL Json\n", + " MagdalenaRibbing\n", + " svWiki\n", + " Journalist, författare, etikettrådgivare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Magdalena_Ribbing\n", " both\n", - " Kvinnosakskvinna\n", - " 2020-11-09\n", - " None\n", - " SKBL web\n", - " SigneHenschen0\n", - " SKBL Json\n", - " Q18242509\n", + " 2020-11-10\n", + " Wikidata\n", " \n", " \n", " 94\n", - " svWiki\n", - " Wikidata\n", + " Q101494453\n", + " SKBL Json\n", + " MariaKristinaStinaModig\n", + " svWiki\n", + " Barnmorska, lärare\n", + " SKBL web\n", + " None\n", " both\n", - " Författare, översättare\n", - " 2020-11-08\n", - " https://en.wikipedia.org/wiki/Dorothea_Dunckel\n", - " SKBL web\n", - " MariaDorotheaDunckel\n", - " SKBL Json\n", - " Q4945390\n", + " 2020-11-10\n", + " Wikidata\n", " \n", " \n", " 95\n", - " svWiki\n", - " Wikidata\n", + " Q4933815\n", + " SKBL Json\n", + " LouiseNathaliaAdelborg\n", + " svWiki\n", + " Formgivare, textilkonstnär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Louise_Adelborg\n", " both\n", - " Dekoratör, formgivare, textillkonstnär\n", - " 2020-11-08\n", - " None\n", - " SKBL web\n", - " JoyZanden\n", - " SKBL Json\n", - " Q19353532\n", + " 2020-11-09\n", + " Wikidata\n", " \n", " \n", " 96\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Missionär, skolföreståndare\n", - " 2020-11-08\n", + " Q4978983\n", + " SKBL Json\n", + " HelgaKristinaSjostrand\n", + " svWiki\n", + " Politiker, riksdagsledamot\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EllenNordmark\n", - " SKBL Json\n", - " Q101419131\n", + " both\n", + " 2020-11-09\n", + " Wikidata\n", " \n", " \n", " 97\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Missionär, lärare\n", - " 2020-11-08\n", + " Q18242509\n", + " SKBL Json\n", + " SigneHenschen0\n", + " svWiki\n", + " Kvinnosakskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " RuthNathorst\n", - " SKBL Json\n", - " Q101419182\n", + " both\n", + " 2020-11-09\n", + " Wikidata\n", " \n", " \n", " 98\n", - " svWiki\n", - " Wikidata\n", + " Q4948656\n", + " SKBL Json\n", + " AnnaCharlottaMathildaFoy\n", + " svWiki\n", + " Filantrop, författare, söndagsskolepionjär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Mathilda_Foy\n", " both\n", - " TV-producent, filmare, journalist\n", - " 2020-11-08\n", - " None\n", - " SKBL web\n", - " BirgittaBergmark\n", - " SKBL Json\n", - " Q16946229\n", + " 2020-11-09\n", + " Wikidata\n", " \n", " \n", " 99\n", - " svWiki\n", - " Wikidata\n", + " Q101419182\n", + " SKBL Json\n", + " RuthNathorst\n", + " svWiki\n", + " Missionär, lärare\n", + " SKBL web\n", + " None\n", " both\n", - " Deckarförfattare\n", - " 2020-11-06\n", - " https://en.wikipedia.org/wiki/Maj_Sj%C3%B6wall\n", - " SKBL web\n", - " MajSjowall0\n", - " SKBL Json\n", - " Q264855\n", + " 2020-11-08\n", + " Wikidata\n", " \n", " \n", " 100\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Misstänkt upprorsmakare\n", - " 2020-11-06\n", + " Q16946229\n", + " SKBL Json\n", + " BirgittaBergmark\n", + " svWiki\n", + " TV-producent, filmare, journalist\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnikaAqvist0\n", - " SKBL Json\n", - " Q101243253\n", + " both\n", + " 2020-11-08\n", + " Wikidata\n", " \n", " \n", " 101\n", - " svWiki\n", - " Wikidata\n", + " Q101419131\n", + " SKBL Json\n", + " EllenNordmark\n", + " svWiki\n", + " Missionär, skolföreståndare\n", + " SKBL web\n", + " None\n", " both\n", - " Konstnär, poet\n", - " 2020-11-06\n", - " https://en.wikipedia.org/wiki/Amalia_von_K%C3%B6nigsmarck\n", - " SKBL web\n", - " AmaliaWilhelminavonKonigsmarck\n", - " SKBL Json\n", - " Q324066\n", + " 2020-11-08\n", + " Wikidata\n", " \n", " \n", " 102\n", - " svWiki\n", - " Wikidata\n", + " Q4945390\n", + " SKBL Json\n", + " MariaDorotheaDunckel\n", + " svWiki\n", + " Författare, översättare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Dorothea_Dunckel\n", " both\n", - " Barnpsykiater, professor, pionjär\n", - " 2020-11-05\n", - " None\n", - " SKBL web\n", - " AnnaLisaAnnell\n", - " SKBL Json\n", - " Q16158211\n", + " 2020-11-08\n", + " Wikidata\n", " \n", " \n", " 103\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Politiker, riksdagsledamot, människorättsaktivist\n", - " 2020-11-05\n", + " Q19353532\n", + " SKBL Json\n", + " JoyZanden\n", + " svWiki\n", + " Dekoratör, formgivare, textillkonstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AgnesEmiliaElisabetAnnieWallentheim\n", - " SKBL Json\n", - " Q4990136\n", + " both\n", + " 2020-11-08\n", + " Wikidata\n", " \n", " \n", " 104\n", - " svWiki\n", - " Wikidata\n", + " Q101243253\n", + " SKBL Json\n", + " AnnikaAqvist0\n", + " svWiki\n", + " Misstänkt upprorsmakare\n", + " SKBL web\n", + " None\n", " both\n", - " Vissångare\n", - " 2020-11-04\n", - " https://en.wikipedia.org/wiki/Greta_Naterberg\n", - " SKBL web\n", - " GretaNaterberg\n", - " SKBL Json\n", - " Q13938954\n", + " 2020-11-06\n", + " Wikidata\n", " \n", " \n", " 105\n", - " svWiki\n", - " Wikidata\n", + " Q324066\n", + " SKBL Json\n", + " AmaliaWilhelminavonKonigsmarck\n", + " svWiki\n", + " Konstnär, poet\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Amalia_von_K%C3%B6nigsmarck\n", " both\n", - " Musiker, pionjär\n", - " 2020-11-04\n", - " https://en.wikipedia.org/wiki/Pauline_%C3%85hman\n", - " SKBL web\n", - " PaulineAhman\n", - " SKBL Json\n", - " Q4991024\n", + " 2020-11-06\n", + " Wikidata\n", " \n", " \n", " 106\n", - " svWiki\n", - " Wikidata\n", + " Q264855\n", + " SKBL Json\n", + " MajSjowall0\n", + " svWiki\n", + " Deckarförfattare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Maj_Sj%C3%B6wall\n", " both\n", - " Författare, musiker, rösträttskvinna\n", - " 2020-11-04\n", - " None\n", - " SKBL web\n", - " ElsaAlkman\n", - " SKBL Json\n", - " Q85050418\n", + " 2020-11-06\n", + " Wikidata\n", " \n", " \n", " 107\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Författare, konstnär, kvinnosakskvinna\n", - " 2020-11-04\n", + " Q16158211\n", + " SKBL Json\n", + " AnnaLisaAnnell\n", + " svWiki\n", + " Barnpsykiater, professor, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EvaAndreettaFryxell\n", - " SKBL Json\n", - " Q4988521\n", + " both\n", + " 2020-11-05\n", + " Wikidata\n", " \n", " \n", " 108\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Nykterhetskämpe\n", - " 2020-11-04\n", + " Q4990136\n", + " SKBL Json\n", + " AgnesEmiliaElisabetAnnieWallentheim\n", + " svWiki\n", + " Politiker, riksdagsledamot, människorättsaktivist\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaMariaChristinaSymondsOhlin\n", - " SKBL Json\n", - " Q101200939\n", + " both\n", + " 2020-11-05\n", + " Wikidata\n", " \n", " \n", " 109\n", - " svWiki\n", - " Wikidata\n", + " Q85050418\n", + " SKBL Json\n", + " ElsaAlkman\n", + " svWiki\n", + " Författare, musiker, rösträttskvinna\n", + " SKBL web\n", + " None\n", " both\n", - " Läkare, pionjär\n", " 2020-11-04\n", - " None\n", - " SKBL web\n", - " HannaLinneaChristerNilsson\n", - " SKBL Json\n", - " Q101202516\n", + " Wikidata\n", " \n", " \n", " 110\n", - " svWiki\n", - " Wikidata\n", + " Q4945545\n", + " SKBL Json\n", + " MariaCharlottaThereseLizinkaDyrssen\n", + " svWiki\n", + " Kvinnosakskvinna, pionjär, godsägare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Lizinka_Dyrssen\n", " both\n", - " Folkminnesupptecknare, hembygsvårdare\n", " 2020-11-04\n", - " None\n", - " SKBL web\n", - " IngeborgAugustaMariaMajaForsslund\n", - " SKBL Json\n", - " Q101202176\n", + " Wikidata\n", " \n", " \n", " 111\n", - " svWiki\n", - " Wikidata\n", + " Q101202516\n", + " SKBL Json\n", + " HannaLinneaChristerNilsson\n", + " svWiki\n", + " Läkare, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Kvinnosakskvinna, pionjär, godsägare\n", " 2020-11-04\n", - " https://en.wikipedia.org/wiki/Lizinka_Dyrssen\n", - " SKBL web\n", - " MariaCharlottaThereseLizinkaDyrssen\n", - " SKBL Json\n", - " Q4945545\n", + " Wikidata\n", " \n", " \n", " 112\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär\n", - " 2020-10-30\n", + " Q101202176\n", + " SKBL Json\n", + " IngeborgAugustaMariaMajaForsslund\n", + " svWiki\n", + " Folkminnesupptecknare, hembygsvårdare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AgnesWieslander\n", - " SKBL Json\n", - " Q52156057\n", + " both\n", + " 2020-11-04\n", + " Wikidata\n", " \n", " \n", " 113\n", - " svWiki\n", - " Wikidata\n", + " Q4991024\n", + " SKBL Json\n", + " PaulineAhman\n", + " svWiki\n", + " Musiker, pionjär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Pauline_%C3%85hman\n", " both\n", - " Grafiker, tecknare\n", - " 2020-10-29\n", - " None\n", - " SKBL web\n", - " ThoraThersner\n", - " SKBL Json\n", - " Q47460305\n", + " 2020-11-04\n", + " Wikidata\n", " \n", " \n", " 114\n", - " svWiki\n", - " Wikidata\n", + " Q13938954\n", + " SKBL Json\n", + " GretaNaterberg\n", + " svWiki\n", + " Vissångare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Greta_Naterberg\n", " both\n", - " Textilkonstnär\n", - " 2020-10-29\n", - " https://en.wikipedia.org/wiki/Thora_Kulle\n", - " SKBL web\n", - " ThoraKulle0\n", - " SKBL Json\n", - " Q4960102\n", + " 2020-11-04\n", + " Wikidata\n", " \n", " \n", " 115\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Sjuksköterska, rektor, museigrundare\n", - " 2020-10-28\n", + " Q4988521\n", + " SKBL Json\n", + " EvaAndreettaFryxell\n", + " svWiki\n", + " Författare, konstnär, kvinnosakskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " NannyElisabetDillner\n", - " SKBL Json\n", - " Q4944852\n", + " both\n", + " 2020-11-04\n", + " Wikidata\n", " \n", " \n", " 116\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Filantrop\n", - " 2020-10-28\n", - " None\n", - " SKBL web\n", - " MagdalenaHising0\n", - " SKBL Json\n", - " Q66364617\n", + " Q101200939\n", + " SKBL Json\n", + " AnnaMariaChristinaSymondsOhlin\n", + " svWiki\n", + " Nykterhetskämpe\n", + " SKBL web\n", + " None\n", + " both\n", + " 2020-11-04\n", + " Wikidata\n", " \n", " \n", " 117\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, politiker, nykterhetskämpe\n", - " 2020-10-28\n", + " Q52156057\n", + " SKBL Json\n", + " AgnesWieslander\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " SaraThastrom\n", - " SKBL Json\n", - " Q100984987\n", + " both\n", + " 2020-10-30\n", + " Wikidata\n", " \n", " \n", " 118\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skolkökslärare, skolkökskonsulent\n", - " 2020-10-28\n", + " Q47460305\n", + " SKBL Json\n", + " ThoraThersner\n", + " svWiki\n", + " Grafiker, tecknare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ElsieJohnson\n", - " SKBL Json\n", - " Q100981534\n", + " both\n", + " 2020-10-29\n", + " Wikidata\n", " \n", " \n", " 119\n", - " svWiki\n", - " Wikidata\n", + " Q4960102\n", + " SKBL Json\n", + " ThoraKulle0\n", + " svWiki\n", + " Textilkonstnär\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Thora_Kulle\n", " both\n", - " Teoretisk fysiker, pionjär, professor\n", - " 2020-10-28\n", - " None\n", - " SKBL web\n", - " NannyIngeborgFroman\n", - " SKBL Json\n", - " Q75096463\n", + " 2020-10-29\n", + " Wikidata\n", " \n", " \n", " 120\n", - " svWiki\n", - " Wikidata\n", + " Q100981534\n", + " SKBL Json\n", + " ElsieJohnson\n", + " svWiki\n", + " Skolkökslärare, skolkökskonsulent\n", + " SKBL web\n", + " None\n", " both\n", - " Kronprinsessa av Sverige, filantrop\n", - " 2020-10-27\n", - " https://en.wikipedia.org/wiki/Princess_Margaret_of_Connaught\n", - " SKBL web\n", - " Margaretakronprinsessa0\n", - " SKBL Json\n", - " Q158173\n", + " 2020-10-28\n", + " Wikidata\n", " \n", " \n", " 121\n", - " svWiki\n", - " Wikidata\n", + " Q100984987\n", + " SKBL Json\n", + " SaraThastrom\n", + " svWiki\n", + " Lärare, politiker, nykterhetskämpe\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, kurtisan, kulturpersonlighet\n", - " 2020-10-27\n", - " https://en.wikipedia.org/wiki/Fredrica_L%C3%B6f\n", - " SKBL web\n", - " FredricaLof\n", - " SKBL Json\n", - " Q1794132\n", + " 2020-10-28\n", + " Wikidata\n", " \n", " \n", " 122\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Musiklärare, en av de första afrosvenska kvinnorna\n", - " 2020-10-27\n", + " Q75096463\n", + " SKBL Json\n", + " NannyIngeborgFroman\n", + " svWiki\n", + " Teoretisk fysiker, pionjär, professor\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MillanBoy\n", - " SKBL Json\n", - " Q99726964\n", + " both\n", + " 2020-10-28\n", + " Wikidata\n", " \n", " \n", " 123\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Modejournalist, designer, konstnär\n", - " 2020-10-27\n", + " Q4944852\n", + " SKBL Json\n", + " NannyElisabetDillner\n", + " svWiki\n", + " Sjuksköterska, rektor, museigrundare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " IngridafStrom\n", - " SKBL Json\n", - " Q46998347\n", + " both\n", + " 2020-10-28\n", + " Wikidata\n", " \n", " \n", " 124\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konsthistoriker, forskare\n", - " 2020-10-27\n", + " Q66364617\n", + " SKBL Json\n", + " MagdalenaHising0\n", + " svWiki\n", + " Filantrop\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " IngegerdHenschenIngvar\n", - " SKBL Json\n", - " Q4953662\n", + " both\n", + " 2020-10-28\n", + " Wikidata\n", " \n", " \n", " 125\n", - " svWiki\n", - " Wikidata\n", + " Q158173\n", + " SKBL Json\n", + " Margaretakronprinsessa0\n", + " svWiki\n", + " Kronprinsessa av Sverige, filantrop\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Princess_Margaret_of_Connaught\n", " both\n", - " Kontorschef, rösträttskvinna, donator\n", " 2020-10-27\n", - " None\n", - " SKBL web\n", - " LeonieDeshayes\n", - " SKBL Json\n", - " Q100938255\n", + " Wikidata\n", " \n", " \n", " 126\n", - " svWiki\n", - " Wikidata\n", + " Q4990784\n", + " SKBL Json\n", + " MimmoWahlander\n", + " svWiki\n", + " Skådespelare\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, lärare\n", " 2020-10-27\n", - " https://en.wikipedia.org/wiki/Anne-Li_Norberg\n", - " SKBL web\n", - " AnneLiNorberg\n", - " SKBL Json\n", - " Q4969902\n", + " Wikidata\n", " \n", " \n", " 127\n", - " svWiki\n", - " Wikidata\n", + " Q4969902\n", + " SKBL Json\n", + " AnneLiNorberg\n", + " svWiki\n", + " Skådespelare, lärare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Anne-Li_Norberg\n", " both\n", - " Skådespelare\n", " 2020-10-27\n", - " None\n", - " SKBL web\n", - " MimmoWahlander\n", - " SKBL Json\n", - " Q4990784\n", + " Wikidata\n", " \n", " \n", " 128\n", - " svWiki\n", - " Wikidata\n", + " Q1794132\n", + " SKBL Json\n", + " FredricaLof\n", + " svWiki\n", + " Skådespelare, kurtisan, kulturpersonlighet\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Fredrica_L%C3%B6f\n", " both\n", - " Fotograf\n", - " 2020-10-26\n", - " None\n", - " SKBL web\n", - " AnnieWallen\n", - " SKBL Json\n", - " Q100919030\n", + " 2020-10-27\n", + " Wikidata\n", " \n", " \n", " 129\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Vissångare\n", - " 2020-10-26\n", + " Q99726964\n", + " SKBL Json\n", + " MillanBoy\n", + " svWiki\n", + " Musiklärare, en av de första afrosvenska kvinnorna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " UlrikaLindholm\n", - " SKBL Json\n", - " Q100919071\n", + " both\n", + " 2020-10-27\n", + " Wikidata\n", " \n", " \n", " 130\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Konstnär\n", - " 2020-10-26\n", + " Q100938255\n", + " SKBL Json\n", + " LeonieDeshayes\n", + " svWiki\n", + " Kontorschef, rösträttskvinna, donator\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " BirgitBroms0\n", - " SKBL Json\n", - " Q24005965\n", + " both\n", + " 2020-10-27\n", + " Wikidata\n", " \n", " \n", " 131\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Vissångare\n", - " 2020-10-26\n", + " Q46998347\n", + " SKBL Json\n", + " IngridafStrom\n", + " svWiki\n", + " Modejournalist, designer, konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaKarolinaLenaLarsson\n", - " SKBL Json\n", - " Q53108512\n", + " both\n", + " 2020-10-27\n", + " Wikidata\n", " \n", " \n", " 132\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Halmslöjdare, lärare\n", - " 2020-10-23\n", + " Q4953662\n", + " SKBL Json\n", + " IngegerdHenschenIngvar\n", + " svWiki\n", + " Konsthistoriker, forskare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ChristinaKarolinaLinaJansson\n", - " SKBL Json\n", - " Q100741482\n", + " both\n", + " 2020-10-27\n", + " Wikidata\n", " \n", " \n", " 133\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Fotograf, rösträttskvinna\n", - " 2020-10-23\n", + " Q24005965\n", + " SKBL Json\n", + " BirgitBroms0\n", + " svWiki\n", + " Konstnär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " HannaAugustaFerlin\n", - " SKBL Json\n", - " Q100741787\n", + " both\n", + " 2020-10-26\n", + " Wikidata\n", " \n", " \n", " 134\n", - " svWiki\n", - " Wikidata\n", + " Q100919030\n", + " SKBL Json\n", + " AnnieWallen\n", + " svWiki\n", + " Fotograf\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, filmstjärna\n", - " 2020-10-23\n", - " https://en.wikipedia.org/wiki/Eva_Henning\n", - " SKBL web\n", - " EvaHenning0\n", - " SKBL Json\n", - " Q456481\n", + " 2020-10-26\n", + " Wikidata\n", " \n", " \n", " 135\n", - " svWiki\n", - " Wikidata\n", + " Q100919071\n", + " SKBL Json\n", + " UlrikaLindholm\n", + " svWiki\n", + " Vissångare\n", + " SKBL web\n", + " None\n", " both\n", - " Operasångare, skådespelare, kompositör\n", - " 2020-10-21\n", - " https://en.wikipedia.org/wiki/Margareta_Hallin\n", - " SKBL web\n", - " MargaretaHallin\n", - " SKBL Json\n", - " Q4952198\n", + " 2020-10-26\n", + " Wikidata\n", " \n", " \n", " 136\n", - " svWiki\n", - " Wikidata\n", + " Q53108512\n", + " SKBL Json\n", + " AnnaKarolinaLenaLarsson\n", + " svWiki\n", + " Vissångare\n", + " SKBL web\n", + " None\n", " both\n", - " Godsägare, släktforskare\n", - " 2020-10-21\n", - " https://en.wikipedia.org/wiki/Margareta_Grip\n", - " SKBL web\n", - " MargaretaBirgersdotterGrip0\n", - " SKBL Json\n", - " Q16594952\n", + " 2020-10-26\n", + " Wikidata\n", " \n", " \n", " 137\n", - " svWiki\n", - " Wikidata\n", + " Q456481\n", + " SKBL Json\n", + " EvaHenning0\n", + " svWiki\n", + " Skådespelare, filmstjärna\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Eva_Henning\n", " both\n", - " Skådespelare, sångare\n", - " 2020-10-21\n", - " https://en.wikipedia.org/wiki/M%C3%A4rta_Ekstr%C3%B6m\n", - " SKBL web\n", - " MartaValborgEkstrom\n", - " SKBL Json\n", - " Q4946223\n", + " 2020-10-23\n", + " Wikidata\n", " \n", " \n", " 138\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Etnolog, konsthistoriker, forskare\n", - " 2020-10-21\n", + " Q100741787\n", + " SKBL Json\n", + " HannaAugustaFerlin\n", + " svWiki\n", + " Fotograf, rösträttskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MajNodermann0\n", - " SKBL Json\n", - " Q47238760\n", + " both\n", + " 2020-10-23\n", + " Wikidata\n", " \n", " \n", " 139\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Textilkonstnär\n", - " 2020-10-20\n", + " Q100741482\n", + " SKBL Json\n", + " ChristinaKarolinaLinaJansson\n", + " svWiki\n", + " Halmslöjdare, lärare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ElisabethBastholm\n", - " SKBL Json\n", - " Q26179628\n", + " both\n", + " 2020-10-23\n", + " Wikidata\n", " \n", " \n", " 140\n", - " svWiki\n", - " Wikidata\n", + " Q47238760\n", + " SKBL Json\n", + " MajNodermann0\n", + " svWiki\n", + " Etnolog, konsthistoriker, forskare\n", + " SKBL web\n", + " None\n", " both\n", - " Författare, lärare\n", - " 2020-10-20\n", - " https://en.wikipedia.org/wiki/Amelie_von_Strussenfelt\n", - " SKBL web\n", - " ConstantiaCarolinaAmaliavonStrussenfelt\n", - " SKBL Json\n", - " Q13422305\n", + " 2020-10-21\n", + " Wikidata\n", " \n", " \n", " 141\n", - " svWiki\n", - " Wikidata\n", + " Q4946223\n", + " SKBL Json\n", + " MartaValborgEkstrom\n", + " svWiki\n", + " Skådespelare, sångare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/M%C3%A4rta_Ekstr%C3%B6m\n", " both\n", - " Konsthantverkare, halmslöjdare\n", - " 2020-10-20\n", - " None\n", - " SKBL web\n", - " BedaLevinaAronssonGalle\n", - " SKBL Json\n", - " Q100699760\n", + " 2020-10-21\n", + " Wikidata\n", " \n", " \n", " 142\n", - " svWiki\n", - " Wikidata\n", + " Q16594952\n", + " SKBL Json\n", + " MargaretaBirgersdotterGrip0\n", + " svWiki\n", + " Godsägare, släktforskare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Margareta_Grip\n", " both\n", - " Konstnär, illustratör\n", - " 2020-10-19\n", - " None\n", - " SKBL web\n", - " StinaBeckFriis\n", - " SKBL Json\n", - " Q23989191\n", + " 2020-10-21\n", + " Wikidata\n", " \n", " \n", " 143\n", - " svWiki\n", - " Wikidata\n", + " Q4952198\n", + " SKBL Json\n", + " MargaretaHallin\n", + " svWiki\n", + " Operasångare, skådespelare, kompositör\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Margareta_Hallin\n", " both\n", - " Lärare, föreläsare, hortikulturell skribent\n", - " 2020-10-19\n", - " None\n", - " SKBL web\n", - " EllenNordenstreng\n", - " SKBL Json\n", - " Q4969987\n", + " 2020-10-21\n", + " Wikidata\n", " \n", " \n", " 144\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Textilkonstnär, hemslöjdsledare\n", - " 2020-10-17\n", + " Q100699760\n", + " SKBL Json\n", + " BedaLevinaAronssonGalle\n", + " svWiki\n", + " Konsthantverkare, halmslöjdare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaMariaHoke0\n", - " SKBL Json\n", - " Q22696925\n", + " both\n", + " 2020-10-20\n", + " Wikidata\n", " \n", " \n", " 145\n", - " svWiki\n", - " Wikidata\n", + " Q13422305\n", + " SKBL Json\n", + " ConstantiaCarolinaAmaliavonStrussenfelt\n", + " svWiki\n", + " Författare, lärare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Amelie_von_Strussenfelt\n", " both\n", - " Professor, språkvetare\n", - " 2020-10-17\n", - " None\n", - " SKBL web\n", - " GunvorGunMargaretaWidmark\n", - " SKBL Json\n", - " Q27996995\n", + " 2020-10-20\n", + " Wikidata\n", " \n", " \n", " 146\n", - " svWiki\n", - " Wikidata\n", + " Q26179628\n", + " SKBL Json\n", + " ElisabethBastholm\n", + " svWiki\n", + " Textilkonstnär\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare\n", - " 2020-10-16\n", - " https://en.wikipedia.org/wiki/Birgit_Rosengren\n", - " SKBL web\n", - " BirgitElisabetRosengren\n", - " SKBL Json\n", - " Q4916284\n", + " 2020-10-20\n", + " Wikidata\n", " \n", " \n", " 147\n", - " svWiki\n", - " Wikidata\n", + " Q4969987\n", + " SKBL Json\n", + " EllenNordenstreng\n", + " svWiki\n", + " Lärare, föreläsare, hortikulturell skribent\n", + " SKBL web\n", + " None\n", " both\n", - " Godsägare, redare, politiskt inflytelserik adelskvinna\n", - " 2020-10-16\n", - " https://en.wikipedia.org/wiki/Martha_Leijonhufvud\n", - " SKBL web\n", - " MartaEriksdotterLeijonhufvud\n", - " SKBL Json\n", - " Q6148319\n", + " 2020-10-19\n", + " Wikidata\n", " \n", " \n", " 148\n", - " svWiki\n", - " Wikidata\n", + " Q23989191\n", + " SKBL Json\n", + " StinaBeckFriis\n", + " svWiki\n", + " Konstnär, illustratör\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, teaterledare\n", - " 2020-10-16\n", - " https://en.wikipedia.org/wiki/Sara_Torsslow\n", - " SKBL web\n", - " SaraFredrikaTorsslow\n", - " SKBL Json\n", - " Q4983194\n", + " 2020-10-19\n", + " Wikidata\n", " \n", " \n", " 149\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Dramapedagog, teaterledare\n", - " 2020-10-16\n", + " Q22696925\n", + " SKBL Json\n", + " AnnaMariaHoke0\n", + " svWiki\n", + " Textilkonstnär, hemslöjdsledare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KlaraMargretaSoderwall\n", - " SKBL Json\n", - " Q4989852\n", + " both\n", + " 2020-10-17\n", + " Wikidata\n", " \n", " \n", " 150\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Folkbildare, människorättsaktivist\n", - " 2020-10-13\n", + " Q27996995\n", + " SKBL Json\n", + " GunvorGunMargaretaWidmark\n", + " svWiki\n", + " Professor, språkvetare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " UllaPoppius\n", - " SKBL Json\n", - " Q4973293\n", + " both\n", + " 2020-10-17\n", + " Wikidata\n", " \n", " \n", " 151\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Filantrop, politiker\n", - " 2020-10-12\n", + " Q4989852\n", + " SKBL Json\n", + " KlaraMargretaSoderwall\n", + " svWiki\n", + " Dramapedagog, teaterledare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AlmaIsabelSofiaHedin\n", - " SKBL Json\n", - " Q4953125\n", + " both\n", + " 2020-10-16\n", + " Wikidata\n", " \n", " \n", " 152\n", - " svWiki\n", - " Wikidata\n", + " Q4916284\n", + " SKBL Json\n", + " BirgitElisabetRosengren\n", + " svWiki\n", + " Skådespelare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Birgit_Rosengren\n", " both\n", - " Skolkökslärare, kokboksförfattare, familjeekonom\n", - " 2020-10-12\n", - " None\n", - " SKBL web\n", - " KateViolaElisabetCarpenter\n", - " SKBL Json\n", - " Q100303771\n", + " 2020-10-16\n", + " Wikidata\n", " \n", " \n", " 153\n", - " svWiki\n", - " Wikidata\n", + " Q6148319\n", + " SKBL Json\n", + " MartaEriksdotterLeijonhufvud\n", + " svWiki\n", + " Godsägare, redare, politiskt inflytelserik adelskvinna\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Martha_Leijonhufvud\n", " both\n", - " Idrottare, idrottslärare\n", - " 2020-10-12\n", - " None\n", - " SKBL web\n", - " UllaBrittEnglund\n", - " SKBL Json\n", - " Q100323738\n", + " 2020-10-16\n", + " Wikidata\n", " \n", " \n", " 154\n", - " svWiki\n", - " Wikidata\n", + " Q4983194\n", + " SKBL Json\n", + " SaraFredrikaTorsslow\n", + " svWiki\n", + " Skådespelare, teaterledare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Sara_Torsslow\n", " both\n", - " Politiker, kvinnosakskvinna\n", - " 2020-10-11\n", - " None\n", - " SKBL web\n", - " EllenEriksson\n", - " SKBL Json\n", - " Q100279507\n", + " 2020-10-16\n", + " Wikidata\n", " \n", " \n", " 155\n", - " svWiki\n", - " Wikidata\n", + " Q4973293\n", + " SKBL Json\n", + " UllaPoppius\n", + " svWiki\n", + " Folkbildare, människorättsaktivist\n", + " SKBL web\n", + " None\n", " both\n", - " Opera- och operettsångare, skådespelare\n", - " 2020-10-11\n", - " https://en.wikipedia.org/wiki/Berith_Bohm\n", - " SKBL web\n", - " BerithBohm\n", - " SKBL Json\n", - " Q4939814\n", + " 2020-10-13\n", + " Wikidata\n", " \n", " \n", " 156\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Nykterhetskämpe, kvinnosakskvinna, grundare av KFUK\n", - " 2020-10-11\n", + " Q100303771\n", + " SKBL Json\n", + " KateViolaElisabetCarpenter\n", + " svWiki\n", + " Skolkökslärare, kokboksförfattare, familjeekonom\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " UlrikaNataliaNathalieTeresiaAnderssonMeijerhelm\n", - " SKBL Json\n", - " Q4935955\n", + " both\n", + " 2020-10-12\n", + " Wikidata\n", " \n", " \n", " 157\n", - " svWiki\n", - " Wikidata\n", + " Q100323738\n", + " SKBL Json\n", + " UllaBrittEnglund\n", + " svWiki\n", + " Idrottare, idrottslärare\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, lärare, översättare\n", - " 2020-10-10\n", - " https://en.wikipedia.org/wiki/Charlotta_Eriksson\n", - " SKBL web\n", - " MariaCharlottaErikson\n", - " SKBL Json\n", - " Q4947003\n", + " 2020-10-12\n", + " Wikidata\n", " \n", " \n", " 158\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Arkitekt, pionjär\n", - " 2020-10-09\n", + " Q4953125\n", + " SKBL Json\n", + " AlmaIsabelSofiaHedin\n", + " svWiki\n", + " Filantrop, politiker\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ElsaBritaStjernberg\n", - " SKBL Json\n", - " Q24005875\n", + " both\n", + " 2020-10-12\n", + " Wikidata\n", " \n", " \n", " 159\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Trädgårdsarkitekt, skribent\n", - " 2020-10-09\n", - " None\n", - " SKBL web\n", - " AgdaHaglund\n", - " SKBL Json\n", - " Q100234952\n", + " Q4939814\n", + " SKBL Json\n", + " BerithBohm\n", + " svWiki\n", + " Opera- och operettsångare, skådespelare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Berith_Bohm\n", + " both\n", + " 2020-10-11\n", + " Wikidata\n", " \n", " \n", " 160\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Grevinna, godsägare\n", - " 2020-10-09\n", + " Q4935955\n", + " SKBL Json\n", + " UlrikaNataliaNathalieTeresiaAnderssonMeijerhelm\n", + " svWiki\n", + " Nykterhetskämpe, kvinnosakskvinna, grundare av KFUK\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ElisabetAnnaavBraunschweigLuneburg\n", - " SKBL Json\n", - " Q75246072\n", + " both\n", + " 2020-10-11\n", + " Wikidata\n", " \n", " \n", " 161\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Vetenskapsjournalist, författare, pionjär\n", - " 2020-10-09\n", + " Q100279507\n", + " SKBL Json\n", + " EllenEriksson\n", + " svWiki\n", + " Politiker, kvinnosakskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " BarbroGunillaMyrberg\n", - " SKBL Json\n", - " Q44614992\n", + " both\n", + " 2020-10-11\n", + " Wikidata\n", " \n", " \n", " 162\n", - " svWiki\n", - " Wikidata\n", + " Q4947003\n", + " SKBL Json\n", + " MariaCharlottaErikson\n", + " svWiki\n", + " Skådespelare, lärare, översättare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Charlotta_Eriksson\n", " both\n", - " Arkitekt\n", - " 2020-10-09\n", - " None\n", - " SKBL web\n", - " BibbiOlsson\n", - " SKBL Json\n", - " Q76148175\n", + " 2020-10-10\n", + " Wikidata\n", " \n", " \n", " 163\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Affärskvinna, bruksägare\n", - " 2020-10-08\n", + " Q75246072\n", + " SKBL Json\n", + " ElisabetAnnaavBraunschweigLuneburg\n", + " svWiki\n", + " Grevinna, godsägare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MariaWilckens\n", - " SKBL Json\n", - " Q100166615\n", + " both\n", + " 2020-10-09\n", + " Wikidata\n", " \n", " \n", " 164\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Flygare, pionjär\n", - " 2020-10-08\n", + " Q100234952\n", + " SKBL Json\n", + " AgdaHaglund\n", + " svWiki\n", + " Trädgårdsarkitekt, skribent\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " BirgitThuring0\n", - " SKBL Json\n", - " Q98380165\n", + " both\n", + " 2020-10-09\n", + " Wikidata\n", " \n", " \n", " 165\n", - " svWiki\n", - " Wikidata\n", + " Q44614992\n", + " SKBL Json\n", + " BarbroGunillaMyrberg\n", + " svWiki\n", + " Vetenskapsjournalist, författare, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Väckelsekristen ledare, mystiker\n", - " 2020-10-08\n", - " https://en.wikipedia.org/wiki/Katarina_Asplund\n", - " SKBL web\n", - " CatharinaAsplund\n", - " SKBL Json\n", - " Q15630543\n", + " 2020-10-09\n", + " Wikidata\n", " \n", " \n", " 166\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lektor, fredsaktivist, rösträttskvinna\n", - " 2020-10-08\n", + " Q76148175\n", + " SKBL Json\n", + " BibbiOlsson\n", + " svWiki\n", + " Arkitekt\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " ElisabetMatildaVilhelminaEuren\n", - " SKBL Json\n", - " Q100165602\n", + " both\n", + " 2020-10-09\n", + " Wikidata\n", " \n", " \n", " 167\n", - " svWiki\n", - " Wikidata\n", + " Q24005875\n", + " SKBL Json\n", + " ElsaBritaStjernberg\n", + " svWiki\n", + " Arkitekt, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Riksdagsledamot, feminist, författare\n", - " 2020-10-07\n", - " https://en.wikipedia.org/wiki/Inga_Lantz\n", - " SKBL web\n", - " IngaLantz\n", - " SKBL Json\n", - " Q21567757\n", + " 2020-10-09\n", + " Wikidata\n", " \n", " \n", " 168\n", - " svWiki\n", - " Wikidata\n", + " Q100166615\n", + " SKBL Json\n", + " MariaWilckens\n", + " svWiki\n", + " Affärskvinna, bruksägare\n", + " SKBL web\n", + " None\n", " both\n", - " Väckelsekristen ledare\n", - " 2020-10-07\n", - " https://en.wikipedia.org/wiki/Anna_Johansdotter_Norb%C3%A4ck\n", - " SKBL web\n", - " AnnaJohansdotterNorback0\n", - " SKBL Json\n", - " Q6432469\n", + " 2020-10-08\n", + " Wikidata\n", " \n", " \n", " 169\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, skolföreståndare\n", - " 2020-10-07\n", + " Q100165602\n", + " SKBL Json\n", + " ElisabetMatildaVilhelminaEuren\n", + " svWiki\n", + " Lektor, fredsaktivist, rösträttskvinna\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " JennyHamrin\n", - " SKBL Json\n", - " Q100153984\n", + " both\n", + " 2020-10-08\n", + " Wikidata\n", " \n", " \n", " 170\n", - " svWiki\n", - " Wikidata\n", + " Q15630543\n", + " SKBL Json\n", + " CatharinaAsplund\n", + " svWiki\n", + " Väckelsekristen ledare, mystiker\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Katarina_Asplund\n", " both\n", - " Donator, tobaksfabrikör\n", - " 2020-10-07\n", - " None\n", - " SKBL web\n", - " AntonieWilhelminaUlrikaRettig\n", - " SKBL Json\n", - " Q59861234\n", + " 2020-10-08\n", + " Wikidata\n", " \n", " \n", " 171\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Textilkonstnär, pedagog\n", - " 2020-10-06\n", + " Q98380165\n", + " SKBL Json\n", + " BirgitThuring0\n", + " svWiki\n", + " Flygare, pionjär\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EdnaMartin\n", - " SKBL Json\n", - " Q4966132\n", + " both\n", + " 2020-10-08\n", + " Wikidata\n", " \n", " \n", " 172\n", - " svWiki\n", - " Wikidata\n", + " Q6432469\n", + " SKBL Json\n", + " AnnaJohansdotterNorback0\n", + " svWiki\n", + " Väckelsekristen ledare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Anna_Johansdotter_Norb%C3%A4ck\n", " both\n", - " Fotograf, donator\n", - " 2020-10-06\n", - " https://en.wikipedia.org/wiki/Maria_Tesch\n", - " SKBL web\n", - " MariaTesch\n", - " SKBL Json\n", - " Q16596575\n", + " 2020-10-07\n", + " Wikidata\n", " \n", " \n", " 173\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Nomadlärare, folkbildare\n", - " 2020-10-05\n", + " Q59861234\n", + " SKBL Json\n", + " AntonieWilhelminaUlrikaRettig\n", + " svWiki\n", + " Donator, tobaksfabrikör\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " FridaTeresiaTeresTorgrim\n", - " SKBL Json\n", - " Q99968145\n", + " both\n", + " 2020-10-07\n", + " Wikidata\n", " \n", " \n", " 174\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Rallyförare, körskoledirektör, pionjär\n", - " 2020-10-05\n", + " Q100153984\n", + " SKBL Json\n", + " JennyHamrin\n", + " svWiki\n", + " Lärare, skolföreståndare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinThunbergArfwidsson\n", - " SKBL Json\n", - " Q99972286\n", + " both\n", + " 2020-10-07\n", + " Wikidata\n", " \n", " \n", " 175\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Skådespelare, miniatyrmålare\n", - " 2020-10-03\n", - " https://en.wikipedia.org/wiki/Fanny_Falkner\n", - " SKBL web\n", - " FannyJohannaMariaFalkner\n", - " SKBL Json\n", - " Q4947559\n", + " Q21567757\n", + " SKBL Json\n", + " IngaLantz\n", + " svWiki\n", + " Riksdagsledamot, feminist, författare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Inga_Lantz\n", + " both\n", + " 2020-10-07\n", + " Wikidata\n", " \n", " \n", " 176\n", - " svWiki\n", - " Wikidata\n", + " Q4966132\n", + " SKBL Json\n", + " EdnaMartin\n", + " svWiki\n", + " Textilkonstnär, pedagog\n", + " SKBL web\n", + " None\n", " both\n", - " Författare, kulturskribent, fotograf\n", - " 2020-10-03\n", - " https://en.wikipedia.org/wiki/Anne-Marie_Berglund\n", - " SKBL web\n", - " AnneMarieBerglund\n", - " SKBL Json\n", - " Q4768079\n", + " 2020-10-06\n", + " Wikidata\n", " \n", " \n", " 177\n", - " svWiki\n", - " Wikidata\n", + " Q16596575\n", + " SKBL Json\n", + " MariaTesch\n", + " svWiki\n", + " Fotograf, donator\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Maria_Tesch\n", " both\n", - " Påstådd spion\n", - " 2020-10-03\n", - " https://en.wikipedia.org/wiki/Jane_Horney\n", - " SKBL web\n", - " EbbaCharlottaJaneHorney\n", - " SKBL Json\n", - " Q4954803\n", + " 2020-10-06\n", + " Wikidata\n", " \n", " \n", " 178\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Författare, poet, skolföreståndare\n", - " 2020-10-02\n", + " Q99968145\n", + " SKBL Json\n", + " FridaTeresiaTeresTorgrim\n", + " svWiki\n", + " Nomadlärare, folkbildare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " FredrikaWennberg\n", - " SKBL Json\n", - " Q4990286\n", + " both\n", + " 2020-10-05\n", + " Wikidata\n", " \n", " \n", " 179\n", - " svWiki\n", - " Wikidata\n", + " Q99972286\n", + " SKBL Json\n", + " KarinThunbergArfwidsson\n", + " svWiki\n", + " Rallyförare, körskoledirektör, pionjär\n", + " SKBL web\n", + " None\n", " both\n", - " Lärd kvinna, astronom\n", - " 2020-10-01\n", - " https://en.wikipedia.org/wiki/Sophia_Brahe\n", - " SKBL web\n", - " SophieBrahe\n", - " SKBL Json\n", - " Q56029\n", + " 2020-10-05\n", + " Wikidata\n", " \n", " \n", " 180\n", - " svWiki\n", - " Wikidata\n", + " Q4768079\n", + " SKBL Json\n", + " AnneMarieBerglund\n", + " svWiki\n", + " Författare, kulturskribent, fotograf\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Anne-Marie_Berglund\n", " both\n", - " Filantrop, folkbildare\n", - " 2020-10-01\n", - " None\n", - " SKBL web\n", - " NataliaFrolander\n", - " SKBL Json\n", - " Q99776118\n", + " 2020-10-03\n", + " Wikidata\n", " \n", " \n", " 181\n", - " svWiki\n", - " Wikidata\n", + " Q4947559\n", + " SKBL Json\n", + " FannyJohannaMariaFalkner\n", + " svWiki\n", + " Skådespelare, miniatyrmålare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Fanny_Falkner\n", " both\n", - " Idrottare, skidlöpare, backhoppare\n", - " 2020-10-01\n", - " None\n", - " SKBL web\n", - " SigridJohannaWikingOlsson\n", - " SKBL Json\n", - " Q28922697\n", + " 2020-10-03\n", + " Wikidata\n", " \n", " \n", " 182\n", - " svWiki\n", - " Wikidata\n", + " Q4954803\n", + " SKBL Json\n", + " EbbaCharlottaJaneHorney\n", + " svWiki\n", + " Påstådd spion\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Jane_Horney\n", " both\n", - " Journalist, författare, samhällsdebattör\n", - " 2020-09-30\n", - " None\n", - " SKBL web\n", - " GunnelBeritHedeby\n", - " SKBL Json\n", - " Q4953096\n", + " 2020-10-03\n", + " Wikidata\n", " \n", " \n", " 183\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Politiker, Förintelseöverlevare, människorättsaktivist\n", - " 2020-09-30\n", + " Q4990286\n", + " SKBL Json\n", + " FredrikaWennberg\n", + " svWiki\n", + " Författare, poet, skolföreståndare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KatalinKatieBorg\n", - " SKBL Json\n", - " Q99756568\n", + " both\n", + " 2020-10-02\n", + " Wikidata\n", " \n", " \n", " 184\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, biståndsarbetare\n", - " 2020-09-30\n", + " Q28922697\n", + " SKBL Json\n", + " SigridJohannaWikingOlsson\n", + " svWiki\n", + " Idrottare, skidlöpare, backhoppare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " BritaEkelundStark\n", - " SKBL Json\n", - " Q99753842\n", + " both\n", + " 2020-10-01\n", + " Wikidata\n", " \n", " \n", " 185\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Lärare, kvinnosakskvinna\n", - " 2020-09-29\n", + " Q99776118\n", + " SKBL Json\n", + " NataliaFrolander\n", + " svWiki\n", + " Filantrop, folkbildare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " EbbaHolgersson\n", - " SKBL Json\n", - " Q64698187\n", + " both\n", + " 2020-10-01\n", + " Wikidata\n", " \n", " \n", " 186\n", - " svWiki\n", - " Wikidata\n", + " Q56029\n", + " SKBL Json\n", + " SophieBrahe\n", + " svWiki\n", + " Lärd kvinna, astronom\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Sophia_Brahe\n", " both\n", - " Pionjär inom privat psykiatrisk vård\n", - " 2020-09-29\n", - " None\n", - " SKBL web\n", - " SophieHermansson\n", - " SKBL Json\n", - " Q16595154\n", + " 2020-10-01\n", + " Wikidata\n", " \n", " \n", " 187\n", - " svWiki\n", - " Wikidata\n", + " Q4953096\n", + " SKBL Json\n", + " GunnelBeritHedeby\n", + " svWiki\n", + " Journalist, författare, samhällsdebattör\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, skolföreståndare\n", - " 2020-09-29\n", - " https://en.wikipedia.org/wiki/Maria_Franck\n", - " SKBL web\n", - " MariaRuckman\n", - " SKBL Json\n", - " Q4948686\n", + " 2020-09-30\n", + " Wikidata\n", " \n", " \n", " 188\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Chefredaktör, tidningsutgivare, byrådirektör\n", - " 2020-09-29\n", + " Q99756568\n", + " SKBL Json\n", + " KatalinKatieBorg\n", + " svWiki\n", + " Politiker, Förintelseöverlevare, människorättsaktivist\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " GretaHofsten\n", - " SKBL Json\n", - " Q4954346\n", + " both\n", + " 2020-09-30\n", + " Wikidata\n", " \n", " \n", " 189\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Balettdansare, mätress\n", - " 2020-09-29\n", - " https://en.wikipedia.org/wiki/Charlotte_Slottsberg\n", - " SKBL web\n", - " CharlottaSlottsberg\n", - " SKBL Json\n", - " Q2961021\n", + " Q99753842\n", + " SKBL Json\n", + " BritaEkelundStark\n", + " svWiki\n", + " Lärare, biståndsarbetare\n", + " SKBL web\n", + " None\n", + " both\n", + " 2020-09-30\n", + " Wikidata\n", " \n", " \n", " 190\n", + " Q99735823\n", + " SKBL Json\n", + " AnnaAhrenberg\n", " svWiki\n", - " Wikidata\n", - " both\n", " Donator\n", - " 2020-09-29\n", - " None\n", " SKBL web\n", - " AnnaAhrenberg\n", - " SKBL Json\n", - " Q99735823\n", + " None\n", + " both\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 191\n", - " svWiki\n", - " Wikidata\n", + " Q64698187\n", + " SKBL Json\n", + " EbbaHolgersson\n", + " svWiki\n", + " Lärare, kvinnosakskvinna\n", + " SKBL web\n", + " None\n", " both\n", - " Missionär, sjuksköterska\n", " 2020-09-29\n", - " None\n", - " SKBL web\n", - " EllenAnnaMariaHilberth\n", - " SKBL Json\n", - " Q99735382\n", + " Wikidata\n", " \n", " \n", " 192\n", - " svWiki\n", - " Wikidata\n", + " Q2961021\n", + " SKBL Json\n", + " CharlottaSlottsberg\n", + " svWiki\n", + " Balettdansare, mätress\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Charlotte_Slottsberg\n", " both\n", - " Missionär, diakon, författare\n", " 2020-09-29\n", - " None\n", - " SKBL web\n", - " GretaEbbaSofiaAndren\n", - " SKBL Json\n", - " Q4936022\n", + " Wikidata\n", " \n", " \n", " 193\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Operasångare, musiker\n", - " 2020-09-25\n", + " Q16595154\n", + " SKBL Json\n", + " SophieHermansson\n", + " svWiki\n", + " Pionjär inom privat psykiatrisk vård\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " KarinLangebo\n", - " SKBL Json\n", - " Q64618436\n", + " both\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 194\n", - " svWiki\n", - " Wikidata\n", + " Q99735382\n", + " SKBL Json\n", + " EllenAnnaMariaHilberth\n", + " svWiki\n", + " Missionär, sjuksköterska\n", + " SKBL web\n", + " None\n", " both\n", - " Skådespelare, lärare\n", - " 2020-09-24\n", - " https://en.wikipedia.org/wiki/Eleonora_S%C3%A4fstr%C3%B6m\n", - " SKBL web\n", - " EleonoraSafstrom\n", - " SKBL Json\n", - " Q4981730\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 195\n", - " svWiki\n", - " Wikidata\n", + " Q4948686\n", + " SKBL Json\n", + " MariaRuckman\n", + " svWiki\n", + " Skådespelare, skolföreståndare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Maria_Franck\n", " both\n", - " Skådespelare, sångare\n", - " 2020-09-24\n", - " None\n", - " SKBL web\n", - " EvaChristinaSafstrom\n", - " SKBL Json\n", - " Q4981734\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 196\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Diakon, missionär, biståndsarbetare\n", - " 2020-09-23\n", + " Q4936022\n", + " SKBL Json\n", + " GretaEbbaSofiaAndren\n", + " svWiki\n", + " Missionär, diakon, författare\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " AnnaHelenaAnnaLenaPeterson\n", - " SKBL Json\n", - " Q99548379\n", + " both\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 197\n", - " svWiki\n", - " Wikidata\n", - " both\n", - " Formgivare, glaskonstnär\n", - " 2020-09-22\n", + " Q4954346\n", + " SKBL Json\n", + " GretaHofsten\n", + " svWiki\n", + " Chefredaktör, tidningsutgivare, byrådirektör\n", + " SKBL web\n", " None\n", - " SKBL web\n", - " MonicaAstridStensdotterBackstrom\n", - " SKBL Json\n", - " Q4937214\n", + " both\n", + " 2020-09-29\n", + " Wikidata\n", " \n", " \n", " 198\n", - " svWiki\n", - " Wikidata\n", + " Q64618436\n", + " SKBL Json\n", + " KarinLangebo\n", + " svWiki\n", + " Operasångare, musiker\n", + " SKBL web\n", + " None\n", " both\n", - " Politiker, riksdagsledamot, samhällsdebattör\n", - " 2020-09-22\n", - " https://en.wikipedia.org/wiki/Kerstin_An%C3%A9r\n", - " SKBL web\n", - " KerstinAner0\n", - " SKBL Json\n", - " Q4936057\n", + " 2020-09-25\n", + " Wikidata\n", " \n", " \n", " 199\n", - " svWiki\n", - " Wikidata\n", + " Q4981730\n", + " SKBL Json\n", + " EleonoraSafstrom\n", + " svWiki\n", + " Skådespelare, lärare\n", + " SKBL web\n", + " https://en.wikipedia.org/wiki/Eleonora_S%C3%A4fstr%C3%B6m\n", " both\n", - " Kennel- och stuteriägare\n", - " 2020-09-21\n", - " None\n", - " SKBL web\n", - " MaryIngeborgStephens\n", - " SKBL Json\n", - " Q99519861\n", + " 2020-09-24\n", + " Wikidata\n", " \n", " \n", "" @@ -3381,7 +3384,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -3441,7 +3444,7 @@ "--- ------ -------------- ----- \n", " 0 WikidataID 7598 non-null object\n", " 1 sblid 7598 non-null object\n", - " 2 skblid 359 non-null object\n", + " 2 skblid 360 non-null object\n", " 3 genderLabel 7598 non-null object\n", " 4 Source 7598 non-null object\n", "dtypes: object(5)\n", @@ -3549,7 +3552,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Ended: 2020-12-09 20:19:43.897561\n" + "Ended: 2020-12-14 19:55:33.805514\n" ] } ], @@ -3584,9 +3587,9 @@ { "data": { "text/plain": [ - "right_only 1355\n", - "both 358\n", - "left_only 169\n", + "right_only 1359\n", + "both 359\n", + "left_only 168\n", "Name: _merge, dtype: int64" ] }, @@ -3632,17 +3635,17 @@ "output_type": "stream", "text": [ "\n", - "Int64Index: 1882 entries, 0 to 1881\n", + "Int64Index: 1886 entries, 0 to 1885\n", "Data columns (total 5 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 WikidataID 1882 non-null object \n", + " 0 WikidataID 1885 non-null object \n", " 1 sblid 527 non-null object \n", - " 2 skblid_x 358 non-null object \n", - " 3 publishedDate 1713 non-null datetime64[ns]\n", - " 4 SBL_SKBL 1882 non-null object \n", + " 2 skblid_x 359 non-null object \n", + " 3 publishedDate 1718 non-null datetime64[ns]\n", + " 4 SBL_SKBL 1886 non-null object \n", "dtypes: datetime64[ns](1), object(4)\n", - "memory usage: 88.2+ KB\n" + "memory usage: 88.4+ KB\n" ] } ], @@ -3658,7 +3661,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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\n", "text/plain": [ "
" ] @@ -3686,9 +3689,9 @@ { "data": { "text/plain": [ - "SKBL_only 1355\n", - "both 358\n", - "SBL_only 169\n", + "SKBL_only 1359\n", + "both 359\n", + "SBL_only 168\n", "Name: SBL_SKBL, dtype: int64" ] }, @@ -3721,15 +3724,15 @@ "output_type": "stream", "text": [ "\n", - "Int64Index: 169 entries, 3 to 523\n", + "Int64Index: 168 entries, 3 to 523\n", "Data columns (total 5 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 WikidataID 169 non-null object \n", - " 1 sblid 169 non-null object \n", + " 0 WikidataID 168 non-null object \n", + " 1 sblid 168 non-null object \n", " 2 skblid_x 0 non-null object \n", " 3 publishedDate 0 non-null datetime64[ns]\n", - " 4 SBL_SKBL 169 non-null object \n", + " 4 SBL_SKBL 168 non-null object \n", "dtypes: datetime64[ns](1), object(4)\n", "memory usage: 7.9+ KB\n" ] @@ -3751,117 +3754,117 @@ " \n", " \n", " \n", - " Wikidata\n", - " WikidataID\n", - " sblid\n", " sbl\n", + " sblid\n", + " WikidataID\n", + " Wikidata\n", " \n", " \n", " \n", " \n", " 493\n", - " Wikidata\n", - " Q622833\n", - " 9103\n", " SBL web\n", + " 9103\n", + " Q622833\n", + " Wikidata\n", " \n", " \n", " 494\n", - " Wikidata\n", - " Q61475\n", - " 9105\n", " SBL web\n", + " 9105\n", + " Q61475\n", + " Wikidata\n", " \n", " \n", " 495\n", - " Wikidata\n", - " Q233319\n", - " 9106\n", " SBL web\n", + " 9106\n", + " Q233319\n", + " Wikidata\n", " \n", " \n", " 496\n", - " Wikidata\n", - " Q3847259\n", - " 9107\n", " SBL web\n", + " 9107\n", + " Q3847259\n", + " Wikidata\n", " \n", " \n", " 497\n", - " Wikidata\n", - " Q235438\n", - " 9109\n", " SBL web\n", + " 9109\n", + " Q235438\n", + " Wikidata\n", " \n", " \n", " 499\n", - " Wikidata\n", - " Q4966895\n", - " 9243\n", " SBL web\n", + " 9243\n", + " Q4966895\n", + " Wikidata\n", " \n", " \n", " 501\n", - " Wikidata\n", - " Q3307503\n", - " 9294\n", " SBL web\n", + " 9294\n", + " Q3307503\n", + " Wikidata\n", " \n", " \n", " 502\n", - " Wikidata\n", - " Q16595847\n", - " 9334\n", " SBL web\n", + " 9334\n", + " Q16595847\n", + " Wikidata\n", " \n", " \n", " 506\n", - " Wikidata\n", - " Q13534119\n", - " 9352\n", " SBL web\n", + " 9352\n", + " Q13534119\n", + " Wikidata\n", " \n", " \n", " 508\n", - " Wikidata\n", - " Q4967436\n", - " 9360\n", " SBL web\n", + " 9360\n", + " Q4967436\n", + " Wikidata\n", " \n", " \n", " 515\n", - " Wikidata\n", - " Q115477\n", - " 9693\n", " SBL web\n", + " 9693\n", + " Q115477\n", + " Wikidata\n", " \n", " \n", " 516\n", - " Wikidata\n", - " Q130413\n", - " 9717\n", " SBL web\n", + " 9717\n", + " Q130413\n", + " Wikidata\n", " \n", " \n", " 517\n", - " Wikidata\n", - " Q232402\n", - " 9718\n", " SBL web\n", + " 9718\n", + " Q232402\n", + " Wikidata\n", " \n", " \n", " 520\n", - " Wikidata\n", - " Q41668701\n", - " 9782\n", " SBL web\n", + " 9782\n", + " Q41668701\n", + " Wikidata\n", " \n", " \n", " 523\n", - " Wikidata\n", - " Q16602175\n", - " 9853\n", " SBL web\n", + " 9853\n", + " Q16602175\n", + " Wikidata\n", " \n", " \n", "" @@ -3913,19 +3916,19 @@ "output_type": "stream", "text": [ "\n", - "Int64Index: 169 entries, 3 to 523\n", + "Int64Index: 168 entries, 3 to 523\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 WikidataID 169 non-null object \n", - " 1 sblid 169 non-null object \n", + " 0 WikidataID 168 non-null object \n", + " 1 sblid 168 non-null object \n", " 2 skblid_x 0 non-null object \n", " 3 publishedDate 0 non-null datetime64[ns]\n", - " 4 SBL_SKBL 169 non-null object \n", - " 5 sbl 169 non-null object \n", - " 6 Wikidata 169 non-null object \n", + " 4 SBL_SKBL 168 non-null object \n", + " 5 sbl 168 non-null object \n", + " 6 Wikidata 168 non-null object \n", "dtypes: datetime64[ns](1), object(6)\n", - "memory usage: 10.6+ KB\n" + "memory usage: 10.5+ KB\n" ] } ], @@ -3941,9 +3944,9 @@ { "data": { "text/plain": [ - "SKBL_only 1355\n", - "both 358\n", - "SBL_only 169\n", + "SKBL_only 1359\n", + "both 359\n", + "SBL_only 168\n", "Name: SBL_SKBL, dtype: int64" ] }, @@ -3964,7 +3967,8 @@ { "data": { "text/plain": [ - "both 1713\n", + "both 1717\n", + "SKBL_only 1\n", "Name: WD_SKBL, dtype: int64" ] }, @@ -4045,14 +4049,68 @@ " \n", " \n", " \n", + " \n", + " 0\n", + " NaN\n", + " JennyRossander\n", + " NaN\n", + " NaN\n", + " 2020-12-14\n", + " Kerstin\n", + " Rydbeck\n", + " Reformpedagog, matematiker, kvinnosakskvinna\n", + " Rossander\n", + " Johanna Sofia (/Jenny/)\n", + " 1837-01-22\n", + " 1887-08-28\n", + " SKBL\n", + " Kerstin Rydbeck\n", + " <a href='https://skbl.se/sv/artikel/JennyRossander'>SKBL web</a>\n", + " <a href='https://skbl.se/sv/artikel/JennyRossander.json'>SKBL Json</a>\n", + " SKBL_only\n", + " <a href='https://www.wikidata.org/wiki/nan'>Wikidata</a>\n", + " <a href='https://www.wikidata.org/wiki/Special:GoToLinkedPage/svwiki/nan'>svWiki</a>\n", + " <a href='https://www.skbl.se/sv/artikel/JennyRossander.json'>json</a>\n", + " <a href='https://www.skbl.se/sv/artikel/JennyRossander'>html</a>\n", + " <a href='https://quickstatements.toolforge.org/#/v1=WDOBJEKT%7CP1343%7CQ50395049%7CP407%7CQ9027%7CP407%7CQ1860%7CS4963%7C%22JennyRossander%22'>QS</a>\n", + " \n", " \n", "\n", "" ], "text/plain": [ - "Empty DataFrame\n", - "Columns: [WikidataID, skblid, en, Source_x, publishedDate, article_author_firstname, article_author_lastname, subtitle_sv, name_lastname, name_firstname, born, death, Source_y, Author, Link, Linkjson, WD_SKBL, Wikidata, svWikipedia, linkjson, linkhtml, newWdref]\n", - "Index: []" + " WikidataID skblid en Source_x publishedDate \\\n", + "0 NaN JennyRossander NaN NaN 2020-12-14 \n", + "\n", + " article_author_firstname article_author_lastname \\\n", + "0 Kerstin Rydbeck \n", + "\n", + " subtitle_sv name_lastname \\\n", + "0 Reformpedagog, matematiker, kvinnosakskvinna Rossander \n", + "\n", + " name_firstname born death Source_y Author \\\n", + "0 Johanna Sofia (/Jenny/) 1837-01-22 1887-08-28 SKBL Kerstin Rydbeck \n", + "\n", + " Link \\\n", + "0 SKBL web \n", + "\n", + " Linkjson \\\n", + "0 SKBL Json \n", + "\n", + " WD_SKBL Wikidata \\\n", + "0 SKBL_only Wikidata \n", + "\n", + " svWikipedia \\\n", + "0 svWiki \n", + "\n", + " linkjson \\\n", + "0 json \n", + "\n", + " linkhtml \\\n", + "0 html \n", + "\n", + " newWdref \n", + "0 QS " ] }, "execution_count": 50, @@ -4084,15 +4142,24 @@ " \n", " \n", " \n", - " linkhtml\n", " linkjson\n", + " WikidataID\n", + " skblid\n", + " linkhtml\n", " newWdref\n", " publishedDate\n", - " skblid\n", - " WikidataID\n", " \n", " \n", " \n", + " \n", + " 0\n", + " json\n", + " NaN\n", + " JennyRossander\n", + " html\n", + " QS\n", + " 2020-12-14\n", + " \n", " \n", "" ], @@ -4192,8 +4259,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "Ended: 2020-12-09 20:19:44.286802\n", - "Time elapsed (hh:mm:ss.ms) 0:00:19.218403\n" + "Ended: 2020-12-14 19:55:34.292137\n", + "Time elapsed (hh:mm:ss.ms) 0:00:19.640630\n" ] } ],