/*
Namnsdag 1.0

En klass som hanterar alla namnsdagar

Copyright (C) 2007  Rikard Bartholf <rikard@utvecklarna.se>

This program is free software; you can redistribute it and/or
modify it under the terms of the GNU General Public License
as published by the Free Software Foundation; either version 2
of the License, or (at your option) any later version.

This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
GNU General Public License for more details.

You should have received a copy of the GNU General Public License
along with this program; if not, write to the Free Software
Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA  02110-1301, USA.

Mer info:
 WWW:   http://www.utvecklarna.se
 MAIL:  info@utvecklarna.se

Historik:
    070313 - Första versionen
*/
var n = new Array();
n['1'] = new Array();
n['1']['2'] = ['Svea'];
n['1']['3'] = ['Alfrida','Alfred'];
n['1']['4'] = ['Rut'];
n['1']['5'] = ['Hannele','Hanna'];
n['1']['6'] = ['Melker','Kasper','Baltsar'];
n['1']['7'] = ['August','Augusta'];
n['1']['8'] = ['Erland'];
n['1']['9'] = ['Gunder','Gunnar'];
n['1']['10'] = ['Sigurd','Sigbritt'];
n['1']['11'] = ['Jannike','Jan'];
n['1']['12'] = ['Frideborg','Fridolf'];
n['1']['13'] = ['Knut'];
n['1']['14'] = ['Felicia','Felix'];
n['1']['15'] = ['Laura','Lorentz'];
n['1']['16'] = ['Hjalmar','Helmer'];
n['1']['17'] = ['Anton','Tony'];
n['1']['18'] = ['Hildur','Hilda'];
n['1']['19'] = ['Henrik'];
n['1']['20'] = ['Sebastian','Fabian'];
n['1']['21'] = ['Agnes','Agneta'];
n['1']['22'] = ['Vincent','Viktor'];
n['1']['23'] = ['Frej','Freja'];
n['1']['24'] = ['Erika'];
n['1']['25'] = ['Pål','Paul'];
n['1']['26'] = ['Boel','Bodil'];
n['1']['27'] = ['Göta','Göte'];
n['1']['28'] = ['Karla','Karl'];
n['1']['29'] = ['Diana'];
n['1']['30'] = ['Gunhild','Gunilla'];
n['1']['31'] = ['Joar','Ivar'];
n['2'] = new Array();
n['2']['1'] = ['Maximilian','Max'];
n['2']['3'] = ['Disa','Hjördis'];
n['2']['4'] = ['Anselm','Ansgar'];
n['2']['5'] = ['Agda','Agata'];
n['2']['6'] = ['Dorotea','Doris'];
n['2']['7'] = ['Rikard','Dick'];
n['2']['8'] = ['Berta','Bert'];
n['2']['9'] = ['Fanny','Franciska'];
n['2']['10'] = ['Iris'];
n['2']['11'] = ['Inge','Yngve'];
n['2']['12'] = ['Evelina','Evy'];
n['2']['13'] = ['Ove','Agne'];
n['2']['14'] = ['Valentin'];
n['2']['15'] = ['Sigfrid'];
n['2']['16'] = ['Julia','Julius'];
n['2']['17'] = ['Sandra','Alexandra'];
n['2']['18'] = ['Frida','Fritiof'];
n['2']['19'] = ['Ella','Gabriella'];
n['2']['20'] = ['Vivianne'];
n['2']['21'] = ['Hilding'];
n['2']['22'] = ['Pia'];
n['2']['23'] = ['Torsten','Torun'];
n['2']['24'] = ['Mats','Mattias'];
n['2']['25'] = ['Sigvard','Sivert'];
n['2']['26'] = ['Torkel','Torgny'];
n['2']['27'] = ['Lage'];
n['2']['28'] = ['Maria'];
n['3'] = new Array();
n['3']['1'] = ['Albin','Elvira'];
n['3']['2'] = ['Erna','Ernst'];
n['3']['3'] = ['Gunvor','Gunborg'];
n['3']['4'] = ['Adrian','Adriana'];
n['3']['5'] = ['Tove','Tora'];
n['3']['6'] = ['Ebba','Ebbe'];
n['3']['7'] = ['Camilla'];
n['3']['8'] = ['Siv'];
n['3']['9'] = ['Torleif','Torbjörn'];
n['3']['10'] = ['Ada','Edla'];
n['3']['11'] = ['Edvin','Egon'];
n['3']['12'] = ['Viktoria'];
n['3']['13'] = ['Greger'];
n['3']['14'] = ['Maud','Matilda'];
n['3']['15'] = ['Christel','Kristoffer'];
n['3']['16'] = ['Herbert','Gilbert'];
n['3']['17'] = ['Gertrud'];
n['3']['18'] = ['Edvard','Edmund'];
n['3']['19'] = ['Josefina','Josef'];
n['3']['20'] = ['Joakim','Kim'];
n['3']['21'] = ['Bengt'];
n['3']['22'] = ['Kennet','Kent'];
n['3']['23'] = ['Gerda','Gerd'];
n['3']['24'] = ['Rafael','Gabriel'];
n['3']['26'] = ['Emanuel'];
n['3']['27'] = ['Ralf','Rudolf'];
n['3']['28'] = ['Morgan','Malkolm'];
n['3']['29'] = ['Jens','Jonas'];
n['3']['30'] = ['Holmfrid','Holger'];
n['3']['31'] = ['Ester'];
n['4'] = new Array();
n['4']['1'] = ['Hervor','Harald'];
n['4']['2'] = ['Ingemund','Gudmund'];
n['4']['3'] = ['Nanna','Ferdinand'];
n['4']['4'] = ['Marianne','Marlene'];
n['4']['5'] = ['Irene','Irja'];
n['4']['6'] = ['Helmi','Vilhelm'];
n['4']['7'] = ['Irma','Irmelin'];
n['4']['8'] = ['Nadja','Tanja'];
n['4']['9'] = ['Ottilia','Otto'];
n['4']['10'] = ['Ingvor','Ingvar'];
n['4']['11'] = ['Ylva','Ulf'];
n['4']['12'] = ['Liv'];
n['4']['13'] = ['Douglas','Artur'];
n['4']['14'] = ['Tiburtius'];
n['4']['15'] = ['Oliver','Olivia'];
n['4']['16'] = ['Patricia','Patrik'];
n['4']['17'] = ['Elias','Elis'];
n['4']['18'] = ['Valdemar','Volmar'];
n['4']['19'] = ['Olaus','Ola'];
n['4']['20'] = ['Amelie','Amalia'];
n['4']['21'] = ['Anneli','Annika'];
n['4']['22'] = ['Glenn','Allan'];
n['4']['23'] = ['Göran','Georg'];
n['4']['24'] = ['Vega'];
n['4']['25'] = ['Markus'];
n['4']['26'] = ['Terese','Teresia'];
n['4']['27'] = ['Engelbrekt'];
n['4']['28'] = ['Ture','Tyra'];
n['4']['29'] = ['Tyko'];
n['4']['30'] = ['Mariana'];
n['5'] = new Array();
n['5']['1'] = ['Valborg'];
n['5']['2'] = ['Filip','Filippa'];
n['5']['3'] = ['Jane','John'];
n['5']['4'] = ['Monika','Mona'];
n['5']['5'] = ['Erhard','Gotthard'];
n['5']['6'] = ['Rita','Marit'];
n['5']['7'] = ['Carita','Carina'];
n['5']['8'] = ['Åke'];
n['5']['9'] = ['Reidun','Reidar'];
n['5']['10'] = ['Esbjörn','Styrbjörn'];
n['5']['11'] = ['Märta','Märit'];
n['5']['12'] = ['Charlotta','Lotta'];
n['5']['13'] = ['Linnea','Linn'];
n['5']['14'] = ['Halvard','Halvar'];
n['5']['15'] = ['Sofia','Sonja'];
n['5']['16'] = ['Ronny','Ronald'];
n['5']['17'] = ['Rebecka','Ruben'];
n['5']['18'] = ['Erik'];
n['5']['19'] = ['Majken','Maj'];
n['5']['20'] = ['Carola','Karolina'];
n['5']['21'] = ['Konstantin','Conny'];
n['5']['22'] = ['Hemming','Henning'];
n['5']['23'] = ['Desideria','Desirée'];
n['5']['24'] = ['Ivan','Vanja'];
n['5']['25'] = ['Urban'];
n['5']['26'] = ['Vilma','Vilhelmina'];
n['5']['27'] = ['Blenda','Beda'];
n['5']['28'] = ['Borghild','Ingeborg'];
n['5']['29'] = ['Jeanette','Yvonne'];
n['5']['30'] = ['Veronika','Vera'];
n['5']['31'] = ['Petronella','Pernilla'];
n['6'] = new Array();
n['6']['1'] = ['Gun','Gunnel'];
n['6']['2'] = ['Roger','Rutger'];
n['6']['3'] = ['Gudmar','Ingemar'];
n['6']['4'] = ['Solveig','Solbritt'];
n['6']['5'] = ['Bo'];
n['6']['6'] = ['Gustav','Gösta'];
n['6']['7'] = ['Robert','Robin'];
n['6']['8'] = ['Eivor','Majvor'];
n['6']['9'] = ['Börje','Birger'];
n['6']['10'] = ['Svante','Boris'];
n['6']['11'] = ['Berthold','Bertil'];
n['6']['12'] = ['Eskil'];
n['6']['13'] = ['Aina','Aino'];
n['6']['14'] = ['Hakon','Håkan'];
n['6']['15'] = ['Margot','Margit'];
n['6']['16'] = ['Axelina','Axel'];
n['6']['17'] = ['Torborg','Torvald'];
n['6']['18'] = ['Björn','Bjarne'];
n['6']['19'] = ['Görel','Germund'];
n['6']['20'] = ['Linda'];
n['6']['21'] = ['Alvar','Alf'];
n['6']['22'] = ['Paula','Paulina'];
n['6']['23'] = ['Alice','Adolf'];
n['6']['25'] = ['David','Salomon'];
n['6']['26'] = ['Rakel','Lea'];
n['6']['27'] = ['Fingal','Selma'];
n['6']['28'] = ['Leo'];
n['6']['29'] = ['Peter','Petra'];
n['6']['30'] = ['Elof','Leif'];
n['7'] = new Array();
n['7']['1'] = ['Mirjam','Aron'];
n['7']['2'] = ['Rosita','Rosa'];
n['7']['3'] = ['Aurora'];
n['7']['4'] = ['Ulla','Ulrika'];
n['7']['5'] = ['Laila','Ritva'];
n['7']['6'] = ['Esaias','Jessika'];
n['7']['7'] = ['Klas'];
n['7']['8'] = ['Kjell'];
n['7']['9'] = ['Örjan','Jörgen'];
n['7']['10'] = ['Andrea','André'];
n['7']['11'] = ['Eleonora','Ellinor'];
n['7']['12'] = ['Hermine','Herman'];
n['7']['13'] = ['Judit','Joel'];
n['7']['14'] = ['Folke'];
n['7']['15'] = ['Ragnhild','Ragnvald'];
n['7']['16'] = ['Reine','Reinhold'];
n['7']['17'] = ['Bruno'];
n['7']['18'] = ['Fredrik','Fritz'];
n['7']['19'] = ['Sara'];
n['7']['20'] = ['Margareta','Greta'];
n['7']['21'] = ['Johanna'];
n['7']['22'] = ['Magdalena','Madeleine'];
n['7']['23'] = ['Emma'];
n['7']['24'] = ['Kerstin','Kristina'];
n['7']['25'] = ['Jakob'];
n['7']['26'] = ['Jesper'];
n['7']['27'] = ['Marta'];
n['7']['28'] = ['Botvid','Seved'];
n['7']['29'] = ['Olof'];
n['7']['30'] = ['Algot'];
n['7']['31'] = ['Helena','Elin'];
n['8'] = new Array();
n['8']['1'] = ['Per'];
n['8']['2'] = ['Karin','Kajsa'];
n['8']['3'] = ['Tage'];
n['8']['4'] = ['Arnold','Arne'];
n['8']['5'] = ['Alrik','Ulrik'];
n['8']['6'] = ['Alfons','Inez'];
n['8']['7'] = ['Dennis','Denise'];
n['8']['8'] = ['Silvia','Sylvia'];
n['8']['9'] = ['Roland'];
n['8']['10'] = ['Lars'];
n['8']['11'] = ['Susanna'];
n['8']['12'] = ['Klara'];
n['8']['13'] = ['Kaj'];
n['8']['14'] = ['Uno'];
n['8']['15'] = ['Stella','Estelle'];
n['8']['16'] = ['Brynolf'];
n['8']['17'] = ['Verner','Valter'];
n['8']['18'] = ['Lena','Ellen'];
n['8']['19'] = ['Magnus','Måns'];
n['8']['20'] = ['Bernt','Bernhard'];
n['8']['21'] = ['Jonna','Jon'];
n['8']['22'] = ['Henrietta','Henrika'];
n['8']['23'] = ['Signhild','Signe'];
n['8']['24'] = ['Bartolomeus'];
n['8']['25'] = ['Louise','Lovisa'];
n['8']['26'] = ['Östen'];
n['8']['27'] = ['Rolf','Raoul'];
n['8']['28'] = ['Leila','Gurli'];
n['8']['29'] = ['Hans','Hampus'];
n['8']['30'] = ['Albertina','Albert'];
n['8']['31'] = ['Vidar','Arvid'];
n['9'] = new Array();
n['9']['1'] = ['Samuel'];
n['9']['2'] = ['Justus','Justina'];
n['9']['3'] = ['Alva','Alfhild'];
n['9']['4'] = ['Gisela'];
n['9']['5'] = ['Heidi','Adela'];
n['9']['6'] = ['Lilian','Lilly'];
n['9']['7'] = ['Regina','Roy'];
n['9']['8'] = ['Alma','Hulda'];
n['9']['9'] = ['Annette','Anita'];
n['9']['10'] = ['Tord','Turid'];
n['9']['11'] = ['Helny','Dagny'];
n['9']['12'] = ['Åsa','Åslög'];
n['9']['13'] = ['Sture'];
n['9']['14'] = ['Ida'];
n['9']['15'] = ['Siri','Sigrid'];
n['9']['16'] = ['Daga','Dag'];
n['9']['17'] = ['Hildegard','Magnhild'];
n['9']['18'] = ['Orvar'];
n['9']['19'] = ['Fredrika'];
n['9']['20'] = ['Elise','Lisa'];
n['9']['21'] = ['Matteus'];
n['9']['22'] = ['Maurits','Moritz'];
n['9']['23'] = ['Tekla','Tea'];
n['9']['24'] = ['Gerhard','Gert'];
n['9']['25'] = ['Tryggve'];
n['9']['26'] = ['Enar','Einar'];
n['9']['27'] = ['Dagmar','Rigmor'];
n['9']['28'] = ['Lennart','Leonard'];
n['9']['29'] = ['Mikaela','Mikael'];
n['9']['30'] = ['Helge'];
n['10'] = new Array();
n['10']['1'] = ['Ragnar','Ragna'];
n['10']['2'] = ['Love','Ludvig'];
n['10']['3'] = ['Evald','Osvald'];
n['10']['4'] = ['Frank','Frans'];
n['10']['5'] = ['Bror'];
n['10']['6'] = ['Jenny','Jennifer'];
n['10']['7'] = ['Britta','Birgitta'];
n['10']['8'] = ['Nils'];
n['10']['9'] = ['Ingrid','Inger'];
n['10']['10'] = ['Harry','Harriet'];
n['10']['11'] = ['Jarl','Erling'];
n['10']['12'] = ['Manfred','Valfrid'];
n['10']['13'] = ['Berit','Birgit'];
n['10']['14'] = ['Stellan'];
n['10']['15'] = ['Hillevi','Hedvig'];
n['10']['16'] = ['Finn'];
n['10']['17'] = ['Antonia','Toini'];
n['10']['18'] = ['Lukas'];
n['10']['19'] = ['Tore','Tor'];
n['10']['20'] = ['Sibylla'];
n['10']['21'] = ['Yrsa','Ursula'];
n['10']['22'] = ['Marita','Marika'];
n['10']['23'] = ['Severin','Sören'];
n['10']['24'] = ['Evert','Eilert'];
n['10']['25'] = ['Inga','Ingalill'];
n['10']['26'] = ['Rasmus','Amanda'];
n['10']['27'] = ['Sabina'];
n['10']['28'] = ['Simon','Simone'];
n['10']['29'] = ['Viola'];
n['10']['30'] = ['Elsa','Isabella'];
n['10']['31'] = ['Edgar','Edit'];
n['11'] = new Array();
n['11']['2'] = ['Tobias'];
n['11']['3'] = ['Hugo','Hubert'];
n['11']['4'] = ['Sverker'];
n['11']['5'] = ['Eugenia','Eugen'];
n['11']['6'] = ['Gustav Adolf'];
n['11']['7'] = ['Ingela','Ingegerd'];
n['11']['8'] = ['Vendela'];
n['11']['9'] = ['Teodora','Teodor'];
n['11']['10'] = ['Martina','Martin'];
n['11']['11'] = ['Mårten'];
n['11']['12'] = ['Kurt','Konrad'];
n['11']['13'] = ['Kristian','Krister'];
n['11']['14'] = ['Emil','Emilia'];
n['11']['15'] = ['Leopold'];
n['11']['16'] = ['Viveka','Vibeke'];
n['11']['17'] = ['Naemi','Naima'];
n['11']['18'] = ['Moa','Lillemor'];
n['11']['19'] = ['Lisbet','Elisabet'];
n['11']['20'] = ['Pontus','Marina'];
n['11']['21'] = ['Olga','Helga'];
n['11']['22'] = ['Sissela','Cecilia'];
n['11']['23'] = ['Klemens'];
n['11']['24'] = ['Gudrun','Rune'];
n['11']['25'] = ['Katarina','Katja'];
n['11']['26'] = ['Linus'];
n['11']['27'] = ['Asta','Astrid'];
n['11']['28'] = ['Malte'];
n['11']['29'] = ['Sune'];
n['11']['30'] = ['Anders','Andreas'];
n['12'] = new Array();
n['12']['1'] = ['Ossian','Oskar'];
n['12']['2'] = ['Beatrice','Beata'];
n['12']['3'] = ['Lydia'];
n['12']['4'] = ['Barbro','Barbara'];
n['12']['5'] = ['Sven'];
n['12']['6'] = ['Niklas','Nikolaus'];
n['12']['7'] = ['Angela','Angelika'];
n['12']['8'] = ['Virginia'];
n['12']['9'] = ['Anna'];
n['12']['10'] = ['Malin','Malena'];
n['12']['11'] = ['Daniel','Daniela'];
n['12']['12'] = ['Alexis','Alexander'];
n['12']['13'] = ['Lucia'];
n['12']['14'] = ['Sixten','Sten'];
n['12']['15'] = ['Gottfrid'];
n['12']['16'] = ['Assar'];
n['12']['17'] = ['Stig'];
n['12']['18'] = ['Abraham'];
n['12']['19'] = ['Isak'];
n['12']['20'] = ['Moses','Israel'];
n['12']['21'] = ['Tomas'];
n['12']['22'] = ['Natanael','Jonatan'];
n['12']['23'] = ['Adam'];
n['12']['24'] = ['Eva'];
n['12']['26'] = ['Stefan','Staffan'];
n['12']['27'] = ['Johannes','Johan'];
n['12']['28'] = ['Benjamin'];
n['12']['29'] = ['Natalia','Natalie'];
n['12']['30'] = ['Abel','Set'];
n['12']['31'] = ['Sylvester'];