Die Stämme Statistiken: Wält 66: Player

„Die-Stämme“-Spielerprofil: Sandi1998 (Dörfer)

[8] [alle]
NamePunktePositionKontinent
{001} Oxycodone10,971465|516K54
{002} Diacetylmorphine10,971471|520K54
{003} Desnitroetonitazene10,971467|521K54
{004} Fentanyl10,971466|524K54
{005} Alprazolam10,971480|521K54
{006} Nitrazepam10,971495|505K54
{007} Lorazepam10,971462|527K54
{008} Diazepam10,971463|527K54
{009} Clonazepam10,971466|516K54
{010} Bromazepam10,971465|514K54
{011} Quetiapine10,971467|514K54
{012} Pregabalin10,971468|534K54
{013} Gabapentin10,971469|520K54
{014} Zopiclone10,971463|524K54
{015} Zolpidem10,971467|515K54
{016} Tramadol10,971468|515K54
{017} Methadone10,971468|518K54
{018} Ketamine10,971466|515K54
{019} GHB10,971479|520K54
{020} MDMA10,971467|516K54
{021} LSD10,971481|522K54
{022} THC10,971481|520K54
{023} O-AMKD10,971457|514K54
{024} ETH-LAD10,971466|517K54
{025} 2C-B10,971478|519K54
{026} DMT10,971476|528K54
{027} Mephedrone10,971475|516K54
{028} 3-MeO-PCP10,971470|521K54
{029} Opium10,971468|521K54
{030} Trazodone10,971463|516K54
{031} Salvia divinorum10,971462|516K54
{032} Psilocybin10,971465|513K54
{033} Morphine10,971463|517K54
{034} Flubromazolam10,971462|528K54
{035} Flualprazolam10,971459|527K54
{036} 1CP-LSD10,971464|533K54
{037} Methamphetamine10,971468|535K54
{038} Cocaine10,971458|511K54
{039} Venlafaxine10,971465|523K54
{040} Fluoxetine10,971470|517K54
{041} Duloxetine10,971471|526K54
{042} GBL10,971470|524K54
{043}10,971474|523K54
{044}10,971474|524K54
{045}10,971469|517K54
{046}10,971480|517K54
{047}10,971467|534K54
{048}10,971464|521K54
{049}10,971482|520K54
{050}10,971467|538K54
{051}10,971500|511K55
{052}10,971505|501K55
{053}10,971501|505K55
{054}10,971468|482K44
{055}10,971469|481K44
{056}10,971469|480K44
{057}10,971463|480K44
{058}10,971479|479K44
{059}10,971488|468K44
{060}10,971471|482K44
{061}10,971467|478K44
{062}10,971470|483K44
{063}10,971470|482K44
{064}10,971471|480K44
{065}10,971479|477K44
{066}10,971464|477K44
{067}10,971469|482K44
{068}10,971468|485K44
{069}10,971465|478K44
{070}10,971465|481K44
{071}10,971464|481K44
{072}10,971466|476K44
{073}10,971468|486K44
{074}10,971463|481K44
{075}10,971468|478K44
{076}10,971466|486K44
{077}10,971468|487K44
{078}10,971468|490K44
{079}10,971467|490K44
{080}10,971470|488K44
{081}10,971471|481K44
{082}10,971468|483K44
{083}10,971468|477K44
{084}10,971480|478K44
{085}10,971474|482K44
{086}10,971466|483K44
{087}10,971472|487K44
{088}10,971465|488K44
{089}10,971463|486K44
{090}10,971471|483K44
{091}10,971472|486K44
{092}10,971465|485K44
{093}10,971466|477K44
{094}10,971466|478K44
{095}10,971479|481K44
{096}10,971474|484K44
{097}10,971476|482K44
{098}10,971465|487K44
{099}10,971477|482K44
{100}10,971480|481K44
{101}10,971476|485K44
{102}10,971470|477K44
{103}10,971467|475K44
{104}10,971479|483K44
{105}10,971480|484K44
{106}10,971482|478K44
{107}10,971479|485K44
{108}10,971482|482K44
{109}10,971468|474K44
{110}10,971466|474K44
{111}10,971483|479K44
{112}10,971468|473K44
{113}10,971483|480K44
{114}10,971481|485K44
{115}10,971476|475K44
{116}10,971484|478K44
{117}10,971471|474K44
{118}10,971488|467K44
{119}10,971486|478K44
{120}10,971483|475K44
{121}10,971486|485K44
{122}10,971484|475K44
{123}10,971487|470K44
{124}10,971487|469K44
{125}10,971491|467K44
{126}10,971521|447K45
{127}10,971522|446K45
{128}10,971523|445K45
{129}10,971523|442K45
{130}10,971524|444K45
{131}10,971524|445K45
{132}10,971524|449K45
{133}10,971523|443K45
{134}10,971483|523K54
{135}10,971500|527K55
{136}10,728497|501K54
{137}10,971465|538K54
{138}10,971495|502K54
{139}10,971473|546K54
{140}10,971473|548K54
{141}10,971527|523K55
{142}10,971509|546K55
{143}10,971472|546K54
{144}10,971450|534K54
{145}10,971471|550K54
{146}10,971446|531K54
{147}10,971456|534K54
{148}10,971447|533K54
{149}10,971442|525K54
{150}10,971447|537K54
{151}11,130451|539K54
{152}11,130439|521K54
{153}11,130442|522K54
{154}11,130450|533K54
{155}11,130529|526K55
{156}11,130446|537K54
{157}11,130470|554K54
{158}11,130446|530K54
{159}11,130446|527K54
{160}11,130446|524K54
{161}11,130446|522K54
{162}11,130454|552K54
{163}11,130456|554K54
{164}11,130448|546K54
{165}11,130443|525K54
{166}11,130439|523K54
{167}11,130449|547K54
{168}11,130442|531K54
{169}11,130447|545K54
{170}11,130439|529K54
{171}11,130442|537K54
{172}11,130441|534K54
{173}11,130442|535K54
{174}11,130448|543K54
{175}11,130444|541K54
{176}11,130440|532K54
{177}11,130438|523K54
{178}11,130440|525K54
{179}11,130438|528K54
{180}11,130458|556K54
{181}11,130461|478K44
{182}11,130465|472K44
{183}11,130460|475K44
{184}11,130465|468K44
{185}11,130456|470K44
{186}10,971462|473K44
{187}11,130459|470K44
{188}11,130456|471K44
{189}10,971457|475K44
{190}11,130461|457K44
{191}11,130453|471K44
{192}11,130458|477K44
{193}11,130461|458K44
{194}10,971460|477K44
{195}11,130441|536K54
{196}11,130459|478K44
{197}11,130459|557K54
{198}11,130442|539K54
{199}11,130452|466K44
{200}11,130452|468K44
{201}11,130459|461K44
{202}11,130456|466K44
{203}11,130457|465K44
{204}11,130460|460K44
{205}11,130451|469K44
{206}11,130460|461K44
{207}11,130456|464K44
{208}11,130455|463K44
{209}11,130462|483K44
{210}11,130459|481K44
{211}11,130458|482K44
{212}11,130463|485K44
{213}11,130451|468K44
{214}11,130460|485K44
{215}11,130462|495K44
{216}11,130462|480K44
{217}11,130459|482K44
{218}11,130460|487K44
{219}11,130460|488K44
{220}11,130454|475K44
{221}11,130460|489K44
{222}11,130461|488K44
{223}11,130458|486K44
{224}11,130461|482K44
{225}11,130456|482K44
{226}11,130459|479K44
{227}11,130464|473K44
{228}11,130452|467K44
{229}11,130451|552K54
{230}11,130458|470K44
{231}11,130460|474K44
{232}11,130462|462K44
{233}11,130544|456K45
{234}11,130461|492K44
{235}11,130459|480K44
{236}11,130453|466K44
{237}11,130461|487K44
{238}11,130457|486K44
{239}11,130461|489K44
{240}11,130459|485K44
{241}11,130455|474K44
{242}11,130461|460K44
{243}11,130453|465K44
{244}11,130455|465K44
{245}11,130467|473K44
{246}11,130468|480K44
{247}11,130467|476K44
{248}11,130468|471K44
{249}11,130469|471K44
{250}11,130469|472K44
{251}11,130461|472K44
{252}11,130459|471K44
{253}11,130479|469K44
{254}11,130470|472K44
{255}11,130465|469K44
{256}11,130470|469K44
{257}11,130491|474K44
{258}11,130490|473K44
{259}11,130467|467K44
{260}11,130468|469K44
{261}11,130463|460K44
{262}11,130479|466K44
{263}11,130481|467K44
{264}11,130477|462K44
{265}11,130469|469K44
{266}11,130485|462K44
{267}11,130463|468K44
{268}11,130466|467K44
{269}11,130481|465K44
{270}10,728478|463K44
{271}11,130501|472K45
{272}10,728464|461K44
{273}11,130477|464K44
{274}10,838492|474K44
{275}11,130477|463K44
{276}11,130455|460K44
{277}11,130500|449K45
{278}11,130465|459K44
{279}11,130482|463K44
{280}11,130483|460K44
{281}11,130482|460K44
{282}10,971463|475K44
{283}11,130462|476K44
{284}11,130457|472K44
{285}11,130493|457K44
{286}11,130482|462K44
{287}11,130482|459K44
{288}11,130483|458K44
{289}11,130464|472K44
{290}11,130458|466K44
{291}10,971462|475K44
{292}11,130499|451K44
{293}11,130482|461K44
{294}11,130486|459K44
{295}11,130456|472K44
{296}11,130457|474K44
{297}11,130487|459K44
{298}11,130463|461K44
{299}11,130484|461K44
{300}11,130461|462K44
{301}11,130484|454K44
{302}11,130454|470K44
{303}11,130485|458K44
{304}11,130457|462K44
{305}11,130489|458K44
{306}11,130485|457K44
{307}11,130487|458K44
{308}10,495453|467K44
{309}11,130486|456K44
{310}11,130487|453K44
{311}11,130488|455K44
{312}11,130486|455K44
{313}11,130485|452K44
{314}11,130495|451K44
{315}11,130485|451K44
{316}11,130486|454K44
{317}11,130482|452K44
{318}11,130495|452K44
{319}11,130492|449K44
{320}11,130495|450K44
{321}11,130492|452K44
{322}11,130517|472K45
{323}11,130518|473K45
{324}11,130456|468K44
{325}11,130457|468K44
{326}11,130455|473K44
{327}11,130459|464K44
{328}11,130453|472K44
{329}11,130456|469K44
{330}11,130460|468K44
{331}11,130450|466K44
{332}11,130451|466K44
{333}11,130449|465K44
{334}11,130448|467K44
{335}10,971453|453K44
{336}10,971452|455K44
{337}11,130448|462K44
{338}11,130450|464K44
{339}11,130491|462K44
{340}11,130448|465K44
{341}11,130487|460K44
{342}11,130489|457K44
{343}11,130449|467K44
{344}11,130454|460K44
{345}11,130490|458K44
{346}11,130458|460K44
{347}11,130452|462K44
{348}10,971458|453K44
{349}11,130490|457K44
{350}11,130490|455K44
{351}11,130491|456K44
{352}11,130487|456K44
{353}11,130449|471K44
{354}11,130448|459K44
{355}11,130482|442K44
{356}11,130450|473K44
{357}11,130457|460K44
{358}11,130452|457K44
{359}11,130449|458K44
{360}11,130454|459K44
{361}11,130457|459K44
{362}11,130455|458K44
{363}11,130454|457K44
{364}11,130456|458K44
{365}11,130453|457K44
{366}11,130495|437K44
{367}11,130456|457K44
{368}11,130470|456K44
{369}10,971460|456K44
{370}11,130451|458K44
{371}11,130451|454K44
{372}11,130451|455K44
{373}10,971459|455K44
{374}11,130458|459K44
{375}11,130479|441K44
{376}11,130460|453K44
{377}11,130458|456K44
{378}11,130458|457K44
{379}11,130457|458K44
{380}11,130451|460K44
{381}11,130450|460K44
{382}11,130461|453K44
{383}11,130472|451K44
{384}11,130471|451K44
{385}10,971453|452K44
{386}11,130447|459K44
{387}10,971463|447K44
{388}11,130456|451K44
{389}11,130459|448K44
{390}11,130485|440K44
{391}11,130461|448K44
{392}10,971463|448K44
{393}10,971454|454K44
{394}10,971464|448K44
{395}10,971455|452K44
{396}11,130487|440K44
{397}10,971460|448K44
{398}11,130447|465K44
{399}11,130482|436K44
{400}11,130479|443K44
{401}11,130450|455K44
{402}11,130486|438K44
{403}11,130483|436K44
{404} Not Found11,130482|435K44
{405}11,130459|445K44
{406}11,130453|448K44
{407}10,971457|446K44
{408}10,971455|449K44
{409}10,971486|430K44
{410}10,971454|450K44
{411}10,971481|434K44
{412}10,971475|452K44
{413}10,971444|451K44
{414}10,971444|453K44
{415}10,971472|446K44
{416}10,971448|533K54
{417}10,971455|450K44
{418}10,971430|485K44
{419}10,971443|455K44
{420}10,971459|440K44
{421}10,971437|461K44
{422}10,971498|428K44
{423}10,971482|430K44
{424}10,971480|432K44
{425}10,971478|469K44
{426}10,971454|444K44
{427}10,971446|538K54
{428}10,971499|430K44
{429}10,971460|465K44
{430}10,971462|465K44
{431}10,971462|468K44
{432}10,971465|450K44
{433}10,971463|451K44
{434}10,971460|445K44
{435}10,971477|469K44
{436}10,971463|453K44
{437}10,971472|472K44
{438}10,971463|464K44
{439}10,971463|469K44
{440}10,971462|445K44
{441}10,971463|449K44
{442}10,971478|458K44
{443}10,971463|455K44
{444}10,971478|470K44
{445}10,971461|467K44
{446}10,971466|454K44
{447}10,971470|458K44
{448}10,971495|453K44
{449}10,971479|468K44
{450}10,971462|441K44
{451}11,130468|456K44
{452}11,130467|461K44
{453}11,130475|462K44
{454}11,130466|465K44
{455}11,130491|469K44
{456}11,130469|456K44
{457}11,130468|440K44
{458}11,130466|457K44
{459}11,130467|439K44
{460}11,130476|466K44
{461}11,130474|466K44
{462}11,130474|462K44
{463}11,130480|433K44
{464}11,130468|450K44
{465}11,130483|457K44
{466}11,130464|440K44
{467}11,130476|467K44
{468}11,130468|454K44
{469}11,130469|458K44
{470}11,130468|459K44
{471}11,130483|453K44
{472}11,130477|466K44
{473}11,130471|463K44
{474}11,130483|456K44
{475}11,130476|457K44
{476}11,130475|468K44
{477}11,130472|461K44
{478}11,130481|451K44
{479}11,130482|453K44
{480}11,130470|467K44
{481}11,130477|454K44
{482}11,130476|436K44
{483}11,130440|470K44
{484}11,130472|435K44
{485}11,130439|469K44
{486}11,130438|471K44
{487}11,130440|471K44
{488}11,130483|476K44
{489}11,130494|455K44
{490}11,106495|455K44
{491}11,106479|464K44
{492}11,106481|461K44
{493}11,130480|461K44
{494}11,130486|465K44
{495}11,130484|463K44
{496}11,130482|467K44
{497}11,130481|463K44
{498}11,130486|462K44
{499}11,130488|463K44
{500}11,130484|468K44
{501}11,130485|463K44
{502}11,130477|474K44
{503}11,130469|437K44
{504}11,130473|437K44
{505}11,130487|465K44
{506}10,971484|464K44
{507}10,971487|464K44
{508}10,971478|474K44
{509}10,971483|474K44
{510}10,971490|466K44
{511}10,728483|464K44
{512}10,971462|438K44
{513}10,971475|436K44
{514}10,971482|433K44
{515}11,130484|440K44
{516}11,130486|437K44
{517}11,130487|437K44
{518}11,130485|431K44
{519}11,130486|440K44
{520}11,130479|432K44
{521}11,130481|429K44
{522}10,495477|433K44
{523}11,130474|434K44
{524}10,336477|435K44
{525}11,130491|428K44
{526}11,130512|428K45
{527}11,130458|442K44
{528}11,130438|461K44
{529}11,130426|515K54
{530}11,130458|495K44
{531}11,130485|430K44
{532}11,130457|561K54
{533}11,130452|552K54
{534}11,130445|454K44
{535}11,130487|482K44
{536}11,130487|484K44
{537}11,130482|485K44
{538}11,130457|558K54
{539}11,130488|486K44
{540}11,130484|491K44
{541}11,130484|489K44
{542}11,130484|495K44
{543}11,130489|493K44
{544}11,130485|494K44
{545}11,130453|555K54
{546}11,130487|499K44
{547}11,130466|567K54
{548}11,130525|433K45
{549}11,130457|560K54
{550}11,130457|442K44
{551}11,130512|427K45
{552}11,130485|495K44
{553}11,130492|428K44
{554}11,130498|426K44
{555}11,130494|426K44
{556}11,130452|556K54
{557}11,130488|499K44
{558}11,130487|429K44
{559}11,130462|440K44
{560}11,130447|451K44
{561}11,130485|498K44
{562}11,130486|496K44
{563}11,130485|496K44
{564}11,130480|430K44
{565}11,130464|437K44
{566}11,130487|497K44
{567}11,130485|497K44
{568}11,130464|436K44
{569}11,130450|451K44
{570}11,130491|515K54
{571}10,971524|441K45
{572}11,130428|490K44
{573}10,971524|440K45
{574}11,130511|487K45
{575}10,838498|526K54
{576}11,130526|438K45
{577}11,130496|525K54
{578}11,130487|570K54
{579}10,971488|517K54
{580}11,130491|430K44
{581}11,130506|555K55
{582}11,130439|459K44
{583}11,130508|558K55
{584}11,130486|569K54
{585}10,838525|435K45
{586}5,160532|441K45
{587}5,260532|442K45
{588}5,495530|440K45
{589}8,028530|437K45
{590}5,312530|442K45
{591}8,953531|438K45
{592}6,966437|539K54
{593}6,096537|439K45
{594}8,671528|435K45
{595}11,130476|565K54
{596}8,969529|434K45
{597}8,564533|435K45
{598}8,677535|438K45
{599}6,452531|435K45
{600}7,291532|435K45
{601}6,302494|562K54
{602}4,395431|477K44
{603}5,053534|434K45
{604}3,116555|449K45
{605}10,971521|442K45
{606}10,971522|442K45
{607}10,971526|435K45
{608}10,971527|436K45
{609}10,997526|434K45
{610}10,971499|454K44
{611}10,971508|463K45
{612}10,971508|457K45
{613}10,495522|437K45
{614}4,914528|431K45
{615}10,595520|435K45
{616}11,130480|468K44
{617}10,971513|467K45
{618}10,971514|465K45
{619}10,971507|462K45
{620}11,130519|470K45
{621}10,971515|465K45
{622}10,971518|467K45
{623}10,971524|465K45
{624}10,971525|468K45
{625}10,971550|452K45
{626}11,130515|458K45
{627}11,130512|449K45
{628}10,971524|467K45
{629}10,971524|466K45
{630}11,130523|468K45
{631}11,130523|469K45
{632}11,130441|522K54
{633}11,130440|524K54
{634}11,130441|535K54
{635}11,130447|464K44
{636}11,130450|453K44
{637}11,130458|447K44
{638}11,130457|483K44
{639}11,130440|536K54
{640}11,130450|546K54
{641}11,130441|528K54
{642}11,130448|458K44
{643}11,130459|558K54
{644}11,130450|552K54
{645}11,130497|527K54
{646}11,130447|532K54
{647}11,130475|524K54
{648}11,130456|483K44
{649}11,130448|544K54
{650}11,130474|526K54
{651}11,130497|525K54
{652}11,130448|453K44
{653}11,130453|475K44
{654}11,130454|443K44
{655}11,130451|475K44
{656}11,130477|524K54
{657}11,130463|519K54
{658}11,130455|482K44
{659}11,130453|477K44
{660}11,130444|465K44
{661}11,130478|524K54
{662}11,130454|553K54
{663}11,130460|557K54
{664}11,130445|537K54
{665}11,130452|476K44
{666}11,130450|553K54
{667}11,130450|469K44
{668}11,130443|459K44
{669}11,130457|554K54
{670}11,130476|564K54
{671}11,130447|538K54
{672}11,130450|551K54
{673}11,130446|546K54
{674}11,130469|494K44
{675}11,130438|532K54
{676}11,130449|543K54
{677}11,130443|530K54
{678}11,130444|469K44
{679}11,130449|477K44
{680}11,130448|478K44
{681}11,130444|458K44
{682}11,130456|535K54
{683}11,130453|489K44
{684}11,130445|529K54
{685}11,130450|472K44
{686}11,130455|481K44
{687}11,130455|487K44
{688}11,130447|458K44
{689}11,130458|527K54
{690}11,130457|527K54
{691}11,130451|451K44
{692}11,130447|463K44
{693}11,130442|465K44
{694}11,130457|526K54
{695}11,130438|522K54
{696}11,130454|487K44
{697}11,130442|526K54
{698}11,130444|460K44
{699}11,130449|469K44
{700}11,130454|484K44
{701}11,130453|487K44
{702}11,130454|448K44
{703}11,130443|468K44
{704}11,130452|447K44
{705}11,130453|551K54
{706}11,130441|539K54
{707}11,130441|527K54
{708}11,130452|446K44
{709}11,130444|524K54
{710}11,130459|528K54
{711}11,130443|524K54
{712}11,130446|463K44
{713}11,130444|461K44
{714}11,130444|459K44
{715}11,130446|461K44
{716}11,130447|456K44
{717}11,130446|462K44
{718}11,130441|465K44
{719}11,130442|462K44
{720}11,130461|556K54
{721}11,130460|498K44
{722}11,130455|503K54
{723}11,130452|503K54
{724}11,130449|472K44
{725}11,130456|504K54
{726}11,130446|475K44
{727}11,130465|511K54
{728}11,130442|463K44
{729}11,130441|468K44
{730}11,130447|472K44
{731}11,130447|471K44
{732}11,130446|481K44
{733}11,130440|468K44
{734}11,130458|508K54
{735}11,130458|510K54
{736}11,130450|476K44
{737}11,130455|528K54
{738}11,130455|521K54
{739}11,130481|559K54
{740}11,130452|477K44
{741}11,130461|531K54
{742}11,130466|511K54
{743}11,130458|558K54
{744}11,130447|535K54
{745}11,130445|540K54
{746}11,130457|557K54
{747}11,130455|512K54
{748}11,130456|505K54
{749}11,130448|539K54
{750}11,130436|524K54
{751}11,130456|528K54
{752}11,130437|523K54
{753}11,130446|471K44
{754}11,130449|517K54
{755}11,130458|548K54
{756}11,130428|514K54
{757}11,130443|469K44
{758}11,130446|478K44
{759}11,130439|465K44
{760}11,130446|473K44
{761}11,130453|521K54
{762}11,130429|521K54
{763}11,130454|523K54
{764}11,130444|472K44
{765}11,130448|536K54
{766}11,130441|480K44
{767}11,130448|530K54
{768}11,130444|471K44
{769}11,130450|542K54
{770}11,130444|474K44
{771}11,130446|474K44
{772}11,130448|483K44
{773}11,130450|483K44
{774}11,130458|555K54
{775}11,130447|529K54
{776}11,130455|523K54
{777}11,130448|542K54
{778}11,130446|545K54
{779}11,130438|534K54
{780}11,130453|550K54
{781}11,130447|528K54
{782}11,130445|524K54
{783}11,130448|540K54
{784}11,130443|476K44
{785}11,130444|521K54
{786}11,130443|534K54
{787}11,130449|529K54
{788}11,130470|566K54
{789}11,130460|530K54
{790}11,130455|552K54
{791}11,130450|535K54
{792}11,130454|498K44
{793}11,130448|491K44
{794}11,130444|537K54
{795}11,130444|488K44
{796}11,130446|535K54
{797}11,130462|533K54
{798}11,130447|493K44
{799}11,130436|526K54
{800}11,130452|549K54
{801}11,130460|531K54
{802}11,130445|520K54
{803}11,130445|546K54
{804}11,130450|536K54
{805}11,130452|497K44
{806}11,130468|544K54
{807}11,130443|535K54
{808}11,130439|536K54
{809}11,130446|469K44
{810}11,130445|536K54
{811}11,130436|527K54
{812}11,130444|533K54
{813}11,130442|475K44
{814}11,130441|540K54
{815}11,130436|481K44
{816}11,130443|478K44
{817}11,130451|456K44
{818}11,130444|523K54
{819}11,130446|517K54
{820}11,130466|544K54
{821}11,130459|532K54
{822}11,130446|519K54
{823}11,130458|534K54
{824}11,130447|490K44
{825}11,130436|533K54
{826}11,130455|532K54
{827}11,130448|519K54
{828}11,130447|520K54
{829}11,130437|537K54
{830}11,130464|558K54
{831}11,130456|533K54
{832}11,130450|501K54
{833}11,130449|548K54
{834}11,130449|551K54
{835}11,130445|535K54
{836}11,130453|512K54
{837}11,130439|492K44
{838}11,130438|539K54
{839}11,130454|533K54
{840}11,130438|492K44
{841}11,130453|536K54
{842}11,130439|493K44
{843}11,130437|533K54
{844}11,130450|538K54
{845}11,130448|548K54
{846}11,130445|523K54
{847}11,130451|549K54
{848}11,130448|550K54
{849}11,130449|550K54
{850}11,130449|541K54
{851}11,130458|535K54
{852}11,130435|526K54
{853}11,130443|521K54
{854}11,130447|473K44
{855}11,130448|549K54
{856}11,130445|544K54
{857}11,130449|539K54
{858}11,130435|530K54
{859}11,130453|533K54
{860}11,130441|495K44
{861}11,130444|476K44
{862}11,130434|531K54
{863}11,130449|537K54
{864}11,130458|553K54
{865}11,130451|533K54
{866}11,130434|528K54
{867}11,130439|474K44
{868}11,130435|529K54
{869}11,130435|532K54
{870}11,130436|531K54
{871}11,130435|522K54
{872}11,130452|533K54
{873}11,130452|537K54
{874}11,130443|506K54
{875}11,130454|532K54
{876}11,130447|510K54
{877}11,130452|540K54
{878}11,130452|534K54
{879}11,130446|509K54
{880}11,130445|511K54
{881}11,130446|515K54
{882}11,130459|537K54
{883}11,130445|548K54
{884}11,130446|508K54
{885}11,130452|531K54
{886}11,130434|529K54
{887}11,130476|560K54
{888}11,130455|549K54
{889}11,130459|536K54
{890}1,310443|451K44
{891}11,130454|549K54
{892}11,130453|498K44
{893}11,130453|531K54
{894}11,130446|550K54
{895}11,130447|549K54
{896}11,130444|546K54
{897}787446|452K44
{898}11,130439|473K44
{899}11,130441|544K54
{900}11,130477|568K54
{901}11,130444|545K54
{902}11,130449|497K44
{903}11,130442|544K54
{904}11,130444|544K54
{905}11,130447|517K54
{906}595443|452K44
{907}593426|496K44
{908}11,130467|550K54
{909}438427|518K54
{910}10,971445|551K54
{911}10,971466|554K54
{912}2,863534|435K45
{913}9,742523|450K45
{914}10,838543|456K45
{915}10,838461|569K54
{916}553464|566K54
{917}3,088429|487K44
{918}50470|433K44
{919}28566|465K45
{920}40473|568K54
{921}6,039554|462K45
{922}237428|494K44
{923}60469|433K44
[8] [alle]

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