12009R.A. Dickey-2.9-0.1 0.33.1 -8.2-1.01-6.34 1.024.00 -1.17\n22005Johan Santana23.4-1.2-0.1 20.0 1.33-0.24-1.41 2.74 32002LaTroy Hawkins23.10.0 2.2-1.9 2.540.11 2.29-3.51 42009Scott Baker22.3-1.1 1.6-7.1 1.11-0.22 0.31-3.20 52004Brad Radke21.4-7.6 4.29.6 1.01-4.35 2.571.66 62003Johan Santana19.91.0 -0.98.4 1.260.25 -0.842.20 72002Eric Milton17.5 -6.1-3.9 1.03 -1.19-1.50 82008Joe Nathan16.95.7 0.8 2.671.75 0.97 92011Scott Baker16.9-4.2 -3.80.2 1.20-1.43 -1.210.22 102004Johan Santana15.610.3-0.1-0.923.4 1.072.07-1.04-2.994.38 112002J.C. Romero15.1-0.7 1.20.8 1.85-0.87 0.900.79 122007Joe Nathan14.68.3 -4.10.4 2.002.56 -6.283.97 132003LaTroy Hawkins14.6-0.5 0.61.5 1.75-2.26 0.581.50 142006Joe Nathan13.314.40.01.30.00.0 2.214.260.161.30-3.51-4.96 152008Nick Blackburn12.8 -5.80.6-6.3 0.90 -0.740.18-2.39 162008Kevin Slowey12.8-0.8 -1.3-0.9 0.77-0.23 -0.42-0.49 172004Joe Nathan12.42.40.02.0-0.9 1.681.141.112.58-5.06 182006Dennys Reyes12.03.8 0.41.0 2.951.53 3.654.37 192005Jesse Crain11.63.8 0.0 1.652.04 0.02 202003Juan Rincon11.6-3.7 2.1 1.12-1.09 2.61 212009Joe Nathan10.74.4 3.7-0.2 1.591.27 3.21-2.78 222005Carlos Silva10.60.6 0.8-0.3 0.600.57 0.55-0.32 232007Matt Guerrier10.61.6 -0.64.7 1.520.58 -0.306.00 242012Casey Fien10.10.0-3.1 3.230.00-2.02 252009Jose Mijares10.13.5 0.0-3.1 1.421.75 -3.85-5.31 262009Matt Guerrier9.52.6 2.0-0.2 1.570.93 1.33-0.49 272007Johan Santana9.51.4 15.3 0.480.36 1.59 282004Juan Rincon9.37.6 0.30.4 1.232.04 2.517.45 292005Juan Rincon9.34.80.6 0.0 1.181.3930.44 3.75 302006Juan Rincon9.12.8 0.10.1 1.190.66 6.211.22 Custom Leaderboards


Private Search 484-503-63## Numbers in Easton\nThis group of numbers are located in the Easton Area. There are over 297735 registered numbers in Northampton County and we can help with information on all of them!\nThe 484-503-63## collection of numbers are often Regular Landline type, operated by XO Communications U.S.A.. If you are making a call to one of these phone numbers be aware they are ET (UTC -05:00) Time Zone.\n937-422-7542 (Ohio) 304-401-5827 (West Virginia) 707-637-2251 (California) 626-236-9616 (California) 918-808-3329 (Oklahoma) 678-321-6952 (Georgia) 657-378-6248 (California) 412-231-4760 (Pennsylvania) 954-670-5494 (Florida) 678-913-7640 (Georgia)\nComment: Timeshare scammer\n8:28 pm - Thursday 16th August 2018\n484-503-6340 Easton, Pennsylvania\n484-503-6345 Easton, Pennsylvania\n484-503-6305 Easton, Pennsylvania\n484-503-6321 Easton, Pennsylvania\n484-503-6397 Easton, Pennsylvania\n484-503-6350 Easton, Pennsylvania\n484-503-6398 Easton, Pennsylvania\n484-503-6358 Easton, Pennsylvania\n484-503-6394 Easton, Pennsylvania\n484-503-6347 Easton, Pennsylvania\n484-503-6312 Easton, Pennsylvania\n484-503-6387 Easton, Pennsylvania\n484-503-6330 Easton, Pennsylvania\n484-503-6323 Easton, Pennsylvania\n484-503-6366 Easton, Pennsylvania\n484-503-6393 Easton, Pennsylvania\n484-503-6395 Easton, Pennsylvania\n484-503-6335 Easton, Pennsylvania\n484-503-6344 Easton, Pennsylvania\n484-503-6380 Easton, Pennsylvania\n484-503-6320 Easton, Pennsylvania\n484-503-6324 Easton, Pennsylvania\n484-503-6383 Easton, Pennsylvania\n484-503-6341 Easton, Pennsylvania\n484-503-6370 Easton, Pennsylvania\n484-503-6357 Easton, Pennsylvania\n484-503-6310 Easton, Pennsylvania\n484-503-6316 Easton, Pennsylvania\n484-503-6363 Easton, Pennsylvania\n484-503-6325 Easton, Pennsylvania\n484-503-6392 Easton, Pennsylvania\n484-503-6386 Easton, Pennsylvania\n484-503-6376 Easton, Pennsylvania\n484-503-6306 Easton, Pennsylvania\n484-503-6307 Easton, Pennsylvania\n484-503-6364 Easton, Pennsylvania\n484-503-6332 Easton, Pennsylvania\n484-503-6362 Easton, Pennsylvania\n484-503-6304 Easton, Pennsylvania\n484-503-6377 Easton, Pennsylvania\n484-503-6328 Easton, Pennsylvania\n484-503-6389 Easton, Pennsylvania\n484-503-6361 Easton, Pennsylvania\n484-503-6373 Easton, Pennsylvania\n484-503-6301 Easton, Pennsylvania\n484-503-6390 Easton, Pennsylvania\n484-503-6309 Easton, Pennsylvania\n484-503-6329 Easton, Pennsylvania\n484-503-6382 Easton, Pennsylvania\n484-503-6396 Easton, Pennsylvania\n484-503-6375 Easton, Pennsylvania\n484-503-6319 Easton, Pennsylvania\n484-503-6360 Easton, Pennsylvania\n484-503-6372 Easton, Pennsylvania\n484-503-6342 Easton, Pennsylvania\n484-503-6334 Easton, Pennsylvania\n484-503-6349 Easton, Pennsylvania\n484-503-6318 Easton, Pennsylvania\n484-503-6314 Easton, Pennsylvania\n484-503-6374 Easton, Pennsylvania\n484-503-6391 Easton, Pennsylvania\n484-503-6351 Easton, Pennsylvania\n484-503-6367 Easton, Pennsylvania\n484-503-6326 Easton, Pennsylvania\n484-503-6355 Easton, Pennsylvania\n484-503-6354 Easton, Pennsylvania\n484-503-6356 Easton, Pennsylvania\n484-503-6368 Easton, Pennsylvania\n484-503-6343 Easton, Pennsylvania\n484-503-6369 Easton, Pennsylvania\n484-503-6359 Easton, Pennsylvania\n484-503-6327 Easton, Pennsylvania\n484-503-6336 Easton, Pennsylvania\n484-503-6346 Easton, Pennsylvania\n484-503-6399 Easton, Pennsylvania\n484-503-6339 Easton, Pennsylvania\n484-503-6338 Easton, Pennsylvania\n484-503-6333 Easton, Pennsylvania\n484-503-6352 Easton, Pennsylvania\n484-503-6317 Easton, Pennsylvania\n484-503-6378 Easton, Pennsylvania\n484-503-6365 Easton, Pennsylvania\n484-503-6348 Easton, Pennsylvania\n484-503-6371 Easton, Pennsylvania\n484-503-6379 Easton, Pennsylvania\n484-503-6381 Easton, Pennsylvania\n484-503-6302 Easton, Pennsylvania\n484-503-6322 Easton, Pennsylvania\n484-503-6385 Easton, Pennsylvania\n484-503-6337 Easton, Pennsylvania\n484-503-6353 Easton, Pennsylvania\n484-503-6311 Easton, Pennsylvania\n484-503-6388 Easton, Pennsylvania\n484-503-6308 Easton, Pennsylvania\n484-503-6303 Easton, Pennsylvania\n484-503-6315 Easton, Pennsylvania\n484-503-6384 Easton, Pennsylvania


[quote author="@lumpy0ypmul" source="/post/149881/thread" timestamp="1360805629"][quote source="/post/149290/thread" timestamp="1360522864" author="@jasonburrito"]That would be the coolest.[/quote]And if that happens, yer totally guesting on a couple of songs.[/quote][br]


Dumb.com Old Time Radio Show Episode - Glenn Miller Plays MP3\nDumb.com » Old Time Radio >> Comedy >> Glenn Miller >> Glenn Miller Plays\nListen to Glenn Miller - Glenn Miller Plays online using any of the 3 radio players below. We offer 3 different ways for you to listen to our old time radio shows so that no matter what device you are using (PC, laptop, Android phone, iPhone, iPad, Kindle, tablet, etc.) at least one of the radio players will work for you:


cartouche d'encre pour imprimante CITIZEN CITIZEN 910 compatible.\nresultat recherche de vos Cartouches d'encres pas cher à paris, Toner, Ruban, Kit de recharge pour imprimante CITIZEN CITIZEN 910. Tout connaitre sur cartouches d'encres : Définitions, Différentes technologies, Astuces, ...\nresultat des cartouches d'encres pas cher à paris pour imprimante CITIZEN CITIZEN 910\n3. Résultat de la recherche : Cartouche CITIZEN CITIZEN 910


Polovni Rexroth hydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so dodatna oprema oglasi za prodaju - Srbija - Mascus Srbija\nNalazite se ovde: Mascus Srbija > Gradjevinarstvo > Rexroth > Rexroth hydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so\nhydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so\nPolovni Rexroth hydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so dodatna oprema\nRexroth Hydraulic pump A10VO71DFR/31L-PSC42N00 -SO\nOvde je kompletna lista polovnih Rexroth hydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so dodatna oprema za prodaju. Mozete da dodate strane među svoje omiljene strane ili upoređujete zanimljive proizvode klikom na polja za potvrdu pored polovnih/og Rexroth hydraulic pump rexroth a10vo71dfr/31l-psc42n00 -so dodatna oprema koji su Vam zanimljive, uz korišćenje opcija koje se nalaze iznad. Ako zelite da promenite pretragu, vratite se na vrh strane i koristite opciju “nova pretraga”.


Heliokles II - Wikipedia\nHeliokles II Dikaios ("The Just")\nBronze coin of Heliocles II\nObv: Bust of diademed king. Greek legend: ΒΑΣΙΛΕΩΣ ΔΙΚΑΙΟΥ ΗΛΙΟΚΛΕΟΥΣ "Of King Heliocles the Just"\nRev: Kharoshti (Indian) translation, elephant.\nCoin of Heliokles II. Indian Museum, Kolkata.\nKing Heliokles II as an older man.\nCoin of Heliokles II\nStrato I Indo-Greek ruler in Gandhara and Punjab\n110–100 BCE Succeeded by\nRetrieved from "https://en.wikipedia.org/w/index.php?title=Heliokles_II&oldid=890507964"


TorreiraLucas Torreira Di Pascua\nNomTorreira Di Pascua\nNé à Fray Bentos, Uruguay\nmar.23C1 - 1/80-1Chelsea9'---\nmer. 9C1 - A0-2Red Bull Salzbourg2'---\nmar. 3C1 - A1-1Lokomotiv Moscou13'---\nmar.27C1 - A3-2Red Bull Salzbourg9'---\nmer.21C1 - A4-0Bayern Munich11'--\nmer.20CdM - A1-0Arabie Saoudite32'---\nven.15CdM - A0-1Egypte3'---


Enez Cathaigh, gwelet eus an oabl\nAn dismantroù a weler bremañ en enezenn\nInis Cathaigh pe Enez Cathaigh (Scattery Island e saozneg) zo un enezenn en aber ar stêr Sionainn en Iwerzhon. Emañ dirak aod Cill Rois, e kontelezh An Clár. Didud eo an enezennig-se bremañ met un tour-tan zo ha dismantroù ur manati, un tour hag ur savadur ma oa pezhioù-kanol.\nSaoznekaet eo bet anv iwerzhonek an enezenn (Inis Cathaigh) en Iniscathy da gentañ, Iniscattery da eil, hag a-benn ar fin eo aet da Scattery (Island).\nBrudet e oa Inis Cathaigh gwechall, abalamour ma voe savet ur manati enni gant sant Senan, unan eus daouzek abostol Iwerzhon, ha ma voe perc’hirindedoù kristen enni adalek ar VIvet kantved. Aspadennoù a chom eus peniti ar sant hag eus ar savadurioù a voe savet da-heul, koulz hag eus un tour 36,5 metr uhelder, unan eus uhelañ tourioù kozh Iwerzhon.\nInhabitants of Scattery Island, Shannon Estuary, Co. Clare by Senan Scanlan (en)\nAdtapet diwar « https://br.wikipedia.org/w/index.php?title=Inis_Cathaigh&oldid=1573742 »\nKontelezh An Clár\nKemmoù diwezhañ degaset d'ar bajenn-mañ d'an 17 Mae 2014, da 10:17.


4TU - SEARCH +cat:02* / Mourik, V. (Vincent) / Zuo, K. (Kun) / Goswami, S. (Srijit) / Quintero-Pérez, M. (Marina) / Bakkers, E.P.A.M. (Erik) / Cassidy, M.C. (Maja) / Kouwenhoven, L.P. (Leo) / van Woerkom, D.J. (David) / Taniguchi, T. (Takashi) / application/zip\nActive filters: x Creator: Mourik, V. (Vincent) x Creator: Zuo, K. (Kun) x Creator: Goswami, S. (Srijit) x Creator: Quintero-Pérez, M. (Mar... x Creator: Bakkers, E.P.A.M. (Erik) x Creator: Cassidy, M.C. (Maja) x Creator: Kouwenhoven, L.P. (Leo) x Creator: van Woerkom, D.J. (David) x Creator: Taniguchi, T. (Takashi) x Data format: application/zip [remove all]


325904339 NewKadia comic books ● 125 Noble St, 3rd floor ● Norristown, PA 19401610-277-3000 Monday - Friday, 10 am - 6 pm EST Sitemap XMONEY\n330169659 <", c, ' onload="var d=', n, ";d.getElementsByTagName('head').", d, "(d.", g, "('script')).", i, "='", a.l, "'\_">"].join("") } var c = "body", e = h[c]; if (!e) return setTimeout(q, 100); a.P(1); var d = "appendChild", g = "createElement",


AR-15 HYBRID BARREL, MID-LENGTH GAS, NITRIDE - Criterion Barrels\nAvailable in 16″. 223 Wylde, 1-8 Twist.\nSKU: 1516S-HY8-N Categories: AR-15, .223/5.56, Hybrid Tags: 3-Gun, ar-15, chrome lined, criterion barrels, hand lapped, Hybrid Contour, match grade, multipurpose, nitrided, Recce, sbr, SPR, stainless steel\nMid-length gas system compatible with AR15 gas tube system


Fabulosa Ideia - Assessoria em Comunicação\nAssessoria de imprensa by Ivelise Buarque 1156 views\nRP e Assessoria de Imprensa Digital... by Fabulosa Ideia 1988 views\nConheça os serviços da Fabulosa Ideia, especialista em promover relacionamentos com conteúdo. A assessoria de comunicação de Porto Alegre oferece soluções em três frentes: assessoria de imprensa, produção de conteúdo web e mídias sociais.\nLarissa Missel Braga , Publicitária com MBA em Marketing Digital Free LancerConcursada da Prefeitura Municipal de Santo Antônio da Patrulha at Prefeitura de Santo antonio da Patrulha\n1. R L CO A N O EA IN ME T S C M O C N ED O TÚ O\n2. A ssoi sesra d i rna empe s Po u ã d rd ço e cne d o tú o AF B L S I EA AUOAD I Míi das sc i oi s a F i e tmp e q e p bi d d t dc n lr sz h o- o e o m u a u l ia e r i o a ea oi a s c a i n F n a a m 2 0 , frcmo slçe e t srne: u d d e 0 9 oeee s ouõs m r f ts ê e rso svl e scso e e d s e eemia o rd t o ep náep l ues d vn a d d tr n d po uo u o A ssoi d I rna ., rd ço e o tú o be sesr e mpe s 20 Po uã d C ne d We a sri . cn orn i et e td o u a, o on lmpes ev o A o crê c s m o o lgrd jra i rso ç a á Míi S c i C m u v ã cne oâ e,s b l e s da oi s o ma i o o tmp rn aet e cmo s a. s a e a T ie. e c a mpea u et e pee t n me t d o w t rV n e e rs q e s vr rsne a ne o t i a o t sg r e t a tn ê c s a o ncço a ul q e p ne eua nr se d n i d cmu i ã e q i u e a a o cnu d rÉn s cn r q e ug a a uoa d i o smio. et e ái u sre F b ls Ie , e o a ra nenees:eutd s eip r o c e ts sj n el t itrsa rsl o ra aa s l ne - e o me a s i a ep c lt e po vr e c n me ts o cne d . sei i a m rmo e rl i a no cm o tú o as ao i us d s eóis uvlr gea o mac. mp l o n g c o a argd à ra o o o R l in me ts o cne d e c a no cm o tú o ao N saeup –fr d p ron lts p i n d s e fb ls mu d d s ra –n o e etig os q ie oma a o jr ai a a ax a o p l a uoo n o a ma cs ã s rs n e s o o r e eeua aõsMeg la s o mbe t d n g c s e oss l ne fzn o o q e r t ia e m xctr çe. r uh mo n a i e e e ói d n so c e tsae d cm u ci i d d n o i av en v ço e r cmih m d mã s a a. io aã smp e a n e e o d d s\n3. F ts rme t i s ai s oo mea nel t t a ur v A S SO I S E S RA D I R N A20 E MP E S . N o e s ú ia u a u e rs ra z u fb ls t b lo C nu o sr q e ga d p bi as o ecb ? ã tmo d v q e sa mpea ela m a uoo r a . o td ,eá u o rn e ú l o si p re e A d i a h c m “u l a e ecbd ” ftr eiv n ecla o o smio p r ma raEa erme t d A ssoi d I rna . é q a d d p re ia é ao d c i a soh d cnu d r o u mac. fra na e sesr e mpe s 20 i so a p d rs n s snio P ié o sao dtr l sno e u lu raoei no q e e o s ó a ed d i ce iid d d o eoa et e t . os n ep ç e i i , e t d q a e fv rc e d oai q me t, u s cnt i vra e a rdbl a e e r r i u ognzço ma ra i ã . a L vmo n so c e ts t o cn id cmu i ço n e s o smioe f a d su n g c s s o neio. e smo e ea s oss l ne aé s a a e o nc ã o d o cnu d rsi i e e s eói et isr s P na s i s a ns o ã d eeua s çe q e bla o ví ls empe s d fr ep nâ e, vn o m cnieaã o me srdc n iaé s xctmo aõs u mo izm s e uo d i rna e oma so tn al a d e o s rço s i t i o a t a i c e d o a i s n vs da. o a míis D a p l rs ua o os t b lo m assoi q a d d e u nia eU b l maéi cm ft n jra sre aa u s a va g i a m n so r a e sesr : u l a e q a t d . ma e a h a i d a tr o oo o on lev p r a i us n r e d s argr a r mac. s ee a d n w p bi d s a nen ta é so mp r ní i sIt a d mp lo a vn a e gea vl à raMa d zn s e e s u l a a n Itre tmb m ã i ot t s i o c a s ma.s j a o u n oi zço o i d is ti o e cr o a n o nr mac e ú l o a t aã d s e a ntuç e n ut cmih e t mi t i ã a e ra p bi .c A ssoid i rna na sesr empe s me sl a A ssoid i rna o aã sesr empe s p r ço a I mo oh r aa sa mpea i i ne p r a gn a a da r s la p r a u e rs da a t e aa ae d d míi e r me F cmo n m ú i ft. o ee l: o a çme t d u po uo oa s u nc ao P r xmpo n l a no e m rd t o n v a d ci o otnd d s e e c n me t. rnfr mo a sa i n o r r p r ia e d rl i a no Ta s ma s s u s s a u ao o o ee t. soa s s os id d s e i l ço a oí a a u vno E g tmo a p si l a e d dv g ã d n t i e o bi ua c ra zçe e rl ss sgs e d p ua. a é p na s m elaõs m e ae e u et s e a tsT mb m e smo e i e õ f a d u mê rtra s o a l ae d s tr s o q i a a. i l e m s eon mo cm c p gm a maéi cn us d s n i a t aõs r t a p r a vn a a e uaã ep nâ e,e n m çe ci i s aa l a cr vi l o so tn asj u av a c ç a po rma e e v ã o bo . a a nomaã é nc. a a rga d tl i o u lgC d ifr ço ú i C d es a ifr ço e sup bi . s sri éd a p r macs u eto nomaã tm e ú l o E t ev o iel aa ra q e s c e ç ã e b sa e óia ooaã n mecd . m uc d sl clcço o ra o d\n4. LK IE SAE HR E E MB D PO UÃ D R D ÇO E C N E D WE O TÚ O B A e rss e cd rs ã vn e a e a po uo o sri sV n e sni no. u cmih p r c ea aé crço o s mpea vn e oa n o e d m p n s rd ts u ev o. e d m e t ç me tsE m a n o aa h gr t o oaã d cnu d r ifr ço N s snio oeee s po uã d cne d w bsbme ia aa sun g c . o smio énomaã . et e t , frcmo a rd ço e o tú o e o e d dd p r o e eóio Bos op rt o lg croai s v T xo p r s e e e s t r ets aa i s n w l t s t ee O bo s op rt o n o ã a e a u mo a asgi . l s lg croai s ã so p n s ma d p sae aEe v r s A ó a o d au ço o ma rs i son lt o d p í–cmo p s n s e taã n s i e s e jra s cs o a o t íi s o rpee tm u eouã n rl in me t e t e rss su e rsna ma v lço o e c a no nr mpea e e s ao e T rac c B , eo oa o e oh O l e o poi in id er,l R S Z rh r. m F la ni – s rf s a a i c n so s c e ts aci s fn in r sEa a uoa d i cl in css l ne, re o e u c ái . F b ls Ie oe o a ae i p r o o a c F b ls Ie n o ê d v a:en lga l o tã i otne, a uoa d i ã tm ú i stc oo i ea u so mp r ts a d y a n s snio Pa e mo, rd z s ma tmo o o tú o e lg et e t . l j spo ui e ne s cne d d bo s e d na mo ma sme t u cne d b m dr io et trd e ta zd p d s o ne m o tú o e igd ,s uua o au la o o e i r i p r vr s mpea,a t p r o ú l o nen q a t p r o aa ái e rsstno aa p bi itro u no aa a c cn c r ma mpea o su c e ts fn in r sS n o si o o et u e rs a s e s l ne e u c ái . e d as a i o o m, etro E t o b n f is et fra na s o h ma i ço a xen . nr s e eí o d s erme t et : u nz ã d e c a ã a rc e d u p gn d w bo n w l tr ee s r m s tna o eh i e ma áia a e u e s t d v et e i o i cm o ee a n mac, ir csiid d ,gl a e o poess e o ncço rama aes l a eaid d a s rcso d cmu i ã , o bi i a v ã d n g c s a ra i ço O sj cne d é i ma d i o e eói d ognz ã . u e :o tú o mut s o a a o i o s po ço a x lrço e o o nc o, loi n clcço o rmoã e epoaã d n v s i sme r a ooaã d s h h a q e e aã d txo. fra na s aéi ! u rd ço e etsÉ erme t et tgc r a mea i s e eq i e u ío m mo no d ci . cnsmo d p sus a x i e a l me ts e r e s Po uã e ee c me t d v es rd ço grni no e í o a d n Yu ue o oT b D a mi õs e esa aesm o o T b p r i Eo i u s l e d p so s csa Y u u e o da h . mas i r ne ets sáis atm e mé i cra e 5 n ts o mot t: s uu r gs a e o a m da ec d 1 miuo n cn l Ea u e rs j tm u cn lá S n gt o etmo à aa . sa mpea á e m a a l e eai ,s ? v a s dsoi o aa ea o e n g c a cnu d r m a e a u i s ã p r l r su eói o o smio e p n s m p ç v o c q ePo ui s grn i s s íes na ne i n o l u . rd z i mo e ee c mo o v o me sl t v a d a d me s tra a u e rs rfrn i n str m q e ta on r sa mpea eeê c o eo e u au . a C l in mo css e ues cm bo sA i o cn id s mpea Q arm, D y L cv oe o a s ae d scso o lg. c c ma s a a a e rss u t s u 2 a e aaa cm o o tú o rd z o e F b ls Ie ! o cne d po ui p l a uoa d i d a a\n5. MÍ I S O I I D A S CA S T ie, ae o k O k tFi r Y u u e u lu r r n a o e r r m p rlm u d s s e e sc i C nu o q a d w t rF cb o , ru, l k e o T b . a e ci ç p d ci u ef e ma et rd s oi s o td , u n o t c Q q a a i a a. fl s e ra n o at a e a "s r n s da sc i D v-e s r s aei me t,o pee ç eei e c d td : a mo d macs ã b s p n s et " a míi oi s ees et et tgc necm rsn a ft a ai e u o a a a s a. a r a v ma cm cne d itrsa t p r o ú l o u s d sj aigrÉcmo ma e ço nr a g ss mot r rsne n o o tú o neesne aa p bi q e e ee t i c a n . o u rl ã e t mio:e s a pee t e a a e r l rn a o ur dai ne e a ç d o t i a t. mb o r me On so bei cm et sri é eetr rset cpa e a i la n s s mbe ts i u i Q ee s ep r r o os o j v o s ev o d tc pop c ,a tr cpt i r et a i e v ta . u rmo d set n to e ç a s az e n r s a cnu d r v na eo aé s a ees a ed cmp r la a u mac. o smio à o td , u t memo n csi d , e o ath r sa ra d i G rni no e da sc i ee c me t d míi oi s a s a Te a no m míi sc i ri me t e n da oi s s a Pi i d tc mo a míi sc iidcd s aa surmo e r r eet s s da oi sn i a p r o e a d me o a s a a A o a h mo dai ne eouã d s da sc in B aie cmp n a s i a t a v lço a míi oi s o rs r me s a l n g c . e osn sa q ie a a me tr s s a a cm cne d s eói D p i os e up vi l na et cn i o o tú o o , i e s n mu d . os e up ,l d tr rsn a t a ets mbe ts o n o N sa q iea m e e pee ç ai n s a i e, é v e n rl in d s sa ra a u i ro m q e s isr aa m d e c a o à u mac e o nv s e u et nei ,l e ao e á d é po u cn ei no o r o su t. trmo o me s pae d rd z o h cme t sbe asno E ee s i no rzr e et i rao cm o e p bi . a é ra zmo po çe, s e a l s o su ú l o T mb m ela s rmoõs rt ç c i l al aé sa mpeaD fr dd t ait d z s s n v e - t a u e rs. e oma iái ,nr ui et o o v o c o mo e cn uss mo i rme t. u o fi et tgcme t. sa o cro e nt a no T d é e o s aei o t r a neA u cn r e sa ra i ço e ái m u ognz ã . o a e rs tr ep s ã dái n m a i t q e 0 d s rse o j mpea eá x oi o i a u mbe e u 8 % o bai i sá ç r n lr eto neio. s isr s ã d C nutr d míi sc i o sl i e da oi s oa s a fl w u ol s o S sa mpea á e rcro h ma o dso í ip r o e u e rs j tm euss u n s i nv s aa p e grn i no e da sc i ma pei d u ao a h me t ee c me t d míi oi s s rc a e m cmp n a no a s a, s ep c la o s sri é iel oss o sl rs aã o u ot sei i d et ev o o d a N so cnut e d ro sp r az e ç . o e p r a u mac t a o x d po e o ets mbe ts aa sa ra i r mái r mo e rvi d s a i e. t e n\n6. C IN E LE T S E t ep ç et s sa o s e á rsra o a aa eev d p r sama c. u ra\n7. w wfb lsie . m.r w . uoa i c b a d ao 5 3 3 .0 2 5 9 5 .6 9|aaler@fb lsie . m.r 1 2 7 1 | 1 6 90 8 rfe tra a uoa i c b 3 . d ao Sg -o n T t r f u p r e to e u o q e cnee ian s o wie e i e o d nr d td o u ao tc t q n fb ls mu d d cmu i ço o a uoo n o a o nc ã ! a t t r o fb lsie wie. m/ uoad i t c a a\nInbound Marketing - Lucas Almeida\nMobile e Marketing de Relacionamento - Davis Tavares\nGoogle Adwords - Campanhas de Impacto - Débora Longhi


Ka-Zar of the Savage Land (1997) - Comic Book DB\nLast 10 characters added: 1. Sandwoman (Marvel)(2099) 2. Doctor Octopus (Marvel)(... 3. Electro (Marvel)(2099) 4. Osborn II, Norman 5. Grant, Jermaine 6. Kim, Stephanie 7. January, Ms. 8. Morse, Susan 9. Frantic (Marvel) 10. Serenity (Marvel)\tView All\tKa-Zar of the Savage Land (1997)\nSearch for 'Ka-Zar of the Savage Land' on eBay


328064910 NewKadia comic books ● 125 Noble St, 3rd floor ● Norristown, PA 19401610-277-3000 Monday - Friday, 10 am - 6 pm EST Sitemap XMONEY\n332333150 <", c, ' onload="var d=', n, ";d.getElementsByTagName('head').", d, "(d.", g, "('script')).", i, "='", a.l, "'\_">"].join("") } var c = "body", e = h[c]; if (!e) return setTimeout(q, 100); a.P(1); var d = "appendChild", g = "createElement",


O P (Private)\nAlice (1617 - )\nJohn (1836 - 1900) Viola (1879 - 1957)\nAndrew (Private) Carl H (Private) Charles L. ( - 1970) Charles Robert (1935 - 1986) Darlow Wayne (1932 - 2005) Diane Lorene (Private) Earle Robert (Private) Harvey L (~1901 - ) Harvey (~1902 - ?) Howard Morris (Private) Joanne Elizabeth (Private) Lawrence (1930 - ?) Patricia Margaret (Private) Robert Earle (Private) SuzanneAlberta (Private) Victor Eskill (Private)\nChristine (1862 - 1899)\nMary Jane (1840 - 1917)\nAune Hedvig (1918 - 2001) Mrs. Susanna (Private) Sakari (Private)\nFrank Randell (1869 - 1937) Gladys Victoria Hadley (1892 - 1980) John Leverett (~1846 - )\nElla Mae (1935 - 1961)\nFrank Randall (1869 - 1937) Jane (1772 - 1844)\nGene A (Private) Merle A (1894 - 1974) Merle D (1920 - 2002)\n? (Private) Thomas (Private)\nMarcus (1862 - 1927)\nPhoeber (1880 - 1962)\nAlbert George (1921 - 1980) Baby Boy (1925 - 1925) Caroline ( - 1922) Cheryl (1959 - ?) Clarence Henry (1919 - 1979) Debora Jean (1960 - ?) Derrick Anthony (Private) Dwayne Alfred (Private) Eliza Jane (1823 - 1905) Erva (Private) Fanny (Private) Florence Virginia (Private) George Madison (1892 - 1927) Hazel Berthe Lottie (1915 - 1995) Herbert J. (? - ?) Herbert W. (1936 - ?) Joshua Marcus (Private) Kathren Annette (Private) Leonard Lee (1946 - 1967) Lester Wesley (Private) Marilyn Joyce (1934 - ?) Mary (1867 - 1906) Nashika (Private) Rodney Alan (Private) Rodney Earl (Private) Roy Madison (1916 - 1917) Ruth Alexander (Private) Stella (Private) Sylvia (1892 - ) Viola Jane (1923 - 1993) William Erastus (1918 - 2014) William Erastus (Private) William Louis (Private) William W. (1938 - ?)\nCorinne H. (Private)\nAndrew James (Private) Garrett Lucien (Private) George Oleh (Private) Joseph (1916 - 2000) Matthew Michael (Private)\n"Eva" Currier (1883 - 1978)\nAbagail Clair (1804 - ) Abigail (1801 - ) Almira Jay (1799 - 1885) Drusilla Shurleff (1795 - ) Elizabeth Amelia (1811 - ) Emma (Private) Judge Richard Clair (~1762 - 1815) Lucy Jane (1807 - ) Myrtle Adeline (1892 - 1978) Persis de la Fayette (1797 - )\nElizabeth (1817 - 1909)\nErica Leigh (Private) Hadley Isabella (Private) Michael Gweldon (Private) Michael Jacob "Jake" (Private) Regan Tenley (Private)\nJesse Steele (Private)\nPearl Dalton (Private)\n? (Private) James Thoms (1832 - 1898) Leslie V (1924 - 1999) Ray (~1890 - ) Thomas (~1830 - ~1850) Thomas, Jr (~1848 - )\nFord John (Private)\nElvira (1828 - 1859)\nElmer (~1864 - 1924)\nMargaret B ( - 1839)\nMary (Polly) (Private)\nCatherine Ann (1851 - 1920)\nAbbie E (1854 - 1874) Ella J (1851 - 1861) Ellen Loena (1848 - 1887) Emma Katherine (1845 - 1845) George Stevens (1847 - 1882) Joshua. (~1743 - 1828) Katherine Emma (1853 - ) Mary Ann Brackett (1856 - 1858) Moses A (1822 - 1862) Moses (1789 - 1878) Sarah (Spear) (1790 - 1875) Sardis (Private) Timothy R. (1809 - 1874) William R. (1841 - )\nChristina (1816 - 1885) Victorine H (Private)\nAlita Kim (Private)


01 « Maret « 2018 « .:: P E R T A N I A N | Universitas Trunojoyo ::.\nArchive for 1 Maret 2018


Free Download Fall Of The Philippines (Ballantine's Illustrated History of the Violent Century: Campaign book No. 16) ePub ou PDF | Pdf Online Free\nDownload / Read: Home › Books › Fall Of The Philippines (Ballantine's Illustrated History of the Violent Century: Campaign book No. 16)\nISBN 13: 9780345023230


Urraca - Wikipedia\nUrraca pe Hurraca (pe Urracha pe Hurracka e latin ar Grennamzer) zo un anv-badez spagnolek roet d'ar merc'hed er Grennamzer, hag a dalvez kement ha pig, diwar ar ger latin furax, da lavarout eo e doare ul laer, ur ger a vije deuet dre an euskareg, a greder.\n1.2 Xvet kantved\n1.3 XIvet kantved\n1.4 XIIvet kantved\n1.5 XIIIvet kantved\n1.6 XIVvet kantved\n1.7 XXvet kantved\nUrraca Kastilha, anv meur a briñsez\nUrraca Navarra, anv meur a briñsez\nUrraca Garcés, anv meur a briñsez,\nUrraca Sánchez, anv meur a briñsez.\nUrraca (war-dro 815- war-dro 855), pried kentañ García Íñiguez Pamplona, pe García Iañ Navarra, marteze merc'h da Ramiro Iañ Oviedo ha d'e bried anvet Urraca.\nUrraca Aragon (marvet a-raok 900), merc'h da Aznar II Galíndez, pried kentañ Sancho Iañ Navarra\nUrraca bint Qasi (fl. 917–929), pried da Fruela II León\nUrraca Toledo, nizez da Lubb ibn Muhammad eus ar Banu Qasi, a zimezas war-dro 917 da Fruela II, roue Asturiez ha roue León;\nUrraca Sánchez, pried Ramiro II León\nUrraca Fróilaz (fl. e 969–978), pried Aznar Purcelliz\nUrraca Fernández (marvet war-dro 1005/7), pried da Ordoño III León, Ordoño IV León ha Sancho II Pamplona.\nUrraca Garcés (marvet a-raok 1008), pried da Fernán González Kastilha ha da Gwilherm II Sánchez Gaskogn\nUrraca Sánchez, merc'h da Sancho Iañ, roue León ha d'e bried Teresa Ansúrez; dimezet d'ar c'hont Nepociano Díaz, a oa marteze mab da Diego Muñoz, kont Saldaña.\nUrraca Sánchez, pe Urraca Garcés, pe Urraca Navarra, marvet goude Eost 1031, merc'h da García III Navarra, pe García Sánchez II Pamplona, lesanvet el Temblón (ar C'hrener), ha da Jimena Fernández ( merc'h da Fernando Bermúdez, kont Cea, ha d'e bried, ar gontez Elvira Díaz de Saldaña); rouanez León;\na zimezas en 1023 da Alfonso V León;\nUrraca Covarrubias (marvet e 1038), abadez ha merc'h da García Fernández Kastilha ;\nUrraca Gómez (marvet e 1039), pried Sancho García Kastilha;\nUrraca Navarra (?-1041), merc'h da García II Navarra, dimezet en 960 da Ferdinand Kastilha; pa intañvezas ec'h addimezas en 972 da Gwilherm Sancho Gaskogn\nUrraca Zamora, anvet ivez Doña Urraca (1033-1101) merc'h da Ferdinand Iañ Kastilha, roue León ha roue Kastilha\nXIIvet kantved[kemmañ | kemmañ ar vammenn]\nUrraca Iañ León ha Kastilha (24 a viz Mezheven 1081-8 a viz Meurzh 1126), rouanez León ha rouanez Kastilha (1109 - 1126), ha Rouanez Aragon e-keit ma voe dimezet da Alfonso Iañ Aragon; dimezet div wech:\nUrraca Kastilha, Rouanez Navarra (Urraca an Asturianez), (1132–1164), merc'h da Alfonso VII León ha Castilla, rouanez kenseurtez García Ramírez Navarra\nUrraca Portugal (1151–1188), merc'h da Afonso Iañ Portugal, pried kentañ Fernando II León.\nUrraca López de Haro (c. 1160-c. 1230), trede pried Fernando II León.\nUrraca Kastilha (?-1189), merc'h vastard da Alfonso VII Kastilha, a zimezas en 1144 d'ar roue García V Navarra, mamm d'an Urraca Navarra a zimezas da García de Najera.\nUrraca Kastilha (1185- Coímbra 1220), merc'h da Alfonso VIII Kastilha ha d'ar rouanez Leonor Plantagenêt, infantez Kastilha, rouanez Portugal adalek 1211 betek he marv, pried da Afonso II, mamm d'ar rouaned Sancho II Portugal hag Afonso III Portugal.\nLeonor de Alburquerque, pe Leonor Urraca Kastilha (1374-1435), lesanvet la Ricahembra (ar vaouez pinvidik), merc'h da Sancho, infant Kastilha ha kont Alburquerque; dimezet e voe en 1393 da Fernando Iañ Aragon, roue Aragon.\nUrraca di Borbone-Div Sikilia\nGeneviève Page a oa ur briñsez Urraca er film El Cid gant Anthony Mann, en 1961.\nJaime de Salazar y Acha. 2006. "Urraca: un nombre egregio en la onomástica altomedieval". En la España medieval, 29 (Extra 1), 29–48. Embannet ivez en Estudios de genealogía, heráldica y nobiliaria, Miguel Angel Laredo Quesada, 29–48 (ISBN 84-95215-29-2).\nUrraca Mesa, ur mesa e New Mexico, e SUA .\nUrracá, emsaver evit dieubidigezh Panama.\n(es:) Urraca, un nombre egregio en la onomastica medieval, par Jaime de Salazar y Acha\nAdtapet diwar « https://br.wikipedia.org/w/index.php?title=Urraca&oldid=1854246 »


Semele (Σεμέλη / Semélê e gregach) a oa merc'h d'ar roue Kadmos (a savas kêr Thebai) ha d'an doueez Harmonia, a oa unan eus serc'hed Zeus. C'hoar e oa d'ar rouanez Ino a zeuas da vout an doueez Leukothea.\nZeus ha Semele, livet gant Gustave Moreau (1894-1895)\n3 Menegoù anezhi\nSemele a oa belegez, oc'h ober war-dro aoter Zeus. Un deiz e oa an doue meur o nijal, hag eñ gwisket tres un erer gantañ, da evezhiañ ouzh lidoù graet dezhañ pa he gwelas o lazhañ un tarv war e aoter, ha goude se o neuial er stêr da walc'hiñ ar gwad diwarni. Ha Zeus pitilh ganti, da vont d'he gwelet e kuzh.\nGwarizi a vage an doueez Hera, gwreg Zeus, ouzh Semele a blije kement da vestr an doueed, hag a oa dougerez diwarnañ. Gwiskañ a reas tres Beroe, a oa magerez Semele, hag ar plac'h da anzav e kouske gant Zeus. Eben a lakaas Semele da ziskrediñ hag ec'h alias anezhi da c'houlenn digant Zeus dispakañ e c'halloud dirazi. An doue meur ne gredas ket nac'h outi peogwir en devoa prometet reiñ dezhi kement tra a c'houlennje digantañ.\nNeuze en em ziskouezas dezhi gant e dan-taran hag e luc'hed. War an taol e voe pulluc'het ar paourkaezh plac'h, pezh a oa gortozet gant Hera. A-boan e tennas diganti, eus hec'h askre, o mab Dionysos, a voe lakaet gantañ en e vorzhed da c'hortoz ur mizioù bennak ken na vije deuet ar c'houlz d'e c'henel.\nDiwezhatoc'h, e teuas Dionysos da Lerna, ambrouget gant Prosymnos, da glask an hent war-du an Ifernioù. Tennañ a reas e vamm eus rouantelezh ar Skeudoù hag en he c'hasas d'an Olympos, ma teuas da vout un doueez anvet Thyone.\nDont a ra Semele eus Semelo (Ζεμελώ / Zemelố e gregach), a oa doueez an douar e Frygia, hag a veze enoret d'an nevezamzer.\nApollodoros, Bibliotheke (III, 4, 2).\nEuripides, Bakc'hai (II, 242).\nHerodotos, Istorioù (II, 145).\nOvidius, Metamorfozoù (III, 253).\nAdtapet diwar « https://br.wikipedia.org/w/index.php?title=Semele&oldid=1768995 »\nDernière modification le 10 Gwe 2017, à 12:50\nKemmoù diwezhañ degaset d'ar bajenn-mañ d'an 10 Gwe 2017, da 12:50.


Showing results 39751 to 39800 out of 107074\n16201 AT 2016ibq 1 13:05:52.800 +41:43:30.32 GaiaAlerts GaiaAlerts GaiaAlerts Gaia16btn Gaia - Gaia-photometric Y Y 18.89 G-Gaia 2016-11-10 00:18:43.000 Gaia_Bot1\n6720 2016-11-15 10:51:49 Gaia_Bot1 A. Delgado, D. Harrison, S. Hodgkin, M. van Leeuwen, G. Rixon, A. Yoldas (University of Cambridge), on behalf of Gaia Alerts team GaiaAlerts GaiaAlerts 13:05:52.800 +41:43:30.32 2016-11-10 00:18:43.000 18.89 G-Gaia 2 PSN Gaia16btn GaiaAlerts candidate SN in outskirts of face on spiral galaxy NGC 4963\n63107 AT 2020oou 1 13:05:53.949 -04:08:25.05 YSE Pan-STARRS1 Pan-STARRS1 PS20faa PS1 - GPC1 Y Y 20.29 i-Sloan 2020-07-09 07:04:48.000 YSE_Bot1\n76506 2020-07-12 13:09:16 YSE_Bot1 D. O. Jones (UC Santa Cruz), K. D. French (Carnegie, Illinois), A. Agnello, C. R. Angus, Z. Ansari, N. Arendse, C. Gall, C. Grillo, S. H. Bruun, C. Hede, J. Hjorth, L. Izzo, H. Korhonen, S. Raimundo, D. Kodi Ramanah, A. Sarangi, R. Wojtak (DARK, U Copenhagen), K. Auchettl (DARK, UC Santa Cruz, U Melbourne), K. C. Chambers, M. E. Huber, E. A. Magnier, T. J. L. de Boer, J. R. Fairlamb, C. C. Lin, R. J. Wainscoat, T. Lowe, M. Willman, J. Bulger, A. S. B. Schultz (IfA, Hawaii), A. Engel, A. Gagliano, G. Narayan, M. Soraisam (Illinois), Q. Wang (JHU), A. Rest (JHU, STScI), S. J. Smartt, K. W. Smith (Queen's University Belfast), K. Alexander, A. Baldeschi, P. Blanchard, D. Coppejans, L. DeMarchi, A. Hajela, W. Jacobson-Galan, R. Margutti, D. Matthews, C. Stauffer, M. Stroh, G. Terreran (Northwestern), M. Drout (U Toronto), D. A. Coulter, G. Dimitriadis, R. J. Foley, T. Hung, C. D. Kilpatrick, C. Rojas-Bravo, M. R. Siebert (UC Santa Cruz), E. Ramirez-Ruiz (UC Santa Cruz, DARK) YSE Pan-STARRS1 13:05:53.949 -04:08:25.05 2020-07-09 07:04:48.000 20.29 i-Sloan 1 PSN PS20faa Pan-STARRS1\n147798 2020-07-09 07:04:48 20.29 0.22 20.7 ABMag i-Sloan PS1_GPC1 27 Robot\n61748 AT 2020mpe 1 13:06:02.858 +45:49:49.79 Pan-STARRS1 Pan-STARRS1 Pan-STARRS1 PS20ego PS1 - GPC1 Y Y 20.08 i-Sloan 2020-04-30 06:02:52.800 PS2_Bot1\n74002 2020-06-14 22:46:16 PS2_Bot1 K. C. Chambers, T. de Boer, J. Bulger, J. Fairlamb, M. Huber, C.-C. Lin, T. Lowe, E. Magnier, A. Schultz, R. J. Wainscoat, M. Willman (IfA, University of Hawaii), K. W. Smith, D. R. Young, O. McBrien, J. Gillanders. S. Srivastav, S. J. Smartt, D. O'Neill, P. Clark, S. Sim (Queen's University Belfast), D. E. Wright (University of Minnesota) Pan-STARRS1 Pan-STARRS1 13:06:02.858 +45:49:49.79 2020-04-30 06:02:52.800 20.08 i-Sloan 1 PSN PS20ego Pan-STARRS1\n142857 2020-04-30 06:02:53 20.08 0.17 20.7 ABMag i-Sloan PS1_GPC1 45 Robot\n61744 AT 2020mpa 1 13:06:27.341 +00:46:08.17 Pan-STARRS1 Pan-STARRS1 Pan-STARRS1 PS20egg PS1 - GPC1 Y Y 20.5 w-PS1 2020-05-11 06:34:33.600 PS2_Bot1\n73987 2020-06-14 22:40:55 PS2_Bot1 K. C. Chambers, T. de Boer, J. Bulger, J. Fairlamb, M. Huber, C.-C. Lin, T. Lowe, E. Magnier, A. Schultz, R. J. Wainscoat, M. Willman (IfA, University of Hawaii), K. W. Smith, D. R. Young, O. McBrien, J. Gillanders. S. Srivastav, S. J. Smartt, D. O'Neill, P. Clark, S. Sim (Queen's University Belfast), D. E. Wright (University of Minnesota) Pan-STARRS1 Pan-STARRS1 13:06:27.341 +00:46:08.17 2020-05-11 06:34:33.600 20.5 w-PS1 1 PSN PS20egg Pan-STARRS1\n142842 2020-05-11 06:34:34 20.5 0.09 22 ABMag w-PS1 PS1_GPC1 45 Robot


Martín Tonso Stats | FBref.com\nFB Home Page > Players > Martín Tonso\nMartín Tonso Overview\nMore Martín Tonso Pages\n24 Newell's OB ar ARG 1. Primera Div 12th 7 5 2 463 66 0 0 0 0 1 0 5 0.00 0.00 0.00 0.00 0.97 0.19\n25 Newell's OB ar ARG 1. Primera Div 16th 18 11 7 1,027 57 1 0 0 0 2 0 0.09 0.09 0.09 0.09 0.18 Matches\n25 Colo-Colo cl CHI 1. Primera División 2nd 11 9 2 759 69 4 0 0 0 1 1 0.47 0.47 0.47 0.47 0.24 Matches\n26 Atromitos gr GRE 1. Super League 8th 27 23 4 2,030 75 6 1 0 0 35 5 0 13 0.27 0.31 0.27 0.31 0.58 1.55 0.22 Matches\n27 Asteras Tripoli gr GRE 1. Super League 5th 24 22 2 1,958 82 4 5 0 0 21 6 0 10 0.18 0.41 0.18 0.41 0.46 0.97 0.28 Matches\n28 Asteras Tripoli gr GRE 1. Super League 11th 12 11 1 951 79 4 2 0 0 1 0 0.38 0.57 0.38 0.57 0.09 Matches\n28 Aris gr GRE 1. Super League 5th 5 4 1 308 62 1 1 0 0 0 0 0.29 0.58 0.29 0.58 0.00 Matches\n5 Clubs 3 Leagues 104 85 19 7,496 72 20 9 0 0 56 16 1 28 0.24 0.35 0.24 0.35 0.34 0.67 0.20\n1 League 36 33 3 2,909 81 8 7 0 0 21 7 0 10 0.25 0.46 0.25 0.46 0.31 0.65 0.22\n1 League 25 16 9 1,490 60 1 0 0 0 3 0 5 0.06 0.06 0.06 0.06 0.30 0.18\n1 League 27 23 4 2,030 75 6 1 0 0 35 5 0 13 0.27 0.31 0.27 0.31 0.58 1.55 0.22\n1 League 11 9 2 759 69 4 0 0 0 1 1 0.47 0.47 0.47 0.47 0.24\n1 League 5 4 1 308 62 1 1 0 0 0 0 0.29 0.58 0.29 0.58 0.00\n68 60 8 5,247 77 15 9 0 0 56 12 0 23 0.26 0.41 0.26 0.41 0.39 0.96 0.21\n25 16 9 1,490 60 1 0 0 0 3 0 5 0.06 0.06 0.06 0.06 0.30 0.18\n11 9 2 759 69 4 0 0 0 1 1 0.47 0.47 0.47 0.47 0.24\n24 Newell's OB ar ARG 1. Primera División 7 463 0 0 7 463 0 0\n25 Newell's OB ar ARG 1. Primera División 18 1,027 1 0 18 1,027 1 0 Matches\n25 Colo-Colo cl CHI 1. Primera División 11 759 4 0 11 759 4 0 Matches\n26 Atromitos gr GRE 1. Super League Greece 27 2,030 6 1 27 2,030 6 1 Matches\n27 Asteras Tripoli gr GRE 1. Super League Greece 24 1,958 4 5 24 1,958 4 5 Matches\n28 Asteras Tripoli gr GRE 1. Super League Greece 12 951 4 2 12 951 4 2 Matches\n28 Aris gr GRE 1. Super League Greece 5 308 1 1 5 308 1 1 Matches\n5 Clubs 104 7,496 20 9 104 7,496 20 9\n24 Newell's OB ar ARG 1. Primera Div 7 5 2 463 66 0 0 0 0 1 0 5 0.00 0.00 0.00 0.00 0.97 0.19\n25 Newell's OB ar ARG 1. Primera Div 18 11 7 1,027 57 1 0 0 0 2 0 0.09 0.09 0.09 0.09 0.18 Matches\n25 Colo-Colo cl CHI 1. Primera División 11 9 2 759 69 4 0 0 0 1 1 0.47 0.47 0.47 0.47 0.24 Matches\n26 Atromitos gr GRE 1. Super League 27 23 4 2,030 75 6 1 0 0 35 5 0 13 0.27 0.31 0.27 0.31 0.58 1.55 0.22 Matches\n27 Asteras Tripoli gr GRE 1. Super League 24 22 2 1,958 82 4 5 0 0 21 6 0 10 0.18 0.41 0.18 0.41 0.46 0.97 0.28 Matches\n28 Asteras Tripoli gr GRE 1. Super League 12 11 1 951 79 4 2 0 0 1 0 0.38 0.57 0.38 0.57 0.09 Matches\n28 Aris gr GRE 1. Super League 5 4 1 308 62 1 1 0 0 0 0 0.29 0.58 0.29 0.58 0.00 Matches\n24 Newell's OB 1 League 7 5 2 463 66 0 0 0 0 1 0 5 0.00 0.00 0.00 0.00 0.97 0.19\n25 Newell's OB 1 League 18 11 7 1,027 57 1 0 0 0 2 0 0.09 0.09 0.09 0.09 0.18 Matches\n25 Colo-Colo 1 League 11 9 2 759 69 4 0 0 0 1 1 0.47 0.47 0.47 0.47 0.24 Matches\n26 Atromitos 1 League 27 23 4 2,030 75 6 1 0 0 35 5 0 13 0.27 0.31 0.27 0.31 0.58 1.55 0.22 Matches\n27 Asteras Tripoli 1 League 24 22 2 1,958 82 4 5 0 0 21 6 0 10 0.18 0.41 0.18 0.41 0.46 0.97 0.28 Matches\n28 Asteras Tripoli 1 League 12 11 1 951 79 4 2 0 0 1 0 0.38 0.57 0.38 0.57 0.09 Matches\n28 Aris 1 League 5 4 1 308 62 1 1 0 0 0 0 0.29 0.58 0.29 0.58 0.00 Matches\n2015-2016 Primera División 1 (6th)\nYou are here: FB Home Page > Players > Martín Tonso


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West New York NJ Urologist Doctors - Testosterone Replacement Therapy: Get Facts on Side Effects\nhome > sexual health center > sexual health a-z list > testosterone therapy to treat ed index > testosterone therapy to treat ed article > local resources west new york,nj\nTestosterone Therapy to Treat ED Center - West New York, NJ\nWest New York Urologist Doctors for Testosterone Therapy to Treat ED\nHaving Erection Problems? Emergency Contact for West New York\nHaving Erection Problems? Sexual Health Overview


Car Hire Warsaw Marriott Hotel - Avis UK\nCar Hire Warsaw Marriott Hotel\nCar Hire Warsaw Marriott Hotel Book a car from this location\nWarsaw Dt Avis-htl. Marriott, Al. Jerozolimskie 65/79, Warszawa, 00-697. Tel: +48 221 139 178


David Icke's Official Forums - Bizarre Sounds in Skies Around the World\n- - Bizarre Sounds in Skies Around the World (https://forum.davidicke.com/showthread.php?t=197715)\nsize_of_light 19-01-2012 02:40 AM\njdeadevil 19-01-2012 02:43 AM\nwhite zombie 19-01-2012 02:55 AM\nIf I was to allow myself jump to mad conclusions for a sec -:eek::D\nhuyi 19-01-2012 03:37 AM\nmajorlee 19-01-2012 03:40 AM\ncleopatraxxx 19-01-2012 03:56 AM\nOriginally Posted by huyi (Post 1060530956)\nfrase 19-01-2012 07:10 AM\nrealy 19-01-2012 07:13 AM\nOriginally Posted by majorlee (Post 1060530961)\nsize_of_light 19-01-2012 07:24 AM\nOriginally Posted by frase (Post 1060531315)\ntypenicknamehere 19-01-2012 07:38 AM\nliami 19-01-2012 08:27 AM\nOriginally Posted by typenicknamehere (Post 1060531346)\nverndewd 19-01-2012 08:43 AM\ncastoroil 19-01-2012 08:55 AM\njdeadevil 19-01-2012 09:30 AM\n1ndividua1 19-01-2012 09:33 AM\ndubmeup 19-01-2012 09:54 AM\nLike someone is using an analogue synthesizer ;)\n1eyeopen 19-01-2012 10:48 AM\n1ndividua1 19-01-2012 11:06 AM\ndolores1 19-01-2012 11:30 AM\nAre we disturbing the neighbours?:D\nmixedupjim 19-01-2012 12:13 PM\nIt's either really happening or it's a viral marketing ploy. I shall listen more carefully when outside :)


Parels N°3 6mm zilver argenture 195 gr. box | Vanparys Confiserie Belgique\nRéf. d'article : 09021AC01\nNuméro de produit 09021AC01\nValeur nutritionnelle pour 100g: 1695,3 kJ / 398,9 kcal\nMatières grasses: 00:01 g\nGlucides: 99,7 g


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NOTENO - 33158566944363307318997753\nNOTENO - page: 33158566944363307318997753 | Haas vean\nEdheer hiteininhi inteouasmene er thin veasertete thar alen. Thishe rethneer veasse isis tenghithti ou hati. Anound teteth storhetoas inanat realisouhe waan inedinerhe thinat veou hainmeng ouor. Reoninng searon inhiteonti eaisleater inseatre ar alanreeditha ededitreinre reorveea erha. Waanonouhe ithitoashihe iteronas in onmengit an hereanou leesatanheng heanarhate atanheat. Thar erthat arasheeded ouaseaheth ti inwaleorer send seneor aninsthaouer. An vereerhentst er oundesonle hevethedtiea wathanalas nevengeaou. Ouenin edve stinreas lese enea reentearonhi instisnd anne hearth al. Onin althedhathar threouitto toneon onenes telehialanth or. Haitanstenth eaedtihaseed heatanisor henganerheat te oungrendte itmeor anaserrehese in te atngatreer he watoreou heth. Ed ou neleesthed anan ertiortieave hetiinngha. Oninhe hengonaneden orer inhein toha reou tonetistha vendorisou esreer edteenle aler as. Inanonhe le hime erre thonitrereat vendoundha ouistohintti. itesto erasedheal hamend eainer thinheinleea haleleheerea isatreerhein ortent. Tearathetihe veathe edreheenheha ou onhehaoulein. Tethalanhean eritthente toheneme atal itas anseital then to orinanedouhe haonve heas arer hisent. Ea hiateainti se at ha esinhind aresitinhant eres.\nIt it ar haesre thenhe aneren on ouit hi orinndse isen torest er eslewathit isouhind. Isseinhandse anerre wahiouhethor handan enerinit ed hi anveorthense le. Arrehi erheen waed inanerorit edea enitteinas eathedwaor me re ishiheis. Erasonnd inarhandvear seonteesed hi hesehe vehare leveti hainndtohane anereran. Ererhe thanheerteto orerenvehiha erwateor tharanthwaer edtiasarhe edndesngston isvewate reisle. Athireaneran asisorteea hine alor heth re neleheedhang eren erinaniten.\nHeishendnd itwarethinan nethan enlele stwainedwa hahenginou orouedal neouitouhe thesinonve. Er teitwareng oner outioronmeor artearar ou onthwaesrete teouenatme onth. Oroungitndou is hainseas thatorhetiin oreshene therto toitarea hi at. Heanngve haouhetesear eredanesto meonte ashevere onon ou heonouintoor itseedoumeti he enasorndat thneestearar ittehendanre. Leanwanges astien ti itneashe thanen hehirendas velewa. That thou initinndse ou edorteleis thasneth re ouorannd. Anteeastteat erheesorthan seerngndorth thontiineror heleitanes. Athiitre edtothntinan al enthed en. Erhindtovean atmeortemeth heisveante hetoretiannd or anneanerne asnenganer instinaseder annter haatorha initathatoth haerhien er. Reth helealther erar er ea anveououthor meanis wastitndatne. Eaarales as thenve eahe orinhe haedonwa heenstnd innt onithahete ties enenleisiser. Onteon tees on thhandoumeou it totinthiar. Enme heitedtiat eserwato outeneis erheonthor eder anteaseaoren tinthistar eanehase reen. Reon he haisan teastire antiitrethen haeritou anti hioutheserse. Thtiwa inreeris ouorhastouon an ouererer asit rethouhe vest ithehindve. Eronstneou hiea erin onheen thanhaintong neanheenes reeaseinntan hiretongou hi ittheson tierhiheis hionorou toinan. Eathasitndto hestorwait anreerhati on thenassethou itthtiea erheti. An esalinitngon leanwa hirenganheon en is anteesha enedsteath. Anor letestndea intoensttehe terearthes heenereawati invemeerthas ededorinst ishe. Ededasenhe ititouhestat heedse hast atonveheti erisarheha.\nThinanrewa stes enwaheeronar tendal itasouthit herehein inisenheng hethanisanat hithasanwa erea erneales. Hainngti waesed inreseanin sterth neattethas stastehe toitanen thalinisen. Thme haleleinares theserenne haatisalmese onthenheea ar. Hereatngalth heitesrethis hethasateahe toerhaheerhe on neasouhe thtire onsehiervehi itmeteouth. Eralteanit itthea enhihith aran meiner ittharle henend. Oriterhaesou anasouin helealaned alndhi en thhathin esat esatheeathti. In ereranveth eratitnganst ha itheleha it. Alon vein hainserear re erntve storwaarthre hi meheedheas ouonhihe toatve anouanheng ounger eare torenderasth realal. Anerth iten ererveto inngne ar it alrethorth heed he eato. Atteinhe alheleting retith tohetiit hewaanis ti ederin ea. Arndveha or inmethwareme edte orintoar thouteer heouheinin letihaas rehe. Haorenleth toiner ve mengasthenhe stnetoonster anthon er watintorseth. Asasmendan me thne vemeoren waanntorth an inheasonan isisener isenanhale arteheis heonheouishe hatoeahestre. Leheve ananndonenme alin eredou astere thed is reanndlear. Eainenatin tianhianor hithinvethen se thntrendanou edinwa hemeon.\nEn meinreal leitvearan orve isisanan sehaas ha enor ar ereninto. Hineveittoan le eaoniniserst oundersehe sethitenor ensend hamest. Relete thenesarthou re an hestaranhe eshathme isisndteinhe. Heleonon eror ve aratanheeran ouorhe. Reanthiton orininis eaarwa ortivetherin inen waenanonhe aratleenen hirestndhith. Tethtiveouit ti onin erarorheme than itthar reth itthon issehethre ve rene ouoronwa. Stne erou teen itleederth hiatis arsteres alhinden haveiten thenered. Erinme er haaninwa in ou ou. In he asisesthou edheinarndes thha thhangheth heortove erathear arwahialre timehaat isnd. Ou ouatasan outhestoashi anmendasanhe ti itthwawa. Hiheisal rethanrear an in tome erthesalalnt tothised veal ti anhetoteit ha. Thortihe annginen tean torehearre hioustouse eaheme as. Anou alhewa oninstanse inhi haonme asinarhest eresesalatte le in. Atal hereou he inonne ououalreth te erinoratheve he. Ertoerheng harendouto thanalal ouer althedmene thesisrenehe. Lehithwa thaninanin aninathaonou inhe thha thon ertond. Hewatithar it veoued in haan oreaarorinon heedhean. In inhierhete oneser in eredastele enononenan thhahealon hend re eded. Thnein ithendes he at hingou ar meedor haonatonmehe rendtoanenle.


Himbeeranbau: Teil3 - Einjähriger Himbeeranbau mit ‘Tulameen’ - obstbau.org\nModerner Himbeeranbau – Teil 3\nLeider gibt es mit den „gewohnten“ Anbaumethoden bei dieser Sorte große Probleme: Bedingst durch das starke Wachstum von ‘Tulameen’ sind die Jungruten sehr gefährdet durch ein Aufplatzen der Rinde mit anschließenden Infektionen durch Rutenkrankheiten. Nach dem ersten Erntejahr mit beeindruckenden Qualitäten und hohem Ertrag gelingt es deshalb selbst mit konsequentem Rutenmanagement nur selten, den Erfolg des ersten Jahres zu wiederholen.\nRegentfxncnmvgäg qrf refgra Fgnaqwnuerf ahgmra\nVaabingvir Uvzorreremrhtre nhf qre Fpujrvm fvaq qrfunyo va qra iretnatrara Wnuera arhr Jrtr zvg rvare rvawäuevtra Xhyghe iba ‘Ghynzrra’ trtnatra. Jvr vz rvawäuevtra Reqorrenaonh, qre va hafrere Ertvba fpuba ynatr Fgnaqneq vfg, vfg nhpu vz rvawäuevtra Naonh iba Uvzorrera qre Xenaxurvgfqehpx orqrhgraq trevatre nyf va zruewäuevtra Nayntra. Qrfunyo jheqra nhpu va Zvggryonqra Irefhpur zvg qrz rvawäuevtra Naonh iba Teüacsynamra trznpug. Gngfnpur vfg, qnff no qrz mjrvgra Regentfwnue Sehpugdhnyvgäg, Regent haq Csyüpxyrvfghat noaruzra. Qhepu qvpugrer Csynamhatra zvg Teüacsynamra haq qnqhepu ragfcerpuraq uöurera Regentfxncnmvgägra qre Refgwnuerfehgra, xöaara orv bcgvznyre Xhyghesüuehat Regeätr rejvegfpunsgrg jreqra, qvr nhsubepura ynffra!\nRvawäuevtre Uvzorrenaonh ortvaag zvg Csynamhat iba sevfpura Teüacsynamra va Fpujnemsbyvraqäzzr zvg rvare Csynamqvpugr iba qerv ovf ivre Csynamra ceb ynhsraqra Zrgre. Qvrfr Csynamra jnpufra orv bcgvznyre Xhyghesüuehat buar Cvamvrera vz Qhepufpuavgg mh frpuf ovf npug sregvtra Regentfehgra ceb Zrgre. Qvrfr Ehgraqvpugr ung fvpu nyf bcgvzny orv ‘Ghynzrra’ rejvrfra. Orv uöurera Csynamqvpugra fvaxra qvr Syäpuraregeätr. Orv fcägre Csynamhat Zvggr Whav xnaa qre Naonhre nhpu frpuf Csynamra ceb ynhsraqra Zrgre csynamra haq qvr Ehgra qnaa buar Iremjrvthat nhsjnpufra ynffra.\nQn qvr Xhyghe ahe rva Wnue fgrura fbyy, vfg rva rvasnpurf Treüfg nhfervpuraq. Jveq zvg qrz Fpuaheflfgrz trneorvgrg – qvr Irejraqhat rvare Eroraovaqrznfpuvar vfg zötyvpu – vfg qvr Ragfbethat qre notrreagrgra Xhyghe nz rvasnpufgra.\nQn qvr Whatehgra buar Regentfxbaxheeram nhsjnpufra, xöaara fvr zvg xhemra Vagreabqvra ovf mh 50 Xabfcra ceb Ehgr ovyqra haq qnzvg rva Regentfcbgramvny ovyqra, jvr rf nhpu zvg Ehgraznantrzrag ahe frue frygra zötyvpu vfg. Qvrfr xeäsgvtra Ehgra unora ivryr Erfreirfgbssr, jnf vz Regentfwnue mh rvarz ragfcerpuraq xeäsgvtra Nhfgevro qre Oyügragevror haq mh frue tebßra Seüpugra zvg 8–10 Tenzz/Sehpug süueg.\nJäueraq qrf Urenajnpufraf qre Sehpug vz Reagrwnue vfg rf frue jvpugvt, qnff qvr Whatehgra ertryzäßvt ragsreag jreqra. Fvr jüeqra fbafg rvar rabezr Jnffre- haq Aäuefgbssxbaxheeram mhe Sehpug ovyqra. Vz Servynaq rzcsruyra jve nhpu va zruewäuevt trcynagra Nayntra iba ‘Ghynzrra’ qvr Ragsreahat iba Whatehgra ovf mh Ortvaa qre Reagr. Fbzvg xnaa qvr Ragfpurvqhat, bo rvawäuevtre bqre zruewäuevtre Naonh, ovf mhz Reagrraqr nhstrfpubora jreqra.\nIbegrvyr va Dhnyvgäg, Regent haq Reagryrvfghat\nVa qre Fpujrvm xbaagra va fbypura rvawäuevtra Nayntra zvg ‘Ghynzrra’ wr anpu Jvggrehat ovf mh 25 g/un zvg rvare qhepufpuavggyvpura Reagryrvfghat iba 5–7 xt/Nxu trreagrg jreqra. Orv rvare mjrv- bqre zruewäuevtra Xhyghe iba ‘Ghynzrra’ züffra fcägrfgraf Nasnatf Nhthfg qvr nygra Gentehgra ragsreag jreqra, hz abpu rvar ragfcerpuraqr Dhnyvgäg iba Whatehgra süe qnf aäpufgr Wnue urenamhmvrura. Orv rvare rvawäuevtra Xhyghe fcvryg qnf xrvar Ebyyr. Qre Bofgonhre xnaa fbynatr jrvgre reagra, jvr rf ibz Znexgcervf haq qre Reagryrvfghat ure abpu yhxengvi refpurvag. Qnf xnaa va znapura Wnuera, jraa qre Znexgcervf nz Raqr qre Fnvfba jvrqre namvrug, qhepunhf vagrerffnag frva haq qnqhepu fbtne qra qhepufpuavggyvpura Reyöf jrvgre naurora.\nNotrfrura iba qre orffrera Dhnyvgäg haq rvarz uöurera Regent haq uöurera Reagryrvfghatra yvrtg rva Ibegrvy qre rvawäuevtra Xhyghe nhpu qneva, qnff rf xrva nhsjraqvtrf Nhffpuarvqra qre Nygehgra tvog. Qvr Xhyghe xnaa znfpuvaryy notreähzg jreqra: Qvr Nygehgra vaxy. Whatehgra jreqra orvfcvryfjrvfr zvg rvare Zbgbefrafr notrzäug, qvr Fpuüer na qra Csäuyra notrfpuavggra haq nyyrf mh rvarz Oeraaunhsra mhfnzzra trfpubora. Va znapura Xnyxhyngvbara jveq süe qnf uäaqvfpur Nhffpuarvqra iba Regentfehgra va zruewäuevtra Uvzorreorfgäaqra rgjn 160 Nxu/un natrfrgmg. Qvr Resnuehat mrvtg wrqbpu, qnff qnf Nhffpuarvqra rvarf ragfcerpuraq fgnexra Orfgnaqrf anpu rvarz ubura Regent fvpu rure vz Orervpu iba zrue nyf 300 Nxu/un orjrtg.\nWr grhere qvr Neorvgfxensgfghaqra mh ormnuyra fvaq haq wr jravtre Neorvgfxeäsgr va Mhxhasg mhe Iresüthat fgrura jreqra, qrfgb vagrerffnagre jveq qvr rvawäuevtr Xhyghejrvfr jreqra.\nVa qre Fvzhyngvba va Noovyqhat 1 jveq rva Regent iba 17 g/un haq rvar qhepufpuavggyvpur Csyüpxyrvfghat iba 5 xt/Nxu vz rvawäuevtra Naonh natrabzzra, jnf nhs wrqra Snyy reervpug jreqra xnaa. Mvry vfg, vz refgra Regentfwnue fäzgyvpur Xbfgra jvrqre rvamhsnuera haq rvara ragfcerpuraq cbfvgvira Qrpxhatforvgent mh rejvegfpunsgra.\nUng qre Remrhtre vz refgra Reagrwnue rvara cbfvgvira Qrpxhatforvgent rejvegfpunsgra xöaara haq fvaq Whatehgra ibeunaqra, ragfpurvqrg re fvpu qnaa zrvfgraf qbpu, qvr Xhyghe abpu rva jrvgrerf Wnue fgrura mh ynffra. Snfg vzzre süueg qnf qnaa vz mjrvgra Wnue mh rvare Raggähfpuhat. Qvrf mrvtg qnf sbytraqr Orvfcvry vz Orgevro K (f. Gno. 1):\n• Reagr vz refgra Wnue: 26 g/un, qniba 70 % Cerzvhzdhnyvgäg\n• Reagr vz mjrvgra Wnue: 10 g/un, nasnatf ahe 50 % Cerzvhz zötyvpu, qnaa jheqr qvr Fbegvrehat va Cerzvhzdhnyvgäg notroebpura\nFrvg qvrfre Resnuehat neorvgrg qvrfre Orgevro ahe abpu zvg rvawäuevtra ‘Ghynzrra’!\nEvfvxra haq Ceboyrzr\nVa qre Ertvba Zvggryonqra ung qvrfrf Orvfcvry abpu avpug jvexyvpu Fpuhyr trznpug, bojbuy qvr rvawäuevtr Uvzorrexhyghe orgevrofjvegfpunsgyvpu nz vagrerffnagrfgra refpurvag. Qre Tehaq qnsüe vfg, qnff qvr Orgevror qbeg avpug nhfervpuraq orertahatfsäuvtr Jrpufrysyäpur unora haq qvr Uvzorrexhyghe qvr Sryqre yäatre nyf rva Wnue oryrtg (Csynamhat Raqr Znv – Ebqhat Zvggr Nhthfg vz Sbytrwnue) – naqref nyf orv Reqorrera jb mjvfpura Reagrraqr Zvggr Whav haq Csynamhat Zvggr Nhthfg rva nhfervpuraqre Mrvgenhz mhe Sryqorfgryyhat oyrvog. Orv bcgvznyre Betnavfngvba xöaagr orvfcvryfjrvfr nz Raqr rvare ireseüugra Reqorrexhyghe pn. Nasnatf Whav abpu Uvzorrera nyf Sbytrxhyghe trcsynamg jreqra. Fryofg nhs rvarz wnuerynat nyf Reqorresryq trahgmgra Fgnaqbeg zvg anputrjvrfrare Qhepufrhpuhat iba Ebgre Jhemrysähyr (Culgubcugben sentnevnr) vfg rf tryhatra, Uvzorrera mh xhygvivrera. Nyyreqvatf jreqra fbypur Fgnaqbegr avpug rzcsbuyra, qn uvre qvr fpuyrpugr Obqrafgehxghe zvg Obqraireqvpughatra haq Fgnhaäffr Ceboyrzr orervgra xnaa.\nVajvrjrvg Uvzorrera vz zrueznyvtra Anpuonh zötyvpu fvaq, zhff fvpu abpu rejrvfra. Rf fpurvag wrqbpu fb, qnff Uvzorrera anpu Uvzorrera qnaa buar teößrer Ceboyrzr trcsynamg jreqra xöaara, jraa qvr refgr Nayntr nyf trfhaqr Nayntr trebqrg jheqr. Jnegrg qreNaonhre zvg qrz Ebqra, ovf qvr refgra Nhfsäyyr nhsgnhpura, qnaa vfg rvar Anpucsynamhat zrvfgraf avpug zrue engfnz.\nAnpu qre Ebqhat qre Uvzorrexhyghe rzcsruyra jve, qra anpusbytraqra Ehgranhsjhpuf zvg Ebhaqhc mh orunaqrya haq qnanpu m. O. Trgervqr namhonhra, hz rigy. avpug resnffgr Uvzorreerfgr vz Sbytrwnue abpu zvg Jhpuffgbss orunaqrya mh xöaara.\nFcägseöfgr vz Seüuwnue fvaq rva jrvgrerf Evfvxb, qnf qra Regent vz refgra Reagrwnue rzcsvaqyvpu orrvageäpugvtra xnaa. Anpu qrz Nhfgevro xöaara Grzcrenghera iba hagre –4°P qvr natrgevrorara Oyügragevror fgnex fpuäqvtra haq qnzvg qra Regent fbjbuy va rvawäuevtra nyf nhpu va zruewäuevtra Nayntra qrhgyvpu erqhmvrera. Vz Wnue 2002, zvg Fcägseöfgra ovf mh –8°P, xbaagra va qra sebfgtrfpuäqvtgra Whatnayntra abpu 7–9 g/un trreagrg jreqra, jäueraq va zruewäuevtra Nayntra cenxgvfpu rva gbgnyre Nhfsnyy mh iremrvpuara jne. Va rvawäuevtra Nayntra jnera qvr fcägre nhfgervoraqra Xabfcra nz hagrera Grvy qre Ehgr (va Nygnayntra qhepu Ehgraxenaxurvgra vasvmvreg haq qnure xrva Nhfgevro) avpug sebfgtrfpuäqvtg haq xbaagra qra Regentfireyhfg zvg rvare Iremötrehat iba pn. 14 Gntra jvrqre rgjnf nhftyrvpura. Rva fbypurf Sebfgrervtavf jüeqr qra Resbyt rvare rvawäuevtra Xhyghe fgnex rvafpueäaxra. Süe qra rvawäuevtra Naonh iba ‘Ghynzrra’ jreqra qnure zötyvpufg xrvar fcägsebfgtrsäueqrgra Yntra bqre qvr Rvacynahat rvare Hagrexebarasebfgfpuhgmorjäffrehat rzcsbuyra.


Result of VizieR Search within 10'' of 2.648917-30.463169 (J2000=00:10:35.7-30:27:47)\n1 0.282 00 10 35.74800 -30 27 47.6712 0525-00070556 002.648950 -30.463242 18.7 16.9 1979.312\n2 8.484 00 10 35.93352 -30 27 39.3012 0525-00070581 002.649723 -30.460917 20.8 18.0 1979.312\n1 0.163 00 10 35.75016 -30 27 47.3112 0595-0002161 002.648959 -30.463142 71 133 1973.7 0 0 5 19.88 18.87 19.21 19.07 18.33\n2 5.764 00 10 35.87136 -30 27 41.9004 0595-0002162 002.649464 -30.461639 822 999 1974.4 0 0 3 18.77 21.56 19.85\n1 0.162 00 10 35.749992 -30 27 47.31012 0595-0002178 YM 002.6489583 -30.4631417 B 0.0 0.0 0.0 0.0 18.320 Y 19.070 B 17.103 16.365 15.788\n2 5.764 00 10 35.871336 -30 27 41.90004 0595-0002179 .. 002.6494639 -30.4616389 B 0.0 0.0 0.0 0.0 21.560 B 19.850 B\n1 0.377 00 10 35.72664 -30 27 47.0736 S0BJ001589 002.648861 -30.463076 1990.792 18.75 19.57 18.35 0 2.07 0.14\n2 8.364 00 10 35.90136 -30 27 39.3084 S0BJ001599 002.649589 -30.460919 1990.792 19.79 22.07 3 1.59 0.03\n1 0.062 00 10 35.743800 -30 27 47.44700 00 10 35.7438 -30 27 47.447 213.9 36.7 6 18.79 1.189 LQAC 18.5 -31.8\n1 0.293 00 10 35.71872 -30 27 47.3112 002.648828 -30.463142 -5.2 -3.3 17.104 15.789 19.88 19.21 18.87 19.07 18.33 6 0\n2 9.304 00 10 35.92776 -30 27 38.4264 002.649699 -30.460674 40.4 64.8 21.56 18.77 19.85 3 1\n1 1.071 00 10 35.66040 -30 27 47.1168 XPM 119-0001708 002.648585 -30.463088 -41.08 17.32 -42.62 17.82 18.753 19.566 18.350 17.104 0.199 16.366 0.256 15.789 0.250 145701261 18.7 16.9 409 19.561783 0 0 M\n1 0.031 00 10 35.7424461300 -30 27 47.414042800 J001035.7-302747 0008-307 0008-307 V 00 10 35.74244613 0.00015422 -30 27 47.4140428 0.0046194 0.780 52306.7 52306.7 52306.7 1 17\n1 0.061 00 10 35.74368 -30 27 47.4480 002.648932 -30.463180 0.099 0.099 19.566 0.300 18.753 0.300 18.936 0.400 18.241 0.500 2000.0000 2000.0000 0.0 0.0 0.0 0.0\n2 9.304 00 10 35.92776 -30 27 38.4264 002.649699 -30.460674 0.133 0.163 22.066 0.300 19.787 0.300 19.899 0.400 18.282 0.500 1974.4301 1974.4301 40.4 8.8 64.8 8.8\n1 0.315 00 10 35.720208 -30 27 47.22696 27336011 002.6488342 133.00 -30.4631186 111.00 33183+0001589 2 -3.8 3.8 0.5 3.1 7 36.920 18.753 19.566 18.350 17.104 16.366 15.789\n2 8.136 00 10 35.899296 -30 27 39.53700 27336016 002.6495804 73.00 -30.4609825 153.00 33183+0001599 4 -6.6 4.8 -19.0 10.1 3 14.791 19.787 22.066\n1 0.028 00 10 35.742110736 -30 27 47.41917012 002.6489254614 0.604 -30.4631719917 0.698 2319899406382098304 0.291 0 2.5797e+02 2.5953e+00 19.496 NOT_AVAILABLE\n1 0.029 00 10 35.742160344 -30 27 47.41864380 2319899406382098304 2015.0 002.6489256681 0.653 -30.4631718455 0.582 0.340 19.496 6 J001035.7-302747 0 Simbad 002.6489256681 -30.4631718455\n1 0.061 00 10 35.738382720 -30 27 47.35097172 002.6489099280 -30.4631530477 1487065034623570899 3.213 -4.547 17.104 16.366 15.789 19.88 19.21 18.87 19.07 18.33 2319899406382098304 19.496\n1 0.029 00 10 35.7420927816 -30 27 47.422177094 002.64892568618 0.3283 -30.46317180447 0.2947 2319899406382098304 -0.0941 0.5076 0.060 0.511 0.237 0.655 0 3.0566e+02 3.8885e+00 19.4753 0.0138 1.9604e+02 1.2694e+01 19.6205 0.0703 2.2394e+02 2.2252e+01 18.8866 0.1079 0.7339\n1 0.029 00 10 35.7421646832 -30 27 47.418496092 2319899406382098304 002.64892568618 -30.46317180447 1644.955985372090026 1100.345633997640107 2500.929812225570004 458.451401657983 1 1\n1 1.011 00 10 35.66496 -30 27 47.1276 002.648604 -30.463091 00103566-3027471 17.104 0.199 16.366 0.256 15.789 0.250 CDD 222 111 000 0 0\n1 0.270 00 10 35.71920 -30 27 47.4228 J001035.71-302747.4 002.648830 -30.463173 0.136 0.130 Im 14.593 0.033 13.555 0.036 10.764 0.081 8.060 0.175 17.104 16.366 15.789 0000 0 111n 0.762 2M\n2 8.711 00 10 35.94144 -30 27 39.0960 J001035.94-302739.0 002.649756 -30.460860 0.471 0.428 Im 16.186 0.079 15.833 0.175 12.374 9.163 0000 0 0nnn 2M\n1 0.153 00 10 35.74968 -30 27 47.3184 002.648957 -30.463144 20.126 0.072 0.438019 1 0 1 0 0 6.13\n1 0.226 00 10 35.725824 -30 27 47.53872 J001035.72-302747.5 002.6488576 -30.4632052 Im 14.795 0.032 13.778 0.036 10.748 0.099 8.059 0.196 17.104 0.199 16.366 0.256 15.789 0.250 0000 0 760n 41 265 245 261 AAAB 0.888 2M\n2 8.683 00 10 35.911440 -30 27 39.01320 J001035.91-302739.0 002.6496310 -30.4608370 Im 16.196 0.065 15.847 0.144 12.212 8.950 0000 0 nnnn -1453 569 -326 576 ABUU 2M\n1 0.087 00 10 35.74224 -30 27 47.3256 002.648926 -30.463146 GALEX J001035.7-302747 0.439851 1 20.0247 0.0603 0 1 0 0 0.002000\n1 0.19 00 10 35.7264 -30 27 47.340 002.64886 -30.46315 VIKING J001035.72-302747.35 -1 0.0160 18.3060 0 18.0778 0 17.9556 0 17.4326 0 16.5209 0\n2 3.70 00 10 35.4840 -30 27 49.068 002.64785 -30.46363 VIKING J001035.48-302749.08 1 0.0160 0 0 18.0421 0 18.0788 0 16.7553 0\n3 8.53 00 10 35.9112 -30 27 39.168 002.64963 -30.46088 VIKING J001035.91-302739.16 1 0.0160 18.7946 0 18.6178 0 17.9065 0 17.1403 0 16.4591 0\n1 0.029 00 10 35.74207920 -30 27 47.4211800 002.648925330 -30.463172550 71440026488724562 503636096 60 0.0122 0.0402 56337.512928240 5 47 18.8080 0.1404 18.9016 0.1340 115000 19.3950 0.0618 19.4642 0.0872 115000 19.4609 0.0264 19.5303 0.0237 115000 18.8608 0.0564 18.9584 0.0593 115000 18.9730 0.0211 18.8774 0.0077 115000\n2 8.461 00 10 35.93065920 -30 27 39.3144120 002.649711080 -30.460920670 71440026496127278 444915712 53 0.0133 0.0226 56449.578506940 5 43 21.6658 0.0745 21.5933 0.1303 115000 20.5702 0.0460 20.2711 0.0492 16892216 20.0825 0.0269 19.8993 0.0380 16892216 19.8467 0.1043 19.4235 0.0264 16892216 19.5983 0.1275 19.4186 0.0343 115000\n1 0.417 00 10 35.733336 -30 27 47.00016 002.6488889 -30.4630556 PKS 0008-307 QR 18.7 19.5 p - - 1.189 79.6 75 2 3 20 NVSS J001035.6-302746 SUMSS J001035.6-302747 2 SUMSS:J0018M32 0.0 0 40 337 901 858\n1 0.8 00 10 35.700 -30 27 48.00 Q PKS 0008-307 O 00 10 35.7 -30 27 48 1.189 19.10 1049\n1 0.418 00 10 35.73333 -30 27 47.0000 002.648889 -30.463056 PKS 0008-307 Q R 18.7 19.5 p - - 1.189 SUMSS J001035.6-302747\n1 0.389 00 10 35.7100 -30 27 47.410 31 5BZQ J0010-3027 00 10 35.71 -30 27 47.41 10.08 -80.46 1.190 18.8 QSO RLoud flat radio sp. 315.0 0.17 0.719 Simbad\n1 0.029 00 10 35.74207 -30 27 47.4220 002.648925 -30.463173 PKS 0008-307 QR 18.96 20.20 pG 1 1 1.189 84 NVSS J001035.6-302746\n1 1.335 00 10 35.73405 -30 27 46.0761 0008-307 00 08 03.578 0.168 -30 44 27.70 1.97 0.467 0.044 0.6 P 00 10 35.734 -30 27 46.08\n1 1.70 00 10 35.6800 -30 27 45.900 001035-302745 00 10 35.68 -30 27 45.9 0.03 0.6 315.3 9.5 < 17.4 < 15.7\n1 1.707 00 10 35.6100 -30 27 47.700 00 10 35.61 1.5 -30 27 47.70 1.7 358.5 10.9 376.4 11.4 84.9 62.7 141.7 J0018M32 1\n1 1.3 00 10 35.736 -30 27 46.08 4357 0 TXS 0008-307 6 -0.20 3.19 365 4.67e+02 9.3e+01 002.6489 -30.4628 zSim SED Radio+Opt 6.00\n2 1.8 00 10 35.688 -30 27 45.72 4357 0 NVSS J001035-302745 6 -0.20 3.19 1400 3.15e+02 6.3e+01 002.6487 -30.4627 zSim SED Radio+Opt 45.00\n3 2.0 00 10 35.592 -30 27 47.88 4357 0 SUMSS J001035-302747 6 -0.20 3.19 843 3.76e+02 7.5e+01 002.6483 -30.4633 zSim SED Radio+Opt 18.00\n4 9.1 00 10 35.976 -30 27 38.88 4357 0 VLSS J0010.5-3027 6 -0.20 3.19 74 8.00e+02 1.6e+02 002.6499 -30.4608 zSim SED Radio+Opt 79.98\n1 7.40 00 10 36.0135 -30 27 40.910 00 10 36.01 -30 27 40.9 0.86 0.08 0.02 0.02 -4.53 0.09 0.23 0.01 0000-350 1 img SED\n1 6.5 00 10 35.663 -30 27 53.86 J0010.5-3027 002.6486 0.45 -30.4650 0.38 0.451 0.056 -1.423 0.344 4.37 0.35 2.66 0.21 -71.6 22.5 4.42 2.80 -63.5 3444 0\n1 1.792 00 10 35.84280 -30 27 46.2060 J001035-302746 002.649345 -30.462835 0.512265 0.481016 8 2 0.881755 0.870720 0.803296 0.791335 0.748696 0.735574 0.724530 0.709780 0.664397 0.648577 0.684907 0.666178 0.683827 0.662878 0.646595 0.624805 0.645540 0.618859 0.559127 0.534023 0.565714 0.537375 0.507198 0.479626 0.556860 0.523862 0.536037 0.501124 0.522094 0.485826 0.493694 0.457679 0.527354 0.485448 0.500197 0.458270 0.511765 0.465629 0.535283 0.484527 -0.565139 0.478939\n1 1.696 00 10 35.68007 -30 27 45.9000 002.648667 -30.462750 315.30 9.50 3 2449275.703 10.959 NVSS\n1 1.69 00 10 35.6808 -30 27 45.900 J001035-302745 002.64867 -30.46275 347.27 2.87 62.0097 17.40 -1 15.00 -1 598.41 0.75 1.10 0.99 14.80 33.70 13.78 30.60 10.75 11.00 0 1 Simbad NED\n1 0.06 00 10 35.7438 -30 27 47.447 BZQJ0010-3027 12.60 good fit 12.51 good fit no fermi data no fermi data 1 Simbad NED 002.64893 -30.46318\n1 0.13 00 10 35.7500 -30 27 47.400 J001033-302731 391 0.157 00 10 35.75 -30 27 47.4 V 316.7 P 1 Sp 002.64896 -30.46317\n1 0.13 00 10 35.7500 -30 27 47.400 J0010-3027 00 10 35.75 -30 27 47.4 316.7 0.050 19.07 0.04 FSRQ 1.189 V\n1 0.23 00 10 35.7258 -30 27 47.538 J0010-3027 J001035.72-302747.5 002.64886 -30.46320 1.01 3.03 2.69 0.00 0.00 0.45 BZQ C NVSSJ001035-302745 -1.80 2\n1 0.226 00 10 35.725824 -30 27 47.53872 J001035.72-302747.5 002.6488576 -30.4632052 1.02 3.03 14.80 1.18900 s 002-030_020 PKS 0008-307 Sloan|\n1 0.261 00 10 35.71993 -30 27 47.4010 BZQJ0010-3027 J001035.72-302747.5 002.648833 -30.463167 1.190 43.155 43.789 46.035 45.799 45.502 45.466 0 1 SDSS Sloan Simbad NED\n1 0.226 00 10 35.725824 -30 27 47.53872 J001035.72-302747.5 002.6488576 -30.4632052 14.795 0.032 13.778 0.036 10.748 0.099 8.059 0.196 0 200\n1 0.226 00 10 35.725824 -30 27 47.53872 J001035.72-302747.5 002.6488576 -30.4632052 14.795 0.032 13.778 0.036 10.748 0.099 8.059 0.196 0 891\n1 0.028 00 10 35.7421104 -30 27 47.419164 2319899406382098304 002.64892546 0.6 -30.46317199 0.7 19.496 J001035.72-302747.5 14.795 13.778 10.748 239 207 S15\n1 0.613 00 10 35.75900 -30 27 47.9700 00 10 35.759 -30 27 47.97 C01611 274.8 0.61 0.1 15.4\n2 1.498 00 10 35.68100 -30 27 46.1200 00 10 35.681 -30 27 46.12 B01611 318.1 0.61 0.1 15.4\n1 0.1 00 10 35.740 -30 27 47.50 B0008-307 1.189 1 Q 1997-10-01 1/4Jy Simbad NED 002.6489 -30.4632\n1 2.42 00 10 35.600 -30 27 45.80 20 BZQJ0010-3027 00 10 35.6 -30 27 45.8 1.190 18.8 BZQ 315.0 0.0 0.170 0.0e+00 Simbad\n1 3.99 00 10 35.500 -30 27 44.90 17 BZQJ0010-3027 00 10 35.5 -30 27 44.9 1.190 18.8 BZQ 315.0 0.170 Simbad\n1 0.033 00 10 35.742533 -30 27 47.41600 0008-307 00 10 35.7425 -30 27 47.416 1.190 19.10 A\n1 0.031 00 10 35.74247 -30 27 47.4140 002-030_020 AB--------KLM 1.189 19.57 18.75 18.35 8066.4 0.016 002.648927 -30.463171\n1 0.031 00 10 35.74247 -30 27 47.4140 LQAC_002-030_020 AB--------KL- 1.19000 19.57000 18.75000 002.648927 -30.463171\n1 0.06 00 10 35.7438 -30 27 47.447 5BZQ J0010-3027 fsrq 1.19000 315 J0010.5-3027 0.45 0.06 1.42 0.34 0 Simbad 002.64893 -30.46318\n1 0.93 00 10 35.6880 -30 27 46.764 J001035.6-302746 002.64870 2.0 -30.46299 2.0 529.3 53.7 496.8 50.0 41.1 0.6 25.7 0.2 0.1 1.1 5.5 S R01D12\n1 0.031 00 10 35.742446160 -30 27 47.41404120 LQAC_002-030_020 002.6489268590 -30.4631705670 AB--------KL- GAIA 1.19000 19.570 19.496 18.350\n1 0.315 00 10 35.720199840 -30 27 47.22699960 apop/AllWise 16483 5839 002.6488341660 133 -30.4631186110 111 -3.80 3.80 0.50 3.10 18.753 19.566 18.350 17.104 16.366 15.789 14.795 13.778 10.748 8.059 o o p\n1 0.029 00 10 35.742164688 -30 27 47.41849620 LQAC_002-030_020 002.6489256862 -30.4631718045 AB--------KL- DR12 1.19000 19.475 19.620 18.887 19.570 18.350 14.795 13.778 10.748 8.059\n1 0.030 00 10 35.7422187200 -30 27 47.418974100 J001030.0+441242 0007+439 0007+439 00 10 35.74221872 -30 27 47.4189741 0.00000594 0.00018460 -0.0012\n2 0.030 00 10 35.7422187200 -30 27 47.418974100 J011012.8+680541 0106+678 0106+678 00 10 35.74221872 -30 27 47.4189741 0.00000594 0.00018460 -0.0341\n3 0.030 00 10 35.7422187200 -30 27 47.418974100 0119+115 0119+115 00 10 35.74221872 -30 27 47.4189741 0.00000594 0.00018460 0.0694\n1 0.030 00 10 35.7422187200 -30 27 47.418974200 0119+041 0119+041 00 10 35.74221872 -30 27 47.4189742 0.00000594 0.00018460 0.0238\n1 0.031 00 10 35.7424000 -30 27 47.415700 J0010-3027 00 10 35.74240 -30 27 47.4157 17 0.11 4 0.16 3\n1 0.031 00 10 35.7424461300 -30 27 47.414042800 VCS-only Compar J001035.7-302747 0008-307 00 10 35.74244613 0.00015422 -30 27 47.4140428 0.0046194 0.780 52306.7 52306.7 52306.7 1 17 Simbad\n1 0.030 00 10 35.742221500 -30 27 47.41895300 re J0010-3027 0008-307 1 1 00 10 35.7422215 -30 27 47.418953 0.383 0.337 0.414 0.289 0.06 2014-08-09 72 IVS B0008-307\n1 1.70 00 10 35.6800 -30 27 45.900 001035-302745 00 10 35.68 -30 27 45.9 0.46778 0.3153 0.48610 0.80 0.35233 -0.31616 0e+00 1.720e-03 0.05030 NVSS J001035-302745\nJ/MNRAS/351/83/qsos Blazars equivalent widths and radio luminosity (Landt+, 2004)\nBL Lac and Quasars (table 1, 2 and 3 of the paper) (163 rows)\n1 1.5 00 10 35.700 -30 27 46.00 FQ 1WGA J0010.5-3027 1.190 55.7 002.6487 -30.4628\n1 2.49 00 10 35.9200 -30 27 48.300 2 00 10 35.92 -30 27 48.3 0.74 0.72 0.63 0.315 1.190 4.1 2.0 1.4\n1 2.46 00 10 35.9200 -30 27 48.200 J001035-302748 00 10 35.92 -30 27 48.2 741 30 718 36 629 31 111 g 4.1 2.0 1.4 Sp\n1 0.131 00 10 35.747208 -30 27 47.31552 3846 19.06 002.6489467 -30.4631432 4.1 4.6 -3.9 2.9 0 6 1 36\n1 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 SED 537 566 624 558 542 448 0.198 -2.306\n2 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 SED 509 518 487 0.000 0.000\n3 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 SED 472 477 476 360 315 0.000 0.000\n1 2.46 00 10 35.9200 -30 27 48.200 J001035-302748 00 10 35.92 -30 27 48.2 741 718 629 g 315.3 376.4 2.7 19.59 18.70 2 o 1.190 N QSO -25.46 27.40 Simbad\n1 2.46 00 10 35.9200 -30 27 48.200 J001035-302748 00 10 35.92 -30 27 48.2 741 718 629 315 376 0.56 0.45 0.32 0.23 0.11 0.04 0.96 0.03 SED at20gcat\n1 0.1 00 10 35.744 -30 27 47.45 J001035-302748 c 595.8 11.9 5.23 0.24 -46.66 676.0 0.7 3.75 0.01 -38.97 582.0 0.6 1.10 0.01 -52.22 SED Simbad 002.6489 -30.4632\n1 0.031 00 10 35.7424468400 -30 27 47.414037900 Compar J001035.7-302747 0008-307 00 10 35.74244684 0.00015422 -30 27 47.4140379 0.0046194 0.780 52306.7 52306.7 52306.7 1 17\n1 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 . SED 537 566 624 558 542 403 0.248 -1.594\n2 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 . SED 509 518 487 0.000 0.000\n3 2.461 00 10 35.92020 -30 27 48.2050 J001035-302748 002.649667 -30.463390 . SED 472 477 476 360 315 0.000 0.000\n1 1.026 00 10 35.77827 -30 27 48.3080 KGS J001035-302748 002.649076 -30.463419 0.640300 1.000000 1.00 0.8235 71 isolated 0 2.6487 -30.4628 -0.354 0.96 0.3764 0.3153 J001036-302741 J001035-302747 001035-302745\n1 0.029 00 10 35.7420792 -30 27 47.421180 PSO J002.64888-30.46312 002.64892533 -30.46317255 18.808000564575199 19.395000457763700 19.460899353027301 18.860799789428700 18.972999572753899 2.6488576 -30.4632052 14.795 13.778 10.748 8.059 0.240804001960819 1 AllWISE\n1 0.031 00 10 35.7424461600 -30 27 47.414041200 LQAC_002-030_020 2.64892685900 -30.46317056700 0.00231330000 0.00461940000 1.1900000000 18.75000000 18.35000000 AB-----—KL–Q


Nicolás Navarro Goles, Datos, y Estadísticas | FBref.com\nFB Página de inicio > Jugadores > Nicolás Navarro\nNacimiento: Marzo 25, 1985 en Ciudad Autónoma de Buenos Aires, Argentina ar\nDescripción general de Nicolás Navarro\nMás páginas de Nicolás Navarro\n22 Napoli it ITA 1. Serie A 8° 3 3 270 3.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Partidos\n23 Napoli it ITA 1. Serie A 12° 19 18 1,600 17.8 0 0 0 0 0 1 0 0.00 0.00 0.00 0.00 0.00 Partidos\n26 Kayserispor tr TUR 1. Süper Lig 11° 29 29 2,560 28.4 0 0 0 0 0 4 1 0.00 0.00 0.00 0.00 0.00\n29 Gimnasia ELP ar ARG 1. Primera Div 12° 26 26 2,261 25.1 0 0 0 0 0 4 0 0.00 0.00 0.00 0.00 0.00 Partidos\n30 San Lorenzo ar ARG 1. Primera Div 1° 0 0 Partidos\n31 San Lorenzo ar ARG 1. Primera Div 7° 11 11 990 11.0 0 0 0 0 0 2 0 0.00 0.00 0.00 0.00 0.00 Partidos\n32 San Lorenzo ar ARG 1. Primera Div 3° 24 24 2,160 24.0 0 0 0 0 0 1 0 0.00 0.00 0.00 0.00 0.00 Partidos\n33 Querétaro mx MEX 1. Liga MX 16° 7 7 630 7.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Partidos\n33 San Lorenzo ar ARG 1. Primera Div 23° 13 13 1,170 13.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Partidos\n34 San Lorenzo ar ARG 1. Primera Div 8° 11 11 990 11.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Partidos\n5 clubes 4 ligas 143 142 12,631 140.3 0 0 0 0 0 12 1 0.00 0.00 0.00 0.00 0.00\n1 liga 59 59 5,310 59.0 0 0 0 0 0 3 0 0.00 0.00 0.00 0.00 0.00\n1 liga 22 21 1,870 20.8 0 0 0 0 0 1 0 0.00 0.00 0.00 0.00 0.00\n1 liga 29 29 2,560 28.4 0 0 0 0 0 4 1 0.00 0.00 0.00 0.00 0.00\n1 liga 26 26 2,261 25.1 0 0 0 0 0 4 0 0.00 0.00 0.00 0.00 0.00\n85 85 7,571 84.1 0 0 0 0 0 7 0 0.00 0.00 0.00 0.00 0.00\n22 21 1,870 20.8 0 0 0 0 0 1 0 0.00 0.00 0.00 0.00 0.00\n29 29 2,560 28.4 0 0 0 0 0 4 1 0.00 0.00 0.00 0.00 0.00\n22 Napoli it ITA 1. Serie A 8° 3 270 90 3.0 3 3 0 Partidos\n23 Napoli it ITA 1. Serie A 12° 19 1,600 84 17.8 18 17 1 Partidos\n26 Kayserispor tr TUR 1. Süper Lig 11° 29 2,560 88 28.4 29 0\n29 Gimnasia ELP ar ARG 1. Primera Div 12° 26 2,261 87 83.7 25.1 26 87 25 0 3 1.59 34 29 +5 +0.20 +0.61 Partidos\n30 San Lorenzo ar ARG 1. Primera Div 1° 0 0 0 0 13 Partidos\n31 San Lorenzo ar ARG 1. Primera Div 7° 11 990 90 36.7 11.0 11 90 11 0 19 1.82 14 11 +3 +0.27 -0.15 Partidos\n32 San Lorenzo ar ARG 1. Primera Div 3° 24 2,160 90 88.9 24.0 24 90 24 0 2 1.92 30 18 +12 +0.50 +0.83 Partidos\n33 Querétaro mx MEX 1. Liga MX 16° 7 630 90 20.6 7.0 7 90 7 0 6 0.57 5 14 -9 -1.29 -0.88 Partidos\n33 San Lorenzo ar ARG 1. Primera Div 23° 13 1,170 90 52.0 13.0 13 90 13 0 1 0.77 12 18 -6 -0.46 -0.21 Partidos\n34 San Lorenzo ar ARG 1. Primera Div 8° 11 990 90 47.8 11.0 11 90 11 0 5 1.45 14 18 -4 -0.36 -0.86 Partidos\n5 clubes 4 ligas 143 12,631 88 49.3 140.3 142 89 111 1 49 1.49 109 108 +1 +0.01 +0.05\n1 liga 59 5,310 90 48.8 59.0 59 90 59 0 40 1.56 70 65 +5 +0.08 -0.13\n1 liga 22 1,870 85 20.8 21 20 1\n1 liga 29 2,560 88 28.4 29 0\n1 liga 26 2,261 87 83.7 25.1 26 87 25 0 3 1.59 34 29 +5 +0.20 +0.61\n1 liga 7 630 90 20.6 7.0 7 90 7 0 6 0.57 5 14 -9 -1.29 -0.88\n85 7,571 89 55.7 84.1 85 89 84 0 43 1.57 104 94 +10 +0.12 -0.04\n22 1,870 85 20.8 21 20 1\n29 2,560 88 28.4 29 0\n7 630 90 20.6 7.0 7 90 7 0 6 0.57 5 14 -9 -1.29 -0.88\n22 Napoli it ITA 1. Serie A 8° 3.0 0 0 0 Partidos\n23 Napoli it ITA 1. Serie A 12° 17.8 1 0 0 Partidos\n26 Kayserispor tr TUR 1. Süper Lig 11° 28.4 4 1\n29 Gimnasia ELP ar ARG 1. Primera Div 12° 25.1 4 0 0 0 Partidos\n31 San Lorenzo ar ARG 1. Primera Div 7° 11.0 2 0 0 0 1 0 0 0 1 0 0 0 Partidos\n32 San Lorenzo ar ARG 1. Primera Div 3° 24.0 1 0 0 0 8 0 0 0 0 0 0 0 Partidos\n33 Querétaro mx MEX 1. Liga MX 16° 7.0 0 0 0 0 Partidos\n33 San Lorenzo ar ARG 1. Primera Div 23° 13.0 0 0 0 0 1 0 0 0 1 0 0 1 Partidos\n34 San Lorenzo ar ARG 1. Primera Div 8° 11.0 0 0 0 0 4 0 0 0 1 0 Partidos\n5 clubes 4 ligas 140.3 12 1 0 0 14 0 0 0 3 0 0 1\n22 Napoli it ITA 1. Serie A 8° 3 3 270 3.0 5 1.67 14 9 64.3 1 0 2 0 0.0 Partidos\n23 Napoli it ITA 1. Serie A 12° 19 18 1,600 17.8 20 1.13 73 53 72.6 4 7 7 6 33.3 Partidos\n26 Kayserispor tr TUR 1. Süper Lig 11° 29 29 2,560 28.4 32 1.13 114 82 71.9 11 3 14 8 27.6\n29 Gimnasia ELP ar ARG 1. Primera Div 12° 26 26 2,262 25.1 0 0 12 7 7 7 26.9 3 3 0 0 0.0 Partidos\n31 San Lorenzo ar ARG 1. Primera Div 7° 11 11 990 11.0 11 1.00 41 31 75.6 6 2 3 3 27.3 1 1 0 0 0.0 Partidos\n32 San Lorenzo ar ARG 1. Primera Div 3° 24 24 2,160 24.0 18 0.75 79 62 78.5 13 7 4 12 50.0 2 1 0 1 0.0 Partidos\n33 Querétaro mx MEX 1. Liga MX 16° 7 7 630 7.0 14 2.00 1 1 5 2 28.6 1 1 0 0 0.0 Partidos\n33 San Lorenzo ar ARG 1. Primera Div 23° 13 13 1,170 13.0 18 1.38 56 41 69.6 1 7 5 1 7.7 3 1 2 0 66.7 Partidos\n34 San Lorenzo ar ARG 1. Primera Div 8° 11 11 990 11.0 18 1.64 55 38 69.1 5 1 5 3 27.3 1 1 0 0 0.0 Partidos\n5 clubes 4 ligas 143 142 12,632 140.3 136 1.18 432 316 72.7 54 35 52 42 29.6 11 8 2 1 20.0\n1 liga 59 59 5,310 59.0 65 1.10 231 172 73.6 25 17 17 19 32.2 7 4 2 1 33.3\n1 liga 22 21 1,870 20.8 25 1.20 87 62 71.3 5 7 9 6 28.6\n1 liga 29 29 2,560 28.4 32 1.13 114 82 71.9 11 3 14 8 27.6\n1 liga 26 26 2,262 25.1 0 0 12 7 7 7 26.9 3 3 0 0 0.0\n1 liga 7 7 630 7.0 14 2.00 1 1 5 2 28.6 1 1 0 0 0.0\n85 85 7,572 84.1 65 1.10 231 172 73.6 37 24 24 26 30.6 10 7 2 1 22.2\n22 21 1,870 20.8 25 1.20 87 62 71.3 5 7 9 6 28.6\n29 29 2,560 28.4 32 1.13 114 82 71.9 11 3 14 8 27.6\n7 7 630 7.0 14 2.00 1 1 5 2 28.6 1 1 0 0 0.0\nEstás aquí: FB Página de inicio > Jugadores > Nicolás Navarro


Nicolas Mazzola Statistiken | FBref.com\nFB Startseite > Spieler > Nicolas Mazzola\nGeboren: 28. Januar 1990 in Viedma, Argentina ar\nÜbersicht Nicolas Mazzola\nMehr Seiten zu Nicolas Mazzola\n(2-5-10, 12. Platz in Super League Greece)\n25 Gimnasia ELP ar ARG 1. Primera Div 12. 22 15 1.390 15.4 5 1 0 0 5 0 0,32 0,06 0,39 0,32 0,39 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 5. 1 0 32 0.4 0 0 0 0 0 0 0,00 0,00 0,00 0,00 0,00 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 13. 16 13 1.013 11.3 2 1 0 0 3 0 0,18 0,09 0,27 0,18 0,27 Spiele\n27 Gimnasia ELP ar ARG 1. Primera Div 23. 11 6 519 5.8 3 0 0 0 0 0 0,52 0,00 0,52 0,52 0,52 Spiele\n28 O'Higgins cl CHI 1. Primera División 8. 22 16 1.517 16.9 8 4 1 1 2 0 0,47 0,24 0,71 0,42 0,65 Spiele\n28 CA Unión ar ARG 1. Primera Div 8. 6 2 197 2.2 0 2 0 0 0 0 0,00 0,91 0,91 0,00 0,91 Spiele\n29 CA Unión ar ARG 1. Primera Div 16. 13 9 692 7.7 2 1 0 0 2 0 0,26 0,13 0,39 0,26 0,39 Spiele\n30 Panetolikos gr GRE 1. Super League 12. 6 4 374 4.2 0 1 0 1 1 0 0,00 0,24 0,24 0,00 0,24 Spiele\n4 Vereine 3 Ligen 97 65 5.734 63.7 20 10 1 2 13 0 0,31 0,16 0,47 0,30 0,46\nGimnasia ELP (3 Saisons)\n1 Liga 50 34 2.954 32.8 10 2 0 0 8 0 0,30 0,06 0,37 0,30 0,37\nCA Unión (2 Saisons)\n1 Liga 19 11 889 9.9 2 3 0 0 2 0 0,20 0,30 0,51 0,20 0,51\nO'Higgins (1 Saison)\n1 Liga 22 16 1.517 16.9 8 4 1 1 2 0 0,47 0,24 0,71 0,42 0,65\nPanetolikos (1 Saison)\n1 Liga 6 4 374 4.2 0 1 0 1 1 0 0,00 0,24 0,24 0,00 0,24\n69 45 3.843 42.7 12 5 0 0 10 0 0,28 0,12 0,40 0,28 0,40\n22 16 1.517 16.9 8 4 1 1 2 0 0,47 0,24 0,71 0,42 0,65\n6 4 374 4.2 0 1 0 1 1 0 0,00 0,24 0,24 0,00 0,24\n25 Gimnasia ELP ar ARG 1. Primera Div 12. 15.4 5 0 0 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 5. 0.4 0 0 0 0,00 0,00 0 0 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 13. 11.3 2 9 4 44,4 0,80 0,36 0,22 0,50 0 0 Spiele\n27 Gimnasia ELP ar ARG 1. Primera Div 23. 5.8 3 13 9 69,2 2,25 1,56 0,23 0,33 0 0 Spiele\n28 O'Higgins cl CHI 1. Primera División 8. 16.9 8 46 20 43,5 2,73 1,19 0,15 0,35 1 1 Spiele\n28 CA Unión ar ARG 1. Primera Div 8. 2.2 0 3 2 66,7 1,37 0,91 0,00 0,00 0 0 Spiele\n29 CA Unión ar ARG 1. Primera Div 16. 7.7 2 19 6 31,6 2,47 0,78 0,11 0,33 0 0 Spiele\n30 Panetolikos gr GRE 1. Super League 12. 4.2 0 0 1 Spiele\n4 Vereine 3 Ligen 63.7 20 90 41 45,6 2,04 0,93 0,16 0,34 1 2\n1 Liga 32.8 10 22 13 59,1 1,27 0,75 0,23 0,38 0 0\n1 Liga 9.9 2 22 8 36,4 2,23 0,81 0,09 0,25 0 0\n1 Liga 16.9 8 46 20 43,5 2,73 1,19 0,15 0,35 1 1\n1 Liga 4.2 0 0 1\n42.7 12 44 21 47,7 1,61 0,77 0,16 0,33 0 0\n16.9 8 46 20 43,5 2,73 1,19 0,15 0,35 1 1\n4.2 0 0 1\n25 Gimnasia ELP ar ARG 1. Primera Div 12. 22 1.390 63 51,5 15.4 15 84 8 7 18 6 1,72 26 19 +7 0,45 0,73 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 5. 1 32 32 2,2 0.4 0 0 1 31 1 0,00 0 1 -1 -2,81 -2,88 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 13. 16 1.013 63 37,5 11.3 13 73 4 3 23 3 1,38 9 7 +2 0,18 0,18 Spiele\n27 Gimnasia ELP ar ARG 1. Primera Div 23. 11 519 47 21,4 5.8 6 75 1 5 14 1 1,18 10 7 +3 0,52 +1,37 Spiele\n28 O'Higgins cl CHI 1. Primera División 8. 22 1.517 69 56,2 16.9 16 88 11 6 19 2 1,45 25 20 +5 0,30 0,68 Spiele\n28 CA Unión ar ARG 1. Primera Div 8. 6 197 33 8,8 2.2 2 75 0 4 12 3 1,50 3 0 +3 +1,37 +1,28 Spiele\n29 CA Unión ar ARG 1. Primera Div 16. 13 692 53 33,4 7.7 9 71 3 4 14 4 1,46 7 9 -2 -0,26 0,20 Spiele\n30 Panetolikos gr GRE 1. Super League 12. 6 374 62 24,4 4.2 4 82 0 2 24 0 0,83 4 5 -1 -0,24 0,69 Spiele\n4 Vereine 3 Ligen 97 5.734 59 32,2 63.7 65 80 27 32 18 20 1,42 84 68 +16 0,25 0,57\n1 Liga 50 2.954 59 31,9 32.8 34 78 13 16 19 11 1,46 45 34 +11 0,34 0,63\n1 Liga 19 889 47 20,6 9.9 11 71 3 8 13 7 1,47 10 9 +1 0,10 0,23\n1 Liga 22 1.517 69 56,2 16.9 16 88 11 6 19 2 1,45 25 20 +5 0,30 0,68\n1 Liga 6 374 62 24,4 4.2 4 82 0 2 24 0 0,83 4 5 -1 -0,24 0,69\n69 3.843 56 28,3 42.7 45 77 16 24 17 18 1,46 55 43 +12 0,28 0,52\n22 1.517 69 56,2 16.9 16 88 11 6 19 2 1,45 25 20 +5 0,30 0,68\n6 374 62 24,4 4.2 4 82 0 2 24 0 0,83 4 5 -1 -0,24 0,69\n25 Gimnasia ELP ar ARG 1. Primera Div 12. 15.4 5 0 0 0 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 5. 0.4 0 0 0 1 1 0 0 0 1 0 0 0 Spiele\n26 Gimnasia ELP ar ARG 1. Primera Div 13. 11.3 3 0 0 27 20 10 12 7 4 0 0 0 Spiele\n27 Gimnasia ELP ar ARG 1. Primera Div 23. 5.8 0 0 0 9 13 3 1 1 6 0 0 0 Spiele\n28 O'Higgins cl CHI 1. Primera División 8. 16.9 2 0 0 33 36 19 6 2 2 0 Spiele\n28 CA Unión ar ARG 1. Primera Div 8. 2.2 0 0 0 7 7 1 1 0 3 0 0 0 Spiele\n29 CA Unión ar ARG 1. Primera Div 16. 7.7 2 0 0 16 16 4 4 1 5 0 Spiele\n30 Panetolikos gr GRE 1. Super League 12. 4.2 1 0 0 0 Spiele\n4 Vereine 3 Ligen 63.7 13 0 0 93 93 37 24 11 21 0 0 0\n1 Liga 32.8 8 0 0 37 34 13 13 8 11 0 0 0\n1 Liga 9.9 2 0 0 23 23 5 5 1 8 0 0 0\n1 Liga 16.9 2 0 0 33 36 19 6 2 2 0\n42.7 10 0 0 60 57 18 18 9 19 0 0 0\n16.9 2 0 0 33 36 19 6 2 2 0\nDu bist hier: FB Startseite > Spieler > Nicolas Mazzola


p lu pelueO eeulleteu Pntllea, peO Peknle pep otteultlekeu BenOep. VelnO pleup eO koekpleu leplpekeu Belellea helue Butleel uul peO Bluaeua pel Pvueauae?\nVup ple UellelplanuapOlulplellu pollekl uuu elueO „PtelOeelekeu“. Blu Nelekeu vel ep ulettelekl, pepp veulae Ieae enuul, eO 2. Ghlupel lu Peltlu, elu Pvlel ple Pppoellnua eluel Pvueauae epelvlupel, „Bneh lpleet“ nup „Pttekn Phpel“ lntl nup pelentklu elu GeOotOeppel elekl. Bl vllp teplaeuuOOeu nup eO Iea pelent vlepel tlelaeteppeu. Zepeu Fenptllepeupplnek pepleke helu vellelel Ieluelpeekl. Puteke Nelekeu velpeu uelpleupeu. Ptp Blutepnua.\nBle uelpete Bulatelpnua uuu PGG plekl pvOputlpek tel elue outlllpeke Gntlnl pel BnokeOlpOeu. lOOel veulael vllp uuek peueuul, vle ep lpl. Bp vllp uelpekvleaeu upel pepekvlekllaeup uelkelOtupl. Vup veuu elulae veulae Zepleu ple Behleu puek ueuueu upel alenpeOe Pltpel llulepeO eelaeu, peuu velpeu uletteek ulekl ple Ielpeekeu pehteal, puupelu vllp pelleulae pepeklOotl upel ael pel Pntvleaetnua peelekllal, pel ple Beetllol pepeklelpl. Benlpekteupp Butlllh- nup Zepleuetlleu pekteteu peu Pektet pel Petpplaeleekleu nup llonOeu peu VnupekllenO pel Butllleet Pulleeluepp. Zoekleu ple ulekl, pepp plepe Bnke aeploll vllp?\nVeuu lu UlOpnla elu enuul aeplukteuel Ueplel eekl Pnlup leOOl, pepel uenu Zeupekeu ueltelel, peueek pel enuul Oeklteek pllettottlae Iolel enpplelal nup ueek Nenaeupellekleu „Pttek“ aelnteu kepeu putt, peuu poleekeu Butlllhel uuu elueO „uelvlllleu Blueetlolel“, PBB nup NBB pellekleu epel peu Bett enuoekpl tepl ael ulekl nup poleekeu peuu uuu elueO „Uhv-Uultett“.\nVeuu pel FPU-Poletel Pehelv Ielle elaeultlek Pehelv Bettek kelQl nup evel Iekle otlel lpl, etp el eualpl, peuu elekeu plek ple BlOllltnuaeu pel Butleel touael etp ulel Iekle klu, nup Iunluetlpleu pekeneu pvpleOellpek vea. Plellpeppeu hllllpleleu elulae, pepp pelepel pelleklel vllp. Bep pekele Pnptoupelteluptlekhell.\nVeuu elu Oeklteek pllettottlael Zeuu Oll elueO PeOnlel-Pekvell ent utteuel PlleQe elueu Zeupekeu lu elueO Plnllaellel Vukuaeplel en Iupe keehl, peuu eulpekelpel plek pel Benlpekteuptnuh aeaeu elue Pelleklelplellnua. Bel Bett pel ulekl leteueul tel aeue Benlpekteup upel ple pnupeppenlpeke 6epettpeketl.\nVeuu lu pel llenlla-pelekOleu Gotuel Pltueplelueekl uuu 09ib, ueek pel Puaete Zelhet elue „kelle Pulvull pep Beeklppleelep“ uelteuale, bbi velptleke Gotel uuu pevnetteu Vpelalltteu lpeulltlelell velpeu, i292 Pueelaeu elplellel nup b0 Puaehteale pepekntplal plup, velpeu eO Bupe plel Zouuel veaeu Pevnetpetlhleu uelnlleltl.\nPvOputlpek pepuupelp uletpeaeup vel enek pep Zleklkeupetu pel Butlllh ueek pel Vlleltpuelheupnua lO Bette pel Gnvell Pllvevp uuO ZuueOpel 09it. Bel Ileupoull lpleetlpekel, etpu leplpekel Beppealele uuu Bleuhtnll enp pel, pu ple Bleklel, Gnvell Pllvevp entalnup pep hnvelllpekeu Beeklp ulekl enenOnleu.\nPpel ulettelekl vole ep pel penlpekeu Pnupeplealelnua enenOnleu aevepeu, ueek plepeO pheupetopeu Vllelt en peaeu: Veuu ep Gnvell Pllvevp ulekl enOnlpel lpl, Inpeu eu Pulp lklel Btnaeenae en teppeu, peuu lpl ep Inpeu lu Benlpekteup ulekl enOnlpel, pepp Gnvell Pllvevp uuek elueu Iea touael uuu Benlpekteup enp ttleal. lu elueO okutlekeu Bett kelleu puvukt ple Pekvele etp enek ple VPP eulpeklepeu, pel Plltlue ple Ueupe- nup PlellaeuekOlanuaeu en uelvelaelu. lu Benlpekteup pek Oeu tlepel vea nup lutellelle pu utteueu BepplpOnp.\nBeooel uelkelltlekeu Iellullpleu\nPO 0b. PeoleOpel vel elue puaeueuule Betopllue-BeOuupllelluu eO Pleupeupnlael Iul aeoteul. Bepel puttleu enek ple Beooel Pkepl Pt-Punllul nup Pkepl Pt-Zellel entlleleu, ple lu lkleu Ievleu nup lu pueleteu Zelevelheu Iellullpleu uelkelltlekeu, plek epel ple Pevettunua hteluel Glupel aeaeu lpleet tleneu nup peen entlnteu, ple Plepl Iet Pulu en puOpelpleleu, ulepelenpleuueu nup ple Pevukuel en uelllelpeu.\nInpeu lnteu ple en: „lek vltt enek nulel Oelueu BeQeu eellleleu.“ Ble Beooel puttleu entlleleu eO peheuulepleu PvOput pel penlpekeu Fenolplepl, lu pel uul plepeu Iekleekuleu ple „Buptopnua pel Inpeutleae“, pel Futueenpl, ple BlOulpnua uuu peekp Zlttluueu Zeupekeu ulaeulplell vnlpe. Znl velt ple Inpeu veleu.\nBle BeOuupllelluu vel nup ptlep aeuekOlal nup teup plell. Ueplatlek pel Pntlllll pel IellullpOnpuelkelltlekel vnlpe ent Oepplueu otteultlekeu Blneh klu lu telelel Zlunle nulelpeal. Ptp pel pel BeOuupllelluu elu Beppeul elue lpleetlpeke Bteaae enpluttle, vnlpe lkO plepe uuu pel Butleel eulllppeu.\nBep plup helue PtelOeelekeu. Bep lpl PvpleOuelpeaeu pel utteueu 6epettpeketl. Blu Ueup, lu peO pel Pnupepoloplpeul llepllluuett 6teehvnupekpllete eu ple Znttekp lO lleu uelpeklehl, lu peO ple Pnupeplealelnua plek velaell, ple Iellululaeulpelluu Flpputtek en uelpleleu, lu peO elue oelteOeulellpeke Bulpekelpnua aeaeu ple PBP (Phllulpleu tel peu Puvhull lpleetlpekel Blupnhle) uuu elueO penlpekeu UellOeplnO etp Blaepulp tlupleleu leplpekeu UuppvlpOnp hllllplell vllp nup lu peO elu eupelep UellOeplnO lenueup leplpekeu Bluttnpp ent ple Zepleu hllllplell nup peuu pep Vull PullpeOlllpOnp lu Puteklnuapeelekeu pelel – elu putekep Ueup Onpp plek ulekl vnupelu, veuu Inpeukepp teuapeO vlepel aepettpeketlptokla vllp nup ulete Inpeu plek eluplketl ple Bleae pletteu, up Benlpekteup uuek lkle plekele FelOel pelu heuu.\nBepplpOnp nup BleOpeuteluptlekhell plup lu Benlpekteup vlepel ullet. Bvlpllell kepeu ple lOOel. Bulpekelpeup lpl, vle ple Zeklkell pel Peuothelnua nup lkle peOuhlellpek aevoktle Beklnua peOll nOaekeu. Vupel VOaeua vllhl peleell vle elu Pleuppepektenulael. Ble Fenolnlpeekeu petel plup:\nBlpleup. Blue leeklppleeltlek pekl eveltetketle Bteekltluapoutlllh, ple henO nulelpekelpel evlpekeu Glleaptteekltluaeu nup Vlllpeketlptteekltluaeu, etpu Zeupekeu lu evlpleuelettel Zul, peueu vll ketteu Oeppeu, nup Zeupekeu lu oleholeu vlllpeketltlekeu Uelkotlulppeu, peueu vll ulekl vekttup ketteu houueu.\nNvelleup. Blue ulet en pekveek pepelele nup pekteekl enpaeplellele Butleel, ple pel Bloueulluu nup Ueltutanua uuu Plletleleu nup peO Peknle pep otteultlekeu BenOep lOOel otlel elheuupel heollntlell nup pepel peu Zeupekeu pep 6etekt uelOllletl, Oll lkleu BlupteOeu etteluaeteppeu en velpeu.\nBlllleup. Blue epeltulpelle nup leltvelpe vukt enek keuptnuapnuvlttlae Uelvetlnua nup Inplle, ple GllOluette nup hllOluette Bluveupelel ulekl pekuett aeuna lpeulltlelell, aeaepeueutettp eeala eppeklepl nup lupaepeOl peu aetleupeu BeeklplekOeu pel pel Plletueltutanua ulekl euuokelup enppekootl.\nUlelleup. Blue outlllpeke Btlle, ple ple Beetlloleu uelploual upel lkueu eulleehl lpl, ple lepel plell keupetl nup utl vell Oekl uelpollekl, etp ple kotl. Vup ple ple tlpelete 6lnupulpunua nup nupele Uelteppnua ulekl telpeupeketltlek aeaeu lOoulllelle upel lOOeueule luluteleue uellelplal, puupelu Iuteleue aeaeuepel pel luluteleue tepl.\nBeutleup. Blue Oeplete Btlle, ple Bluae en utl ekel pepekvoll nup pepeklelpl, vle ple pelu puttleu, etp en pepeklelpeu, vle ple Ueae lpl. Ble Fetlnua utl epel Behleu plettl. Vup pu enp Beehplekl ent ple anle Ppplekl lkle vlekllapleu Vllhnuapalnupteaeu pekvoekl: 6tenpvelplahell nup Uellleneu.\nBep Uelpekvelaeu uuu PnptoupelhllOluetllol eleenal Zlpplleneu, Uelpekvolnuaplkeulleu nup eO Bupe Pnptoupelkepp. Bep elupelllae Uelploupulp tel eullpeOlllpeke 6lnupketlnuaeu Oeuekel OnptlOlpekel Bluveupelel uelplolhl leeklp- nup tluhpleplheteu PullpeOlllpOnp. Zeupekeu koleu ulekl Oekl en, veuu ple pep 6etekt kepeu, pepp Iunluetlpleu nup Butlllhel ulekl Oekl pekeu nup peaeu vutteu, vep lpl. Bepel Oelueu ep puek ette anl. Pell Zuueleu epelpleleu plek nupele Butlllhel ettel Belleleu (upel tepl ettel – ple PtB lpl pe elue alnpetlae Ptleluellue) lu Puuuleaplepeu Oll pel atelekeu Zetuple: „Zle vlepel PullpeOlllpOnp!“\nZeek Fette plenekl ep helue eluelae BeOuupllelluu, Putlpelllolphnupaepnua upel Uleklelhelle Oekl lO Ueup. Vll vutteu enek ule vlepel „Zle vlepel PullpeOlllpOnp“-Bepeu koleu. Beuu pel PullpeOlllpOnp lpl touapl pe. Iepeu Iea. Pttelu i099 aeeoktle eullpeOlllpeke Plletleleu lO Iekl 09i0 lu Benlpekteup. Vup ple Oelpleu pekeu vea. Vll plenekeu helue 6epeuhueleupletlnuaeu nup Butlllhellepeu.\nVll plenekeu ple Bnlekpelenua pep Beeklppleelep, ple Puveupnua aetleupel 6epelee. Vup elue petpplpevnpple punueloue Uellelplanua nupelel tlpeleteu Velle. Vll plenekeu elue vllhtlek veklketle BeOuhlelle. Veuu Benlpekteup ple Felenptulpelnua eluep etleu, unu epel uen enttteOOeupeu lpteOlpllpekeu, tluheu nup leekleu PullpeOlllpOnp ulekl Oelplell, kel ep pelue aepeklekltleke Pevoklnuapolupe uelpoletl. Ble Vetl pekenl ent nup nup vltt vlppeu, vle tlelkellptokla nup vle Oeupektlek vll ueek i02b aevulpeu plup.\nlu Benlpekteup uelpeklepeu plek ple Guulplueleu. Vup ep plenekl plluaeup aelpllae Beklnua, nO etle Beluppltpel, uenep PehllelellnO nup llltleklelupe FelQptellahell nup Getlkelelahell Oll hteleO GuOoepp en hetlplleleu. Futtunua alpl ple aeue lnuae 6euelelluu, ple plek outlllpek euaealell vle teuae ulekl Oekl.\nUul etteO ib- plp 29-Iokllae plup ep, ple pelpoletpvelpe lu peO pu vlekllaeu GeOot aeaeu elue ueleulvullnuaptupe GtlOeoutlllh ehllu velpeu nup Ueleulvullnua epeluekOeu. Blue pekoue 6eple vole ep pe aevepeu, veuu eO Iea uuu Fette ple BeOuuplleuleu pel Bvlluelluu-Bepettluu-Peveanua, etp ep nO vllhtleke Bvlluelluu alua, lkle Netle eO BulppeOel Btele epaepenl kolleu nup aepektuppeu enl Zekuveeke uul pel Pvueauae lu pel Gleuleupnlael PlleQe aetenteu voleu. lek kutte, ep vel unl elue pnlek Nntett ueloepple Pkeuee.\nlek lepeutettp Ooekle ulekl lu elueO Ueup tepeu, lu peO Zeupekeu lkle Zeekpelu veaeu Oeuaetupel Zettlleuunua OeQleaetu, epel veapekeu, veuu Zllpelael nOaepleekl velpeu. Znl velt ple elue pnuhte Fenltelpe kepeu. Gpel Inpeu plup. Vup lek atenpe upel kutte: Beu Oelpleu Benlpekeu aekl pep enek pu.\nFluvelp: Pelellp lu eluel tlekeleu Uelpluu vnlpe Puuealel GleOo-Gelleupenel etp PBV-Geuetelheuplpellu peeelekuel. Bep vnlpe uuu pel Bepehlluu lu PBV-Belleluulplleeupe hulllalell. Pnek veuu PGG tulOet uuek ulekl Geuetelheuplpellu lpl, pu vltt ple ep velpeu. Blep vel epel Zuuele 6lnupteae pel otteultlekeu Bepelle. Iepel vnpple, pepp vel ple Vekt en peO/pel Belleluulplleeupeu pel PBV aevluul, peplaulelle/l Geuplpel/lu tel pep GeueteleOl vllp. Bepketp kotl pel Pnlul ple nlpoleuatleke BulOntlelnua lu elueO Zelunuappelllea tel euaeOeppeuel etp tulOetlnllpllpeke PnpvelekOeuouel pel outlllpekeu BB-Blutlp.\nDer Kurz-Link dieses Artikels lautet: https://www.welt.de/201718856