url: =Macedonian Press Agency: News in Greek, 05-05-15\n H ATZENTA THS SYNODOY KORYFHS TOY SYMBOYLIOY THS EYRWPHS STH BARSOBIA\n K. PAPOYLIAS: H ELLADA TWN DYO TAXYTHTWN DEN AJIZEI STHN ELLHNIKH\n FOBOI GIA EKATONTADES NEKROYS STO OYZMPEKISTAN\n JEKINHSAN OI DIADIKASIES ANASYGKROTHSHS TWN APOKENTRWMENWN ORGANWN TOY\n EPAFES ALABANOY STHN JANQH\n SYNANTHSH ALABANOY ME TO PROEDREIO THS ADEDY\n D. SIOYFAS: H ELLHNIKH PERIFEREIA NA PRWTAGWNISTHSEI STHN ANAPTYJH THS\n O YF. AGROTIKHS ANAPTYJHS EPISKEFTHKE TH XIO\n METABASEIS YPHRESIAKWN PARAGONTWN TOY YP.AN. STO EJWTERIKO\n YPO THN PROEDRIA TOY D.SIOYFA SYNEDRIAZEI TO ESAA\n H ELLADA ANAMESA STIS XWRES ME TH BARYTERH FOROLOGIA\n OMADIKOS TAFOS SERBWN STO KOSSYFOPEDIO\n KROATIA: EKLEISAN OI KALPES TWN DHMOTIKWN EKLOGWN\n TRIANTA OXTW PTWMATA SE OMADIKO TAFO STO MPRATOYNATS\n ROYMANIA: "POLEMOS " METAJY TOY PRWQYPOYRGOY KAI TOY DIEYQYNTH THS TVR\n PROSKLHSH KOSTOYNITSA STON KOSOYMI GIA APEYQEIAS DIALOGO\n H BEROIA STHN KORYFH THS G' EQNIKHS (2os OMILOS)\n G' EQNIKH (1os OMILOS): MONO PRWTO TO XAIDARI\n B' EQNIKH: PAREMEINE STHN KORYFH H LARISA\n PRWTAQLHTHS THS A1 XANTMPOL ANDRWN O AQHNAIKOS\n PRWTOS STHN A2 POLO ANDRWN O NHREAS\n KYMA PROSFYGWN META TA AIMATHRA GEGONOTA STO OYZMPEKISTAN\n TRIANTA TESSERA PTWMATA BRHKAN OI ARXES SE TREIS PERIOXES TOY IRAK\n IRAN: APOFASH THS BOYLHS GIA THN PROWQHSH PARAGWGHS PYRHNIKOY KAYSIMOY\n NEES APOKALYCEIS GIA FQORES STA MARMARA TOY PARQENWNA\n DHMIOYRGIES TOY XRISTOFOROY FORIDH STO ALATZA IMARET\n DYO MOYSIKES PARASTASEIS TOY M.QEODWRAKH STO HRWDEIO\nBarsobia, 15 Maioy 2005 (19:28 UTC+2)\nSe mia polh me symbolikh kai oxi mono shmasia gia thn istoria ths Eyrwphs diejagetai ayrio kai meqayrio h Synodos Koryfhs toy Symboylioy ths Eyrwphs, me th symmetoxh arxhgwn kratwn kai kybernhsewn apo ta 46 krath- melh toy Symboylioy.\nKata th diarkeia twn ergasiwn ths Synodoy anamenetai na katagrafoyn oi mellontikoi stoxoi kai proteraiothtes toy Symboylioy ths Eyrwphs kai h enisxysh toy rolo toy mesa sto neo eyrwpaiko kai eyrytero pagkosmio periballon.\nOi symmetexontes anamenetai, epishs, na epanabebaiwsoyn th desmeysh toys apenanti ston prwtarxiko stoxo kai sth basikh apostolh toy Symboylioy ths Eyrwphs poy einai h diafylajh kai proaspish twn anqrwpinwn dikaiwmatwn, ths dhmokratias kai ths ennomhs tajhs se olh thn eyrwpaikh epikrateia.\nMesa apo tis ergasies ths Synodoy anamenetai, epishs, na anaptyxqei akomh perissotero o paneyrwpaikos dialogos toso se epipedo metajy kybernhsewn kai koinoboyliwn oso kai metajy twn armodiwn perifereiakwn kai topikwn arxwn kaqe xwras, alla kai na prowqhqei h efarmogh metarryqmisewn wste h leitoyrgia toy Eyrwpaikoy Dikasthrioy Anqrwpinwn Dikaiwmatwn (EDAD) na ginei amesoterh kai pio apotelesmatikh.\nOi symmetexontes anamenetai, parallhla, na diatranwsoyn th boylhsh toys gia prowqhsh ths koinwnikhs synoxhs kai toy diapolitismikoy dialogoy sthn eyrwpaikh hpeiro, enw idiaiterh emfash qa doqei kai sthn anagkh enisxyshs ths synergasias toy Symboylioy ths Eyrwphs me thn Eyrwpaikh Enwsh (E.E.), ton Organismo gia thn Asfaleia kai th Synergasia sthn Eyrwph (OASE) kai ta Hnwmena Eqnh.\nSto plaisio twn ergasiwn ths Synodoy anamenetai, epishs, idiaiterh emfash na doqei sta ejhs qemata: katapolemhsh toy trafficking, toy jeplymatos ``mayroy xrhmatos'', ths diafqoras, toy organwmenoy egklhmatos, ths bias kata twn paidiwn kai ths tromokratias, prostasia twn eqnotikwn meionothtwn, xrhsh toy diadiktyoy, eleyqerh diakinhsh twn Eyrwpaiwn politwn kata mhkos ths eyrwpaikhs hpeiroy, katastash twn metanastwn kai twn ektopismenwn.\n K. PAPOYLIAS: H ELLADA TWN DYO TAXYTHTWN DEN AJIZEI STHN ELLHNIKH KOINWNIA\nAqhna, 15 Maioy 2005 (18:26 UTC+2)\nThn anagkh enisxyshs ths ellhnikhs perifereias epishmane o Proedros ths Dhmokratias, Karolos Papoylias, apo th Xio, opoy paresth stis ekdhlwseis mnhmhs gia thn 183h epeteio apo th Sfagh ths Xioy.\nO k. Papoylias egine dektos me qermes ekdhlwseis apo tis arxes kai toys katoikoys ths Xioy kai anakhryxqhke epitimos dhmoths Amanhs.\n``H sygkrish anamesa sto kentro kai sthn perifereia, h gefyrwsh enos adikoy xasmatos qa prepei na apotelesei kyrio stoxo kai basikh proteraiothta olwn mas. Oi dynatothtes ths Perifereias einai polles, arkei na tis ekmetalleytoyme, arkei na katanohsoyme oti h Ellada twn dyo taxythtwn den ajizei sthn ellhnikh koinwnia'' eipe xarakthristika o k. Papoylias, o opoios apoxairetise toys Xiwtes me thn yposxesh na ginei symparastaths toys stis prospaqeies poy kataballoyn gia anaptyjh toy nhsioy toys, alla kai na epistrecei kai pali syntoma sth Xio.\nTaskendh, 15 Maioy 2005 (16:07 UTC+2)\nOi katoikoi toy Antitzan, sto anatoliko Oyzmpekistan, opoy h ejegersh ths Paraskeyhs pnighke sto aima, anazhtoyn apo to prwi shmera, Kyriakh, ta ptwmata twn oikeiwn toys, ypo to blemma ekatontadwn astynomikwn, poy exoyn labei drakonteia metra asfaleias sthn polh ayth ths koiladas Fergana.\nEkatontades ektimatai oti einai oi nekroi ths ejegershs, ektimhsh poy efoson epibebaiwqei, qa prokeitai gia th xeiroterh ejarsh bias sthn istoria toy Oyzmpekistan sth meta- sobietikh periodo.\nSymfwna me xronologio toy Reuters, ta shmantikotera politika gegonota sthn istoria toy Oyzmpekistan apo to 1989 ews shmera einai:\n1989: O Islam Karimof anadeiknyetai hgeths toy Oyzmpekikoy Kommoynistikoy Kommatos.\n- Shmeiwnontai biaies epiqeseis kata melwn meionothtwn sthn koilada Fergana. Thn idia periodo idryetai to eqnikistiko kinhma Birlik (Enothta).\n1991: To Oyzmpekistan apokta thn anejarthsia toy apo th Sobietikh Enwsh, meta thn katarreysh ths opoias entassetai sthn Koinopoliteia Anejarthtwn Kratwn (CIS).\n- O Karimof anadeiknyetai proedros mesa apo mia eklogikh diadikasia, sthn opoia epitrepetai h symmetoxh ligwn mono antipalwn politikwn omadwn.\n1992: O Karimof apagoreyei th leitoyrgia twn kommatwn Birlik kai Erk (Eleyqeria). Megalos ariqmos melwn kommatwn ths antipoliteyshs syllambanontai, me thn kathgoria ths antikratikhs drashs.\n1995: Melh toy Erk syllambanontai kai fylakizontai, me thn kathgoria ths synwmosias me stoxo na ``rijoyn'' thn kybernhsh.\n1999: Ekrhjeis sthn prwteyoysa Taskendh exoyn ws apotelesma ton qanato toylaxiston 12 atomwn. O Karimof kathgorei gia tis ekrhjeis to Islamiko Kinhma Oyzmpekistan (IMU).\n- To IMU khryssei tzixant, me mhnyma toy poy metadidetai apo radiofwniko staqmo toy Iran, kai zhtei thn apomakrynsh twn kybernwntwn sto Oyzmpekistan.\n- Melh toy IMU ejapolyoyn epiqeseis kata twn kybernhtikwn dynamewn, eformwntas apo ta oreina toys krhsfygeta.\n2000: O Karimof epaneklegetai proedros toy Oyzmpekistan, mesa apo mia eklogikh diadikasia, oi synqhkes ths opoias, symfwna me Dytikoys parathrhtes, den htan oyte eleyqeres oyte dhmokratikes.\n- H organwsh "Human Rights Watch" (Parathrhthrio Anqrwpinwn Dikaiwmatwn), me edra th Nea Yorkh, kathgorei tis arxes toy Oyzmpekistan gia eyreia xrhsh bias.\nIoynios 2001: Oi arxes toy Oyzmpekistan epiballoyn poines kaqeirjhs ews kai 18 xronia se 73 atoma, ta opoia kathgoroyntai gia paroxh bohqeias se ejtremistes Islamistes.\nOktwbrios 2001: To Oyzmpekistan anabei to ``prasino fws'' gia th xrhsh twn aeroporikwn toy basewn apo tis dynameis twn Hnwmenwn Politeiwn, poy ejapolyoyn epiqeseis kata twn Talimpan, sto Afganistan.\nIanoyarios 2001: Epekteinetai apo pente se epta eth h proedrikh qhteia, me sxetiko dhmochfisma, to opoio qewreitai apo th Dysh ws prospaqeia toy Karimof na krathqei sthn ejoysia.\nAygoystos 2002: O stratiwtikos hgeths toy Islamikoy Kinhmatos Oyzmpikistan, Tzoyma Namangkani, qewreitai nekros.\nIoynios 2003: To Erk synedriazei epishma gia prwth fora meta thn apagoreysh leitoyrgias toy, prin apo 11 xronia.\nDekembrios 2003: O Karimof apomakrynei ton prwqypoyrgo, Otkir Soyltanof, kai sth qesh toy diorizei ton Sabkat Mirzigiagef.\nMartios 2004: Eidikes dynameis toy Oyzmpekistan pragmatopoioyn efodo se krhsfygeto Islamistwn kai skotwnoyn 23 atoma, meta apo olohmerh poliorkia.\nIoylios 2004: Kamikazi- bombistes ejapolyoyn epiqeseis kata twn presbeiwn twn HPA kai toy Israhl sthn Taskendh. Mia akomh epiqesh kata toy grafeioy toy Genikoy Eisaggelea ths xwras exei ws apotelesma to qanato triwn anqrwpwn.\nNoembrios 2004: Neoi periorismoi stis emporikes praktikes kai synallages odhgoyn se koinwnikh anataraxh sthn polh Kokant, sto anatoliko Oyzmpekistan. Diorganwnontai diadhlwseis diamartyrias, me th symmetoxh ekatontadwn anqrwpwn.\n13 Maioy 2005: H polh Antitzan sygklonizetai, otan astynomikoi anoigoyn pyr kata ekatontadwn diadhlwtwn, me apotelesma na ekfrazontai foboi oti 500 atoma exasan th zwh toys.\n JEKINHSAN OI DIADIKASIES ANASYGKROTHSHS TWN APOKENTRWMENWN ORGANWN TOY PASOK\nAqhna, 15 Maioy 2005 (20:02 UTC+2)\nJekinhsan to Sabbato oi diadikasies Anasygkrothshs twn Apokentrwmenwn Organwn toy PASOK se oloklhrh th xwra.\nTa Klimakia toy Eqnikoy Symboylioy ta opoia exoyn thn eyqynh ths parakoloyqhshs twn diadikasiwn, oloklhrwnoyn ayrio, Deytera, tis prwtes episkeceis toys se oloys toys dhmoys ths xwras, prokeimenoy na prowqhsoyn treis stoxoys:\nToy programmatismoy drashs twn eji ebdomadwn, sto telos twn opoiwn, symfwna me thn Egkyklio ths Grammatews toy Eqnikoy Symboylioy, Marilizas Jenogiannakopoyloy, kai toy xronodiagrammatos poy enekrine to Eqniko Symboylio, qa prepei na exoyn oloklhrwqei oi diadikasies Anasygkrothshs stis Perifereies, toys Nomoys kai toys Dhmoys.\nTo politiko plaisio drashs, sth bash toy opoioy qa anasygkrothqoyn oles oi organwseis toy Kinhmatos.\nTh sygkrothsh Nomarxiakwn Epitropwn Eklogikwn Diadikasiwn, oi opoies qa exoyn thn eyqynh gia thn diejagwgh twn eklogwn, poy qa pragmatopoihqoyn thn Kyriakh 5 Ioynioy se oles tis Dhmotikes Organwseis ths xwras, gia thn anadeijh Grammatewn kai Anaplhrwtwn Grammatewn Dhmotikwn Organwsewn, Syntonistikwn Epitropwn Dhmotikwn Organwsewn, kai Syntonistwn kai Anaplhrwtwn Syntonistwn Nomarxiakwn Epitropwn.\nApo tis 27 ews 30 Maioy qa pragmatopoihqoyn oi Idrytikes Dhmotikes Syneleyseis, enw mexri tis 3 Ioynioy qa pragmatopoihqoyn kai oi Kentrikes Nomarxiakes Syneleyseis.\nApo tis 11 Ioynioy ews kai to telos toy mhnos qa pragmatopoihqoyn ta 15 Idrytika Perifereiaka Synedria.\nAqhna, 15 Maioy 2005 (18:52 UTC+2)\nYpo thn proedria toy Proedroy toy PASOK, Giwrgoy Papandreoy, synedriazei ayrio, Deytera, stis 14:00, se kentriko jenodoxeio twn Aqhnwn, to Politiko Symboylio toy Kinhmatos.\nAqhna, 15 Maioy 2005 (18:13 UTC+2)\nThn ektimhsh oti o Nomos Janqhs, an kai einai mia perioxh poy exei paradosh se empeiro agrotiko dynamiko kai sto xwro ths metapoihshs kai twn synetairismwn, ``pleei se ena pelagos me polla mpofor'' ejaitias ths stashs ths Politeias, diatypwse o proedros toy SYN, Alekos Alabanos, o opoios episkefqhke xqes, Sabbato, thn Janqh, synodeyomenos apo th Magda Sphliopoyloy, melos ths KPE toy kommatos, alla kai apo topika stelexh toy SYN.\nSe synenteyjh Typoy poy paraxwrhse sto Ergatiko Kentro Janqhs, o k. Alabanos shmeiwse metajy allwn: ``H Janqh einai ena kalo ploio me kalo plhrwma, xwris omws pyjida. Kai ta ploia poy den exoyn pyjida mporei na antimetwpisoyn polla problhmata, mporei na pesoyn kai se yfaloys''.\nO Nomos Janqhs einai mia perioxh poy exei paradosh se empeiro agrotiko dynamiko, exei paradosh sto xwro ths metapoihshs kai twn synetairismwn. Fobamai omws oti ejaitias ths stashs ths Politeias, pleei se ena pelagos me polla mpofor, prosqese o proedros toy SYN kai shmeiwse pws ``filodojia mas einai, enocei toy D' KPS, na diorganwsoyme sth Qrakh Synedrio gia thn anaptyjiakh poreia ths perifereias''.\nKata th diarkeia ths periodeias toy sto Nomo, o k. Alabanos synanthqhke me ekproswpoys toys Ergatikoy Kentroy Janqhs, me swmateia ergazomenwn kai me ekproswpoys ths Topikhs Aytodioikhshs.\nEpiskefqhke, epishs, to Epimelhthrio toy Nomoy kai syzhthse me toys ekproswpoys twn paragwgikwn tajewn, enw to apogeyma toy Sabbatoy episkefqhke to xwrio Rembh kai syzhthse me ekproswpoys ths moysoylmanikhs meionothtas.\nAqhna, 15 Maioy 2005 (17:26 UTC+2)\nO proedros toy SYN Alekos Alabanos qa synanthqei ayrio, Deytera, stis 12 to meshmeri, me to proedreio ths ADEDY, sta grafeia toy kommatos, me qema thn enhmerwsh gia th stelexwsh twn dhmosiwn yphresiwn kai tis syllogikes diapragmateyseis sto Dhmosio tomea gia to 2005.\n D. SIOYFAS: H ELLHNIKH PERIFEREIA NA PRWTAGWNISTHSEI STHN ANAPTYJH THS XWRAS\nAqhna, 15 Maioy 2005 (16:55 UTC+2)\nThn panellhnia genikh ekqesh ``PANHPEIRWTIKH 2005'' egkainiase xqes, Sabbato, sta Iwannina, o ypoyrgos Anaptyjhs, Dhmhtrhs Sioyfas, o opoios sthn omilia toy epishmane metajy allwn oti basikos stoxos ths kybernhshs einai na prwtagwnisthsei sthn anaptyjh ths xwras.\n``Olos o sxediasmos mas, kai twra kai ayrio, me to D' Koinotiko Plaisio Sthrijhs, einai na janadwsoyme zwh kai h ellhnikh perifereia na prwtagwnisthsei sthn anaptyjh ths xwras'' dhlwse metajy allwn o ypoyrgos.\nSthn omilia toy, o k. Sioyfas ekane idiaiterh mneia sta anaptyjiaka kinhtra poy exoyn anakoinwqei gia thn hpeiro kaqws kai stis prwtoboylies poy exei anaptyjei h kybernhsh kai briskontai se ejelijh.\nO ypoyrgos anakoinwse, parallhla, thn prowqhsh twn sxediwn gia th dhmioyrgia enos monimoy ekqesiakoy kentroy sthn hpeiro, se synergasia me th Dieqnh Ekqesh Qessalonikhs.\nAkoloyqei to plhres keimeno ths omilias toy k. Sioyfa:\n``Apotelei megalh xara gia mena na egkainiazw thn enarjh ths Panellhnias Genikhs Ekqeshs ``PANHPEIRWTIKH 2005'', poy exei qesei ypo thn aigida ths h Nomarxiakh Aytodioikhsh Iwanninwn mazi me to Dhmo Iwannitwn. Einai, omws, taytoxrona kai mia proklhsh, mia eykairia na milhsw gia tis anaptyjiakes prooptikes ths Patridas mas, alla kai ths Perifereias sas, ths Hpeiroy. Allwste shmera to prwi briskotan edw kai o ypoyrgos PEXWDE Giwrgos Soyflias kai o yfypoyrgos Stayros Kalogiannhs, poy anakoinwsan ton programmatismo oloklhrwshs ths Egnatias Odoy to 2008, thn enarjh kataskeyhs meta apo 10 mhnes ths Ionias Odoy kai thn oloklhrwsh ths kataskeyhs ths meta eji xronia.\nOpws oloi gnwrizoyme, to 2005 einai fortwmeno me dysbastaxta barh apo to parelqon:\n- ychlo dhmosio xreos,\n- terastia dhmosia elleimmata,\n- apoysia diarqrwtikwn allagwn poy apaitei h Nea Epoxh.\nSta xronia poy perasan;\nDen ajiopoihqhkan oi eykairies. Den antimetwpisthkan oi proklhseis. Den eginan oi anagkaies metarryqmiseis, stis domes toy Kratoys kai ths Oikonomias.\n- Na yparxei elleimma antagwnistikhs leitoyrgias twn agorwn.\n- Na yparxei xamhlo epipedo epixeirhmatikothtas, ereynas kai texnologikoy eksygxronismoy.\n- Na paramenei sta ych h anergia.\n- Na dieyrynontai oi koinwnikes kai perifereiakes anisothtes.\n- H ellhnikh oikonomia na gnwrizei fqinoysa antagwnistikothta.\nPolles ellhnikes epixeirhseis synhqisan na einai ejarthmenes apo to kratos kai na mhn anaptyssoyn prwtoboylies se nees idees, proionta kai agores. Ypoleipontai shmantika se ejwstrefeia, anaptyjh kai megeqos, se sxesh me tis antistoixes eyrwpaikes. To anqrwpino dynamiko ths Xwras, molonoti diaqetei thn anagkaia genikh paideia, poly syxna den exei thn apaitoymenh ejeidikeysh. H ews twra megeqynsh toy AEP ofeilotan kyriws sthn epidothsh ths egxwrias katanalwshs apo tis koinotikes enisxyseis, apo ta dhmosia elleimmata kai apo tis aqroes trapezikes pistwseis. To montelo anaptyjhs poy akoloyqhse h Oikonomia, ta prohgoymena xronia...\n- apodynamwse thn egxwria paragwgh,\n- apodynamwse thn apasxolhsh,\n- dieykolyne th dieisdysh jenwn proiontwn,\n- leitoyrghse se baros ths Perifereias,\n- ektojeyse sta ych ta dhmosia elleimmata kai xreh,\n-ypoqhkeyse th mellontikh idiwtikh katanalwsh, xrewnontas se prwtognwro baqmo ta ellhnika noikokyria.\nH Nea Diakybernhsh parelabe kai ergo apo thn prohgoymenh Kybernhsh. Synexizoyme oti kalo brhkame kai efarmozoyme to kybernhtiko programma poy enekrine o Ellhnikos Laos stis 7 Martioy toy 2004. Me staqerothta kai apofasistikothta.\nTa problhmata einai polla kai ejairetika dyskola. Oi dyskolies ginontai akomh megalyteres, ejaitias ths dysmenoys dieqnoys sygkyrias.\n- H pagkosmia oikonomikh anaptyjh epibradynetai.\n- Oi times toy petrelaioy paramenoyn ychles kai den apokleietai na ayjhqoyn akomh perissotero.\n- To kostos toy xrhmatos stadiaka ayjanetai.\n- H anatimhsh toy eyrw enanti toy dolarioy kai twn asiatikwn nomismatwn kaqista akomh pio sklhro to dieqnh antagwnismo.\n- H anakamch sthn Eyrwph paramenei asqenhs kai h anergia ayjanetai.\n- Oi koinotikes enisxyseis anakatanemontai pleon se perissoteres xwres-melh kai me megalyterh feidw.\n- H Koinh Agrotikh Politikh baqmiaia allazei.\nMesa s' ayth th sygkyria kai fortwmenh apo ta barh toy parelqontos, h Ellada kaleitai na isorrophsei, na prosarmostei, alla kai na bgei mprosta. Giati sth Nea Epoxh, sthn epoxh twn megalwn taxythtwn, twn ragdaiwn allagwn oi ejelijeis den perimenoyn. Prepei na eimaste etoimoi apenanti stis proklhseis twn kairwn mas. Stis proklhseis toy shmera, stis proklhseis toy ayrio.\nEinai kaqhkon (kai einai apofash) ths Kybernhshs, na allajei to apogohteytiko topio sto opoio paremene egklwbismenh, ola ta prohgoymena xronia, h ellhnikh oikonomia. Shmera den exoyme periqwria gia allo xameno xrono. Den exoyme periqwria gia alles xamenes eykairies. Shmera to stoixhma gia thn ellhnikh oikonomia (pera apo to gnwsto megalo problhma twn xrewn kai twn elleimmatwn poy mas klhrodothse to xtes), einai oi allages kai oi metarryqmiseis stis domes toy kratoys kai ths oikonomias. Oi allages kai oi metarryqmiseis poy eggyoyntai mia nea prooptikh. H prospaqeia arxise kai synexizetai me diarkws enteinomenoys ryqmoys. H organwsh kai h leitoyrgia toy Kratoys (antiparagwgikh kai grafeiokratikh se megalo baqmo) apokta twra tis nomoqetikes ryqmiseis, poy apaitoyntai gia th metejelijh ths. Oi parembaseis ths Neas Diakybernhshs, fernoyn ta prwta apotelesmata, apenanti sth grafeiokratia kai th diafqora. Oi synqhkes poy apaitoyntai gia diafaneia kai sebasmo stoys kopoys toy polith, diamorfwnontai me synepeia kai koinwnikh eyqynh. Oi odhgies toy Prwqypoyrgoy Kwsta Karamanlh einai jekaqares:\n- Strofh sthn Perifereia.\n- Oyte mia hmera kaqysterhsh.\n- Dipla ston polith.\nMetabash se mia nea anaptyjiakh poreia. Mia poreia poy na basizetai\n- sthn perifereiakh anaptyjh,\n- tis idiwtikes ependyseis,\n- thn enisxysh ths epixeirhmatikothtas toy Ellhna,\n- thn proselkysh ameswn jenwn ependysewn,\n- thn ejwstrefeia ths Oikonomias mas.\nTo stoixhma ayto, gia to Ypoyrgeio Anaptyjhs, synocizetai sto triptyxo ``poiothta - paragwgikothta - antagwnistikothta''. To stoixhma einai h dynamikh kai biwsimh anaptyjh se oloys toys tomeis kai se oloklhrh th Xwra. Gi' ayto akribws exoyme sxediasei kai efarmozoyme Nea Politikh Anaptyjhs ths Ellhnikhs Perifereias. Gi' ayto akribws prowqoyme mia Eqnikh Strathgikh gia thn Perifereiakh Anaptyjh. Gi' ayto akribws dhmioyrgoyme ena neo anaptyjiako protypo.\nSe ayth th nea poreia, s' ayto to neo anaptyjiako protypo, kombiko rolo exei o kosmos ths paragwghs, o idiwtikos tomeas o epixeirhmatikos kosmos. Gia na analabei, omws, o idiwtikos tomeas to rolo ayto apaiteitai h dhmioyrgia enos eynoikoy, enos gonimoy ependytikoy periballontos. Aytos einai o dikos mas rolos. Ayth thn poreia diasfalizoyme me tis politikes poy efarmozoyme:\n- Me ta beltiwmena ependytika kinhtra toy anaptyjiakoy nomoy.\n- Me tis draseis toy Epixeirhmatikoy Programmatos ``Antagwnistikothta''.\n- Me thn epixeirhmatikh dynamikh ths forologikhs metarryqmishs.\n- Me thn oysiastikh peristolh twn grafeiokratikwn empodiwn sth diadikasia adeiodothshs kai leitoyrgias twn epixeirhsewn.\n- Me to neo qesmiko plaisio gia tis symprajeis dhmosioy kai idiwtikoy tomea.\n- Me thn anamorfwsh toy ptwxeytikoy dikaioy.\n- Me thn katartish xwrotajikoy sxedioy gia tis Ananewsimes Phges Energeias kai ton Toyrismo.\n1on To neo anaptyjiako nomo poy apotelei isxyro ergaleio perifereiakhs politikhs. Gia thn Hpeiro ta pososta enisxyshs einai apo ta ychlotera ths Xwras. Se orismenes periptwseis (opws p.x. thn Arta kai thn Prebeza) mporei na anelqei sto 50%, enw sthn periptwsh twn Nomwn Iwanninwn kai Qesprwtias ftanei to 55% ths ependyshs, efoson afora mikromesaia epixeirhsh poy eite einai nea, eite einai palia kai egkaqistatai se BEPE.\n2on To Epixeirhsiako Programma ``Antagwnistikothta'' (EPAN), poy perilambanei mia megalh seira metrwn, polla apo ta opoia exoyn idiaitero endiaferon gia thn Perifereia ths Hpeiroy. Anamesa st' alla xrhmatodotei ependyseis gia:\n- energeiaka erga,\n- toyristikes epixeirhseis,\n- idrysh epixeirhsewn apo neoys, gynaikes kai anaphroys,\n- eksygxronismo yfistamenwn epixeirhsewn,\n- diktya epixeirhsewn,\n- periballontika sxedia kai synergasies,\n- systhmata diaxeirishs ths poiothtas proiontwn kai ths asfaleias trofimwn,\n- draseis ereynas kai texnologias stis epixeirhseis.\nShmeiwnw oti mesw toy EPAN exoyn entaxqei kai ylopoioyntai, mexri shmera, sthn Perifereia Hpeiroy, 471 epixeirhmatika sxedia, apo ta opoia ta 198 ejelissontai sto Nomo Iwanninwn ycoys 84,4 ekat. eyrw. Anaferomai metajy twn allwn sth leitoyrgia toy KETA Hpeiroy, sta KYE kai th drash ?Diktywqeite? opoy 713 epixeirhseis ths Hpeiroy exoyn ekpaideyqei apo thn Koinoprajia Panepisthmioy kai TEI Hpeiroy kai twn Epimelhthriwn ths.\nShmeiwnw oti (me thn prosfath anaqewrhsh toy EPAN), entajame stis xrhmatodotoymenes draseis kai thn enisxysh mikromesaiwn epixeirhsewn toy emporioy kai twn yphresiwn. Epishs, to Ypoyrgeio Anaptyjhs exei analabei thn ylopoihsh orismenwn drasewn twn Perifereiakwn Epixeirhsiakwn Programmatwn, (opws BEPE kai draseis Ereynas kai Texnologias).\nShmeiwnw akomh oti to synolo twn mexri shmera entagmenwn sto G' KPS perifereiakwn kai nomarxiakwn ergwn gia thn Hpeiro anerxetai sta 1,9 dis. eyrw. Kalyptei hdh to 68% ths synolika desmeymenhs dhmosias dapanhs. Eixame, dhladh, s' ena xrono ayjhsh kata 32%. Sto shmeio ayto qa hqela na ypogrammisw oti dinoyme idiaiterh emfash sth metapoihsh kai thn typopoihsh twn agrotikwn proiontwn. Opws epishs kai sthn anaptyjh toy toyrismoy.\n3on To neo qesmiko plaisio gia thn adeiodothsh twn metapoihtikwn epixeirhsewn.\nTi shmainei ayto;\nOti me to neo kaqestws, idiaitera gia tis mikromesaies metapoihtikes epixeirhseis;\n- periorizetai drastika o ariqmos twn apaitoymenwn dikaiologhtikwn,\n- meiwnetai o xronos ekdoshs ths adeias,\n- apallassontai oi poly mikres epixeirhseis apo thn ypoxrewsh ekdoshs adeias egkatastashs kai leitoyrgias, se periptwsh allaghs forea,\n- ejasfalizetai h leitoyrgia kai o eksygxronismos twn epixeirhsewn se periptwsh allaghs toy topoy egkatastashs toys.\nParallhla, oi Dieyqynseis Biomhxanias kaqe Nomarxias metejelissontai se Dieyqynseis Anaptyjhs. Oi polites qa exoyn, dhladh, th dynatothta na diekperaiwnoyn oles tis diadikasies adeiodothshs se ena eniaio xwro. Alla kai na pairnoyn, apo ton idio xwro, oles tis plhrofories gia ta programmata kai tis dynatothtes xrhmatodothshs twn epixeirhsewn.\n4on H prowqhsh seiras qesmikwn kai organwtikwn metrwn gia th beltiwsh ths epixeirhmatikothtas twn Ellhnwn kai ths antagwnistikothtas twn ellhnikwn epixeirhsewn.\n- sthn anaqewrhsh kai thn epitaxynsh ths ylopoihshs toy Epixeirhsiakoy Programmatos ?Antagwnistikothta?,\n- sthn prowqhsh toy epixeirhsiakoy programmatos ths Koinwnias ths Plhroforias ?Epixeireite hlektronika? kai ?Diktywqeite?,\n- sthn enisxysh twn Biomhxanikwn kai Epixeirhmatikwn Perioxwn (BEPE),\n- sth systash ypodomwn sthrijhs ths epixeirhmatikothtas\n- sth diamorfwsh eqnikhs strathgikhs gia tis mikromesaies epixeirhseis me emfash ston ejagwgiko prosanatolismo toys,\n- sthn energopoihsh newn morfwn xrhmatodothshs gia tis mikromesaies epixeirhseis (TEMPME, KESYT),\n- sthn enisxysh toy energeiakoy isozygioy, me thn apeleyqerwsh twn agorwn hlektrismoy kai fysikoy aerioy kai thn prowqhsh ths entajhs ths Xwras sta dieqnh diktya energeias kai texnologias.\nKhryjame (opws jerete) to 2005 Etos Antagwnistikothtas kai prowqoyme seira apofasewn gia th beltiwsh toy anaptyjiakoy periballontos. Epidiwkoyme parallhla, thn enhmerwsh kai thn kinhtopoihsh ths ekpaideytikhs kai epixeirhmatikhs koinothtas, twn dhmosiwn forewn kai ths Topikhs Aytodioikhshs. Epidiwkoyme thn eyaisqhtopoihsh olwn me skopo na antistrafei h fqinoysa tash sthn antagwnistikothta ths ellhnikhs Oikonomias. Syntoma (me to syntonismo kai thn epopteia, toy Eqnikoy Symboylioy Antagwnistikothtas) prokeitai na anakoinwsoyme to programma ekdhlwsewn kai drasewn, gia to skopo ayto. Ypogrammizw oti oi perissoteres apo tis ekdhlwseis aytes sxediazetai na pragmatopoihqoyn sthn Perifereia, analoga me to endiaferon poy epideiknyetai apo toys topikoys foreis. H Perifereia ths Hpeiroy exei hdh endiaferqei na pragmatopoihsei tetoies draseis, symballontas etsi sth dhmioyrgia enos neoy ependytikoy periballontos sthn perioxh.\nH oikonomikh kai koinwnikh pragmatikothta ths Hpeiroy einai gnwsth se oloys.\n� Oi tomeis ths gewrgias kai metapoihshs paroysiazoyn diaxronika ptwtikh poreia.\n� Oi ypodomes, poy einai aparaithtes gia thn anaptyjh ths paragwgikhs kai epixeirhmatikhs drasthriothtas, einai aneparkeis.\n� To kata kefalhn akaqaristo eisodhma einai ena apo ta dyo xamhlotera sth Xwra kai thn Eyrwpaikh Enwsh.\n� Yparxei ektetamenh anergia idiaitera twn newn.\nOi diapistwseis aytes ypagoreyoyn ena neo sxediasmo anaptyjhs. Kai ayto akribws kanoyme : Sxediasame kai efarmozoyme sygkekrimenes politikes me stoxo thn anaptyjh ths Perifereias kai th beltiwsh toy oikonomikoy periballontos.\nBasikoi stoxoi mas einai :\n� H sthrijh toy agrotikoy kosmoy kai h proetoimasia toy enocei ths neas KAP.\n� H dhmioyrgia newn anaptyjiakwn polwn kai drasewn, opws qematika parka kai zwnes oikologikhs paradosiakhs anaptyjhs.\n� H ayjhsh twn xrhmatodotikwn porwn pros thn Perifereia apo to D' K.P.S.\n� H endynamwsh twn epixeirhsewn kai idiaitera twn mikromesaiwn epixeirhsewn, poy apoteloyn ton paragwgiko isto ths topikhs oikonomias.\n� H ajiopoihsh toy fysikoy kai politismikoy ploytoy gia thn Toyristikh Anaptyjh.\nQa anaferqw twra kai se orismena eidikotera qemata gia thn Hpeiro. Thn Hpeiro twn megalwn eqnikwn eyergetwn kai emporwn. Emporio kai Hpeiros einai taytismena.\n1. Dwsame lysh sthn atyxh ryqmish ths prohgoymenhs Kybernhshs gia th forologia twn klhrodothmatwn kai twn dwrewn gia koinwfeleis skopoys, me thn pepoiqhsh oti qa anagennhqei kai qa yparjei mia nea genia eqnikwn eyergetwn.\n2. Dwsame lysh sto qema toy kaqorismoy mesa se mia pentaetia latomikwn perioxwn apo tis Nomarxiakes Aytodioikhseis.\n3. Dwsame lysh sthn aporrofhsh apo th DEH twn stylwn poy eixan ylotomhqei apo toys dasergates kai ths Hpeiroy, kai poy talanize polles perioxes ths Xwras kai ths Hpeiroy, kai toys steroyse eisodhmata.\n4. Episkefqhka to ktiriako sygkrothma toy Kentroy Paradosiakhs Texnhs ths monadikhs Gianniwtikhs Texnhs toy Ashmioy. Edw bgainoyn dyo symperasmata:\na) Gia na oloklhrwqei to ergo xreiasthkan 18 xronia kai jodeythkan ekatommyria eyrw.\nb) To KEPABI poy prosfata egkainiasthke xreiazetai ameses parembaseis synthrhshs.\nTo KEPABI einai xarakthristiko deigma elleichs sebasmoy pros to dhmosio xrhma, pros ton idrwta toy Ellhnikoy laoy. Gia ta problhmata toy KEPABI to Ypoyrgeio, o Genikos Grammateas ths Perifereias, o Nomarxhs, o Dhmarxos Iwannitwn, o Proedros toy Epimelhthrioy, o EOMMEX, qa dwsoyn amesa tis epiballomenes lyseis.\n5. Oi 14 parembaseis mas gia to Emporio stoxeyoyn sthn anagennhsh toy kai dinoyn lyseis poy den epixeirhqhkan oles tis prohgoymenes dekaeties. Kai ayto agkaliazetai qetika apo ton emporiko kosmo ths Xwras. H protash mas gia thn kaqierwsh eqnikoy plaisioy wrarioy leitoyrgias twn emporikwn katasthmatwn einai se dhmosia diaboyleysh. Eimai ths pepoiqhshs oti h diarqrwtikh ayth parembash mas qa dwsei nea wqhsh sto Emporio kai qa ejyphrethsei kalytera kai paragwgikotera ta ekatommyria twn katanalwtwn Ellhnwn kai jenwn episkeptwn ths Xwras mas, kai qa anaptyjei perissotero to emporio.\n6. Diabazw teleytaia ston Topiko sas Typo orismenoi twra biazontai kai agwnioyn an to fysiko aerio qa kalycei kai thn Hpeiro. Adikaiologhth h biasynh. Ayto den einai twra to mega qema gia thn Hpeiro. Einai ayta poy sas anefera prin gia thn anaptyjh ths. To bebaio einai oti dhmioyrgoyme megales energeiakes ypodomes s' oloklhrh th Xwra. Th Qrakh, th Makedonia, thn Hpeiro. O agwgos fysikoy aerioy qa pernaei apo thn Hpeiro. Toso gia thn ypoqalassia syndesh me thn Italia, oso kai gia ton agwgo apo Hpeiro pros Albania - Kroatia - Aystria.\nOi agwgoi aytoi qa efodiazoyn thn Eyrwph me fysiko aerio. Einai dynaton na ejyphreteitai h Eyrwph me fysiko aerio kai na mhn ejyphretei ayto tis perioxes, opws h Hpeiros, apo tis opoies qa dierxetai o agwgos;\nTo olo qema sxediazetai kai meletatai me thn epiballomenh sobarothta. Otan eimaste etoimoi qa kanoyme tis sxetikes anakoinwseis. Anhkoyme sth Sxolh twn ergwn kai oxi twn logwn. Qeloyme na sas eimaste xrhsimoi kai oxi apla proswrina eyxaristoi.\n7. Sxetika me to Dieqnes Ekqesiako Kentro Hpeiroy, poy sxediazetai mazi me th DEQ AE, th Nomarxiakh kai Topikh Aytodioikhsh toy Nomoy, epanalambanw thn plhrh sthrijh ths Kybernhshs s' ayto to ergo. Meletatai kai ejetazontai oi tropoi xrhmatodothshs toy. Otan eimeqa etoimoi qa kanoyme tis sxetikes anakoinwseis.\nSkopos mas, skopos olwn einai:\n- H dynamikh kai diathrhsimh anaptyjh sthn Perifereia sas (opws kai se kaqe Perifereia ths Patridas mas).\n- H ayjhsh ths apasxolhshs.\n- H anodos toy biotikoy epipedoy.\n- H beltiwsh ths poiothtas ths zwhs, gia oloys toys polites.\nO prosanatolismos mas einai jekaqaros : Proionta kai yphresies ychlhs poiothtas. Proionta typopoihmena kai elkystika syskeyasmena. Proionta kai yphresies antagwnistikes. Aytos einai o dromos gia na kerdisoyme, oxi mono th maxh ths eswterikhs agoras, alla kai th dieisdysh twn proiontwn mas stis megales dieqneis agores. Gia th Nea Diakybernhsh (opws exei ypogrammisei polles fores ews twra o Prwqypoyrgos Kwstas Karamanlhs) h anaptyjh ths Perifereias einai prwth proteraiothta. H Perifereia einai sto epikentro ths politikhs mas. Qeloyme anaptyjh pantoy. Anaptyjh se oloys toys tomeis. Anaptyjh kai eyhmeria gia oloys.\nDoyleyoyme kai qa synexisoyme na doyleyoyme entatika, syntonismena kai ypeyqyna, gia mia antagwnistikh Ellada, me poiothta pantoy. Ayth einai shmera h proklhsh. Kai sthn proklhsh ayth apantoyme me orama, me programma kai sygkrothmeno sxedio. To 2005, ws Etos Antagwnistikothtas, shmatodotei thn afethria mias entatikhs kai diarkoys prospaqeias, poy prokeitai na apotelesei basiko kai monimo gnwrisma ths Anaptyjiakhs Politikhs mas gia thn Ellada toy 2010 kai meta. Shmatodotei thn epimonh prospaqeia gia th dhmioyrgia enos gonimoy anaptyjiakoy periballontos. Gia thn anaptyjh, thn apasxolhsh, thn koinwnikh synoxh, thn eyhmeria twn politwn. Anaptyjh dynamikh kai diathrhsimh. Anaptyjh pantoy. Anaptyjh poy moirazei toys karpoys ths se oloys''.\nXios, 15 Maioy 2005 (14:12 UTC+2)\nTh Xio episkefthke o yfypoyrgos Agrotikhs Anaptyjhs kai Trofimwn, Alejandros Kontos, ekproswpwntas thn kybernhsh stis topikes ekdhlwseis gia th mnhmh qymatwn Olokaytwmatos Melanioys.\nKata th diarkeia ths episkechs toy sth Xio o k.Kontos synodeyomenos apo ton boyleyth ths perioxhs k.Pitta, synanthqhke me ekproswpoys agrotikwn synetairismwn kai alloys paragontes ths perioxhs, me toys opoioys syzhthse ta problhmata poy antimetwpizei o nomos Xioy kai toys tropoys epilyshs twn.\nSth diarkeia synenteyjhs Typoy, poy paraxwrhse to xqes, Sabbato, o yfypoyrgos Agrotikhs Anaptyjhs ekane anafora sthn poreia twn ergwn poy exoyn hdh dromologhqei sto nomo kai ejhggeile nees prwtoboylies gia thn enisxysh toy agrotikoy plhqysmoy ths Xioy.\nAqhna, 15 Maioy 2005 (13:12 UTC+2)\nO ypoyrgos Anaptyjhs, Dhmhtrhs Sioyfas, ypegrace apofaseis me tis opoies egkrinontai oi metabaseis sto ejwteriko yphresiakwn paragontwn toy ypoyrgeioy Anaptyjhs gia na ekproswphsoyn th xwra mas se dieqnh symboylia, ekdhlwseis kai omades ergasias kai na enhmerwqoyn kai na paroysiasoyn tis ellhnikes qeseis kata th syzhthsh twn antistoixwn qematwn.\nSygkekrimena, me tis apofaseis aytes egkriqhkan:\n*H metabash sth Madrith ths Marias Lazarakh prokeimenoy na symmetasxei sth Dieqnh Epitroph Kritwn Parqenoy Elaioladoy stis 16 kai 17 Maioy 2005.\n*H metabash sthn Praga ths Annas Metaja kai ths Kwnstantinas Lontoy prokeimenoy na symmetasxoyn sth synedriash ths Conference twn Epoptikwn Arxwn Asfalisewn twn xwrwn - melwn ths Eyrwpaikhs Enwshs stis 18 - 20 Maioy 2005.\n*H metabash ths Sofias Meretakh stis Bryjelles prokeimenoy na symmetasxei sthn Omada Ergasias ``B2B Hlektronikes Agores'' stis 19 Maioy 2005.\nAqhna, 15 Maioy 2005 (12:47 UTC+2)\nSynedriazei ayrio, Deytera, stis 11 to prwi, ypo thn proedria toy ypoyrgoy Anaptyjhs, Dhmhtrh Sioyfa, sto Zappeio Megaro, to Eqniko Symboylio Antagwnistikothtas kai Anaptyjhs (ESAA), opoy qa paroysiastei kai qa syzhthqei h ethsia ekqesh gia thn antagwnistikothta kata to 2004.\nKata th diarkeia toy Symboylioy qa syzhthqoyn, epishs, ta apotelesmata twn ergasiwn toy Symboylioy Ypoyrgwn Antagwnistikothtas ths 7hs Martioy, ths 18hs Aprilioy kai ths 10hs Maioy 2005 kai oi programmatismenes apo thn Eidikh Grammateia gia thn Antagwnistikothta draseis kai ekdhlwseis kata th diarkeia toy Etoys Antagwnistikothtas, opws exei anakhryxqei to 2005.\nAqhna, 15 Maioy 2005 (12:42 UTC+2)\nAnamesa stis xwres me th baryterh forologia brisketai h Ellada, symfwna me dhmosieyma ths efhmeridas ``To Bhma ths Kyriakhs'', poy epikaleitai to teleytaio teyxos toy dieqnoys periodikoy ``Forbes''.\nH Ellada katalambanei th 10h qesh sto sxetiko pinaka poy apartizetai apo 50 xwres apo olon ton kosmo, pinakas poy paroysiazei to aqroisma twn anwtatwn syntelestwn forologias, asfalistikwn eisforwn kai FPA poy epiballontai se fysika kai nomika proswpa.\nApo thn ereyna prokyptei oti enas forologoymenos sthn Ellada me akaqaristo eisodhma 50.000 eyrw ana etos bazei sthn tseph toy kaqara 31.283 eyrw, gegonos poy topoqetei th xwra mas sthn 40h qesh toy metajy twn xwrwn poy epibarynoyn ligotero toy ergazomenoys me forologia kai eisfores.\nSthn prwth qesh figoyraroyn ta Hnwmena Arabika Emirata, opoy forologoymenos me to idio eisodhma (50.000 eyrw) exei eisodhma meta forwn 47.500 eyrw. Xeiroterh forologika xwra anadeiknyetai h Slobenia. Ekei kapoios poy eisprattei mikta 50.000 to xrono, telika exei kaqares apolabes 25.890 eyrw.\nPristina, 15 Maioy 2005 (20:36 UTC+2)\nOmadikos tafos poy periexei tis soroys 12 Serbwn, poy exasan th zwh toys kata th diarkeia twn taraxwn sto Kossyfopedio (1998-'99) breqhke sthn polh Malisebo ths eparxias, peripoy 50 xlm apo thn prwteyoysa Pristina kai molis ena xlm apo to nosokomeio ths polhs.\nSymfwna me dhlwseis ajiwmatoyxwn ths politikhs dioikhshs twn Hnwmenwn Eqnwn sto Kossyfopedio (UNMIK) brisketai se ejelijh h diadikasia ektafhs twn ptwmatwn kai mexri stigmhs exoyn anasyrqei apo ton omadiko ayto tafo dyo ptwmata se plhrh synqesh kai arketa melh apo diafores soroys.\nAjiwmatoyxos ths apostolhs twn Hnwmenwn Eqnwn, poy qelhse na diathrhsei thn anwnymia toy, dhlwse oti ta perissotera apo ta ptwmata anhkoyn se andres kai toylaxiston ena apo ta qymata breqhke me ta xeria demena.\nShmeiwnetai oti to Malisebo qewroyntan ws ena apo ta oxyra twn Albanwn antartwn kata th diarkeia toy polemoy sto Kossyfopedio.\nZagkremp, 15 Maioy 2005 (20:26 UTC+2)\nEkleisan stis 7 to apogeyma (topikh wra) oi kalpes twn dhmotikwn eklogwn sthn Kroatia, stis opoies dikaiwma chfoy eixan peripoy tessera ekatommyria chfoforoi.\nOi shmerines dhmotikes ekloges, oi tetartes apo tote poy h Kroatia khryje thn anejarthsia ths, diejhxqhsan se hremh kai eirhnikh atmosfaira, alla h symmetoxh toy eklogikoy swmatos, treis wres prin to kleisimo ths kalphs htan xamhlh, molis sto 28,5%.\nMpratoynats, 15 Maioy 2005 (20:15 UTC+2)\nMe thn anasyrsh 38 ptwmatwn oloklhrwqhkan kata th diarkeia toy Sabbatokyriakoy oi ergasies ektafhs apo omadiko tafo sthn eparxia Mpratoynats ths Bosnias- Erzegobinhs.\nO epikefalhs toy Grafeioy Agnooymenwn ths Toyzla, Moyrat Xoyrtits, dhlwse oti ta perissotera apo ta qymata einai hlikiwmenoi andres, gynaikes kai paidia (hlikias apo eji mhnwn ews 12 etwn), bosniakhs katagwghs, apo thn perioxh ths Soyxa.\nBoykoyresti, 15 Maioy 2005 (19:59 UTC+2)\nGia politikh fimwsh ths kratikhs thleorashs ths Roymanias (TVR) apo thn kybernhsh kanei logo o dieyqynths ths TVR, Balentin Nikolaoy, se anoixth epistolh toy pros ton prwqypoyrgo ths xwras, Kalin Popeskoy Taritseanoy.\nO Nikolaoy, gia ton opoio feretai na yparxoyn sxedia apolyshs apo thn kybernhsh, kathgorei ton Roymano prwqypoyrgo gia politikh fimwsh ths TVR alla kai gia ``pazaremata'' me to UDMR se o,ti afora th dikh toy apomakrynsh apo thn kratikh thleorash. ``Yposxeqhkame sto UDMR enan nomo gia tis meionothtes "kommeno" sta metra toy, me antallagma thn arnhtikh toy chfo gia emena'' anaferei metajy allwn sthn epistolh toy o Nikolaoy, gia ton opoio diejagei ereyna epitroph ths roymanikhs boylhs, meta tis enantion toy kathgories gia politikh ypotagh sto PSD, thn periodo diakybernhshs toy (2000-2004).\nApantwntas sthn anoixth epistolh toy Nikolaoy, o prwqypoyrgos ths Roymanias kathgorhse ton epikefalhs ths kratikhs thleorashs oti ektojeyei enantion toy kathgories, tis opoies den mporei, wstoso, na tekmhriwsei. Tonise de oti paramenei ametakinhtos sth qesh toy gia th diasfalish ths eleyqerias toy Typoy sth Roymania.\nShmeiwnetai oti h kentrwa symmaxia Fileleyqerwn- Dhmokratikwn poy stis ekloges toy perasmenoy etoys anhlqe sthn ejoysia, diadexomenh toys Sosialistes toy PSD eixe desmeyqei proeklogika gia enisxysh ths eleyqerias toy Typoy sth Roymania, poy polles dytikes xwres qewroyn eyqraysth.\nBeligradi, 15 Maioy 2005 (18:41 UTC+2)\nO prwqypoyrgos ths Serbias, Boislab Kostoynitsa, kalese shmera, Kyriakh, ton omologo toy toy Kossyfopedioy, Mpairam Kosoymi, se apeyqeias synomilies, stis 24 toy trexontos mhna, sto Prizren toy Kosoboy.\nOi serbikes arxes einai pepeismenes oti mesa apo enan ypomonetiko dialogo kai symbibasmos mporoyn na breqoyn lyseis, eipe xarakthristika o ekproswpos toy Serboy prwqypoyrgoy, Srntian Tzoyrits, anakoinwnontas thn prosklhsh Kostoynitsa pros ton Mpairam Kosoymi.\nMexri stigmhs den yparxei epishmh antidrash apo thn pleyra toy prwqypoyrgoy toy Kossyfopedioy. Se periptwsh, wstoso, poy o Kosoymi apanthsei qetika sthn prosklhsh Kostoynitsa qa prokeitai gia thn prwth apeyqeias dimerh synanthsh metajy twn epikefalhs twn kybernhsewn ths Serbias kai toy Kossyfopedioy apo to telos toy polemoy sto Kossyfopedio.\nQessalonikh, 15 Maioy 2005 (20:49 UTC+2)\nOyte kai se ayth thn agwnistikh (31h) den stamathse h Beroia, h opoia kerdise sto Kaloxwri me 2-0 toys Lykoys kai paremeine monh prwth sth baqmologia ths G' eqnikhs (2os omilos).\nPAE Qrakh-Agrotikos Asteras 2-2\nApollwn Larisas-Qermaikos 0-2\nGiannina-AE Ptolemaidas 2-1\nAnagennhsh Karditsas-Doja Dramas 3-1\nPanaitwlikos-Anagenhsh Artas 1-0\nKozanh-Paylos Melas 2-1\nPAS Giannina 58\nAgrotikos Asteras 45\nPAE Qrakh 45\nAnag. Karditsas 37\nQessalonikh, 15 Maioy 2005 (20:20 UTC+2)\nToys baqmoys ths nikhs geythke to Xaidari poy kerdise me 2-1 to Keratsini kai paremeine sthn koryfh ths baqmologias meta to telos ths 31hs agwnistikhs ths G' eqnikhs (1os omilos).\nEqnikos Peiraiws-Atsalenios 2-1\nAxarnaikos-PANO Malliwn 3-1\nXaidari AO-Agios Dhmhtrios 2-1\nPamisos Messhnh-Keratsini 2-1\nQyella Patrwn-Lhlas Basilikoy 0-0\nHrodotos-Byzas Megarwn 0-2\nQyella Patrwn 36\nLhlas Basilikoy 35\nByzas Megarwn 33\nPamisos Messhnhs 30\nTo Keratsini exei -1 baqmo.\nQessalonikh, 15 Maioy 2005 (19:19 UTC+2)\nPolytimh isopalia sthn Kastoria (1-1) phre h Larisa, h opoia meta kai to telos ths proteleytaias agwnistikhs (29h) paremeine sthn koryfh ths baqmologias ths B' eqnikhs. Wstoso h omada ths Qessalias exei oles ekeines tis proypoqeseis gia na anebei sthn A eqnikh. Megalh se ektash nikh kai malista ektos edras, petyxe o Panserraikos poy kerdise ston Pyrgo ton Panhleiako me 4-1 kai breqhke sthn 2h qesh ths baqmologias.\nAtromhtos Aqhnwn-Olympiakos ASK Boloy 0-3\nPanaxaikh 2005-Nikh Boloy 0-0\nApollwn Aqhnwn-Eqnikos Asteras 0-1\nPanhleiakos- Panserraikos 1-4\nPoseidwn Newn Porwn- Kalamata 0-2 a.a.\nNikh Boloy 51\nOlympiakos Boloy 50\nEqnikos Asteras 39\nApollwn Aqhnwn 33\nAtromhtos Aq. -28.\nO Poseidwnas N.P. kai o Atromhtos Aqhnwn exoyn hdh ypobibastei.\nQessalonikh, 15 Maioy 2005 (17:59 UTC+2)\nO Aqhnaikos anadeixqhke gia prwth fora sthn istoria toy prwtaqlhths Ellados, kaqws se agwna gia thn 22h kai teleytaia agwnistikh ths A1 xantmpol andrwn epikrathse 23-22 toy Kilkis. H omada toy Giwrgoy Kranakh apo thn arxh toy agwna htan kalyterh kai kerdise dikaia to maxhtiko Kilkis poy den parathse to paixnidi mexri kai to teleytaio deyterolepto.\nWstoso sta mparaz gia thn paramonh sthn kathgoria, o G.S. Korwpioy qa antimetwpisei thn omada poy qa katakthsei thn tetarth qesh sto prwtaqlhma ths A2, enw o Arxelaos Katerinhs qa anametrhqei me ton trito ths A2 kathgorias (Brilhssia h PAOK). Oi prwtoi agwnes qa ginoyn 21 h 22 Maioy kai oi deyteroi to epomeno Sabbatokyriako.\nTa apotelesmata ths 22hs kai teleytaias agwnistikhs einai:\nArxelaos Katerinhs 2.\nQessalonikh, 15 Maioy 2005 (17:36 UTC+2)\nEykolh nikh se baros ths Janqhs sthn akritikh polh petyxe o Nhreas Xalkidas, kaqws epiblhqhke me 14-5 sto plaisio ths 20hs agwnistikhs toy prwtaqlhmatos ths A2 polo andrwn.\nJanqh-Nhreas Xal. 5-14\nQriambos P.-NOBA 9-14\nPoseidwnas Ilis.-OEANA Boloy 21-4\nArh Qessalonikhs-OPAQA Patrwn anablhqhke\n1. Nhreas Xal. 38\n2. NOBA 33\n3. Pos. Ilisiwn 33\n4. Kerkyra 30\n5. Arhs Qes. 22\n6. Xalkida 20\n8. OFH 14\n9. Aigyptiwtes 13\n10. Qriambos P. 12\n11. OPAQA P. 4\n12. OEANA Boloy 2.\nShmeiwnetai oti o Arhs Qessalonikhs, OFH, Janqh kai OPAQA Patrwn exoyn apo ena mats ligotero.\nTaskendh, 15 Maioy 2005 (20:44 UTC+2)\nXiliades prosfyges apo to Antitzan, thn polh toy Oyzmpekistan poy edw kai tesseris hmeres exei metablhqei pedio maxhs, kateyqynontai pros ta synora me thn Kirgisia me thn elpida oti qa mporesoyn na mpoyn sth geitonikh xwra, symfwna me osa metadidei to BBC.\nH kybernhsh ths Kirgisias proxwrhse sto kleisimo twn synorwn, par' ola ayta omws arketoi Oyzmpekoi exoyn katorqwsei na perasoyn laqraia. Sth meqoriakh kwmopolh Korasoyf, oi prosfyges sygkroysthkan me Oyzmpekoys froyroys kai ebalan fwtia se kybernhtika ktiria.\nTo Sabbato, o proedros toy Oyzmpekistan, Islam Karimof, anaferqhke gia prwth fora stoys ejegermenoys ths polhs Antitzan, xarakthrizontas toys egklhmaties kai rizospastes islamistes.\nO Karimof ekane logo gia enoplh ejegersh, th stigmh poy xiliades diadhlwtes sygkentrwnontan kai pali sto kentro ths Antitzan me synqhmata gia dhmokratia kai gia to dikaiwma sthn ergasia. An kai polloi diadhlwtes efygan apo thn plateia otan skoteiniase, arketoi emeinan gia na qacoyn toys nekroys twn aimathrwn gegonotwn ths perasmenhs Paraskeyhs, otan o stratos anoije pyr kata twn diadhlwtwn.\nSthn prwteyoysa toy Oyzmpekistan, Taskendh, o kosmos diamartyrontan oti h thleorash kai to radiofwno den metedwsan kamia eidhsh gia ta osa ektylissontai sthn Antitzan.\nBagdath, 15 Maioy 2005 (13:54 UTC+2)\nTis soroys 34 anqrwpwn poy feroyn traymata apo pyrobolismo sto kefali apokalycan oi irakines arxes se treis diaforetikes topoqesies. Dekatreis apo tis soroys breqhkan se xwmaterh ths Bagdaths, deka sthn polh Ramanti kai 11 sthn Iskantarigia.\nTis soroys poy breqhkan se xwmaterh ths anatolikhs Bagdaths, me ta xeria demena me xeiropedes kai me traymata apo pyrobolismo sto kefali, entopisan ergates ths kaqariothtas, kata thn apokomidh twn skoypidiwn.\nSthn Iskantarigia, mia polh poy brisketai sto legomeno ``trigwno toy qanatoy'' ths irakinhs epikrateias, tessera apo ta ptwmata htan apokefalismena, enw tria alla anagnwristhkan ws Irakinoi stratiwtes.\nTexeranh, 15 Maioy 2005 (13:44 UTC+2)\nTo ``prasino fws'' gia thn paragwgh enos pyrhnikoy kaysimoy ``anace'' shmera, Kyriakh, to koinoboylio toy Iran.\nH Oyasigkton, poy apotelei kai ton megalytero epikrith toy Iran se o,ti afora to pyrhniko toy programma, antitiqetai se mia tetoia kinhsh, foboymenh thn kataskeyh pyrhnikwn oplwn apo thn Texeranh.\n``H Islamikh Dhmokratia toy Iran ypoxreoytai na analabei drash gia thn apokthsh pyrhnikhs texnologias gia eirhnikoys skopoys, symperilambanomenoy enos plhroys kykloy paragwghs kaysimoy, gia thn paragwgh 20.000 megabat hlektrikhs energeias'' anaferetai xarakthristika sthn apofash poy elabe to iraniko koinoboylio.\nShmeiwnetai oti yper ths apofashs chfisan oi 188 apo toys 205 parontes boyleytes.\nLondino, 15 Maioy 2005 (20:49 UTC+2)\nNees apokalyceis gia ton plhmmelh tropo synthrhshs kai diafylajhs twn Marmarwn toy Parqenwna apo th dioikhsh toy Bretanikoy Moyseioy, fernei sth dhmosiothta h bretanikh efhmerida ``The Sunday Telegraph''.\nSymfwna me to sxetiko dhmosieyma, mesa apo mia seira eggrafwn toy moyseioy, poy xronologoyntai apo to 1960 ews shmera, apokalyptetai oti ta Marmara toy Parqenwna exoyn kata kairoys ypostei fqores eite apo episkeptes h apo texnites toy moyseioy.\nSe mia periptwsh, to 1961, dyo episkeptes, maqhtes gymnasioy, arxisan na paleyoyn sto aiqrio toy Moyseioy me apotelesma to ena agori na pesei panw sta agalma toy Kentayroy kai na spasei meros ths akrhs toy podioy toy. Eikosi xronia argotera, enas texniths exase thn isorropia toy kai epese epanw sto gyalino qolo poy prostateye ena apo ta agalmata, me apotelesma ta spasmena gyalia na prokalesoyn fqores sto agalma.\nPara to gegonos oti yparxoyn polla stoixeia poy katadeiknyoyn oti h fylajh twn ekqematwn toy Parqenwna apo pleyras Bretanikoy Moyseioy den einai h kalyterh, h dieyqynsh toy den payei na diakhryttei oti ta glypta einai pio asfalh sto Londino apo o,ti sthn Aqhna, epishmainetai metajy allwn sto dhmosieyma ths bretanikhs efhmeridas.\nQessalonikh, 15 Maioy 2005 (17:52 UTC+2)\nThn ekqesh zwgrafikhs toy Xristoforoy Foridh, me dhmioyrgies ths teleytaias dietias, qa filojenei apo ayrio ews kai tis 31 Maioy to Alatza Imaret.\nThn ekqesh qa egkainiasei ayrio, stis 8 to brady, o antidhmarxos Politismoy toy Dhmoy Qessalonikhs, Xarhs Ahdonopoylos.\nO Xristoforos Foridhs gennhqhke sthn Qessalonikh. Didaxthke zwgrafikh konta se daskaloys ths polhs. Me zesta xrwmata kai dynamika sxedia apotypwnei tis dhmioyrgies toy, poy einai empneysmenes apo tis diaxronikes anazhthseis kai anhsyxies toy anqrwpoy, o opoios qelei th fantasia na synyparxei me thn pragmatikothta kai to pneyma me thn ylh. Apo to 1987 ews shmera, o Xristoforos Foridhs metra 14 atomikes kai omadikes ekqeseis sthn Ellada, metajy twn opoiwn kai mia sto Zappeio Megaro, to 2004.\nH ekqesh qa leitoyrgei kaqhmerina ektos Deyteras, apo Trith - Paraskeyh 10:00 - 14:00 kai 18:00 - 21:00, Sabbato 18:00 - 21:00 kai Kyriakh 10:00 - 14:00.\nAqhna, 15 Maioy 2005 (09:55 UTC+2)\nDyo moysikes parastaseis me apospasmata apo diafora erga toy Mikh Qeodwrakh paroysiazontai stis 22 kai 23 Maioy sto Wdeio Hrwdoy toy Attikoy, sto plaisio twn eortasmwn gia ta 80 xronia toy synqeth. Oi dyo parastaseis feroyn ton titlo ``Ta tragoydia toy erwta kai ths agaphs''.\nO idios o Mikhs Qeodwrakhs se shmeiwma toy me aformh tis dyo parastaseis toy Hrwdeioy shmeiwnei metajy allwn ``Egina 80 xronwn kai akoma den gnwrizw ean epeisa me to ergo moy oti gia mena to na grafw tragoydia h na synqetw symfwnika erga einai ena kai to ayto. Oti o idios eimai edw kai ekei...''.\nStis dyo moysikes parastaseis qa symmetexoyn h Sonia Qeodwridoy, h Nena Benetsanoy, o Layrenths Maxairitsas, o Dhmhtrhs Mpashs, o Zaxos Terzakhs, h Laikh Orxhstra ``Mikhs Qeodwrakhs'', h Symfwnikh Orxhstra ths ERT me solist thn Tatiana Papagewrgioy kai moysikh dieyqynsh toy Andrea Pylarinoy kai h xorwdia ths ERT, ypo th dieyqynsh toy Antwnh Kontogewrgioy. H kallitexnikh epimeleia kai h skhnoqesia toy optikoy ylikoy einai ths Margaritas Qeodwrakh.\nmpab2html v1.01d run on Sunday, 15 May 2005 - 18:13:54 UTC


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url: =Automotive | Get Capital | Raising Capital | Investment Opportunities betfree\n1 Results Found Funding needed for expansion on Chinese and other world markets\nLatvia, automotive investments Comments Off Capital Needed\n$$1mil and above More Details Submitted by minsang Page 1 of 11 Featured ListingsF-35 Lightning II, Modern Combat Flying Simulation MMO GameFrom Wild Bill Stealey, of MicroProse and F-19 Stealth Fighter game fame, comes F-35 Lightning II, a Modern Combat Sim Flying MMOG!BookingManager.comThe one place to go for holiday apartment owners that want more bookings better returns and save time Dimension Nexus AdventuresA new Game Design startup making the game Dimension Nexus Adventures. Talking to people at PAX the company realized how popular the game idea was with everyone. Now they are working hard to make this a reality.Raise Capital!Find Investors - Venture Capital & Angel Investors


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url: =US license plates starting X4AIP\nX4AIP your license plate number? If a license plate number is lost, take an occasion to visit this web-site. It will help to avoid the situation with confusion of license plate numbers. You can’t legally drive a vehicle without tags. You must replace lost or damaged license plates as soon as possible. Most states require an in-person visit; some allow drivers to download, complete, and mail in a replacement license plate application. This web page renders the license plate numbers, consisting of 7 symbols and having X4AIP in their beginning with all the possible patterns.\nX4AIP X4 AIP X4-AIP X4A IP X4A-IP\nX4AIPAA X4AIPAB X4AIPAC X4AIPAD X4AIPAE X4AIPAF X4AIPAG X4AIPAH X4AIPAI X4AIPAK X4AIPAL X4AIPAM X4AIPAN X4AIPAO X4AIPAP X4AIPAQ X4AIPAR X4AIPAS X4AIPAT X4AIPAV X4AIPAX X4AIPAY X4AIPA0 X4AIPA1 X4AIPA2 X4AIPA3 X4AIPA4 X4AIPA5 X4AIPA6 X4AIPA7 X4AIPA8 X4AIPA9\nX4AIPBA X4AIPBB X4AIPBC X4AIPBD X4AIPBE X4AIPBF X4AIPBG X4AIPBH X4AIPBI X4AIPBK X4AIPBL X4AIPBM X4AIPBN X4AIPBO X4AIPBP X4AIPBQ X4AIPBR X4AIPBS X4AIPBT X4AIPBV X4AIPBX X4AIPBY X4AIPB0 X4AIPB1 X4AIPB2 X4AIPB3 X4AIPB4 X4AIPB5 X4AIPB6 X4AIPB7 X4AIPB8 X4AIPB9\nX4AIPCA X4AIPCB X4AIPCC X4AIPCD X4AIPCE X4AIPCF X4AIPCG X4AIPCH X4AIPCI X4AIPCK X4AIPCL X4AIPCM X4AIPCN X4AIPCO X4AIPCP X4AIPCQ X4AIPCR X4AIPCS X4AIPCT X4AIPCV X4AIPCX X4AIPCY X4AIPC0 X4AIPC1 X4AIPC2 X4AIPC3 X4AIPC4 X4AIPC5 X4AIPC6 X4AIPC7 X4AIPC8 X4AIPC9\nX4AIPDA X4AIPDB X4AIPDC X4AIPDD X4AIPDE X4AIPDF X4AIPDG X4AIPDH X4AIPDI X4AIPDK X4AIPDL X4AIPDM X4AIPDN X4AIPDO X4AIPDP X4AIPDQ X4AIPDR X4AIPDS X4AIPDT X4AIPDV X4AIPDX X4AIPDY X4AIPD0 X4AIPD1 X4AIPD2 X4AIPD3 X4AIPD4 X4AIPD5 X4AIPD6 X4AIPD7 X4AIPD8 X4AIPD9\nX4AIPEA X4AIPEB X4AIPEC X4AIPED X4AIPEE X4AIPEF X4AIPEG X4AIPEH X4AIPEI X4AIPEK X4AIPEL X4AIPEM X4AIPEN X4AIPEO X4AIPEP X4AIPEQ X4AIPER X4AIPES X4AIPET X4AIPEV X4AIPEX X4AIPEY X4AIPE0 X4AIPE1 X4AIPE2 X4AIPE3 X4AIPE4 X4AIPE5 X4AIPE6 X4AIPE7 X4AIPE8 X4AIPE9\nX4AIPFA X4AIPFB X4AIPFC X4AIPFD X4AIPFE X4AIPFF X4AIPFG X4AIPFH X4AIPFI X4AIPFK X4AIPFL X4AIPFM X4AIPFN X4AIPFO X4AIPFP X4AIPFQ X4AIPFR X4AIPFS X4AIPFT X4AIPFV X4AIPFX X4AIPFY X4AIPF0 X4AIPF1 X4AIPF2 X4AIPF3 X4AIPF4 X4AIPF5 X4AIPF6 X4AIPF7 X4AIPF8 X4AIPF9\nX4AIPGA X4AIPGB X4AIPGC X4AIPGD X4AIPGE X4AIPGF X4AIPGG X4AIPGH X4AIPGI X4AIPGK X4AIPGL X4AIPGM X4AIPGN X4AIPGO X4AIPGP X4AIPGQ X4AIPGR X4AIPGS X4AIPGT X4AIPGV X4AIPGX X4AIPGY X4AIPG0 X4AIPG1 X4AIPG2 X4AIPG3 X4AIPG4 X4AIPG5 X4AIPG6 X4AIPG7 X4AIPG8 X4AIPG9\nX4AIPHA X4AIPHB X4AIPHC X4AIPHD X4AIPHE X4AIPHF X4AIPHG X4AIPHH X4AIPHI X4AIPHK X4AIPHL X4AIPHM X4AIPHN X4AIPHO X4AIPHP X4AIPHQ X4AIPHR X4AIPHS X4AIPHT X4AIPHV X4AIPHX X4AIPHY X4AIPH0 X4AIPH1 X4AIPH2 X4AIPH3 X4AIPH4 X4AIPH5 X4AIPH6 X4AIPH7 X4AIPH8 X4AIPH9\nX4AIPIA X4AIPIB X4AIPIC X4AIPID X4AIPIE X4AIPIF X4AIPIG X4AIPIH X4AIPII X4AIPIK X4AIPIL X4AIPIM X4AIPIN X4AIPIO X4AIPIP X4AIPIQ X4AIPIR X4AIPIS X4AIPIT X4AIPIV X4AIPIX X4AIPIY X4AIPI0 X4AIPI1 X4AIPI2 X4AIPI3 X4AIPI4 X4AIPI5 X4AIPI6 X4AIPI7 X4AIPI8 X4AIPI9\nX4AIPKA X4AIPKB X4AIPKC X4AIPKD X4AIPKE X4AIPKF X4AIPKG X4AIPKH X4AIPKI X4AIPKK X4AIPKL X4AIPKM X4AIPKN X4AIPKO X4AIPKP X4AIPKQ X4AIPKR X4AIPKS X4AIPKT X4AIPKV X4AIPKX X4AIPKY X4AIPK0 X4AIPK1 X4AIPK2 X4AIPK3 X4AIPK4 X4AIPK5 X4AIPK6 X4AIPK7 X4AIPK8 X4AIPK9\nX4AIPLA X4AIPLB X4AIPLC X4AIPLD X4AIPLE X4AIPLF X4AIPLG X4AIPLH X4AIPLI X4AIPLK X4AIPLL X4AIPLM X4AIPLN X4AIPLO X4AIPLP X4AIPLQ X4AIPLR X4AIPLS X4AIPLT X4AIPLV X4AIPLX X4AIPLY X4AIPL0 X4AIPL1 X4AIPL2 X4AIPL3 X4AIPL4 X4AIPL5 X4AIPL6 X4AIPL7 X4AIPL8 X4AIPL9\nX4AIPMA X4AIPMB X4AIPMC X4AIPMD X4AIPME X4AIPMF X4AIPMG X4AIPMH X4AIPMI X4AIPMK X4AIPML X4AIPMM X4AIPMN X4AIPMO X4AIPMP X4AIPMQ X4AIPMR X4AIPMS X4AIPMT X4AIPMV X4AIPMX X4AIPMY X4AIPM0 X4AIPM1 X4AIPM2 X4AIPM3 X4AIPM4 X4AIPM5 X4AIPM6 X4AIPM7 X4AIPM8 X4AIPM9\nX4AIPNA X4AIPNB X4AIPNC X4AIPND X4AIPNE X4AIPNF X4AIPNG X4AIPNH X4AIPNI X4AIPNK X4AIPNL X4AIPNM X4AIPNN X4AIPNO X4AIPNP X4AIPNQ X4AIPNR X4AIPNS X4AIPNT X4AIPNV X4AIPNX X4AIPNY X4AIPN0 X4AIPN1 X4AIPN2 X4AIPN3 X4AIPN4 X4AIPN5 X4AIPN6 X4AIPN7 X4AIPN8 X4AIPN9\nX4AIPOA X4AIPOB X4AIPOC X4AIPOD X4AIPOE X4AIPOF X4AIPOG X4AIPOH X4AIPOI X4AIPOK X4AIPOL X4AIPOM X4AIPON X4AIPOO X4AIPOP X4AIPOQ X4AIPOR X4AIPOS X4AIPOT X4AIPOV X4AIPOX X4AIPOY X4AIPO0 X4AIPO1 X4AIPO2 X4AIPO3 X4AIPO4 X4AIPO5 X4AIPO6 X4AIPO7 X4AIPO8 X4AIPO9\nX4AIPPA X4AIPPB X4AIPPC X4AIPPD X4AIPPE X4AIPPF X4AIPPG X4AIPPH X4AIPPI X4AIPPK X4AIPPL X4AIPPM X4AIPPN X4AIPPO X4AIPPP X4AIPPQ X4AIPPR X4AIPPS X4AIPPT X4AIPPV X4AIPPX X4AIPPY X4AIPP0 X4AIPP1 X4AIPP2 X4AIPP3 X4AIPP4 X4AIPP5 X4AIPP6 X4AIPP7 X4AIPP8 X4AIPP9\nX4AIPQA X4AIPQB X4AIPQC X4AIPQD X4AIPQE X4AIPQF X4AIPQG X4AIPQH X4AIPQI X4AIPQK X4AIPQL X4AIPQM X4AIPQN X4AIPQO X4AIPQP X4AIPQQ X4AIPQR X4AIPQS X4AIPQT X4AIPQV X4AIPQX X4AIPQY X4AIPQ0 X4AIPQ1 X4AIPQ2 X4AIPQ3 X4AIPQ4 X4AIPQ5 X4AIPQ6 X4AIPQ7 X4AIPQ8 X4AIPQ9\nX4AIPRA X4AIPRB X4AIPRC X4AIPRD X4AIPRE X4AIPRF X4AIPRG X4AIPRH X4AIPRI X4AIPRK X4AIPRL X4AIPRM X4AIPRN X4AIPRO X4AIPRP X4AIPRQ X4AIPRR X4AIPRS X4AIPRT X4AIPRV X4AIPRX X4AIPRY X4AIPR0 X4AIPR1 X4AIPR2 X4AIPR3 X4AIPR4 X4AIPR5 X4AIPR6 X4AIPR7 X4AIPR8 X4AIPR9\nX4AIPSA X4AIPSB X4AIPSC X4AIPSD X4AIPSE X4AIPSF X4AIPSG X4AIPSH X4AIPSI X4AIPSK X4AIPSL X4AIPSM X4AIPSN X4AIPSO X4AIPSP X4AIPSQ X4AIPSR X4AIPSS X4AIPST X4AIPSV X4AIPSX X4AIPSY X4AIPS0 X4AIPS1 X4AIPS2 X4AIPS3 X4AIPS4 X4AIPS5 X4AIPS6 X4AIPS7 X4AIPS8 X4AIPS9\nX4AIPTA X4AIPTB X4AIPTC X4AIPTD X4AIPTE X4AIPTF X4AIPTG X4AIPTH X4AIPTI X4AIPTK X4AIPTL X4AIPTM X4AIPTN X4AIPTO X4AIPTP X4AIPTQ X4AIPTR X4AIPTS X4AIPTT X4AIPTV X4AIPTX X4AIPTY X4AIPT0 X4AIPT1 X4AIPT2 X4AIPT3 X4AIPT4 X4AIPT5 X4AIPT6 X4AIPT7 X4AIPT8 X4AIPT9\nX4AIPVA X4AIPVB X4AIPVC X4AIPVD X4AIPVE X4AIPVF X4AIPVG X4AIPVH X4AIPVI X4AIPVK X4AIPVL X4AIPVM X4AIPVN X4AIPVO X4AIPVP X4AIPVQ X4AIPVR X4AIPVS X4AIPVT X4AIPVV X4AIPVX X4AIPVY X4AIPV0 X4AIPV1 X4AIPV2 X4AIPV3 X4AIPV4 X4AIPV5 X4AIPV6 X4AIPV7 X4AIPV8 X4AIPV9\nX4AIPXA X4AIPXB X4AIPXC X4AIPXD X4AIPXE X4AIPXF X4AIPXG X4AIPXH X4AIPXI X4AIPXK X4AIPXL X4AIPXM X4AIPXN X4AIPXO X4AIPXP X4AIPXQ X4AIPXR X4AIPXS X4AIPXT X4AIPXV X4AIPXX X4AIPXY X4AIPX0 X4AIPX1 X4AIPX2 X4AIPX3 X4AIPX4 X4AIPX5 X4AIPX6 X4AIPX7 X4AIPX8 X4AIPX9\nX4AIPYA X4AIPYB X4AIPYC X4AIPYD X4AIPYE X4AIPYF X4AIPYG X4AIPYH X4AIPYI X4AIPYK X4AIPYL X4AIPYM X4AIPYN X4AIPYO X4AIPYP X4AIPYQ X4AIPYR X4AIPYS X4AIPYT X4AIPYV X4AIPYX X4AIPYY X4AIPY0 X4AIPY1 X4AIPY2 X4AIPY3 X4AIPY4 X4AIPY5 X4AIPY6 X4AIPY7 X4AIPY8 X4AIPY9\nX4AIP0A X4AIP0B X4AIP0C X4AIP0D X4AIP0E X4AIP0F X4AIP0G X4AIP0H X4AIP0I X4AIP0K X4AIP0L X4AIP0M X4AIP0N X4AIP0O X4AIP0P X4AIP0Q X4AIP0R X4AIP0S X4AIP0T X4AIP0V X4AIP0X X4AIP0Y X4AIP00 X4AIP01 X4AIP02 X4AIP03 X4AIP04 X4AIP05 X4AIP06 X4AIP07 X4AIP08 X4AIP09\nX4AIP1A X4AIP1B X4AIP1C X4AIP1D X4AIP1E X4AIP1F X4AIP1G X4AIP1H X4AIP1I X4AIP1K X4AIP1L X4AIP1M X4AIP1N X4AIP1O X4AIP1P X4AIP1Q X4AIP1R X4AIP1S X4AIP1T X4AIP1V X4AIP1X X4AIP1Y X4AIP10 X4AIP11 X4AIP12 X4AIP13 X4AIP14 X4AIP15 X4AIP16 X4AIP17 X4AIP18 X4AIP19\nX4AIP2A X4AIP2B X4AIP2C X4AIP2D X4AIP2E X4AIP2F X4AIP2G X4AIP2H X4AIP2I X4AIP2K X4AIP2L X4AIP2M X4AIP2N X4AIP2O X4AIP2P X4AIP2Q X4AIP2R X4AIP2S X4AIP2T X4AIP2V X4AIP2X X4AIP2Y X4AIP20 X4AIP21 X4AIP22 X4AIP23 X4AIP24 X4AIP25 X4AIP26 X4AIP27 X4AIP28 X4AIP29\nX4AIP3A X4AIP3B X4AIP3C X4AIP3D X4AIP3E X4AIP3F X4AIP3G X4AIP3H X4AIP3I X4AIP3K X4AIP3L X4AIP3M X4AIP3N X4AIP3O X4AIP3P X4AIP3Q X4AIP3R X4AIP3S X4AIP3T X4AIP3V X4AIP3X X4AIP3Y X4AIP30 X4AIP31 X4AIP32 X4AIP33 X4AIP34 X4AIP35 X4AIP36 X4AIP37 X4AIP38 X4AIP39\nX4AIP4A X4AIP4B X4AIP4C X4AIP4D X4AIP4E X4AIP4F X4AIP4G X4AIP4H X4AIP4I X4AIP4K X4AIP4L X4AIP4M X4AIP4N X4AIP4O X4AIP4P X4AIP4Q X4AIP4R X4AIP4S X4AIP4T X4AIP4V X4AIP4X X4AIP4Y X4AIP40 X4AIP41 X4AIP42 X4AIP43 X4AIP44 X4AIP45 X4AIP46 X4AIP47 X4AIP48 X4AIP49\nX4AIP5A X4AIP5B X4AIP5C X4AIP5D X4AIP5E X4AIP5F X4AIP5G X4AIP5H X4AIP5I X4AIP5K X4AIP5L X4AIP5M X4AIP5N X4AIP5O X4AIP5P X4AIP5Q X4AIP5R X4AIP5S X4AIP5T X4AIP5V X4AIP5X X4AIP5Y X4AIP50 X4AIP51 X4AIP52 X4AIP53 X4AIP54 X4AIP55 X4AIP56 X4AIP57 X4AIP58 X4AIP59\nX4AIP6A X4AIP6B X4AIP6C X4AIP6D X4AIP6E X4AIP6F X4AIP6G X4AIP6H X4AIP6I X4AIP6K X4AIP6L X4AIP6M X4AIP6N X4AIP6O X4AIP6P X4AIP6Q X4AIP6R X4AIP6S X4AIP6T X4AIP6V X4AIP6X X4AIP6Y X4AIP60 X4AIP61 X4AIP62 X4AIP63 X4AIP64 X4AIP65 X4AIP66 X4AIP67 X4AIP68 X4AIP69\nX4AIP7A X4AIP7B X4AIP7C X4AIP7D X4AIP7E X4AIP7F X4AIP7G X4AIP7H X4AIP7I X4AIP7K X4AIP7L X4AIP7M X4AIP7N X4AIP7O X4AIP7P X4AIP7Q X4AIP7R X4AIP7S X4AIP7T X4AIP7V X4AIP7X X4AIP7Y X4AIP70 X4AIP71 X4AIP72 X4AIP73 X4AIP74 X4AIP75 X4AIP76 X4AIP77 X4AIP78 X4AIP79\nX4AIP8A X4AIP8B X4AIP8C X4AIP8D X4AIP8E X4AIP8F X4AIP8G X4AIP8H X4AIP8I X4AIP8K X4AIP8L X4AIP8M X4AIP8N X4AIP8O X4AIP8P X4AIP8Q X4AIP8R X4AIP8S X4AIP8T X4AIP8V X4AIP8X X4AIP8Y X4AIP80 X4AIP81 X4AIP82 X4AIP83 X4AIP84 X4AIP85 X4AIP86 X4AIP87 X4AIP88 X4AIP89\nX4AIP9A X4AIP9B X4AIP9C X4AIP9D X4AIP9E X4AIP9F X4AIP9G X4AIP9H X4AIP9I X4AIP9K X4AIP9L X4AIP9M X4AIP9N X4AIP9O X4AIP9P X4AIP9Q X4AIP9R X4AIP9S X4AIP9T X4AIP9V X4AIP9X X4AIP9Y X4AIP90 X4AIP91 X4AIP92 X4AIP93 X4AIP94 X4AIP95 X4AIP96 X4AIP97 X4AIP98 X4AIP99\nX4A IPAA X4A IPAB X4A IPAC X4A IPAD X4A IPAE X4A IPAF X4A IPAG X4A IPAH X4A IPAI X4A IPAK X4A IPAL X4A IPAM X4A IPAN X4A IPAO X4A IPAP X4A IPAQ X4A IPAR X4A IPAS X4A IPAT X4A IPAV X4A IPAX X4A IPAY X4A IPA0 X4A IPA1 X4A IPA2 X4A IPA3 X4A IPA4 X4A IPA5 X4A IPA6 X4A IPA7 X4A IPA8 X4A IPA9\nX4A IPBA X4A IPBB X4A IPBC X4A IPBD X4A IPBE X4A IPBF X4A IPBG X4A IPBH X4A IPBI X4A IPBK X4A IPBL X4A IPBM X4A IPBN X4A IPBO X4A IPBP X4A IPBQ X4A IPBR X4A IPBS X4A IPBT X4A IPBV X4A IPBX X4A IPBY X4A IPB0 X4A IPB1 X4A IPB2 X4A IPB3 X4A IPB4 X4A IPB5 X4A IPB6 X4A IPB7 X4A IPB8 X4A IPB9\nX4A IPCA X4A IPCB X4A IPCC X4A IPCD X4A IPCE X4A IPCF X4A IPCG X4A IPCH X4A IPCI X4A IPCK X4A IPCL X4A IPCM X4A IPCN X4A IPCO X4A IPCP X4A IPCQ X4A IPCR X4A IPCS X4A IPCT X4A IPCV X4A IPCX X4A IPCY X4A IPC0 X4A IPC1 X4A IPC2 X4A IPC3 X4A IPC4 X4A IPC5 X4A IPC6 X4A IPC7 X4A IPC8 X4A IPC9\nX4A IPDA X4A IPDB X4A IPDC X4A IPDD X4A IPDE X4A IPDF X4A IPDG X4A IPDH X4A IPDI X4A IPDK X4A IPDL X4A IPDM X4A IPDN X4A IPDO X4A IPDP X4A IPDQ X4A IPDR X4A IPDS X4A IPDT X4A IPDV X4A IPDX X4A IPDY X4A IPD0 X4A IPD1 X4A IPD2 X4A IPD3 X4A IPD4 X4A IPD5 X4A IPD6 X4A IPD7 X4A IPD8 X4A IPD9\nX4A IPEA X4A IPEB X4A IPEC X4A IPED X4A IPEE X4A IPEF X4A IPEG X4A IPEH X4A IPEI X4A IPEK X4A IPEL X4A IPEM X4A IPEN X4A IPEO X4A IPEP X4A IPEQ X4A IPER X4A IPES X4A IPET X4A IPEV X4A IPEX X4A IPEY X4A IPE0 X4A IPE1 X4A IPE2 X4A IPE3 X4A IPE4 X4A IPE5 X4A IPE6 X4A IPE7 X4A IPE8 X4A IPE9\nX4A IPFA X4A IPFB X4A IPFC X4A IPFD X4A IPFE X4A IPFF X4A IPFG X4A IPFH X4A IPFI X4A IPFK X4A IPFL X4A IPFM X4A IPFN X4A IPFO X4A IPFP X4A IPFQ X4A IPFR X4A IPFS X4A IPFT X4A IPFV X4A IPFX X4A IPFY X4A IPF0 X4A IPF1 X4A IPF2 X4A IPF3 X4A IPF4 X4A IPF5 X4A IPF6 X4A IPF7 X4A IPF8 X4A IPF9\nX4A IPGA X4A IPGB X4A IPGC X4A IPGD X4A IPGE X4A IPGF X4A IPGG X4A IPGH X4A IPGI X4A IPGK X4A IPGL X4A IPGM X4A IPGN X4A IPGO X4A IPGP X4A IPGQ X4A IPGR X4A IPGS X4A IPGT X4A IPGV X4A IPGX X4A IPGY X4A IPG0 X4A IPG1 X4A IPG2 X4A IPG3 X4A IPG4 X4A IPG5 X4A IPG6 X4A IPG7 X4A IPG8 X4A IPG9\nX4A IPHA X4A IPHB X4A IPHC X4A IPHD X4A IPHE X4A IPHF X4A IPHG X4A IPHH X4A IPHI X4A IPHK X4A IPHL X4A IPHM X4A IPHN X4A IPHO X4A IPHP X4A IPHQ X4A IPHR X4A IPHS X4A IPHT X4A IPHV X4A IPHX X4A IPHY X4A IPH0 X4A IPH1 X4A IPH2 X4A IPH3 X4A IPH4 X4A IPH5 X4A IPH6 X4A IPH7 X4A IPH8 X4A IPH9\nX4A IPIA X4A IPIB X4A IPIC X4A IPID X4A IPIE X4A IPIF X4A IPIG X4A IPIH X4A IPII X4A IPIK X4A IPIL X4A IPIM X4A IPIN X4A IPIO X4A IPIP X4A IPIQ X4A IPIR X4A IPIS X4A IPIT X4A IPIV X4A IPIX X4A IPIY X4A IPI0 X4A IPI1 X4A IPI2 X4A IPI3 X4A IPI4 X4A IPI5 X4A IPI6 X4A IPI7 X4A IPI8 X4A IPI9\nX4A IPKA X4A IPKB X4A IPKC X4A IPKD X4A IPKE X4A IPKF X4A IPKG X4A IPKH X4A IPKI X4A IPKK X4A IPKL X4A IPKM X4A IPKN X4A IPKO X4A IPKP X4A IPKQ X4A IPKR X4A IPKS X4A IPKT X4A IPKV X4A IPKX X4A IPKY X4A IPK0 X4A IPK1 X4A IPK2 X4A IPK3 X4A IPK4 X4A IPK5 X4A IPK6 X4A IPK7 X4A IPK8 X4A IPK9\nX4A IPLA X4A IPLB X4A IPLC X4A IPLD X4A IPLE X4A IPLF X4A IPLG X4A IPLH X4A IPLI X4A IPLK X4A IPLL X4A IPLM X4A IPLN X4A IPLO X4A IPLP X4A IPLQ X4A IPLR X4A IPLS X4A IPLT X4A IPLV X4A IPLX X4A IPLY X4A IPL0 X4A IPL1 X4A IPL2 X4A IPL3 X4A IPL4 X4A IPL5 X4A IPL6 X4A IPL7 X4A IPL8 X4A IPL9\nX4A IPMA X4A IPMB X4A IPMC X4A IPMD X4A IPME X4A IPMF X4A IPMG X4A IPMH X4A IPMI X4A IPMK X4A IPML X4A IPMM X4A IPMN X4A IPMO X4A IPMP X4A IPMQ X4A IPMR X4A IPMS X4A IPMT X4A IPMV X4A IPMX X4A IPMY X4A IPM0 X4A IPM1 X4A IPM2 X4A IPM3 X4A IPM4 X4A IPM5 X4A IPM6 X4A IPM7 X4A IPM8 X4A IPM9\nX4A IPNA X4A IPNB X4A IPNC X4A IPND X4A IPNE X4A IPNF X4A IPNG X4A IPNH X4A IPNI X4A IPNK X4A IPNL X4A IPNM X4A IPNN X4A IPNO X4A IPNP X4A IPNQ X4A IPNR X4A IPNS X4A IPNT X4A IPNV X4A IPNX X4A IPNY X4A IPN0 X4A IPN1 X4A IPN2 X4A IPN3 X4A IPN4 X4A IPN5 X4A IPN6 X4A IPN7 X4A IPN8 X4A IPN9\nX4A IPOA X4A IPOB X4A IPOC X4A IPOD X4A IPOE X4A IPOF X4A IPOG X4A IPOH X4A IPOI X4A IPOK X4A IPOL X4A IPOM X4A IPON X4A IPOO X4A IPOP X4A IPOQ X4A IPOR X4A IPOS X4A IPOT X4A IPOV X4A IPOX X4A IPOY X4A IPO0 X4A IPO1 X4A IPO2 X4A IPO3 X4A IPO4 X4A IPO5 X4A IPO6 X4A IPO7 X4A IPO8 X4A IPO9\nX4A IPPA X4A IPPB X4A IPPC X4A IPPD X4A IPPE X4A IPPF X4A IPPG X4A IPPH X4A IPPI X4A IPPK X4A IPPL X4A IPPM X4A IPPN X4A IPPO X4A IPPP X4A IPPQ X4A IPPR X4A IPPS X4A IPPT X4A IPPV X4A IPPX X4A IPPY X4A IPP0 X4A IPP1 X4A IPP2 X4A IPP3 X4A IPP4 X4A IPP5 X4A IPP6 X4A IPP7 X4A IPP8 X4A IPP9\nX4A IPQA X4A IPQB X4A IPQC X4A IPQD X4A IPQE X4A IPQF X4A IPQG X4A IPQH X4A IPQI X4A IPQK X4A IPQL X4A IPQM X4A IPQN X4A IPQO X4A IPQP X4A IPQQ X4A IPQR X4A IPQS X4A IPQT X4A IPQV X4A IPQX X4A IPQY X4A IPQ0 X4A IPQ1 X4A IPQ2 X4A IPQ3 X4A IPQ4 X4A IPQ5 X4A IPQ6 X4A IPQ7 X4A IPQ8 X4A IPQ9\nX4A IPRA X4A IPRB X4A IPRC X4A IPRD X4A IPRE X4A IPRF X4A IPRG X4A IPRH X4A IPRI X4A IPRK X4A IPRL X4A IPRM X4A IPRN X4A IPRO X4A IPRP X4A IPRQ X4A IPRR X4A IPRS X4A IPRT X4A IPRV X4A IPRX X4A IPRY X4A IPR0 X4A IPR1 X4A IPR2 X4A IPR3 X4A IPR4 X4A IPR5 X4A IPR6 X4A IPR7 X4A IPR8 X4A IPR9\nX4A IPSA X4A IPSB X4A IPSC X4A IPSD X4A IPSE X4A IPSF X4A IPSG X4A IPSH X4A IPSI X4A IPSK X4A IPSL X4A IPSM X4A IPSN X4A IPSO X4A IPSP X4A IPSQ X4A IPSR X4A IPSS X4A IPST X4A IPSV X4A IPSX X4A IPSY X4A IPS0 X4A IPS1 X4A IPS2 X4A IPS3 X4A IPS4 X4A IPS5 X4A IPS6 X4A IPS7 X4A IPS8 X4A IPS9\nX4A IPTA X4A IPTB X4A IPTC X4A IPTD X4A IPTE X4A IPTF X4A IPTG X4A IPTH X4A IPTI X4A IPTK X4A IPTL X4A IPTM X4A IPTN X4A IPTO X4A IPTP X4A IPTQ X4A IPTR X4A IPTS X4A IPTT X4A IPTV X4A IPTX X4A IPTY X4A IPT0 X4A IPT1 X4A IPT2 X4A IPT3 X4A IPT4 X4A IPT5 X4A IPT6 X4A IPT7 X4A IPT8 X4A IPT9\nX4A IPVA X4A IPVB X4A IPVC X4A IPVD X4A IPVE X4A IPVF X4A IPVG X4A IPVH X4A IPVI X4A IPVK X4A IPVL X4A IPVM X4A IPVN X4A IPVO X4A IPVP X4A IPVQ X4A IPVR X4A IPVS X4A IPVT X4A IPVV X4A IPVX X4A IPVY X4A IPV0 X4A IPV1 X4A IPV2 X4A IPV3 X4A IPV4 X4A IPV5 X4A IPV6 X4A IPV7 X4A IPV8 X4A IPV9\nX4A IPXA X4A IPXB X4A IPXC X4A IPXD X4A IPXE X4A IPXF X4A IPXG X4A IPXH X4A IPXI X4A IPXK X4A IPXL X4A IPXM X4A IPXN X4A IPXO X4A IPXP X4A IPXQ X4A IPXR X4A IPXS X4A IPXT X4A IPXV X4A IPXX X4A IPXY X4A IPX0 X4A IPX1 X4A IPX2 X4A IPX3 X4A IPX4 X4A IPX5 X4A IPX6 X4A IPX7 X4A IPX8 X4A IPX9\nX4A IPYA X4A IPYB X4A IPYC X4A IPYD X4A IPYE X4A IPYF X4A IPYG X4A IPYH X4A IPYI X4A IPYK X4A IPYL X4A IPYM X4A IPYN X4A IPYO X4A IPYP X4A IPYQ X4A IPYR X4A IPYS X4A IPYT X4A IPYV X4A IPYX X4A IPYY X4A IPY0 X4A IPY1 X4A IPY2 X4A IPY3 X4A IPY4 X4A IPY5 X4A IPY6 X4A IPY7 X4A IPY8 X4A IPY9\nX4A IP0A X4A IP0B X4A IP0C X4A IP0D X4A IP0E X4A IP0F X4A IP0G X4A IP0H X4A IP0I X4A IP0K X4A IP0L X4A IP0M X4A IP0N X4A IP0O X4A IP0P X4A IP0Q X4A IP0R X4A IP0S X4A IP0T X4A IP0V X4A IP0X X4A IP0Y X4A IP00 X4A IP01 X4A IP02 X4A IP03 X4A IP04 X4A IP05 X4A IP06 X4A IP07 X4A IP08 X4A IP09\nX4A IP1A X4A IP1B X4A IP1C X4A IP1D X4A IP1E X4A IP1F X4A IP1G X4A IP1H X4A IP1I X4A IP1K X4A IP1L X4A IP1M X4A IP1N X4A IP1O X4A IP1P X4A IP1Q X4A IP1R X4A IP1S X4A IP1T X4A IP1V X4A IP1X X4A IP1Y X4A IP10 X4A IP11 X4A IP12 X4A IP13 X4A IP14 X4A IP15 X4A IP16 X4A IP17 X4A IP18 X4A IP19\nX4A IP2A X4A IP2B X4A IP2C X4A IP2D X4A IP2E X4A IP2F X4A IP2G X4A IP2H X4A IP2I X4A IP2K X4A IP2L X4A IP2M X4A IP2N X4A IP2O X4A IP2P X4A IP2Q X4A IP2R X4A IP2S X4A IP2T X4A IP2V X4A IP2X X4A IP2Y X4A IP20 X4A IP21 X4A IP22 X4A IP23 X4A IP24 X4A IP25 X4A IP26 X4A IP27 X4A IP28 X4A IP29\nX4A IP3A X4A IP3B X4A IP3C X4A IP3D X4A IP3E X4A IP3F X4A IP3G X4A IP3H X4A IP3I X4A IP3K X4A IP3L X4A IP3M X4A IP3N X4A IP3O X4A IP3P X4A IP3Q X4A IP3R X4A IP3S X4A IP3T X4A IP3V X4A IP3X X4A IP3Y X4A IP30 X4A IP31 X4A IP32 X4A IP33 X4A IP34 X4A IP35 X4A IP36 X4A IP37 X4A IP38 X4A IP39\nX4A IP4A X4A IP4B X4A IP4C X4A IP4D X4A IP4E X4A IP4F X4A IP4G X4A IP4H X4A IP4I X4A IP4K X4A IP4L X4A IP4M X4A IP4N X4A IP4O X4A IP4P X4A IP4Q X4A IP4R X4A IP4S X4A IP4T X4A IP4V X4A IP4X X4A IP4Y X4A IP40 X4A IP41 X4A IP42 X4A IP43 X4A IP44 X4A IP45 X4A IP46 X4A IP47 X4A IP48 X4A IP49\nX4A IP5A X4A IP5B X4A IP5C X4A IP5D X4A IP5E X4A IP5F X4A IP5G X4A IP5H X4A IP5I X4A IP5K X4A IP5L X4A IP5M X4A IP5N X4A IP5O X4A IP5P X4A IP5Q X4A IP5R X4A IP5S X4A IP5T X4A IP5V X4A IP5X X4A IP5Y X4A IP50 X4A IP51 X4A IP52 X4A IP53 X4A IP54 X4A IP55 X4A IP56 X4A IP57 X4A IP58 X4A IP59\nX4A IP6A X4A IP6B X4A IP6C X4A IP6D X4A IP6E X4A IP6F X4A IP6G X4A IP6H X4A IP6I X4A IP6K X4A IP6L X4A IP6M X4A IP6N X4A IP6O X4A IP6P X4A IP6Q X4A IP6R X4A IP6S X4A IP6T X4A IP6V X4A IP6X X4A IP6Y X4A IP60 X4A IP61 X4A IP62 X4A IP63 X4A IP64 X4A IP65 X4A IP66 X4A IP67 X4A IP68 X4A IP69\nX4A IP7A X4A IP7B X4A IP7C X4A IP7D X4A IP7E X4A IP7F X4A IP7G X4A IP7H X4A IP7I X4A IP7K X4A IP7L X4A IP7M X4A IP7N X4A IP7O X4A IP7P X4A IP7Q X4A IP7R X4A IP7S X4A IP7T X4A IP7V X4A IP7X X4A IP7Y X4A IP70 X4A IP71 X4A IP72 X4A IP73 X4A IP74 X4A IP75 X4A IP76 X4A IP77 X4A IP78 X4A IP79\nX4A IP8A X4A IP8B X4A IP8C X4A IP8D X4A IP8E X4A IP8F X4A IP8G X4A IP8H X4A IP8I X4A IP8K X4A IP8L X4A IP8M X4A IP8N X4A IP8O X4A IP8P X4A IP8Q X4A IP8R X4A IP8S X4A IP8T X4A IP8V X4A IP8X X4A IP8Y X4A IP80 X4A IP81 X4A IP82 X4A IP83 X4A IP84 X4A IP85 X4A IP86 X4A IP87 X4A IP88 X4A IP89\nX4A IP9A X4A IP9B X4A IP9C X4A IP9D X4A IP9E X4A IP9F X4A IP9G X4A IP9H X4A IP9I X4A IP9K X4A IP9L X4A IP9M X4A IP9N X4A IP9O X4A IP9P X4A IP9Q X4A IP9R X4A IP9S X4A IP9T X4A IP9V X4A IP9X X4A IP9Y X4A IP90 X4A IP91 X4A IP92 X4A IP93 X4A IP94 X4A IP95 X4A IP96 X4A IP97 X4A IP98 X4A IP99\nX4A-IPAA X4A-IPAB X4A-IPAC X4A-IPAD X4A-IPAE X4A-IPAF X4A-IPAG X4A-IPAH X4A-IPAI X4A-IPAK X4A-IPAL X4A-IPAM X4A-IPAN X4A-IPAO X4A-IPAP X4A-IPAQ X4A-IPAR X4A-IPAS X4A-IPAT X4A-IPAV X4A-IPAX X4A-IPAY X4A-IPA0 X4A-IPA1 X4A-IPA2 X4A-IPA3 X4A-IPA4 X4A-IPA5 X4A-IPA6 X4A-IPA7 X4A-IPA8 X4A-IPA9\nX4A-IPBA X4A-IPBB X4A-IPBC X4A-IPBD X4A-IPBE X4A-IPBF X4A-IPBG X4A-IPBH X4A-IPBI X4A-IPBK X4A-IPBL X4A-IPBM X4A-IPBN X4A-IPBO X4A-IPBP X4A-IPBQ X4A-IPBR X4A-IPBS X4A-IPBT X4A-IPBV X4A-IPBX X4A-IPBY X4A-IPB0 X4A-IPB1 X4A-IPB2 X4A-IPB3 X4A-IPB4 X4A-IPB5 X4A-IPB6 X4A-IPB7 X4A-IPB8 X4A-IPB9\nX4A-IPCA X4A-IPCB X4A-IPCC X4A-IPCD X4A-IPCE X4A-IPCF X4A-IPCG X4A-IPCH X4A-IPCI X4A-IPCK X4A-IPCL X4A-IPCM X4A-IPCN X4A-IPCO X4A-IPCP X4A-IPCQ X4A-IPCR X4A-IPCS X4A-IPCT X4A-IPCV X4A-IPCX X4A-IPCY X4A-IPC0 X4A-IPC1 X4A-IPC2 X4A-IPC3 X4A-IPC4 X4A-IPC5 X4A-IPC6 X4A-IPC7 X4A-IPC8 X4A-IPC9\nX4A-IPDA X4A-IPDB X4A-IPDC X4A-IPDD X4A-IPDE X4A-IPDF X4A-IPDG X4A-IPDH X4A-IPDI X4A-IPDK X4A-IPDL X4A-IPDM X4A-IPDN X4A-IPDO X4A-IPDP X4A-IPDQ X4A-IPDR X4A-IPDS X4A-IPDT X4A-IPDV X4A-IPDX X4A-IPDY X4A-IPD0 X4A-IPD1 X4A-IPD2 X4A-IPD3 X4A-IPD4 X4A-IPD5 X4A-IPD6 X4A-IPD7 X4A-IPD8 X4A-IPD9\nX4A-IPEA X4A-IPEB X4A-IPEC X4A-IPED X4A-IPEE X4A-IPEF X4A-IPEG X4A-IPEH X4A-IPEI X4A-IPEK X4A-IPEL X4A-IPEM X4A-IPEN X4A-IPEO X4A-IPEP 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X4A-IP99


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