<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom">
	<channel>
		<atom:link href="" rel="self" type="application/rss+xml" />
		<title>Latest posts in: PDF Secretul Hititilor de C.W. Ceram carti mistere si stiinta</title>
		<link>https://www.latimp.net/index.php/forum/rss/?thread=26355</link>
		<description>Latest forum posts on: latimp.net</description>
		<item>
			<title>PDF Secretul Hititilor de C.W. Ceram carti mistere si stiinta</title>
			<link>https://www.latimp.net/index.php/forum/-292/pdf-secretul-hititilor-de-c-w-ceram-carti-mistere-si-stiinta/?post=149709</link>
			<description><![CDATA[<p><span style="font-size:14px;"><strong>Secretul Hititilor de C.W. Ceram</strong></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">C.W. Ceram este pseudonimul lui Kurt W. Marek. Marek s-a născut la Berlin &icirc;n timpul primului război mondial şi a lucrat ca ziarist, critic de teatru şi chiar editor &icirc;nainte de a-şi pune numeroasele talente &icirc;n slujba scrisului. <i>Secretul hitiţilor,</i> a doua carte a sa, a fost publicată pentru prima dată &icirc;n 1955. Kurt W. Marek a murit &icirc;n 1972.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<h2 style="margin:12pt 0in 3pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><a name="bookmark3"></a><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">Prefaţă</span></span></span></span></span></h2>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Hititologia este una din cele mai noi ramuri ale arheologiei. Istoria evoluţiei sale, care constituie subiectul prezentei cărţi, abundă de erori ridicole, de dificultăţi greu de surmontat şi de triumfuri neaşteptate, care fac din cercetarea trecutului o ocupaţie at&acirc;t de captivantă. Arheologul a cunoscut perioade de speranţă debordantă şi de dezamăgire fără margini, iar cercetătorul &icirc;nsărcinat cu descifrarea scrierilor a &icirc;ndurat frustrări interminabile.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Descoperirea hitiţilor este o aventură extrem de pasionantă a spiritului uman. &Icirc;n puţin mai mult de o sută de ani, un popor căruia nu i se cunoştea dec&acirc;t numele a devenit parte integrantă a istoriei civilizaţiei noastre. Mai sunt &icirc;ncă multe de aflat despre Imperiul Hitiţilor, dar &icirc;nceputul a fost făcut cu dreptul.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Literatura ştiinţifică abundă de confuzii privind ortografia numelor. Redarea fonetică a numelor din limba turcă clasică şi modernă diferă &icirc;n mod evident de la o limbă la alta. Mai mult, nici chiar savanţii care folosesc aceeaşi limbă nu cad &icirc;ntotdeauna de acord. Găsim numele <i>Boghazk&ouml;y</i> redat &icirc;n diferite moduri, <i>Bogaz-kdy</i> şi <i>Boghaz-keui.</i> Cititorul neiniţiat nu are de unde să ştie că este vorba despre locul unde era situată localitatea hitită Hattuşaş &ndash; <i>Hattuşaş</i> (sau <i>Hatuscha</i> sau <i>Hattusa).</i> Pentru consecvenţă, am ales să utilizez ortografia dr. O.R. Gurney, care reprezintă după părerea mea sistemul cel mai uşor de citit dintre variantele &icirc;n germană şi engleză.<a href="#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span style="font-family:&quot;Cambria&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-size:12.0pt"><span style="line-height:107%"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">[1]</span></span></span></span></span></span></span></span></span></a></span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n concluzie, c&acirc;teva cuvinte prin care să &icirc;mi exprim recunoştinţa. Mi-ar fi fost practic imposibil să actualizez această lucrare, &icirc;n ceea ce priveşte cercetările care sunt &icirc;n plină desfăşurare chiar şi &icirc;n prezent, dacă nu aş fi avut ocazia să vizitez unele din locurile unde se fac săpături importante. &Icirc;i răm&acirc;n &icirc;ndatorat profesorului Carl Kathjens de la Universitatea din Hamburg pentru invitaţia pe care mi-a făcut-o la cel de-al XXII-lea Congres al Orientali</span></span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">ș</span></span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">tilor de la Istanbul. Acolo am avut ocazia să port numeroase discuţii extrem de interesante, care la r&acirc;ndul lor au stat la baza participării mele la mai multe excursii ştiinţifice &icirc;n Imperiul Hitiţilor.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Astfel am putut explora Alaja H&uuml;y&uuml;k sub &icirc;ndrumarea arheologului care conducea săpăturile, dr. Hamit Zubeyr Kosay, fost director general al Muzeelor şi Antichităţilor din Turcia. Săpăturile de la K&uuml;ltepe mi-au fost explicate de soţia arheologului (la acea vreme directoare a expediţiei), dr. Nimet Ozg&uuml;c. &Icirc;i sunt, de asemenea, &icirc;ndatorat profesorului Kurt Bittel, &icirc;n prezent director al Institutului German de Arheologie din Istanbul, pentru că mi-a facilitat prima vizită la Boghazk&ouml;y şi Yazilikaya, unde a lucrat &icirc;ntre anii 1931-1939. Tot profesorul Bittel a fost cel care, &icirc;n lungile conversaţii pe care le-am purtat la Istanbul, mi-a oferit o primă prezentare sistematică a istoriei hitiţilor &icirc;n general şi a celor mai recente săpături &icirc;n aşezări hitite &icirc;n special &ndash; domenii &icirc;n care este aproape imposibil să pătrunzi fără un ajutor iniţial</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Presupun că cel mai mult &icirc;i datorez profesorului Helmuth T. Bossert de la Universitatea din Istanbul, descoperitorul şi arheologul de la Karatepe. &Icirc;ncă de la &icirc;nceput, domnia sa a manifestat un interes deosebit pentru proiectul meu. &Icirc;n toamna anului 1951 am fost invitat să iau parte la expediţia sa, desfăşurată p&acirc;nă la &icirc;nceperea anotimpului ploios. (Mulţumindu-i profesorului Bossert, mulţumesc &icirc;n mod automat şi Societăţii Istorice din Turcia, Directoratului General al Muzeelor şi Antichităţilor din Turcia şi Facultăţii de Litere a Universităţii din Istanbul, instituţii care au făcut posibile aceste săpături). Nu voi uita niciodată ospitalitatea domniei sale &icirc;n mijlocul sălbăticiei, cordialitatea care domina acea atmosferă de muncă, discuţiile pe care le purtam seara, adunaţi &icirc;n jurul mesei şi acompaniaţi de urletele şacalilor ce răsunau &icirc;n depărtare. Nu voi puţea uita nici lungile conversaţii despre ultimele descoperiri purtate cu dr. U. Bahadir Alkim şi dr. Halet &Ccedil;ambel, cu un alt oaspete al expediţiei, cu părintele O&rsquo;Callaghan, care &icirc;ntre timp a murit &icirc;ntr-un accident tragic &icirc;n apropiere de Bagdad, şi cu dr. Muhibbe Dargan, cea mai t&acirc;nără asistentă a profesorului Bossert.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Le sunt extrem de recunoscător dr. Bahadir Alkim şi soţiei domniei sale, Handan Alkim. Nu numai că au fost nişte gazde fermecătoare &icirc;n timpul celei de-a doua şederi a mele la Karatepe, &icirc;n 1953. Dar dr. Alkim a avut şi bunăvoinţa de a examina o primă schiţă a prezentei cărţi. Domniei sale, precum şi dr. Franz Steinherr, &icirc;n prezent la Ambasada Germaniei din Ankara, le datorez numeroase sugestii importante.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">După terminarea cărţii, profesorii Bossert şi Bittel, precum şi dr. Margarete Riemschneider, mi-au mai acordat &icirc;ncă puţin din preţiosul timp disponibil pentru a citi manuscrisul şi m-au ajutat să corectez o scrie de erori care se strecoară &icirc;n mod inevitabil &icirc;ntr-o lucrare de acest gen.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;mi exprim totodată recunoştinţa pentru generozitatea revistei <i>Life,</i> care mi-a pus la dispoziţie material ilustrativ din abundenţă. Revista <i>Life</i> mi-a permis să aleg dintre toate fotografiile făcute &icirc;n Anatolia de fotograful său Max Scheler, de a cărui plăcută companie m-am bucurat &icirc;n timpul celei de-a doua călătorii &icirc;n Turcia. &Icirc;n carte sunt reproduse şaptesprezece fotografii semnate Max Scheler. Am reprodus, de asemenea, c&acirc;te o fotografie de dr. (gambei şi de Kurt Lange (Oberstdorf), din colecţia Kofler-Truniger (Lucerna) şi Kilper Verlag de la Stuttgart. Sursele tuturor ilustraţiilor se găsesc la sf&acirc;rşitul lucrării, unde sunt indicaţi şi autorii citatelor pe care le-am inserat &icirc;n text.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><i><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Octombrie 1955&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C.W. Ceram</span></span></span></i></span></span></span></span></span></p>

<p>&nbsp;</p>

<h2 style="margin:12pt 0in 3pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><a name="bookmark7"></a><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">Notă privind citatele</span></span></span></span></span></h2>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Aproape toate traducerile din surse egiptene şi hitite citate &icirc;n prezenta lucrare există &icirc;n mai multe variante, care diferă destul de mult, &icirc;n funcţie de opiniile personale ale cercetătorilor şi de contextul ştiinţific dominant &icirc;n momentul &icirc;n care a fost făcută respectiva traducere. C&acirc;nd le-am inclus &icirc;n această carte, pentru a-i &icirc;ndeplini scopurile, am &icirc;nlăturat comentariile ştiinţifice care le &icirc;nsoţeau şi le-am pus cap la cap, pentru a forma texte continue. Citatele din limba egipteană provin din lucrările lui Adolf Erman, G&uuml;nther Roeder, Hermann Ranke, Alexander Scharff şi Siegfried Schott; cele din hitită se bazează &icirc;n primul r&acirc;nd pe traduceri de H. T. Bossert, Johannes Friedrich şi Heinrich Zimmern, ale căror texte au fost reproduse &icirc;n parte &icirc;n cărţi şi publicaţii semnate de Anton Moortgat şi Margarete Riemschneider. Cititorul interesat să afle mai multe despre acest subiect va găsi &icirc;n Bibliografie (Grupele 1 şi 6) informaţii suplimentare &icirc;n dreptul numelor menţionate anterior.</span></span></span></span></span></span></span></span></p>

<p>&nbsp;</p>

<h2 style="margin:0in; margin-bottom:.0001pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">Partea I</span></span></span></span></span></h2>

<h2 style="margin:0in; margin-bottom:.0001pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">Enigma existen</span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">ț</span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">ei hiti</span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">ț</span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">ilor</span></span></span></span></span></h2>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p align="center" style="margin-bottom:.0001pt; text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black"><img src="data:image/png;base64,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" style="width:264px; height:466px" /></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p>&nbsp;</p>

<h3 style="margin:0in; margin-bottom:.0001pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><img align="left" hspace="12" src="data:image/jpeg;base64,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" style="width:560px; height:792px" /><a name="bookmark8"></a><br clear="all" style="page-break-before:always" />
<span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif">Capitolul &icirc;nt&acirc;i</span></span></span></span></span></h3>

<h3 style="margin:0in; margin-bottom:.0001pt; text-align:center"><span style="font-size:16pt"><span style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="font-weight:normal"><a name="bookmark9"></a><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Descoperiri arheologice şi supoziţii fanteziste</span></span></span></span></span></span></h3>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">C&acirc;nd &icirc;n vremuri &icirc;ndepărtate şi nebuloase </span></span></span><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">pentru a se odihni &icirc;n braţele mult iubitei sale Hera, el a &icirc;notat din Asia &icirc;n Europa. Dardanelele, t&acirc;nărul Leandru a traversat Hellespontul &icirc;not aşa cum numim astăzi str&acirc;mtoarea care uneşte Marea Mediterană cu Marca Marmara, au fost &icirc;ntotdeauna mai degrabă o linie de legătură dec&acirc;t una despărţitoare &icirc;ntre Asia Mică şi Europa de Sud-Est. De-a lungul acestei str&acirc;mtori au invadat egeenii Grecia. Marele rege persan Xerxes I a lovit din aceeaşi direcţie, &icirc;n 480 &icirc;.Ch. O sută cincizeci de ani mai t&acirc;rziu, Alexandru cel Mare a adus &icirc;napoi &icirc;n Asia Mică armele şi cultura greacă, travers&acirc;nd aceeaşi f&acirc;şie &icirc;ngustă de apă. Turcia din zilele noastre a fost &icirc;ncă de la &icirc;nceputuri o intersecţie aglomerată străbătută de numeroase armate, un c&acirc;mp de luptă şi un creuzet &icirc;n care s-au amestecat mai multe naţiuni. Aici, istoria şi-a arătat faţa cea mai sălbatică, iar miza a fost de fiecare dată moartea sau supravieţuirea &ndash; ca &icirc;ntotdeauna atunci c&acirc;nd, chiar şi &icirc;n prezent, Estul se ciocneşte cu Vestul, lată de ce pentru noi, care trăim &icirc;n secolul XX <i>după</i> naşterea lui Christos, evenimentele care s-au derulat &icirc;n această arenă cu douăzeci de secole <i>&icirc;nainte</i> de Christos, c&acirc;nd hitiţii indo-europeni au descins &icirc;n Asia Mică, au un bizar aer contemporan. Pentru că &bdquo;aceasta a fost prima dată&rdquo;, ca să-l citez pe hititologul Albrecht G&ouml;tze, &bdquo;c&acirc;nd popoarele europene au pătruns &icirc;n lumea civilizată&rdquo;. Autorul adaugă că această invazie a fost &bdquo;primul conflict istoric dintre Est şi Vest&rdquo;.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Una dintre cele mai ciudate &icirc;ntorsături ale istoriei face ca poporul care a stat la baza acestei ciocniri să nu fi fost &bdquo;descoperit&rdquo; de istorici dec&acirc;t &icirc;n urmă cu c&acirc;teva decenii. Faptul că arheologii sunt deja capabili să-i interpreteze limba şi scrierea şi să realizeze o istorie relativ completă a acestei naţiuni care s-a stins &icirc;n urmă cu peste trei mii de ani este aproape un miracol.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Subiectul prezentei cărţi &icirc;l constituie modul &icirc;n care oamenii de ştiinţă au reuşit, prin săpături arheologice, prin cercetări şi prin raţionamente dintre cele mai subtile, să adune o cantitate uluitoare de informaţii &icirc;ntr-un timp at&acirc;t de scurt.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Dacă dorim să aflăm &icirc;n ce stare se afla o ramură ştiinţifică &icirc;ntr-o perioadă anume, tot ce trebuie să facem este să consultăm o enciclopedie. Şi asta deoarece &icirc;ncă de la publicarea primului lexicon cuprinzător al artelor şi ştiinţelor la mijlocul secolului XVIII, enciclopedia franceză (<i>Encyclop&eacute;die</i>) intrată &icirc;n istorie, aceste lucrări au izbutii să conserve prin &icirc;mbălsămare cunoştinţele unei epoci &icirc;ntregi. Să aruncăm deci o privire asupra articolului despre hitiţi apărut &icirc;n ediţia din 1871 a <i>Neues Konversationslexicon</i> a lui Meyer, enciclopedia germană clasică. Nici nu e necesară mai mult dec&acirc;t o privire, pentru că articolul sună &icirc;n felul următor:</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&bdquo;Trib canaanit &icirc;nt&acirc;lnit de israeliţi &icirc;n Palestina, au locuit &icirc;n apropierea Hebronului, laolaltă cu amoriţii; mai t&acirc;rziu pot fi regăsiţi mai &icirc;n nord, &icirc;n regiunea Bethel, unde sunt plătitori de tribut lui Solomon. Şi mai t&acirc;rziu un trib hitit independent, cu o guvernare monarhică, a locuit mai &icirc;n nord, l&acirc;ngă Siria.&rdquo;</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Asta e tot. Hitiţilor nu li se acordă mai mult de <i>c&acirc;teva r&acirc;nduri. </i>Articolul nu este numai ridicol de scurt, este totodată eronat &icirc;n toate punctele esenţiale. Aceste c&acirc;teva r&acirc;nduri nu fac altceva dec&acirc;t să sintetizeze puţinele informaţii care se regăsesc &icirc;n Biblie.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Altfel spus, &icirc;n 1871, istoricii nu ştiau aproape nimic despre hitiţi. &Icirc;n prezent ştim că &icirc;n al doilea mileniu &icirc;.Ch., această naţiune era o mare putere a cărei dominaţie se &icirc;ntindea &icirc;n toată Asia Mică p&acirc;nă &icirc;n Suia, care a cucerit Babilonul şi a purtat războaie victorioase &icirc;mpotriva Egiptului. Din poziţia avantajoasă &icirc;n care ne aflăm acum, ni se pare de-a dreptul incredibil faptul că o forţă politică at&acirc;t de influentă, care avea o cultură, o scriere şi un cod de legi proprii, s-a transformat &icirc;ntr-un popor necunoscut, uitat, pe care arheologii şi istoricii nu l-au băgat &icirc;n seamă p&acirc;nă &icirc;n secolul XX d.Ch. Redescoperirea hitiţilor a fost subită şi dramatică. C&acirc;ţiva oameni de ştiinţă, angajaţi &icirc;ntr-o muncă de pionierat pe platourile golaşe din Asia Mică, au readus această civilizaţie necunoscută la viaţă. Cum au făcut-o &ndash; iată o poveste fascinantă. Cu siguranţă, &icirc;ncă de la prima lopată de păm&acirc;nt adusă la suprafaţă, au fost ajutaţi de un noroc imens. Dar &icirc;nainte de a vorbi despre asta, să aruncăm o privire asupra regiunii al cărei trecut &icirc;l vom dezgropa pas cu pas, alături de oamenii de ştiinţă.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Asia Mică este un apendice al marelui continent Asia. Nu e doar o anexă, ci chiar o reflexie &icirc;n miniatură. Anticii au numit-o Asia Mică pentru că, credeau ei, contururile şi forma sa &icirc;n general erau o replică a continentului: un podiş &icirc;n centru, munţi &icirc;nalţi pe margini, terase abrupte pe toate laturile. Asemănarea nu este sută la sută completă, dar &icirc;n acele timpuri, anticii nu cunoşteau limitele nordică şi estică ale Asiei.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n zilele noastre, călătorul străbate Asia Mică purtat de trenuri pe căile ferate, de camioane, autobuze şi autovehicule de provenienţă americană. Dar această regiune trebuie traversată călare. Aşezat &icirc;n şaua sc&acirc;rţ&acirc;itoare de lemn pe care o folosesc băştinaşii, vezi ţinutul &icirc;n adevărata sa lumină &ndash; cea a unei regiuni &icirc;n afara timpului. Chiar şi &icirc;n prezent, &icirc;n centrul Anatoliei (denumirea &icirc;nseamnă &bdquo;ţinut &icirc;ndreptat spre soare-răsare&rdquo;) veţi &icirc;nt&acirc;lni care trase de boi. Ale căror roţi. Nişte discuri solide de lemn, străbat pustietatea bătută de v&acirc;nt, sc&acirc;rţ&acirc;ind asemeni unor iele prevestitoare de moarte. Satele cenuşii se ghemuiesc sub soarele arzător la fel ca &icirc;n urmă cu peste trei mii cinci sute de ani, c&acirc;nd primii negustori asirieni au plecat din bogatul Assur, &bdquo;măreţul oraş&rdquo;, pentru a-şi vinde mărfurile &icirc;n inima Anatoliei. Casele de aici sunt şi &icirc;n prezent ridicate din cărămizi de lut nears &ndash; cărămizi care crapă şi se sfăr&acirc;mă sub soarele necruţător şi se dizolvă &icirc;ncet sub ploaia măruntă şi rară. Cu c&acirc;t este mai sărac şi mai neglijat un sat, cu at&acirc;t seamănă mai mult cu creaţia inspirată a unei imaginaţii bizare. Casele acestea din chirpici rezistă rareori mai mult de douăzeci de ani. C&acirc;nd se prăbuşesc, fiii şi nepoţii familiei le ridică din nou, peste vechile ruine. Aşa se creează &bdquo;straturile arheologice&rdquo;.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Asia Mică nu este mai mare dec&acirc;t Spania, Germania sau California şi este mai mică dec&acirc;t provincia australiană Queensland. Se spune că la Kayseri, situat &icirc;n centrul Asiei Mici, iarna este asemeni celei din nordul Germaniei, iar vara se aseamănă cu cea din sudul Franţei. &Icirc;n trecătorile din Munţii Taurus, urşii v&acirc;nează şi &icirc;n zilele noastre, haitele de lupi atacă turmele de oi, iar şerpii periculoşi se &icirc;ntind la soare pe st&acirc;nci. La căderea nopţii, hiena se strecoară prin labirintul de tufişuri ţepoase şi şacalul &icirc;şi urlă serenada nocturnă.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n nord-est se cultivă ceai, &icirc;n sud-est, bumbac şi citrice. L&acirc;ngă Adana am văzut o dată un ţăran &icirc;ngrijind o livadă minusculă de lăm&acirc;i, pe care o apărau de v&acirc;nt ruinele unor pereţi antici; iar &icirc;n Yazilikaya, un sanctuar religios hitit de l&acirc;ngă Boghazk&ouml;y, am văzut un ţăran care-i ducea nevestei cepe pe care le cultiva de-a lungul unui zid străjuit de zei sculptaţi &icirc;n relief. &Icirc;n luncile r&acirc;urilor şi de-a lungul ţărmurilor &icirc;nguste se cultivă tutun şi mac, gr&acirc;u şi măsline. Dar c&acirc;t de puţine sunt aceste lunci &icirc;nverzite!</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Nu există niciun fluviu navigabil &icirc;n toată Asia Mică. Cel mai mare curs de apă este K&acirc;z&acirc;l Irmak, cunoscut &icirc;n antichitate drept Halys. Acesta este r&acirc;ul pe care Cresus n-a &icirc;ndrăznit să-l traverseze &icirc;nainte de a consulta Oracolul de la Delfi. Oracolul i-a spus că da că trece r&acirc;ul, un imperiu măreţ va fi distrus.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p align="center" style="margin-bottom:.0001pt; text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black"><img src="data:image/jpeg;base64,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" style="width:311px; height:242px" /></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Prezicerea s-a adeverit: Cresus şi-a pierdut imperiul, nereuşind să-l distrugă pe cel al perşilor. Venind din est, r&acirc;ul Halys face un ocol larg &icirc;n Anatolia Centrală, după care &icirc;şi taie drum prin munţii din nord şi se varsă &icirc;n mare.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">O treime din Asia Mică o constituie podişul plat şi ars de soare, cu vegetaţie puţină, printre care se zăresc st&acirc;nci golaşe; pustietatea este &icirc;ntreruptă ici-colo doar de luciul albastru al apei din imense lacuri sărate. Acest peisaj e de o monotonie sublimă; toate culorile par uscate, ca şi cum ar fi fost arse p&acirc;nă au devenit un smalţ tare ca piatra. Podişul mai are o trăsătură terifiantă. Dacă ţi se &icirc;nt&acirc;mplă să &icirc;nt&acirc;lneşti un călăreţ singuratic, te trece un fior de groază. Pe măsură ce te apropii de un lanţ muntos, ai sentimentul distinct al unei ameninţări, al unor pericole necunoscute care te aşteaptă. C&acirc;nd dai peste o aşezare de bordeie din lut, prima impresie este că ai nimerit &icirc;ntr-un oraş al fantomelor; &icirc;n aerul ce tremură sub valurile de căldură, uşile caselor te privesc aidoma unor ochi lipsiţi de viaţă. Apar bărbaţii; femeile nu trebuie să iasă la vedere, iar roiul de copii curioşi este &icirc;ndepărtat dintr-o mişcare a m&acirc;inii. Bărbaţii se apropie &icirc;ncet, fără ca pe feţele lor &icirc;mpietrite să se citească vreo urmă de curiozitate. Formează un cerc &icirc;n jurul tău şi te examinează &icirc;n tăcere. Ţi se oferă un pahar cu ceai, ţie, străinul, şi &icirc;n timp ce sorbi din el &icirc;ncerci să z&acirc;mbeşti jenat &icirc;nspre cercul taciturn ce te &icirc;nconjoară. Nici urmă de insistenţa gălăgioasă a Levantului, ori de splendorile colorate ale unui Orient de poveste. Oamenii de aici au un rar simţ al demnităţii care pare extrem de potrivit cu peisajul. De parcă natura &icirc;nconjurătoare le-ar fi format temperamentul.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Popoarele care au luptat pentru Asia Mică au fost at&acirc;t de numeroase şi de diverse &icirc;nc&acirc;t &icirc;n &icirc;ntreaga antichitate timpurie nu s-au unit (cu o singură excepţie) &icirc;n regate mari care să reziste o perioadă mai &icirc;ndelungată. &Icirc;ncă din al patrulea mileniu &icirc;.Ch., locuitorii acestei regiuni au format hoarde, triburi şi mici state care se duşmăneau &icirc;ntre ele&hellip;</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">O singură dată &icirc;n istoria timpurie a acestui păm&acirc;nt a reuşit un popor să unifice toate triburile eterogene şi să &icirc;ntemeieze o confederaţie care a devenit &icirc;n scurt timp una din marile puteri din Orientul Apropiat. Influenţa culturală a acestui nou stat s-a &icirc;ntins p&acirc;nă &icirc;n lumea grecilor &ndash; şi poate a pătruns &icirc;n civilizaţia greacă la niveluri mai profunde dec&acirc;t ne-am putea imagina la momentul actual.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n anii 1830, un francez &icirc;şi pregătea expediţia &icirc;n această regiune. Era nevoit să &icirc;şi planifice călătoria &icirc;n necunoştinţă de cauză, fapt ce constituia un dezavantaj. &Icirc;n timpul pregătirilor, a avut deseori ocazia să se pl&acirc;ngă de relatările altor exploratori, care ofereau puţine informaţii despre regiunea respectivă. La sosirea &icirc;n Turcia, scria: &bdquo;Deşi toate informaţiile erau incomplete, am pornit &icirc;nspre nord cu caravana, la 18 iulie 1834.&rdquo;</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Puţin mai t&acirc;rziu, după o călătorie solitară prin maiestuosul platou golaş, a ajuns &icirc;n sătucul Boghazk&ouml;y, situat &icirc;n cotul r&acirc;ului Halys, cum era acesta cunoscut &icirc;n antichitate. &Icirc;n apropierea aşezării a dat peste nişte ruine care l-au lăsat fără grai. I-a fost imposibil, &icirc;nsă, să stabilească momentul istoric căruia &icirc;i aparţinea oraşul &icirc;n ruină.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Acest aventurier şi călător &icirc;mpătimit. Charles-Felix-Marie Texier, era unul din numeroşii exploratori ai trecutului care au apărut &icirc;n secolul al XIX-lea. Cercetările acestora erau, ca să spunem aşa, o consecinţă a nevoilor emoţionale ale secolului &icirc;n care trăiau. Tehnologia oferea o scrie de perspective extraordinare pentru viitor. Astfel &icirc;nc&acirc;t temelia istorică existentă părea să se prăbuşească sub greutatea noului destin al omenirii.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n căutarea vechiului oraş Tavium, unde celţii invadatori se aşezaseră &icirc;n secolul III &icirc;.Ch., Texier a dat peste c&acirc;teva indicii &icirc;n satul Boghazk&ouml;y şi s-a hotăr&acirc;t să le verifice. S-a căţărat pe un drum desfundat, de-a lungul căruia cocioabe din lut păreau gata să se prăbuşească, a urcat din ce &icirc;n ce mai sus pe dealurile tot mai abrupte, şi deodată:</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n faţa lui au apărut blocuri gigantice de piatră, aliniate &icirc;n şiruri lungi şi drepte. Deşi erodate de secolele ce trecuseră peste ele, minele aveau fără nicio &icirc;ndoială forma unei construcţii, alcătuind macheta unui complex imens, &icirc;ntortocheat şi bizar. Texier a continuat să urce, a ajuns la ruinele unui zid de fortificaţie şi l-a măsurat cu pasul. Avea o lungime de c&acirc;ţiva kilometri.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">C&acirc;nd a ajuns &icirc;n v&acirc;rful dealului, s-a oprit şi a cuprins priveliştea cu privirea. A desenat &icirc;n minte un cerc &icirc;n jurul minelor pe care le avea &icirc;n faţa ochilor şi şi-a dat seama că ele trebuie să fi alcătuit la un moment dat un oraş de mărimea Atenei, la apogeul gloriei sale. Cine construise o aşezare at&acirc;t de măreaţă? Era acesta oraşul Tavium pe care &icirc;l căuta?</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">A mers mai departe, p&acirc;nă a ajuns la două porţi măreţe tăiate &icirc;n zid. Pe una dintre ele apărea figura unui bărbat, sculptată &icirc;n relief. Era probabil un rege, căci sculptura avea dimensiuni supraumane şi era realizată &icirc;ntr-un mod bizar, aşa cum nu mai văzuse p&acirc;nă atunci. Cealaltă poartă era &icirc;mpodobită cu statui ale unor lei. Texier a &icirc;ncercat să-i deseneze şi i-a rugat şi pe &icirc;nsoţitorii săi să facă nişte schiţe. Dar desenatorii erau copii ai secolului lor şi &icirc;i caracteriza acea indolenţă mic-burgheză predominantă &icirc;n Franţa lui Louis Philippe (Ludovic Filip); erau capabili să admire monumentalitatea, dar nu şi să o redea. Prin urmare, desenele pe care ni le-au lăsat moştenire reprezintă nişte lei extrem de convenţionali, cu priviri &icirc;ncruntate ce amintesc de stilul Biedermeier şi cu coame buclate.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Texier a făcut imediat o primă tentativă de interpretare. &bdquo;Obsedat de ideea găsirii vechiului oraş Tavium, am fost tentat să cred că aceste ruine erau un Templu al lui Jupiter, cu sanctuarul menţionat de Strabon&hellip; Dar ulterior m-am văzut obligat să renunţ la această idee&rdquo;, scrie el. După care mărturiseşte: &bdquo;&hellip; Niciun edificiu din era romană nu ar putea fi &icirc;ncadrat aici; grandoarea şi ciudăţenia acestor ruine m-au dezorientat complet atunci c&acirc;nd am &icirc;ncercat să găsesc numele istoric al oraşului&hellip;&rdquo;</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Ulterior, pe c&acirc;nd &icirc;şi pregătea prezentarea pentru presă, francezul a avut ocazia să citească &icirc;nsemnările unui distins anticar care a vizitat Boghazk&ouml;y la un an după el. Este vorba despre William Hamilton care, la douăzeci şi cinci de ani, l-a ajutat pe lordul Elgin să sustragă sculpturile de la Partenon pentru a le duce &icirc;n Anglia. Hamilton a presupus şi el că ruinele erau cele ale oraşului Tavium. Cu toate acestea, Texier a mai studiat o dată materialul pe care &icirc;l avea la &icirc;ndem&acirc;nă despre Tavium, a ajuns la concluzia că era imposibil ca misteriosul oraş să fie aşezarea romană şi şi-a declarat convingerea că era vorba despre Pteria, unde Cresus şi Cirus au purtat celebra bătălie.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Dar pe Texier &icirc;l aşteptau alte surprize. Un localnic l-a condus de la Boghazk&ouml;y de-a lungul unei cărări dificile care traversa pe diagonală valea ad&acirc;ncă a unui r&acirc;u. Au urcat vreo două ore bune &icirc;nainte de a ajunge pe un platou situat faţă &icirc;n faţă cu dealul pe care descoperise oraşul &icirc;n mine. Şi aici a găsit Texier locul care este numit &icirc;n prezent Yazilikaya (&bdquo;St&acirc;nca cu Inscripţii&rdquo;). St&acirc;nci abrupte se &icirc;nălţau spre cer, iar &icirc;n mijlocul lor, o despicătură largă forma o &icirc;ncăpere naturală. Aici, pereţii fuseseră şlefuiţi &icirc;ntr-o oarecare măsură şi erau ornamentaţi cu sculpturi destul de ciudate. Texier a văzut zei &icirc;naint&acirc;nd rigizi &icirc;n procesiuni solemne de-a lungul pereţilor, av&acirc;nd capetele &icirc;ncoronate cu coifuri ţuguiate şi veşmintele &icirc;ncinse la br&acirc;u. A &icirc;naintat de-a lungul despicăturii &icirc;n st&acirc;ncă care cotea uşor la dreapta şi a dat peste alte sculpturi, siluete &icirc;mbrăcate diferit şi purt&acirc;nd pe cap tiare &icirc;n locul coifurilor ţuguiate. Două dintre personajele sculptate aveau aripi; altele ţineau obiecte neidentificate &icirc;n m&acirc;ini, sau se sprijineau pe grumajii altor personaje, sau erau urmate de animale.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Uimit la vederea acestor bizare procesiuni sculptate &icirc;n piatră, Texier a căutat ieşirea. &Icirc;n acel moment a observat &icirc;n st&acirc;nga sa un pasaj &icirc;ngust, care ducea &icirc;ntr-o despicătură şi mai str&acirc;mtă &icirc;ntre st&acirc;nci. S-a oprit la intrare: doi demoni &icirc;naripaţi tăiaţi &icirc;n st&acirc;ncă, de o parte şi de alta a pasajului, păzeau cu străşnicie &icirc;ncăperea de orice intrus, Şi-a continuat drumul, ezit&acirc;nd, şi a dat cu ochii peste o altă procesiune pe peretele abrupt din partea de vest. Doisprezece războinici sau zei? &mdash; mărşăluiau cu paşi rigizi unul &icirc;n spatele celuilalt, &icirc;naint&acirc;nd cu &icirc;ncr&acirc;ncenare; doisprezece bărbaţi la paradă, cu coifuri ţuguiate pe capete şi cu săbii &icirc;ncovoiate pe umeri. Pe peretele opus, un personaj uriaş &icirc;mbrăţişa protector un alt bărbat, de dimensiuni mai mici. Deasupra braţului său &icirc;ntins, un desen de forma unei flori, compus din mai multe semne asemănătoare unor hieroglife. &Icirc;n mod cert simboluri, dar pentru ce? Texier a aruncat o privire de jur-&icirc;mprejur, după care s-a &icirc;ntors &icirc;n prima &icirc;ncăpere.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Aici a remarcat şi mai multe astfel de semne, unele at&acirc;t de şterse de vreme &icirc;nc&acirc;t de-abia mai puteau fi desluşite. Erau oare simple ornamente? Sau reprezentau o scriere?</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Texier s-a &icirc;ntors la ieşirea principală. S-a oprit, s-a uitat la podişul ce i se &icirc;ntindea &icirc;n faţa ochilor şi a observat rămăşiţele unor ziduri. Au fost oare clădiri aici? Porţi care păzeau intrarea &icirc;n incinta &icirc;ngustă dintre st&acirc;nci? Pe măsură ce privea ruinele, a devenit aproape sigur că se afla &icirc;n faţa unui sanctuar din antichitate, a unui templu extrem de bizar sculptat &icirc;n st&acirc;ncă. Dar cine &icirc;l ridicase şi ce popor se &icirc;nchina aici?</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Şi-a &icirc;ndreptat privirea peste vale, &icirc;nspre ruinele de la Boghazk&ouml;y, a privit viroagele şi culmile zimţate, arse de soarele nemilos. Trebuie că Dumnezeu a muncit cu pumnii &icirc;ncleştaţi la făurirea acestui ţinut. Iar o naţiune măreaţă şi-a impus voinţa pe aceste tăr&acirc;muri, şi-a satisfăcut nevoia de a clădi, ridic&acirc;nd blocuri de st&acirc;ncă &icirc;n v&acirc;rful pustietăţii st&acirc;ncoase, at&acirc;t de temeinic, &icirc;nc&acirc;t ruinele zidurilor au rezistat p&acirc;nă astăzi &ndash; ziduri care unesc crestele abrupte pentru a forma parapete solide. Asemenea monumente impresionante nu puteau fi concepute dec&acirc;t de regi influenţi, aflaţi &icirc;n fruntea unei ţări puternice şi bogate.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n 1839, Texier a publicat la Paris cele c&acirc;teva volume ale ambiţioasei sale cărţi de călătorie, <i>Descrierea Asiei Mici<a href="#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span style="font-family:&quot;Cambria&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><b><span lang="RO" style="font-size:12.0pt"><span style="line-height:107%"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">[2]</span></span></span></span></b></span></span></span></span></span></a></i> &icirc;n care mărturiseşte că se afla &icirc;n faţa unei enigme de ne&icirc;nţeles. Asta deoarece, din perspectiva cunoştinţelor istorice din secolul al XIX-lea, &icirc;n Asia Mică nu existase niciun popor at&acirc;t de măreţ.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n realitate, descrierile lui Texier nu erau altceva dec&acirc;t un motiv de jenă pentru ştiinţa arheologiei. Specialiştii au fost bine&icirc;nţeles descumpăniţi &icirc;n momentul &icirc;n care s-au văzut &icirc;n faţa unui material pictografic şi descriptiv at&acirc;t de vast, căruia nu-i puteau da de cap. &Icirc;n plus, arheologia era &icirc;ncă o ştiinţă t&acirc;nără, iar &icirc;n deceniile de după 1830, majoritatea specialiştilor erau interesaţi &icirc;n principal de săpăturile fascinante care se derulau &icirc;n Egipt şi Mesopotamia. Lepsius şi Mariette descopereau minuni &icirc;n ţinutul faraonilor; Botta şi Layard aduceau la lumină civilizaţia asirienilor.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;nsă &icirc;n ciuda faptului că atenţia le era &icirc;ndreptată &icirc;n altă parte, arheologii nu au putut trece &icirc;ntru totul cu vederea misterioasele ruine din Anatolia turcă, deoarece primeau pe zi ce trecea tot mai multe informaţii noi.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">William Hamilton nu doar a vizitat Boghazk&ouml;y la scurt timp după Texier, ci a şi descoperit &icirc;n apropiere o altă zonă cu ruine, &icirc;n satul Alaja H&uuml;y&uuml;k. &Icirc;ntre anii 1859 şi 1861, doi turişti germani, Barth şi Mordtmann, au furnizat descrieri mai exacte ale ruinelor de la Boghazk&ouml;y şi au completat schiţele pe care Texier le realizase &icirc;n grabă. Francezul Langlois a colindat regiunea din jurul Tarsului &icirc;n 1861. Şi &icirc;ncep&acirc;nd din 1862, omul de ştiinţă francez Georges Perrot a străbătut &icirc;ntreaga Anatolie, explor&acirc;nd-o cu minuţiozitate şi descoperind o mulţime de noi monumente fascinante. Printre altele, a găsit &icirc;n ruinele de la Boghazk&ouml;y o st&acirc;ncă teşită, acoperită cu simboluri. Unele erau at&acirc;t de erodate, &icirc;nc&acirc;t păreau simple zg&acirc;rieturi &icirc;n piatră, dar aspectul lor general semăna cu semnele găsite de Texier la Yazilikaya. Această st&acirc;ncă, denumită Nishan Tash, s-a dovedit a fi una din cele mai importante descoperiri, dar la momentul respectiv a fost &icirc;nghiţită &icirc;n materialul extrem de bogat pe care Perrot, &icirc;mpreună cu artistul Edmond Guillaume care &icirc;l &icirc;nsoţea, a &icirc;nceput să &icirc;l publice &icirc;n 1872.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Doar zece ani mai t&acirc;rziu, &icirc;n anul 1882, arheologul german Karl Humann a realizat mulaje după unele din reliefurile de la Yazilikaya şi a furnizat primele planuri fiabile ale ruinelor descoperite la Boghazk&ouml;y. Humann era &icirc;n mod deosebit potrivit pentru această sarcină, deoarece lucrase ca inginer constructor &icirc;nainte de a fi sedus de farmecul arheologiei şi de deveni cunoscut &icirc;n &icirc;ntreaga lume ca descoperitor al altarului de la Pergam.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p align="center" style="margin-bottom:.0001pt; text-align:center; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black"><img src="data:image/jpeg;base64,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" style="width:308px; height:254px" /></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Perrot şi-a prezentat descoperirile din Anatolia &icirc;n <i>Istoria artei &icirc;n antichitate<a href="#_ftn3" name="_ftnref3" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span style="font-family:&quot;Cambria&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><b><span lang="RO" style="font-size:12.0pt"><span style="line-height:107%"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">[3]</span></span></span></span></b></span></span></span></span></span></a></i>, publicată &icirc;n 1887. S-a aventurat chiar să &icirc;nainteze c&acirc;teva ipoteze privind unele din sculpturi şi din grupurile de simboluri.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">C&acirc;ţiva specialişti dintre contemporanii săi i-au acceptat &icirc;n cele din urmă ipotezele, convinşi de relatările a doi exploratori americani, care descriau nişte lespezi pe care le văzuseră &icirc;n timpul expediţiei din Siria, &icirc;n 1870. Aceste suprafeţe cu inscripţii, denumite Pietrele de la Hamath după locul &icirc;n care au fost descoperite, urmau să introducă o nouă fază &icirc;n &icirc;ncercarea de a rezolva enigma ruinelor din Anatolia. &Icirc;n realitate, cei doi americani nu au fost primii exploratori care le-au văzut. Ele fuseseră descoperite de fapt cu cincizeci şi opt de ani &icirc;n urmă, de către unul din cei mai interesanţi exploratori ai secolului al XIX-lea.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n 1809, un bărbat cu barbă, &icirc;mbrăcat &icirc;ntr-un costum oriental, urca la bordul unui vas ce făcea legătura &icirc;ntre insula Malta şi Siria. &Icirc;şi spunea Şeicul Ibrahim şi se prezenta drept un comerciant &icirc;n slujba Companiei Indiilor de Est. A rămas &icirc;n Siria trei ani şi jumătate şi a fost cel mai neobişnuit negustor ce a umblat vreodată &icirc;ntre Alep şi Damasc. &Icirc;n loc să facă comerţ, Şeicul Ibrahim &icirc;i vizita pe &icirc;nvăţaţii locului, cer&acirc;ndu-le să-l introducă &icirc;n studiul limbilor, al istoriei şi al geografiei zonei, acord&acirc;nd o atenţie specială Coranului. Şi-a &icirc;ntrerupt studiile doar pentru a călători: la sud, &icirc;n Ţara Sf&acirc;ntă, la est spre Eufrat, apoi prin valea Orontelui. S-a urcat pe Muntele Sf&acirc;nt Hor, unde Aaron a părăsit această lume, a fost arestat &icirc;n Nubia ca spion, a fost expulzat din ţară şi a ajuns &icirc;n Egipt. Un paşă, provoc&acirc;ndu-l să-şi demonstreze cunoştinţele despre legile musulmane, l-a supus unui examen &icirc;n faţa a doi savanţi arabi. Aventurierul a trecut examenul şi a dovedit nişte cunoştinţe excepţionale, astfel &icirc;nc&acirc;t i s-a permis un pelerinaj de patru luni la Mecca, &bdquo;oraşul interzis&rdquo;, după care i s-a dat voie să li se alăture celor opt mii de pelerini ce urcau pe Muntele Arafat. După &icirc;ncheierea pelerinajelor, a primit titlul de &bdquo;hagiu&rdquo;. &Icirc;n 1817, la v&acirc;rsta de treizeci şi trei de ani, a murit pe neaşteptate la Cairo, pe c&acirc;nd plănuia alte călătorii şi a fost &icirc;nmorm&acirc;ntat ca hagiu, cu o ceremonie solemnă, &icirc;ntr-un cimitir musulman.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Numele adevărat al &bdquo;Şeicului Ibrahim&rdquo; era Johann Ludwig Burckhardt, născut la Basel &icirc;n 1784, descendent al unei familii de patricieni elveţieni care a dat lumii p&acirc;nă &icirc;n prezent numeroşi diplomaţi şi istorici de marcă. Colecţia sa de manuscrise orientale, ce conţinea aproximativ trei sute cincizeci de volume, a fost dăruită Universităţii din Cambridge după moartea sa, iar jurnalele pe care le-a ţinut s-au dovedit o mină de aur pentru geografi, etnografi, filologi şi arheologi. Cărţile pe care n-a apucat dec&acirc;t să le planifice au fost publicate de editori, care s-au inspirat din aceste jurnale.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n una din aceste cărţi, <i>Travels in Syria and the Holy Land</i> (Călătorii &icirc;n Siria şi &icirc;n Ţara Sf&acirc;ntă) (Londra, 1822), Burckhardt descrie o piatră pe care o văzuse &icirc;ncastrată &icirc;n colţul unei clădiri din bazarul de la Hamath, pe malul r&acirc;ului Oronte: &bdquo;O piatră purt&acirc;nd o serie de figuri şi semne de mici dimensiuni, care par să fie un fel de scriere hieroglifică, deşi nu seamănă cu cea din Egipt.&rdquo;</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n 1822, cu şaptesprezece ani &icirc;nainte de apariţia cărţilor de călătorie ale lui Texier, bine&icirc;nţeles că nimeni nu a acordat nici cea mai mică atenţie acestei remarce, cu at&acirc;t mai mult cu c&acirc;t era umbrită de poveşti ale unor aventuri cu mult mai palpitante. Au trecut cincizeci şi opt de ani p&acirc;nă c&acirc;nd doi americani, J.A. Johnson şi dr. Jessup, au ajuns şi ei să viziteze bazarul din Hamath. Cei doi aveau, se pare, un spirit de observaţie la fel de dezvoltat ca &bdquo;Şeicul Ibrahim&rdquo;, pentru că au zărit nu doar piatra pe care o descoperise Burckhardt &icirc;naintea lor, dar &icirc;ncă alte trei pietre &bdquo;cu o serie de figuri şi semne de mici dimensiuni&rdquo;. Un an mai t&acirc;rziu, Johnson şi-a prezentat descoperirea &icirc;n faţa Societăţii Americane de Explorare a Palestinei. Dar nu a fost &icirc;n măsură să furnizeze nicio schiţă făcută la faţa locului. &Icirc;n momentul &icirc;n care se apropiase de pietre, vr&acirc;nd să le atingă, băştinaşii au &icirc;nceput să protesteze gălăgios, gesticul&acirc;nd frenetic şi păr&acirc;nd gata să-l atace. &Icirc;n mod evident, semnele misterioase făceau obiectul unui cult superstiţios &icirc;ncă din timpuri străvechi. Această supoziţie a fost confirmată la scurt timp după aceea, c&acirc;nd la Alep a fost descoperită o altă piatră acoperită cu &bdquo;hieroglife&rdquo;. Băştinaşii le atribuiau simbolurilor puteri tămăduitoare; cei care sufereau de o boală de ochi des &icirc;nt&acirc;lnită &icirc;n Orient străbăteau distanţe mari pentru a veni să atingă piatra cu fruntea, drept pentru care suprafaţa ci devenise de multă vreme netedă şi lucioasă.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">A mai trecut un an p&acirc;nă c&acirc;nd un alt om de ştiinţă a avut ocazia să examineze pietrele &icirc;n linişte, fără a fi &icirc;mpiedicat &icirc;n vreun fel. Este vorba despre William Wright, un misionar irlandez care se afla &icirc;n acea perioadă &icirc;n Damasc. Norocul, care a jucat un rol at&acirc;t de important &icirc;n nenumărate descoperiri, i-a venit &icirc;n ajutor, &icirc;n 1872, guvernatorul Siriei, un musulman fundamentalist cu vederi &icirc;nguste, ostil pasiunii occidentale pentru investigaţii, a fost &icirc;nlocuit din funcţie. Succesorul său, paşa Subhi, s-a dovedit a fi un spirit liberal luminat. Auzind despre pietrele de la Hamath, i-a permis părintelui William Wright să &icirc;l &icirc;nsoţească &icirc;ntr-o vizită. &Icirc;ntre timp, alte două grupuri de exploratori ajunseseră la Hamath şi &icirc;ncercaseră &icirc;n zadar să vadă deja faimoasele pietre. Dar Wright, spre deosebire de predecesorii săi, se bucura de susţinerea guvernatorului, iar paşa şi-a arătat bunăvoinţa &icirc;n modul cel mai eficient cu putinţă: trimiţ&acirc;nd soldaţi la faţa locului. Cu ajutorul acestora, Wright a scos pietrele din zidurile clădirilor &ndash; sarcină dificilă, &icirc;ntreruptă deseori de demonstraţii ale băştinaşilor, care erau ferm convinşi că pietrele lecuiesc reumatismul, asemenea pietrei de la Alep, despre care se credea că vindecă oftalmia.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Pietrele au fost depozitate temporar &icirc;n casa de oaspeţi a paşei, iar unul dintre cei care le-au cărat a povestit că pe străzi se revărsa o mulţime furibundă. Se zvonea că fanaticii intenţionau să atace clădirea şi să distrugă pietrele, prefer&acirc;nd să le vadă sfăr&acirc;mate dec&acirc;t trimise &icirc;n străinătate. Se spunea că poliţia era de partea populaţiei din Hamath.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&bdquo;Mi-am dat seama &icirc;n acel moment că izbucnise o criză&rdquo;, scrie Wright. &Icirc;nsoţit de un soldat &icirc;narmat, irlandezul a cobor&acirc;t &icirc;n stradă. Ochii tuturor erau aţintiţi asupra lui, ameninţători şi plini de ură. S-a adresat mulţimii, asigur&acirc;ndu-i pe răzvrătiţi că paşa le va plăti o despăgubire generoasă &icirc;n schimbul pietrelor. Oamenii au replicat batjocoritor: ştiau ei c&acirc;t valorează asemenea promisiuni băneşti. Auzindu-le reacţia, Wright a adoptat o poziţie mai fermă.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Le-a spus că trebuie să se &icirc;mprăştie şi să se &icirc;ntoarcă la treburile lor. Dacă izbucnesc violenţe, a zis el, paşa va ordona pedepse &icirc;ngrozitoare.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Wright s-a &icirc;ntors extrem de agitat la casa de oaspeţi. &bdquo;Am petrecut o noapte albă, plină de griji&rdquo;, scrie el.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">&Icirc;n cursul nopţii nu s-a mai &icirc;nregistrat niciun incident. A doua zi dimineaţa, paşa Subhi, spre mirarea localnicilor, care au rămas fără grai &icirc;n faţa gestului său, a plătit despăgubirea promisă. Dar indignarea, eliminată temporar de discursul hotăr&acirc;t al irlandezului şi &icirc;mpăcată cu banii paşei, a izbucnit din nou. Dervişi sălbatici fugeau pe străzi, strig&acirc;nd că o ploaie incandescentă de stele căzuse &icirc;n timpul nopţii. Ploaia de meteoriţi fusese, &icirc;ntr-adevăr, neobişnuit de strălucitoare. Localnicii au trimis o delegaţie la paşă, căci acesta ar fi putut fi un semn din Ceruri care anunţa că pietrele nu trebuie mişcate din loc, nu?</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Paşa a reflectat &icirc;ndelung &icirc;nainte de a răspunde. Apoi a &icirc;ntrebat dacă stelele căzătoare au cauzat vreo stricăciune. Omor&acirc;seră vreun om sau vreun animal? Membrii delegaţiei au fost nevoiţi să recunoască că nu se &icirc;nt&acirc;mplase nimic de genul acesta. Drept pentru care, paşa a pus o &icirc;ntrebare demnă de Solomon: ce semn mai bun al aprobării Cerurilor ar fi putut primi dec&acirc;t acest spectacol splendid de stele strălucitoare?</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Şi astfel s-a &icirc;ncheiat disputa. Agitaţia a scăzut treptat &icirc;n intensitate. Pietrele au fost transportate la Constantinopol. William Wright a primit permisiunea să realizeze mulaje după ele, pe care le-a trimis la British Museum.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="RO" style="font-size:12.0pt"><span style="font-family:&quot;Cambria&quot;,serif"><span style="color:black">Texier văzuse ruine &icirc;n nordul Anatoliei, pe care nu a ştiut să le situeze &icirc;n timp. Wright se afla &icirc;n posesia unor mulaje ale inscripţiilor de la Hamath şi nu ştia să le interpreteze. &Icirc;n acea perioadă, cercetătorii nu aveau, fireşte, niciun motiv pentru care ar fi putut bănui vreo legătură &icirc;ntre ruinele din Anatolia şi pietrele din Siria; nu exista nicio dovadă a unei astfel de legături. &Icirc;n acest punct &icirc;nsă W.H. Skeene şi George Smith de la British Museum au descoperit l&acirc;ngă Jerablus, pe malul drept al Eufratului, o cantitate impresionantă de ruine. Au făcut cercetări şi au identificat &icirc;n mod corect aşezarea ca fiind oraşul Karkemiş, cunoscut din surse asiriene.</span></span></span></span></span></span></span></span></p>

<p style="margin-bottom:.0001pt; text-align:justify; margin:0in 0in 8pt">&nbsp;</p>

<div>&nbsp;
<hr align="left" size="1" width="33%" />
<div id="ftn1">
<p class="MsoNoSpacing" style="text-align:justify; margin:0in 0in 0.0001pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="font-family:Calibri,sans-serif"><a href="#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:&quot;Bookman Old Style&quot;,serif">[1]</span></span></span></span></span></span></span></span></a><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"> &Icirc;n limba rom&acirc;nă nu există un sistem unitar de transliterare a denumirilor hitite, de aceea am preferat să păstrăm şi noi acelaşi sistem, cu unele mici modificări pentru a uşura lectura, cu at&acirc;t mai mult cu c&acirc;t este folosit şi &icirc;n alte lucrări dedicate hitiţilor, apărute &icirc;n Rom&acirc;nia &ndash; n. ed. rom.</span></span></span></span></p>
</div>

<div id="ftn2">
<p class="MsoNoSpacing" style="text-align:justify; margin:0in 0in 0.0001pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="font-family:Calibri,sans-serif"><a href="#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:&quot;Bookman Old Style&quot;,serif">[2]</span></span></span></span></span></span></span></span></a> <i><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Description de l&rsquo;Asie Mineure.</span></span></i></span></span></span></p>
</div>

<div id="ftn3">
<p class="MsoNoSpacing" style="text-align:justify; margin:0in 0in 0.0001pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="font-family:Calibri,sans-serif"><a href="#_ftnref3" name="_ftn3" title=""><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span class="MsoFootnoteReference" style="font-family:&quot;Times New Roman&quot;,serif"><span style="vertical-align:super"><span lang="RO" style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:&quot;Bookman Old Style&quot;,serif">[3]</span></span></span></span></span></span></span></span></a> <i><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black">Histoire de l&rsquo;Art dans l&rsquo;Antiquit&eacute;.</span></span></i></span></span></span></p>

<p class="MsoNoSpacing" style="text-align:justify; margin:0in 0in 0.0001pt"><span style="font-size:11pt"><span style="text-justify:inter-ideograph"><span style="font-family:Calibri,sans-serif"><i><span lang="RO" style="font-family:&quot;Bookman Old Style&quot;,serif"><span style="color:black"><img alt="" src="https://i.postimg.cc/Y0mqg4Xx/carti-download-forum-latimp-net.gif" style="width: 125px; height: 70px;" /></span></span></i></span></span></span></p>
</div>
</div>]]></description>
			<guid>https://www.latimp.net/index.php/forum/-292/pdf-secretul-hititilor-de-c-w-ceram-carti-mistere-si-stiinta/?post=149709</guid>
			<pubDate>Sat, 02 Mar 2019 18:00:57 +0000</pubDate>
			<dc:creator>AnnaE</dc:creator>
		</item>
	</channel>
</rss>