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  <title>Guest</title>
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  <subtitle>Guest</subtitle>
  <entry>
    <title>Vezér 23</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/vezer-23" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/vezer-23</id>
    <updated>2012-02-02T07:59:41Z</updated>
    <published>2012-02-02T07:56:57Z</published>
    <summary type="html">&lt;p&gt;A &lt;a href="http://www.cebc.hu"&gt;szervezők&lt;/a&gt; kérésére megírtam a &lt;em&gt;23. Vezérigazgató Találkozó&lt;/em&gt; témafelvetését. Íme a teljes szöveg:&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;------------------------------&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p align="center" style="text-align:center" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size:12.0pt;line-height:115%;font-family:&amp;quot;Times New Roman&amp;quot;"&gt;23. Vezérigazgató Találkozó&lt;/span&gt;&lt;/p&gt;  &lt;p align="center" style="text-align:center" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size:18.0pt;line-height:115%;font-family:&amp;quot;Times New Roman&amp;quot;"&gt;TRENDEK SODRÁSÁBAN&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size:12.0pt;line-height:115%;font-family:&amp;quot;Times New Roman&amp;quot;"&gt;A trendekhez való viszonyunk változó és ellentmondásos. Egyfelől szeretjük őket, mert ahol trendeket látunk, úgy érezzük, hogy a világnak az a része kiszámítható, jövője előre jelezhető. Másfelől félünk is tőlük, hiszen a trend valamiféle determináltságot jelent, kényszert, ami csökkenti a szabadságunkat, amihez igazodnunk kell. Trendeket meg lehet lovagolni, fel lehet ülni a hátukra, szörfölni lehet rajtuk, ki lehet használni a kínálkozó lehetőségeket; de a trendek el is sodorhatnak bennünket, elgázolhatnak, átszáguldhatnak rajtunk.&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size: 12pt; line-height: 115%; font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Remény és aggodalom, pálya és kényszerpálya&amp;hellip; Hogyan gondolkodjunk a trendekről? &lt;i style="mso-bidi-font-style:
normal"&gt;Trendek sodrásában&lt;/i&gt;&amp;hellip; Vagy jobb cím lenne az, hogy &lt;i style="mso-bidi-font-style:normal"&gt;Trendek fogságában&lt;/i&gt;?&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size: 12pt; line-height: 115%; font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A trend valamilyen szabályosságot jelent. Amikor trendeket keresünk, mintákat keresünk, amelyek megmutatják az események logikáját. Minta azonban sokféle van. Vannak szép, szabályos trendek; tudjuk például, hogy a számítógépek kapacitása tizennyolc hónaponként megduplázódik. Ismerjük a piacok fejlődésének &amp;bdquo;S&amp;rdquo; alakú görbéjét, tudjuk, hogy lassú emelkedés után gyors növekedés majd stagnálás, telítődés következik. Más jelenségek ingamozgást mutatnak: minél nagyobb az elmozdulás az egyik irányba, annál nagyobbra számíthatunk a másikba is. Vannak lassú mozgású, lomha trendek, de akadnak olyanok is, amelyek hirtelen viharos sebességre kapcsolnak: az evolúciót revolúció követi.&amp;nbsp; &lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size: 12pt; line-height: 115%; font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A trendek gyakran becsapnak bennünket. A fáktól nehéz meglátni az erdőt: előfordul, hogy egy fontos trendet pont azok nem ismernek fel, akik ott állnak a fősodorban. Idézzük csak fel, milyen jövőt jósoltak kiváló szakemberek, sikeres vállalatvezetők, közismert politikusok a telefonnak vagy a számítógépeknek! Sok vállalat tűnt el nyom nélkül a semmiben, mert a vezetőik nem ismerték fel az események logikáját, nem tudtak felszállni az induló vonatra. A trendekhez illúziók tapadnak: könnyen elhisszük például, hogy a múltból ki lehet következtetni a jövőt, elég a grafikonok görbéit meghosszabbítani, de azt is gondolhatjuk, hogy a trendek csak másokra érvényesek, mi kivételek vagyunk. Pszichológusok szerint szemüvegen át nézzük a világot, képességeink, tapasztalataink, hiedelmeink és vágyaink határozzák meg, mit és hogyan látunk meg belőle. &lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span lang="HU" style="font-size: 12pt; line-height: 115%; font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A 23. Vezérigazgató Találkozó programját a trendeknek szenteljük. Megnézzük és megvitatjuk, milyen mintákat, törvényszerűségeket, fejlődési vonalakat fedezhetünk fel a gazdaságban, a társadalomban, a politikában, a tudományban és a technológiában, mi lehet a fejlődés iránya. Ismert szakemberektől kérdezzük meg, ők mihez igazodnak, mit tartanak fontosnak, mi a kedvenc trendjük, modelljük, világmagyarázatuk, milyen lóra tesznek, mitől félnek és mi elől próbálnak kitérni. Hagyományainkhoz híven a közönség aktív közreműködésére is számítunk! &lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="HU" style="font-family:&amp;quot;Times New Roman&amp;quot;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-02-02T07:56:57Z</dc:date>
  </entry>
  <entry>
    <title>Várakozás</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/varakozas" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/varakozas</id>
    <updated>2012-02-01T07:49:13Z</updated>
    <published>2012-02-01T07:49:13Z</published>
    <summary type="html">&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A lapok már azt találgatják, milyen teljesítményt fog nyújtani a Facebook a tőzsdén. Ma reggel megnéztem a Googel, a Groupon és a Zynga piaci adatait. A helyzetet csendes stagnálásként jellemezném. Vajon mit hoz majd a Facebook megjelenése? A működésére vonatkozó mutatók kétségtelenül impozánsak: 800 millió felhasználó fejenként átlagosan 130 baráttal, 40 milliárd(!!!) megosztott tartalmi tétel naponta, 70 nyelv az oldalakon, hét-nyolc milliárd dollárnyi várható bevétel az idén&amp;hellip; Mit szól ehhez a piac? &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-02-01T07:49:13Z</dc:date>
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    <title>Gombamód</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/gombamod" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/gombamod</id>
    <updated>2012-01-31T08:22:54Z</updated>
    <published>2012-01-31T08:22:54Z</published>
    <summary type="html">&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify;text-justify:inter-ideograph"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Feljegyeztem néhány friss, a sajtóban megjelent adatot az iPad piacról. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A Forrester szerint&amp;nbsp; a vállalatok idén 10 milliárd dollárért fognak vásárolni ilyen gépeket, jövőre pedig 16 milliárdért. Vállalkozási vonalon az egyik legforróbb terület az iPadra írt üzleti alkalmazásoké lesz; a fejlesztők gombamód szaporodnak, az egyik legnépszerűbb alkalmazás a Quickoffice. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Szerte a nagyvilágban körülbelül 300.000 ügynök (orvoslátogató) foglalkozik gyógyszerek értékesítéssel, közülük már nagyjából húszezernek van Apple táblagépe. Valószínűleg sokkal többnek lesz, mivel elfoglalt, menő orvosoktól az ügynökök gyakran csak másodperceket kapnak, ilyen helyzetben egy lomha laptop nem versenyképes &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-31T08:22:54Z</dc:date>
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    <title>Játszma</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/jatszma" />
    <author>
      <name>Bőgel György</name>
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    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/jatszma</id>
    <updated>2012-01-30T06:52:37Z</updated>
    <published>2012-01-30T06:46:20Z</published>
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&lt;![endif]--&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Új Színház: &lt;em&gt;Don Carlos&lt;/em&gt;. A nézőtéri lámpák még égnek, a mobiltelefonok még villognak, amikor tucatnyi fekete ruhás ember jelenik meg a színpadon. Előre jönnek, mereven nézik a közönséget. A színpadot nagy, fekete, görgőkre szerelt tömbök uralják. A fekete ruhások tologatják őket, hol fal, hol börtön, hol gyóntatófülke lesz belőlük. A szereplők közöttük mozognak, valahogy úgy, mint ha labirintusba zárt egerek lennének, amiben a falakat időről időre átrendezi valaki, szándékainak megfelelően teremte mozgásteret, vagy inkább kényszerpályát királynak, királynőnek, infánsnak, márkinak, nemeseknek és szolgáknak. Neki arra kell menniük, ahol út nyílik a labirintusban, a görgő oszlopok néha egyszerűen sodorják, terelik őket. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;A hatalom magányossága, szerelem, ármány, lázadás, politika&amp;hellip; A színpadon hatalmi, szerelmi és féltékenységi dráma folyik, nehezen követhető eseményekkel. Bonyolult játszma, rendkívüli tétekkel, ellentmondásos figurákkal. Közben sejteni lehet, hogy nem ők az igazi főszereplők, hanem azok a fekete tömbök és az azokat mozgató kezek. A végén, amikor megjelenik a főinkvizítor és felzárkóznak hozzá a fekete ruhások, ez még világosabbá válik. A kérdés viszont ott marad a levegőben: ki ez az ember, ez a rejtélyes, színészkedő, kifürkészhetetlen alak, és kik azok ott mögötte, akik fekete öltönyben bezárják a falat az utolsó jelenetben? &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;img data-height="191" data-width="264" src="http://t0.gstatic.com/images?q=tbn:ANd9GcSg4i8zaYuhZprKAm8LhwyfS8Sqgw79c_f74Hdu3EXdI93hKk2HNg" alt="" class="rg_hi" id="rg_hi" style="WIDTH: 264px; HEIGHT: 191px" /&gt;&lt;br /&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:11.0pt;line-height:115%;
font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-fareast-font-family:Calibri;mso-bidi-font-family:
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AR-SA"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-30T06:46:20Z</dc:date>
  </entry>
  <entry>
    <title>Bányászverseny</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/banyaszverseny" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/banyaszverseny</id>
    <updated>2012-01-27T10:02:18Z</updated>
    <published>2012-01-27T09:54:06Z</published>
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&lt;![endif]--&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU" style="font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Miután egy újságban találkoztam a nevükkel, bóklásztam egy kicsit a &lt;a href="http://www.kaggle.com"&gt;Kaggle&lt;/a&gt; honlapján. A modell ismerős, nem ők találták ki. Tulajdonképpen az elektronikus kereskedelem egy sajátos változatáról van szó, hiszen ők is arra vállalkoznak, hogy összehozzák a keresletet a kínálattal, vagyis közvetítenek, a kereskedő pedig nem más, mint közvetítő. Mindezt az interneten teszik, tehát amit csinálnak, az elektronikus kereskedelem. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU" style="font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A modell tehát ismerős, a témában kicsit járatosabbaknak nyilván azonnal az &lt;a href="http://www.innocentive.com"&gt;InnoCentive&lt;/a&gt; neve ugrik be, különösen azoknak, akik olvastak róla Don Tapscott magyarul is megjelent &lt;a href="http://www.hvgkonyvek.hu/index.php/Gazdasag-es-menedzsment/Wikinomia/book_flypage.tpl.html"&gt;Wikinómiá&lt;/a&gt;jában. Az InnoCentive olyan ügyfeleket keres, akiknek valamilyen tudományos-szakértői probléma megoldására van szükségük, és ezt a keresletet összehozza a szakértők globális kínálatával. Kiteszi az adott problémát a honlapjára, közli, hogy milyen díjat hajlandó fizetni a problémagazda a megoldásért, majd megindul a verseny: kutatók, tudósok és mindenféle szakemberek regisztrálnak, produkálnak valamit és várják az eredményt. Azt is mondhatnánk, hogy a problémamegoldás outsourcingja ez, internetes támogatással, ahol a közvetítő (mondjuk így: a megoldás-kereskedő) az InnoCentive. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU" style="font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A Kaggle tulajdonképpen ennek a modellnek egyfajta szakosodott változata. Adatelemezési, adatbányászati problémák megoldására szakosodnak. A tipikus megrendelőnek van valamilyen (többnyire jó nagy) adatbázisa, és ebből szeretne valamit megtudni. Az esetek többségében arra kíváncsi, megjósolható-e ezekből az adatokból a jövő (például az, hogy a következő hónapban hányan fognak piros, kamaszméretű biciklit vásárolni színre fújt sárhányóval Balmazújvárosban), vagyis mi a legjobb matematikai statisztikai előrejelzési modell. Az eljárás azonos a fentebb leírtakkal: probléma a kitűzött díjjal együtt ki az internetre, a világ adatbányászai rámozdulnak a lehetőségre, beküldik a megoldásaikat, a győztes viszi a pénzt, a közvetítő pedig &amp;ndash; gondolom &amp;ndash; megkapja a maga kereskedői díját. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU" style="font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A kereseti oldalon már egy sor nagy név akad (Ford, Deloitte, Microsoft stb.), a kínálati oldalon pedig már nagyjából 25 ezren mutatták meg magukat, köztük több ezer doktorandusz a világ minden tájáról. 10 ezer dolláros díj is volt már, ami nem rossz pénz: tessék csak belegondolni, mekkora ösztöndíjat kap egy magyar PhD hallgató. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU" style="font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;A Kaggle-modell tanulságos: azt mutatja, hogy az adatelemzés és az adatbányászat nem lokális, hanem globális tevékenységek, piacuk nem helyi, hanem nemzetközi, határtalan.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-27T09:54:06Z</dc:date>
  </entry>
  <entry>
    <title>Angyalok</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/angyalok" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/angyalok</id>
    <updated>2012-01-26T08:32:50Z</updated>
    <published>2012-01-26T08:27:57Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:justify;text-justify:inter-ideograph"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Új, vállalkozási és innovációs témájú, nyitott, esti kerekasztal-sorozatot indítottunk el tegnap este az &lt;a href="http://ceubusiness.org"&gt;iskolában&lt;/a&gt;. Az első rendezvény az üzleti angyalok szerepével és tevékenységével foglalkozott. Négy angyal-befektető ült az asztalnál: Straub Elek, Simó György, Baranyai Gábor és Maász Dávid. Jómagam a beszélgetés moderátoraként a témához kapcsolódó fontosabb kérdésekről, valamint a hazai kockázati befektetések általános helyzetéről tartottam rövid bevezető előadást &lt;a href="http://Új, vállalkozási és innovációs témájú, nyitott, esti kerekasztal-sorozatot indítottunk el tegnap este az iskolában. Az első rendezvény az üzleti angyalok szerepével és tevékenységével foglalkozott. Négy angyal-befektető ült az asztalnál: Straub Elek, Simó György, Baranyai Gábor és Maász Dávid. Jómagam a beszélgetés moderátoraként a témához kapcsolódó fontosabb kérdésekről, valamint a hazai kockázati befektetések általános helyzetéről tartottam rövid bevezető előadást Karsai Judit nemrég publikált tanulmányának felhasználásával.  "&gt;Karsai Judit&lt;/a&gt; nemrég publikált tanulmányának felhasználásával (Közgazdasági Szemle, 2011. október).&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&amp;nbsp;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;img style="width: 145px; height: 213px;" 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" alt="" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-26T08:27:57Z</dc:date>
  </entry>
  <entry>
    <title>Zümmm...</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/zummm" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/zummm</id>
    <updated>2012-01-24T08:16:02Z</updated>
    <published>2012-01-24T08:13:58Z</published>
    <summary type="html">&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   &lt;w:BreakWrappedTables /&gt;
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  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
 &lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Tegnap egy iskolai megbeszélésen felmerült egyes tantermek átrendezésének terve. A mintát a Harvard Business School új &lt;a href="http://www.alumni.hbs.edu/bulletin/2011/december/ilab.html"&gt;kaptár-termei&lt;/a&gt; szolgáltatnák. Ezekben nem a hagyományos U alakban ülnek a hallgatók, hanem kisebb, változatos módon elrendezett, rugalmasan átalakítható &amp;bdquo;rekeszekben&amp;rdquo;, amelyeket tulajdonképpen kis &amp;bdquo;műhelyek&amp;rdquo;, mindenféle kreativitást serkentő eszközökkel felszerelve, természetesen erős informatikai támogatással. Megjelenésükből látható, hogy egyre jobban elmosódik a határvonal az oktatás és a gyakorlati munka között, a tanteremben az alkotó tevékenység válik fontossá, az oktatás több korábbi megszokott eleme pedig kivonul a tanteremből és átmegy az internetre.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;img src="http://www.alumni.hbs.edu/bulletin/2011/december/images/hive5.png" style="width: 246px; height: 172px;" alt="" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-24T08:13:58Z</dc:date>
  </entry>
  <entry>
    <title>Tankönyv</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/tankonyv" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/tankonyv</id>
    <updated>2012-01-23T07:43:11Z</updated>
    <published>2012-01-23T07:40:16Z</published>
    <summary type="html">&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:PunctuationKerning /&gt;
  &lt;w:ValidateAgainstSchemas /&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
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  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables /&gt;
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   &lt;w:WrapTextWithPunct /&gt;
   &lt;w:UseAsianBreakRules /&gt;
   &lt;w:DontGrowAutofit /&gt;
   &lt;w:UseFELayout /&gt;
  &lt;/w:Compatibility&gt;
 &lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" LatentStyleCount="156"&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Pár napja az iPadem megkérdezte, nincs-e kedvem operációs rendszert frissíteni. Legyen! - mondtam, és egyben azt is kipróbáltam, hogyan kell PC-re töltött iTunes szoftverrel szinkronizálni. Az eljárást nem mondanám nagyon barátságosnak, de végül (kis veszteséggel) minden sikerült, legközelebb remélhetőleg már egyáltalán nem lesz gond. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A jelek szerint éppen időben modernizáltam, mivel az Apple belevágott egy nagyszabású oktatási akcióba, amit én élénk érdeklődéssel figyelek. Tegnap például fekete-fehérben megnéztem egy régi matekórát a függvényekről az MIT videóraktárából. Letöltöttem egy új interaktív biológia-tankönyvet is. Valami nem stimmel vele (szerencsére ingyen van, nyilván beetetésnek), valószínűleg újra le kell majd töltenem, de mindenesetre érdekes nézni, ahogy a képek tapintásra filmekké változnak benne, a kromoszómák forogni kezdenek, a hangyák nyüzsögnek, az évszakok váltakoznak a fényképeken, a fejezetek végén pedig a gép mindenáron tesztelni akarja a tudásomat, online, azonnali javítással. Azt sem tartom kizártnak, hogy az eredményeket fellövi a felhőbe, ahol nagyszabású statisztikai elemzések készülnek majd a nebulók tudásáról, a tanulás hatékonyságáról. Engem biztosan lusta dögnek tartanak majd, mert egyszerűen átsiklottam a tesztek felett. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Az MBAs &lt;a href="http://www.ceubusiness.org"&gt;vállalkozási kurzusok&lt;/a&gt; hallgatóinak az első foglalkozáson, amikor vállalkozási ötletekről beszélünk, le szoktam játszani egy &lt;a href="http://www.wired.com/epicenter/2010/02/the-wired-ipad-app-a-video-demonstration/"&gt;filmet&lt;/a&gt;, ami a &lt;em&gt;Wired&lt;/em&gt; magazin iPados változatáról készült, majd megkérdezem: mi lenne, ha a látott megoldásokat tankönyvekre alkalmaznánk? Kinek milyen vállalkozási ötletek jutnak erről az eszébe? Most meglátjuk majd, hogyan csinálja az Apple. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Mindenestre gyakori vendége leszek az iTunes U(niversity) osztályának, ami amúgy már most tele van vállalkozási tananyagokkal: Oxford, Stanford, Yale&amp;hellip;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;img src="http://8.mshcdn.com/wp-content/gallery/appleedu-event/Apple%20Event003.jpg" style="width: 319px; height: 179px;" alt="" /&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang="HU"&gt;&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-23T07:40:16Z</dc:date>
  </entry>
  <entry>
    <title>Lassulás lesz, emberek!</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/lassulas-lesz-emberek!" />
    <author>
      <name>Bőgel György</name>
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    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/lassulas-lesz-emberek!</id>
    <updated>2012-01-19T08:53:19Z</updated>
    <published>2012-01-19T08:52:27Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Friss adatok a sajtóból, feljegyzem ide őket a krónika kedvéért: a Gartner szerint 2012-ben 3,7%-kal fognak nőni az IT kiadások világszerte (global spening on IT). Ez nagyjából feleannyi, mint 2011-ben. A kép összetett, Nyugat-Európában például 0,7%-os csökkenést várnak. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A hírekből az is kivehető, hogyan fogják vissza várható forgalmuk nagyságát egyes vezető IT cégek.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-19T08:52:27Z</dc:date>
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    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/blokad</id>
    <updated>2012-01-17T09:03:19Z</updated>
    <published>2012-01-17T08:56:03Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Anna Reid: &lt;a href="http://www.amazon.com/Leningrad-Epic-Siege-World-1941-1944/dp/080271594X"&gt;&lt;i style="mso-bidi-font-style:
normal"&gt;Leningrad&lt;/i&gt;.&lt;/a&gt; Vaskos könyv, jegyzetekkel, fényképekkel együtt közel ötszáz oldal. Szerzője Oxfordban végzett jogász, sokat utazott, már írt egy könyvet Szibériáról és egy másikat Ukrajnáról. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Ez a mostani Leningrád második világháborús ostromáról és blokádjáról szól. A nagy hadmozdulatokat is tárgyalja, de igazából az emberekkel foglalkozik, Leningrád lakosaival. Közülük a háború előtti három és fél millióból körülbelül hétszázötvenezren pusztultak el a blokád alatt, de ez csak becslés, a pontos számot senki sem tudja; valószínűleg inkább többen, mint kevesebben. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Mi történik az emberekkel, ha egy ellenséges és kegyetlen hadserek veszi körül a városukat, éjjel-nappal ágyúznak és bombáznak, élelem nincs, fűtés nincs? 1941 tele különösen hideg volt, mínusz harmincat is mutatott a hőmérő. Mi történik az emberekkel, ha a halál mindennapos, sőt minden perces eseménnyé válik, ha halottak fekszenek hetekig a szomszéd szobában, az utcán, a buszmegállóban, ha halottak bukkannak elő mindenfelé az olvadó hóból? Hogyan gondolkodik és viselkedik az az ember, aki napokig nem jut élelemhez, rokonait, barátait, kollegáit egymás után veszíti el, lakását keresztülfúrta egy bomba, aki, ha elindul valahová, sohasem tudhatja, hogy megérkezik-e? &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Az összegyűjtött visszaemlékezéseket olvasva felmerül a kérdés: mit lehet ezekből a borzalmakból egyáltalán visszaadni? Milyen esélyei vannak annak, aki krónikásnak jelentkezik? Mit lehet megtudni azokról, akik nem írtak semmiféle visszaemlékezést, akikkel nem lehet beszélni? Miről lehet ítéletet mondani, mit lehet elítélni és mit kell elfogadni? &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Rendkívüli vállalkozás ez egy oxfordi jogásztól, akinek valószínűleg saját előítéleteit is le kellett győznie.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;img src="http://www.renaud-bray.com/ImagesEditeurs/PG/1202/1202784-gf.jpg" style="width: 191px; height: 291px;" alt="" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-17T08:56:03Z</dc:date>
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  <entry>
    <title>Megkezdődött</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/megkezdodott" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/megkezdodott</id>
    <updated>2012-01-16T08:08:59Z</updated>
    <published>2012-01-16T08:01:40Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Vasárnap új vállalkozási kurzust indítottam az &lt;a href="http://ceubusiness.org"&gt;iskola&lt;/a&gt; MBA-s hallgatóival, szám szerint az ötödiket. A korábban kidolgozott általános tanrendet és módszertant megtartottam. A tegnapi első foglalkozás végén, az eddigi gyakorlatnak megfelelően, ismét a &amp;bdquo;sajtótájékoztatós&amp;rdquo; helyzetgyakorlatot játszottuk el: egy meghívott gyakorló vállalkozó elképzelt sajtótájékoztató keretében bemutatja önmagát és a vállalkozását (vagy vállalkozásait), majd a hallgatók a &lt;i style="mso-bidi-font-style:
normal"&gt;Psychology Today&lt;/i&gt;, illetve a &lt;i style="mso-bidi-font-style:normal"&gt;BusinessWeek&lt;/i&gt; &amp;bdquo;újságírójaiként&amp;rdquo; kérdéseket tehetnek föl a személyiségével, céljaival, üzleti filozófiájával és gyakorlatával kapcsolatban. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;E játékhoz olyan vállalkozóra van szükség, aki még viszonylag kezdő a pályán, nem kell attól félni, hogy valamilyen begyakorolt marketingszöveget fog leadni, nyitott, vitatkozó kedvű, sikereiről és botlásairól egyaránt szívesen beszél, örömmel veszi a kritikát és a javaslatokat. Ez alkalommal a &lt;a href="http://gipszkorszak.hu"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;Gipszkorszak&lt;/i&gt;&lt;/a&gt;ra és annak vezetőjére, Vajda Zoltánra esett a választásom. Jó döntés volt. Véletlenül bukkantam rájuk, amikor karácsony táján a Gozsdu-udvar vásáros bódéi között sétáltam. &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A kurzuson van egy másik fontos újítás is: üzleti tervezési csapatmunkák keretében megpróbálunk együtt dolgozni a &lt;a href="http://mome.hu/hu/design-int%C3%A9zet"&gt;Moholy-Nagy Művészeti Egyetem&lt;/a&gt; design szakos hallgatóival. A javasolt projektek érdekesek, meglátjuk, mi lesz belőlük.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;a target="_blank" href="http://1.bp.blogspot.com/-B8xXL04D6BU/Tw8TRGr8BDI/AAAAAAAAHC0/7Q776aso6HM/s1600/2.jpg" style="MARGIN-LEFT: 1em; MARGIN-RIGHT: 1em"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-B8xXL04D6BU/Tw8TRGr8BDI/AAAAAAAAHC0/7Q776aso6HM/s400/2.jpg" style="width: 282px; height: 187px;" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-16T08:01:40Z</dc:date>
  </entry>
  <entry>
    <title>A közgazdaságtudomány hosszú farka</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/a-kozgazdasagtudomany-hosszu-farka" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/a-kozgazdasagtudomany-hosszu-farka</id>
    <updated>2012-01-13T08:28:15Z</updated>
    <published>2012-01-13T08:26:21Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Van egy érdekes cikk a &lt;i style="mso-bidi-font-style:normal"&gt;The Economist&lt;/i&gt; december 31-i számában a közgazdaságtan irányzatairól és a bennük foglalt világmagyarázatokról, amelyek nyilván az alapot jelentik az egyes iskolák hívei által ajánlott gazdaságpolitikákhoz. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Az irányzatok tartalmáról nem akarok most szólni; az igazság az, hogy nem is tudnék. A cikknek van azonban egy másik érdekessége is. Bevezetőjében bemutatja, milyen szerepet játszik a blogolás egyes irányzatok fejlődésében, különös tekintettel a főáramtól (sznoboknak: mainstream) eltérő gondolkodásúakra. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Kétségtelen tény, hogy a közelmúltban a tudomány nagy nevei kezdtek el blogolni, felismerve a Web 2.0 képességeit és hasznosságát. Egy nagy névtől kapott linknek lassan ugyanolyan jelentősége lesz, mint egy referált lapban megjelent hivatkozásnak. A blogok elősegítik az új irányzatok megjelenését és szárba szökkenését. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Tulajdonképpen itt is a &amp;bdquo;hosszú farok&amp;rdquo; jelenséget figyelhetjük meg: egy-egy kisebb irányzat hívei a Web 2.0 világában egymásra találnak, összerendeződnek, láthatóvá válnak. Nevezzük el tehát ezt a jelenséget a közgazdaságtudomány hosszú farkának. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;img src="http://s05.static.libri.hu/cover/f4/c/706897_5.jpg" alt="Chris Anderson - Hosszú farok" title="Chris Anderson - Hosszú farok" class="photo" style="width: 154px; height: 208px;" /&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-13T08:26:21Z</dc:date>
  </entry>
  <entry>
    <title>Brynjolfsson és McAfee</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/brynjolfsson-es-mcafee" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/brynjolfsson-es-mcafee</id>
    <updated>2012-01-11T09:15:44Z</updated>
    <published>2012-01-11T09:08:53Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Vegyük az Amerikai Egyesült Államokat és nézzük meg, mekkora GDP-t produkáltak 1995-ben! Utána számítsuk ki, hány kereskedő (&amp;bdquo;sales and related occupations&amp;rdquo;) jutott egymillió dollárnyi GDP-re. Ez a szám akkor 2,08 fő volt. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Számítsuk ki ugyanezt a mutatót 2002-re is. Az eredmény: 1,79. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Ezeket a számokat Erik Brynjolfsson (MIT) és Andrew McAfee professzorok új könyvében találtam, amelyből néhány fejezetet lehozott a &lt;a href="http://www.theatlantic.com/"&gt;&lt;em&gt;The Atlantic&lt;/em&gt;&lt;/a&gt; folyóirat. A szerzők szerint a csökkenést (ugyanannyi GDP-hez kevesebb kereskedő kell) a technológiai fejlődés magyarázza, legalábbis részben. Mit hozott a technológiai fejlődés? Önkiszolgáló rendszereket, automatákat, internetes keresését és tanácsadást, virtuális asszisztenseket, online kampányokat és persze az elektronikus kereskedelmet úgy általában. Az elektronikus kereskedelem szépen fejlődik, az internetes boltokban egyre többen és egyre szívesebben vásárolnak. Ez jó, mondják a professzorok, de ne feledkezzünk meg arról sem, hogy a modern technológiával beoltott kereskedelem kevesebb munkahelyet termel, mint korábban. Mi több, ha a GDP csak lassan vagy egyáltalán nem nő, a kereskedelmi munkahelyek száma csökken. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A &lt;em&gt;The Atlantic&lt;/em&gt;ban megjelent fejezetekben a közismert szerzők a technológiai fejlődés társadalmi következményeivel foglalkoznak. Lényegében az érdekli őket, hogy kik a fejlődés nyertesei és vesztesei abszolút és relatív értelemben. Négy fontos jelenségre hívják fel a figyelmet: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;(1) A foglalkoztatottság és a bérek szempontjából a technológiai fejlődés (szerkezeti hatások mellett) a magasabb képzettségű munkavállalóknak kedvez. A bemutatott statisztika szerint a képzettségi bérolló egyre szélesebbre nyílik, az alacsony végzettségűek (értsd középiskola vagy az alatt) abszolút értelemben is vesztesnek számítanak: kevesebbet keresnek, mint a hatvanas-hetvenes években. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;(2) A technológiai fejlődés a gazdagoknak kedvez. A gazdagabbak jövedelme sokkal gyorsabban növekszik, mint a szegényeké, a gazdagok között pedig a leggazdagabbak helyzete a legjobb ebből a szempontból. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;(3) A technológiai fejlődés a sztároknak, mi több, a szupersztároknak kedvez a többiekkel szemben. Mivel a terjeszkedés könnyebbé vált (és ez különösen igaz a digitalizált termékek és szolgáltatások piacára) egyre több iparágban jelennek meg domináns játékosok, akik sokkal gyorsabban fejlődnek és gazdagodnak a többieknél. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;(4) A technológiai fejlődés a tőkének kedvez a munkával szemben. Miközben a munkanélküliség gyakorlatilag stagnál, a vállalati műszaki beruházások nőnek, a vállalati profitok soha nem látott magasságokba emelkednek. A tortából több jut a tőkének és kevesebb a munkának. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A munkavállalók vesztésre állnak a gépekkel szemben &amp;ndash; vonják le a következtetést a professzorok. Veszélyes társadalmi feszültségek halmozódnak fel. A problémát az okozza, mondják, hogy a technológiai fejlődés által előidézett változások túlságosan gyorsak, az emberek és az intézmények világa nem tud ilyen sebesen alkalmazkodni. Régen, ha az egyik iparág munkahelyeket veszített, a munkavállalókat felszívta egy másik. Most erre sokkal kevésbé lehet számítani.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;a href="http://www.iqsys.hu/imgres?imgurl=http://ilp.mit.edu/images/pubsmedia/2010/BOOK-Brynjolfsson.png&amp;amp;imgrefurl=http://ilp.mit.edu/webpub.jsp%3Ftot%3D142%26page%3D2&amp;amp;usg=__Hh3IJxRwybTHuVulGMpJeIdqndA=&amp;amp;h=388&amp;amp;w=259&amp;amp;sz=49&amp;amp;hl=hu&amp;amp;start=2&amp;amp;zoom=1&amp;amp;tbnid=bzjuzH64iRl3VM:&amp;amp;tbnh=123&amp;amp;tbnw=82&amp;amp;ei=D1MNT42uDcSVswbb-u2oBA&amp;amp;prev=/search%3Fq%3Dbrynjolfsson%2Bmcafee%2Bbook%26um%3D1%26hl%3Dhu%26sa%3DN%26tbm%3Disch&amp;amp;um=1&amp;amp;itbs=1"&gt;&lt;img src="http://t2.gstatic.com/images?q=tbn:ANd9GcRspa4WmxrD5OgfvBLyVJoyNKrbPD59zcsLNbTN5JxVJKrhjdBOb6noXlo" style="width: 104px; height: 154px;" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-11T09:08:53Z</dc:date>
  </entry>
  <entry>
    <title>Link</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/link" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/link</id>
    <updated>2012-01-10T08:01:27Z</updated>
    <published>2012-01-10T08:01:03Z</published>
    <summary type="html">&lt;p&gt;&lt;a href="http://www.itbusiness.hu/Fooldal/publicisztika/Bogel_Gyorgy/sokcsatornas_tarsadalom.html"&gt;Eszmefuttatás&lt;/a&gt; az ITBusiness publicisztika-rovatában.&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-10T08:01:03Z</dc:date>
  </entry>
  <entry>
    <title>Színház. Igazi.</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/szinhaz-igazi" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/szinhaz-igazi</id>
    <updated>2012-01-09T08:18:59Z</updated>
    <published>2012-01-09T08:09:57Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Katona József Színház: &lt;a href="http://www.katonajozsefszinhaz.hu/index.php?option=com_content&amp;amp;view=article&amp;amp;id=39227&amp;amp;catid=5&amp;amp;Itemid=4"&gt;&lt;em&gt;Cigányok&lt;/em&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt; &amp;bdquo;A mai magyar színházak kényszerpályán mozognak, és ezért túlnyomó többségük ugyanazt a metódust kénytelen követni, amelyet a hollywoodi szuperprodukciók: egyszerű vonalvezetésű, szentimentális történetek, minél ismertebb sztárok, könnyen fogyasztható erkölcsi tanulságok és minél sokszínűbb kiegészítő szolgáltatások (képeslapok, pólók, egyéb termékek)&amp;rdquo; &amp;ndash; írja Schilling Árpád az ÉS január 6-i számában. Minden bizonnyal igaza van, és ez az adott helyzetben aligha lehetne másképp. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Éppen ezért jó látni, hogy van, aki szembe úszik az árral. A &lt;em&gt;Cigányok&lt;/em&gt; a legcsekélyebb értelemben sem egyszerű vonalvezetésű, a legkevésbé sem szentimentális, erköcsi tanulsága nagyon is van, de egyáltalán nem könnyen fogyasztható. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Az elejét Tersánszky írta, akinek az alakját néhány finom utalással (ruhadarab, idézet) fel is idézik a színpadon. A végét Grecsó Krisztián jegyzi. Egy Molotov-koktél és egy lövés az első felvonás végén a mába röpít bennünket, egy mai történetbe, amire minden bizonnyal mindenki ráismer, aki olvas újságot és belenéz néha a televíziós híradókba. Az addig viszonylag egyes vonalú és tiszta képletű történetet elárasztja a köd. A színpadon peregnek az események, miközben sűrű homály fedi, hogy mi is történik tulajdonképpen.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt; Csupa ismerős alak, meghökkentő pontossággal kidolgozva az utolsó mozdulatig és ruhadarabig. Csupa rejtélyes ember. Nincs senki, akivel azonosulni lehetne. Senki sincs az igazság birtokában. Mindenki kiismerhetetlen, ellentmondásos, bi-, sőt multipoláris. Az igazsághoz nem jutunk közelebb egy tapodtat sem, minden repedés tovább mélyül, minden ellentét végletesen kifeszül. Kiút sehol. Vagy talán annak a kimondásával kezdődik a kiút, hogy igen, ez ilyen. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Jó látni, hogy van még színház, van még társulat Budapesten. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;img src="http://pb.jegy.hu/hungary/images/16063/Tersanszky_Jozsi_Jeno_-_Grecso_Krisztian_Ciganyok" style="width: 268px; height: 178px;" alt="" /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-09T08:09:57Z</dc:date>
  </entry>
  <entry>
    <title>Egy kis marketing</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/egy-kis-marketing" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/egy-kis-marketing</id>
    <updated>2012-01-06T11:50:55Z</updated>
    <published>2012-01-06T11:50:17Z</published>
    <summary type="html">&lt;p&gt;&lt;span style="font-size: medium;"&gt;Rögzítsük a száraz tényeket! Január negyedikén felmentem a honlapjukra és megkérdeztem, kapható-e. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;Kapható,  válaszolta készségesen a számítógép valahol a felhőben, és hozzátette: ha most  megrendelem, szerinte tizedikén le is szállítják, de majd kapok  értesítést, hogy pontosan melyik napon. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;Megrendeltem. Rövidesen megjött a válasz: kilencedikén megkapom. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: medium;"&gt;Ötödikén már a kezemben volt. &lt;/span&gt;&lt;/p&gt;&lt;span style="font-size: medium;"&gt;Erre mondják ebkörökben: Vaúúú!!!&lt;/span&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-06T11:50:17Z</dc:date>
  </entry>
  <entry>
    <title>Tölcsért csinálok a...</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/tolcsert-csinalok-a" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/tolcsert-csinalok-a</id>
    <updated>2012-01-05T07:57:47Z</updated>
    <published>2012-01-05T07:52:42Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A téli szemeszterben két vállalkozási kurzusom is lesz az &lt;a href="http://ceubusiness.org"&gt;iskola&lt;/a&gt; MBA programján. Az első január közepén indul, a második február legvégén. Már összeraktam a tematikákat, a példák és a vendégek listáját. A koncepció nem változott: az idő java részét vállalkozási ötletek kidolgozásával és értékelésével fogjuk tölteni, az utóbbit három fázisba szervezve, vagyis három szűrőt építünk be a &amp;bdquo;tölcsérbe&amp;rdquo;. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A szűrés módszere sohasem tökéletes, mindig lehet fejleszteni rajta valamit. Most találtam ehhez egy könyvet, Christian Terwiesch (Wharton) és Karl T. Ulrich (szintén Wharton) írta, &lt;a href="http://www.amazon.com/Innovation-Tournaments-Selecting-Exceptional-Opportunities/dp/1422152227"&gt;&lt;em&gt;Innovation Tournaments&lt;/em&gt;&lt;/a&gt; a címe. Arról szól, hogyan, milyen módszerekkel lehet sok innovációs ötletet előállítani, majd hogyan lehet kismillió ötletből kiválogatni a legjobbakat. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Szószátyár könyv, sok benne az ismétlés, de hasznos: sok ötletet merítettem belőle, a probléma inkább az, miként lehet mindezt egy kurzus adott időkeretébe beszorítani. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&amp;nbsp;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;img src="http://images.amazon.com/images/P/1422152227.jpg" style="width: 173px; height: 250px;" alt="" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-05T07:52:42Z</dc:date>
  </entry>
  <entry>
    <title>Viagra feketén</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/viagra-feketen" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/viagra-feketen</id>
    <updated>2012-01-04T08:31:23Z</updated>
    <published>2012-01-04T08:26:55Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p style="text-align:justify;text-justify:inter-ideograph" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;&amp;bdquo;A spam gazdaságtana&amp;rdquo;. Sznoboknak: &amp;bdquo;The Economics of Spam&amp;rdquo;. Érdekes lenne ezzel a címmel doktori értekezést írni. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Miért is ne? A spam élt, él és élni fog. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A munkahelyi szűrőnk elég jól működik, de azért néhány kéretlen levél átjut a szögesdróton. Személyes megfigyelés: többségük ügyes phishing-akció eszköze, vagyis valaki valamilyen személyes információt szeretne tőlem megszerezni, miközben általam ismert személynek vagy intézménynek (például a bankomnak) álcázza magát. A megoldások néha kifejezetten szellemesek, gyűjteni kellene őket. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Szóval doktori disszertáció a spam-gazdaságról. Ha a témákat elbíráló egyetemi bizottság kifogást emelne, két vezető amerikai egyetem kutatóinak munkásságára hivatkoznék példaként: ha ők igen, én miért ne? Eredményeikből nemrég (december 12.) közölt válogatást a BusinessWeek. A spamot üzleti vállalkozásként kezelték, ami logikus, hiszen az spamelés befektetés (munka + pénz), értelme akkor van, ha megtérül. A kutatók a gyógyszerek elektronikus kereskedelmét választották ki vizsgálati terepnek. &amp;nbsp;365.395.278 spam-linknek eredtek a nyomába. Ezek a linkek 69.002 honlaphoz vezettek. E webhelyek mögött 45 kereskedőt találtak, ezeknek nagyjából a fele a jelek szerint orosz. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A kutatók 200 próbavásárlást is végeztek véletlenszerűen kiválasztott árusoknál. Az árut az esetek több mint 90%-ában leszállították. Pontosabban: szállítottak valamit, ami úgy nézett ki, mint amit megrendeltek. (Más kérdés, hogy egy pirulában ténylegesen mi van.) &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A mintában 20 olyan bankot is találtak, amelyek a kártyás fizetések lebonyolítására vállalkoztak. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Formáját tekintve klasszikus elektronikus kereskedelem ez, csak éppen fekete, több szempontból is az. De mit vesznek a népek spames gyógyszerkereskedőktől? Az adatok szerint leginkább potencianövelő szereket (pl. Viagrát vagy ál-Viagrát). ezek teszik ki a forgalom több mint felét. A maradék piacon antibiotikumok, fogyasztószerek, nyugtatók és más labdacsok osztoznak. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Mekkora lehet a piac? Nos, a kutatók szerint az amerikaiak 12%-a vásárolt már spames kereskedőnél, a konverziós rátájuk pedig sokkal magasabb például a franciákénál. A kereskedelmet jól szervezett ügyfélszolgálatok támogatják, amelyek a kutatók megállapítása szerint &amp;bdquo;gyakran jobbak, mint a legális kereskedőké&amp;rdquo;. Vagyis: a fekete kereskedelem nem feltétlenül rossz kereskedelem, sőt, akár tanulni is lehet tőle. Mindazonáltal valószínűleg nem az ügyfélszolgálat teszi vonzóvá: egy &amp;bdquo;fekete Viagra&amp;rdquo; ára töredéke az eredetiének. (Figyelem: a Pfizer szerint a fekete Viagrák nem valódiak, és kifejezetten károsak is lehetnek.) &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Tanulság: nagy számok ezek, a gazdaság számottevő méretű szeletéről van szó. Tanulmányozásra érdemes. Mindazonáltal nem árt az óvatosság. &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-04T08:26:55Z</dc:date>
  </entry>
  <entry>
    <title>Törésvonal</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/toresvonal" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/toresvonal</id>
    <updated>2012-01-03T09:14:31Z</updated>
    <published>2012-01-03T08:00:48Z</published>
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&lt;![endif]--&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Csaplár Vilmos: &lt;i style="mso-bidi-font-style:
normal"&gt;&lt;a href="http://www.libri.hu/konyv/a-magyarok.html"&gt;A magyarok az államalapítástól a 2010-es választásokig&lt;/a&gt;.&lt;/i&gt; Az a benyomásom, ezt a könyvet a szerző nem tervezte meg előre, nem készített hozzá vázlatot, vagy igen, de aztán nem igazodott ahhoz, hanem szabadon írt, amiről éppen kedve tartotta. Ha valamit érdekesnek talált, többet írt róla, alaposabban körüljárta.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A műfaj és a stílus a szépirodalom és a szakfolyóiratok &amp;bdquo;ez ezt mondta, az azt mondta&amp;rdquo; világa között ingadozik. &amp;nbsp;A téma &amp;ndash; ahogy a cím mutatja &amp;ndash; a magyarok története a honfoglalástól napjainkig. Csaplár szerint ez a történet determinált: az események egy századokkal ezelőtt kialakult törésvonalhoz igazodnak. Ez a törésvonal jelenik meg újra és újra a magyar történelemben, hol nyíltan, szakadékká mélyülve, hol rejtve, álcázva. Betemetni még senkinek sem sikerült, minden ilyen kísérlet után magára talál: új formában, de a régi tartalommal bukkant elő. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;A szereplők némi tévelygés után ehhez a vonalhoz igazodnak. A vonal szerepeket jelöl ki, és ha azokban éppen nincs senki, akkor vákuumként beléjük szippant valakit, betöltött szerep pedig megteremti a maga ellenpárját a szakadék másik oldalán. Néha nem lehet pontosan tudni, ki melyik oldalon áll, de a kép idővel tisztulni kezd, hogy aztán mindenféle történelmi események hatására újra összezavarodjon. A történelem mémek harca, üzeni a könyv, a mémek pedig szívósak, élni akarnak, életteret keresnek maguknak, uralkodni vágynak. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Sajátos megközelítés ez, de érdekes. Csaplárnak abban minden bizonnyal igaza van, hogy a rendszerváltás története még nincs kellő alapossággal megírva és megmagyarázva, nagyon sok a homály, félő, hogy minden más, mint aminek látszik, balra van a jobb, jobbra van a bal, fent van a lent és lent van a fent; az álcázás és a mellébeszélés valóságos nemzeti sporttá vált. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt;Ki oszlatja el a ködöt? Adósunk ezzel a történettudomány, de adósunk a szépirodalom, a film és a színpad is. Lehet, hogy évtizedekig azok is maradnak. E kérdés tekintetében egyáltalán nem vagyok optimista. &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size: medium;"&gt;&lt;span lang="HU"&gt; &lt;/span&gt;&lt;/span&gt;&lt;img style="width: 164px; height: 272px;" class="photo" title="Csaplár Vilmos - A magyarok" alt="Csaplár Vilmos - A magyarok" src="http://s05.static.libri.hu/cover/a0/e/833090_5.jpg" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-03T08:00:48Z</dc:date>
  </entry>
  <entry>
    <title>Garas</title>
    <link rel="alternate" href="http://www.iqsys.hu/web/guest/blog/-/blogs/garas" />
    <author>
      <name>Bőgel György</name>
    </author>
    <id>http://www.iqsys.hu/web/guest/blog/-/blogs/garas</id>
    <updated>2012-01-01T16:36:22Z</updated>
    <published>2012-01-01T16:36:22Z</published>
    <summary type="html">&lt;p&gt;Garas Dezső elment. Valószínűleg a &lt;em&gt;Két félidő a pokolban&lt;/em&gt; című filmben találkoztam vele először, egy füstös falusi moziban, amikor a mozizás még közösségi élmény volt. Másnap már mindenki tudta a nevét.&lt;/p&gt;&lt;p&gt;&lt;img src="http://www.storyonline.hu/data/cikk/4/37653/1.jpg" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px; width: 268px; height: 201px;" alt="" /&gt;&lt;/p&gt;</summary>
    <dc:creator>Bőgel György</dc:creator>
    <dc:date>2012-01-01T16:36:22Z</dc:date>
  </entry>
</feed>
