<?xml version="1.0" encoding="UTF-8"?><rss 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" version="2.0"><channel><title><![CDATA[aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram]]></title><description><![CDATA[<p>vorrei iniziarmi al mondo dell'overclock con il mio pc desktop con le seguenti caratteristiche(rilevate con cpu tweaker):</p>
<p>cpu model: intel<img src="https://www.xtremehardware.com/forum/assets/plugins/nodebb-plugin-emoji/emoji/android/00ae.png?v=e1a18355660" class="not-responsive emoji emoji-android emoji--registered" style="height:23px;width:auto;vertical-align:middle" title="®" alt="®" /> core?i5-2400S cpu2.50 ghz cpuid 6A7 rev D2</p>
<p>socket LGA1155  tech 32nm   cores 4/4  Vcore 2,232V</p>
<p>mother board Packard bell model Imedia S3840</p>
<p>memory ddr3  speed PC3-10600(666mhz) 9.9.9.24-1,5v  channel dual</p>
<p>BCLK 99.8 mhz       ram ratios 5   x1,33</p>
<p>ram   x6,66      665,0 mhz</p>
]]></description><link>https://www.xtremehardware.com/forum//topic/30462/aiuto-per-oveclock-su-packard-bell-imedia-l6656-intel-i5-4gb-ram</link><generator>RSS for Node</generator><lastBuildDate>Sat, 11 Jul 2026 04:32:34 GMT</lastBuildDate><atom:link href="https://www.xtremehardware.com/forum//topic/30462.rss" rel="self" type="application/rss+xml"/><pubDate>Sat, 23 Feb 2013 16:25:01 GMT</pubDate><ttl>60</ttl><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sun, 24 Feb 2013 09:46:03 GMT]]></title><description><![CDATA[<p>di nulla</p>]]></description><link>https://www.xtremehardware.com/forum//post/454624</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454624</guid><dc:creator><![CDATA[tom1]]></dc:creator><pubDate>Sun, 24 Feb 2013 09:46:03 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 20:52:15 GMT]]></title><description><![CDATA[<p>ok grazie a tutti per la disponibilità</p>]]></description><link>https://www.xtremehardware.com/forum//post/454623</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454623</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 20:52:15 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 20:22:41 GMT]]></title><description><![CDATA[<p>prova.. non credo che la cpu prenda un moltiplicatore più alto.. tanto non succede nulla...</p>
<p>solo la serie K ha il moltiplicatore sbloccato.</p>
<p>ciao</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454622</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454622</guid><dc:creator><![CDATA[megthebest]]></dc:creator><pubDate>Sat, 23 Feb 2013 20:22:41 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 20:08:14 GMT]]></title><description><![CDATA[<p>in cpu tweaker max freq cpu va da x16 a x33 e io posso inserire qualsiasi valore tra questo intervallo,non credo quindi che sia bloccato,</p>
<p>non voglio contraddirti,se vuoi posso postare uno screen di tweaker cpu</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454621</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454621</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 20:08:14 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 19:25:14 GMT]]></title><description><![CDATA[<p>il moltiplicatore è bloccato, verso l'alto... puoi quindi solo abbassarlo..e di conseguenza lo undercloccki..</p>
<p>credo tu debba rassegnarti..</p>
<p>ciao</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454620</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454620</guid><dc:creator><![CDATA[megthebest]]></dc:creator><pubDate>Sat, 23 Feb 2013 19:25:14 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 19:07:18 GMT]]></title><description><![CDATA[<p>ho notato che con cpu tweaker posso variare sia i valori  del moltiplicatore della cpu sia i timing della ram,può servire a qualcosa?</p>
<p>grazie per i consigli sopracitati!</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454619</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454619</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 19:07:18 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 18:45:44 GMT]]></title><description><![CDATA[<p>è già tutto attivo magari disattiva EIST</p>]]></description><link>https://www.xtremehardware.com/forum//post/454618</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454618</guid><dc:creator><![CDATA[tom1]]></dc:creator><pubDate>Sat, 23 Feb 2013 18:45:44 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 18:40:25 GMT]]></title><description><![CDATA[<p>[ATTACH=CONFIG]3145[/ATTACH][ATTACH=CONFIG]3146[/ATTACH]</p>]]></description><link>https://www.xtremehardware.com/forum//post/454617</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454617</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 18:40:25 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 18:33:42 GMT]]></title><description><![CDATA[<p dir="auto"><img 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" 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" alt="9k=" /></p>
]]></description><link>https://www.xtremehardware.com/forum//post/454616</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454616</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 18:33:42 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 18:22:50 GMT]]></title><description><![CDATA[<p>come si fà a postare immagini per il bios?</p>]]></description><link>https://www.xtremehardware.com/forum//post/454615</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454615</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 18:22:50 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 17:39:21 GMT]]></title><description><![CDATA[<p>se non cambiare la mobo anche con una da meno si 100 €</p>]]></description><link>https://www.xtremehardware.com/forum//post/454614</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454614</guid><dc:creator><![CDATA[tom1]]></dc:creator><pubDate>Sat, 23 Feb 2013 17:39:21 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 17:11:32 GMT]]></title><description><![CDATA[<p>Ciao,</p>
<p>come detto da Max, si può fare molto poco.</p>
<p>inoltre la versione 2400S è una versione pensata per il risparmio energetico, quindi potrebbe essere addirittura più problematica di un i5 2400 normale per l'overclock, poiché probabilmente è stato adottato anche un dissipatore non molto potente.</p>
<p>il massimo che si può fare in questi casi, se la scheda madre lo permette è settare al massimo il turbo su tutti e 4 i core in modo che lavorino sempre tutti a 3,1 GHz.</p>
<p>altro non credo che sia consentito.</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454613</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454613</guid><dc:creator><![CDATA[Le085]]></dc:creator><pubDate>Sat, 23 Feb 2013 17:11:32 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 16:56:46 GMT]]></title><description><![CDATA[<p>ciao,</p>
<p>purtroppo sia la cpu con moltiplicatore bloccato, sia la scheda madre Packard bell OEM, difficilmente permettono overclock.</p>
<p>Se puoi postare le schermate del bios che si riferiscono a frequenze cpu e ram, potremo capire meglio se qualcosina si può fare..</p>
<p>è lo scotto da pagare, se si prende un pc preassemblato, senza poterne scegliere i componenti.</p>
<p>ciao</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454612</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454612</guid><dc:creator><![CDATA[megthebest]]></dc:creator><pubDate>Sat, 23 Feb 2013 16:56:46 GMT</pubDate></item><item><title><![CDATA[Reply to aiuto per oveclock su packard bell imedia l6656 intel i5 4gb ram on Sat, 23 Feb 2013 16:25:01 GMT]]></title><description><![CDATA[<p>vorrei iniziarmi al mondo dell'overclock con il mio pc desktop con le seguenti caratteristiche(rilevate con cpu tweaker):</p>
<p>cpu model: intel<img src="https://www.xtremehardware.com/forum/assets/plugins/nodebb-plugin-emoji/emoji/android/00ae.png?v=e1a18355660" class="not-responsive emoji emoji-android emoji--registered" style="height:23px;width:auto;vertical-align:middle" title="®" alt="®" /> core?i5-2400S cpu2.50 ghz cpuid 6A7 rev D2</p>
<p>socket LGA1155  tech 32nm   cores 4/4  Vcore 2,232V</p>
<p>mother board Packard bell model Imedia S3840</p>
<p>memory ddr3  speed PC3-10600(666mhz) 9.9.9.24-1,5v  channel dual</p>
<p>BCLK 99.8 mhz       ram ratios 5   x1,33</p>
<p>ram   x6,66      665,0 mhz</p>
]]></description><link>https://www.xtremehardware.com/forum//post/454611</link><guid isPermaLink="true">https://www.xtremehardware.com/forum//post/454611</guid><dc:creator><![CDATA[pusco]]></dc:creator><pubDate>Sat, 23 Feb 2013 16:25:01 GMT</pubDate></item></channel></rss>