tag:blogger.com,1999:blog-5071923930704307002024-03-13T02:19:29.584+01:00Free technical books and softwares in several langues -contact: megaearthsciences1@gmail.comWe will actualise Links Insha Allah. Rest with Us.aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.comBlogger31125tag:blogger.com,1999:blog-507192393070430700.post-11021573476003411542013-07-03T11:33:00.003+01:002013-07-03T11:33:48.308+01:00SumatraPDF 2.3.2:version install and Portable<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><span style="color: black;"><span class="messageBody" data-ft="{"type":3}"><span class="userContent">Free software</span></span></span></span></h5>
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<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span style="font-size: small;"><span style="color: black;"> Usefull to Read Files Format: PDF, EPUB, DJVU، XPS، CHM.</span></span></span></span></h5>
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<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span style="font-size: small;"><span style="color: black;"><span style="color: red;"><span style="background-color: black;"><b><span class="messageBody" data-ft="{"type":3}"><span class="userContent">install</span></span></b></span></span> </span></span><br /> <a href="http://www.easy-to-download.com/2013/06/sumatrapdf-232-install-software.html" rel="nofollow nofollow" target="_blank">http://<wbr></wbr>www.easy-to-download.com/2013/<wbr></wbr>06/<wbr></wbr>sumatrapdf-232-install-software<wbr></wbr>.html</a><br /> </span></span></h5>
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<span class="messageBody" data-ft="{"type":3}"><span class="userContent"><span style="font-size: small;"><span style="color: black;"><span style="color: red;"><span style="background-color: black;"><b><span class="messageBody" data-ft="{"type":3}"><span class="userContent">Portable</span></span></b></span></span></span></span></span></span></h5>
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<span class="messageBody" data-ft="{"type":3}"><span class="userContent"> <a href="http://www.easy-to-download.com/2013/06/sumatrapdf-232-install-free-portable.html" rel="nofollow nofollow" target="_blank">http://<wbr></wbr>www.easy-to-download.com/2013/<wbr></wbr>06/<wbr></wbr>sumatrapdf-232-install-free-por<wbr></wbr>table.html</a></span></span></h5>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-51261111901408795762013-02-25T17:34:00.001+01:002013-02-25T17:34:15.496+01:00 BRIDGE ENGINEERING<table border="0" cellpadding="0" class="MsoNormalTable" style="mso-cellspacing: 1.5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; width: 100%px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"><td style="padding: .75pt .75pt .75pt .75pt; width: 47.0%;" width="47%"><strong><span lang="EN-US" style="font-family: Arial;">Instructor: Professor
M.S. Cheung </span></strong><br />
<span lang="EN-US"><br /></span>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 53.0%;" width="53%">
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US" style="font-family: Arial;"><img height="209" id="_x0000_i1026" src="http://teaching.ust.hk/%7Ecivl603c/bridge.gif" width="324" /></span></div>
</td>
</tr>
</tbody></table>
<span lang="EN-US"><br />
<strong><span style="font-family: Arial;">Course description</span></strong></span><br />
<span lang="EN-US">A considerable amount of research work on highway bridges
has been carried out around the world over the past several decades, especially
in North America. This let to the development
of the first limit states bridge design code in Canada in 1979. Recently, a new
Canadian Highway Bridge Design Code has been published which includes several
advanced analysis and design methods as well as new construction materials,
such as FRP. More and more countries have adopted the limit states design
philosophy and Canadian code criteria for the design of their highway bridges.</span><br />
<br />
<span lang="EN-US">The objectives of this course are three folded: </span><br />
<span lang="EN-US">1) Introduction of the limit states design method; <br />
2) Discussion of design philosophy and code requirements and <br />
3) Examples of analysis and design of bridge super-structure components, using
limit states design method. </span><br />
<span lang="EN-US">This course will be focused on the bridge superstructure
only. No attempt has been made to deal with the bridge substructure or
foundation problems.</span><br />
<span lang="EN-US">The course will mainly follow the current Canadian Highway
Bridge Design code; although other codes such as AASHTO and British code will
also be referenced. The course will cover the following major areas:<br />
Review of limit states design method; legal loads and highway design loads;
load combinations; concrete deck design; load distribution theory; refined
methods of analysis; impact and dynamics; load capacity rating of existing
bridges; computer analysis methods; fatigue and brittle fracture; construction bracings,
etc.</span><br />
<span lang="EN-US"><br />
<strong><span style="font-family: Arial;">Lecture Number Subject</span></strong></span><br />
<table border="1" cellpadding="0" class="MsoNormalTable" style="mso-cellspacing: 1.5pt; mso-padding-alt: 7.5pt 7.5pt 7.5pt 7.5pt; width: 100%px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #9999CC; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<div align="center" class="MsoNormal" style="text-align: center;">
<strong><span lang="EN-US" style="color: white; font-family: Arial; font-size: 13.5pt;">Lecture</span></strong><span lang="EN-US" style="font-family: Arial;"></span></div>
</td>
<td style="background: #9999CC; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<div align="center" class="MsoNormal" style="text-align: center;">
<strong><span lang="EN-US" style="color: white; font-family: Arial; font-size: 13.5pt;">Subject</span></strong><span lang="EN-US" style="font-family: Arial;"></span></div>
</td>
<td style="background: #9999CC; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<div align="center" class="MsoNormal" style="text-align: center;">
<strong><span lang="EN-US" style="color: white; font-family: Arial; font-size: 13.5pt;">Lecture
note</span></strong><span lang="EN-US" style="font-family: Arial;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 1</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Introduction - bridge types, trends, economics,
aesthetic, and alternative designs</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/2p2j0cwm22tw" target="_blank">Chapter 1 Notes</a>;<span style="mso-spacerun: yes;"> </span></span><br />
<span lang="EN-US"><span style="mso-spacerun: yes;"> </span></span><br />
<a href="http://filewe.com/bnh3hnrwyily" target="_blank"><span lang="EN-US">Appendix to Chapter 1</span></a><br />
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 2</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Limit states design</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<a href="http://filewe.com/68mee04sb2do" target="_blank"><span lang="EN-US">Chapter 2 Notes</span></a><br />
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 3</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Legal loads, Highway design loads and load factors</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/eu5tallx4eng" target="_blank">Chapter 3 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 4</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Loads and Load combinations</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<a href="http://filewe.com/jbnnivvv3df1" target="_blank"><span lang="EN-US">Chapter 4 Notes</span></a><br />
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 5</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Bridge Deck Slabs</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<a href="http://filewe.com/6m4gzicbp8y8" target="_blank"><span lang="EN-US">Chapter 5 Notes</span></a><br />
<br />
<a href="http://filewe.com/j8g2ui729h0i" target="_blank"><span lang="EN-US">Appendix : Table 8.11.2.2</span></a><br />
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 6</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Simplified Methods of Analysis</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/subbvwfwn090" target="_blank">Chapter 6 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 7</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Refined methods of analysis</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/91ji9i1k6d5m" target="_blank">Chapter 7 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 8</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Impact and Vibrations</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/86t5mytizpo5" target="_blank">Chapter 8 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 9</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Fatigue and Brittle Fracture</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/wplrw14tpbec" target="_blank">Chapter 9 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 10</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Computer Analysis</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/zeh9ilkcawnr" target="_blank">Chapter 10 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 11</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Diaphragms and Cross Frames</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/ap1pfnyz9zcl" target="_blank">Chapter 11 Notes</a></span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%">
<span lang="EN-US">Lecture 12</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%">
<span lang="EN-US">Load Capacity Rating of Existing Bridges and
Rehabilitation Techniques</span><br />
</td>
<td style="padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
<span lang="EN-US"><a href="http://filewe.com/ql206lpn84u6" target="_blank">Chapter 12 Notes</a></span><br />
</td>
</tr>
<tr style="height: 1.0pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="height: 1.0pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 11.86%;" width="11%"><br /></td>
<td style="height: 1.0pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 59.68%;" width="59%"><br /></td>
<td style="height: 1.0pt; padding: 7.5pt 7.5pt 7.5pt 7.5pt; width: 27.64%;" width="27%">
</td></tr>
</tbody></table>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-19465768143382354732012-07-27T10:11:00.001+01:002012-10-14T17:15:19.162+01:00Welcom<div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif;"> <b><span style="font-size: large;">H</span></b>ello</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">and welcom to </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> my blog</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">of the </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">technical</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">books</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">programs of interest to</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;" tabindex="-1">engineers</span><span class="" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">, technicians and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">researchers in</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">several branches</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">.</span><br />
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<span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">I will very </span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">happy with your </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">observations</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke;"><span style="color: #333333; font-family: arial,sans-serif;">information to me</span></span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">about</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">links </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">not working</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">in the</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;" tabindex="-1">contact page</span><br />
<br />
<span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">I would also like</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> made</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">a relationship of friendship</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">,</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">affection , </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">knowledge</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">and</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">work</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">.</span><br />
<br />
<span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">At the outset</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">I would like</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">to mention</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">some of</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">the methods used</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">to download</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">files</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> how </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">is</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">not aware of</span><span style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; color: #333333; font-family: arial,sans-serif; font-size: 16px;">it.</span><br />
<br />
<div style="text-align: left;">
<a href="http://www.blogger.com/goog_1158672456" style="margin-left: 1em; margin-right: 1em;"><b><span style="color: red;">I
try to include for each specialisation its dependent softwares, theses
are placed in the top of the interest page followed by the books.
General softwares are placed in one independent page.</span></b></a><b><span class="long_text" id="result_box" lang="ar"><span class="hps"><br /></span></span></b></div>
<div dir="rtl" style="text-align: right;">
<b><span class="long_text" id="result_box" lang="ar"><span class="hps"> أحاول جاهدا على أن</span> <span class="hps">تشمل </span> <span class="hps">كل صفحة</span> <span class="hps">تخصص</span> <span class="hps">البرمجيات</span> <span class="hps">التابعة لها،</span> <span class="hps">وتوضع</span> هاته البرامج <span class="hps">في</span> <span class="hps">أعلى الصفحة</span> متبوعة بالكتب<span class="hps">، و</span><span class="">يتم وضع</span> <span class="hps">البرامج</span> <span class="hps">العامة في</span> <span class="hps">صفحة واحدة</span> <span class="hps">مستقلة</span>.</span></b></div>
<b><br /></b>
<br />
<br />
<div style="background-color: lime; color: red; text-align: center;">
<b><span class="hps" style="background-color: whitesmoke; font-family: arial,sans-serif; font-size: 16px;">Let's</span><span style="background-color: whitesmoke; font-family: arial,sans-serif; font-size: 16px;"> </span><span class="hps" style="background-color: whitesmoke; font-family: arial,sans-serif; font-size: 16px;">start with</span></b></div>
<br />
<br />
<div style="text-align: center;">
<i><span style="font-size: medium;"><b><span style="color: red;">Important:</span></b></span></i></div>
<br />
<div dir="rtl" style="color: #274e13; text-align: center;">
<span style="font-size: medium;"><b>هام: </b></span></div>
<div style="color: red;">
<b><u><br class="Apple-interchange-newline" /></u></b>
<br />
<div style="text-align: center;">
<b><u><br class="Apple-interchange-newline" /></u></b></div>
<div style="text-align: center;">
<div style="text-align: center;">
<b><u><b><u>1- When an advertise page is showen what I do?</u></b></u></b><br />
<b><u><b><u>عند ظهور صفحة اعلانية </u></b></u></b></div>
<div>
<div style="text-align: center;">
<b><span style="color: blue;">See the example below</span></b></div>
<div style="text-align: center;">
<b><span style="color: blue;"><br /></span></b>
<b><span style="color: blue;"></span></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1053.photobucket.com/albums/s472/sammi20151/annonce3.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="262" src="http://i1053.photobucket.com/albums/s472/sammi20151/annonce3.gif" width="400" /></a></div>
<b><span style="color: blue;"><br /></span></b>
<b><span style="color: blue;"><br /></span></b>
<b><span style="color: blue;"><span style="color: #274e13;">_____________________</span></span></b><br />
<b><span style="color: blue;"><br /></span></b>
<b><span style="color: blue;"><br /></span></b>
<b><span style="color: blue;"><br /></span><span style="color: blue;"><br /></span></b>
</div>
</div>
<b><u><u>2- </u></u><u style="color: red;">How to Download from aa.vg ?</u></b><br />
<div dir="rtl">
<u style="color: red;"><b>كيفية التحميل من aa.vg </b></u></div>
</div>
<div style="text-align: center;">
<b><span style="color: blue;">See the example below</span></b><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/Howtodownloadfromaavg.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="http://i1171.photobucket.com/albums/r548/aidsami/Howtodownloadfromaavg.gif" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/aavg2.gif" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/Dowloadaavg.gif" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
</div>
<div style="text-align: center;">
<span style="color: #274e13; text-decoration: underline;"><span style="font-weight: bold;">____________________</span></span></div>
</div>
<div style="color: red;">
<div style="text-align: center;">
</div>
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b><span style="color: red;"><u><u>3- </u></u></span><u style="color: red;">How to Download from filemsg ?</u></b></div>
<div dir="rtl" style="text-align: center;">
<u style="color: red;"><b>كيفية التحميل من filemsg </b></u><br />
<u style="color: red;"><b><br /></b></u></div>
<div style="text-align: center;">
<b><span style="color: blue;">See the example below</span></b></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/Howtodownloadfromfilmsg-1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="http://i1171.photobucket.com/albums/r548/aidsami/Howtodownloadfromfilmsg-1.gif" width="400" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br />
___________________________</div>
<br />
<br />
<div style="text-align: center;">
<u style="color: red;"><b>4- How to Download from RESTFILE ?</b></u><br />
<div dir="rtl">
<u style="color: red;"><b>كيفية التحميل من REFILE </b></u></div>
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.youtube.com/watch?v=xdB6Xop9QTk" target="_blank">http://www.youtube.com/watch?v=xdB6Xop9QTk</a></div>
<div style="text-align: center;">
<br />
<br />
<br /></div>
<div style="text-align: center;">
<u style="color: red;"><b>4 - How to Download from FilesIn ?</b></u><br />
<div dir="rtl">
<u style="color: red;"><b>كيفية التحميل من FilesIn </b></u><u style="color: red;"><b> </b></u>
</div>
</div>
<br />
<br />
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.youtube.com/watch?v=iVEBvzRRGD0" target="_blank">http://www.youtube.com/watch?v=iVEBvzRRGD0</a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
</div>
<div style="text-align: center;">
<u style="color: red;"><b>5 - How to Download from FILEMAC ?</b></u><br />
<div dir="rtl">
<u style="color: red;"><b>كيفية التحميل من </b></u><u style="color: red;"><b>FILEMAC</b></u></div>
</div>
<div style="text-align: center;">
<b>(with annonces adf)</b><br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.youtube.com/watch?v=9BRrR9T9cOQ" target="_blank">http://www.youtube.com/watch?v=9BRrR9T9cOQ</a></div>
<div style="text-align: center;">
<b><br /></b>
<b><br /></b>
<b><br /></b>
<b><br /></b></div>
<div style="color: red; text-align: center;">
<b><span style="font-size: small;">6 - How to Download from Eyes File?</span></b></div>
<div dir="rtl" style="color: red; text-align: center;">
<span style="font-size: small;"><u style="color: red;"><b>كيفية التحميل من EYESFILE </b></u></span></div>
<div dir="rtl" style="color: red; text-align: center;">
<u style="color: red;"><b><br /></b></u></div>
<div style="color: red; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.youtube.com/watch?v=gxSrMuNQvh4" target="_blank">http://www.youtube.com/watch?v=gxSrMuNQvh4</a></div>
<br />
<br />
<br />
<div style="color: red; text-align: center;">
<u><b>7 - How to Download from Bitsor EyesFile and Restfile?</b></u><br />
<div dir="rtl">
<u style="color: red;"><b>كيفية التحميل منBitsor,EyesFile, REFILE </b></u><u><b></b></u><br />
<u><b><br /></b></u></div>
</div>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.youtube.com/watch?v=ssRSChZdPzQ" target="_blank">http://www.youtube.com/watch?v=ssRSChZdPzQ</a></div>
</div>
<br />
<br />
<div style="color: red;">
<div style="color: #274e13;">
____________________</div>
<br />
Other interest links:<br />
<div style="color: #274e13;">
_____________________</div>
<br />
<br />
<br />
<div style="text-align: left;">
<span style="color: #38761d;"><b><span class="msgarab">1- Free thesis on line</span></b></span><b> </b><span class="msgarab">مذكرات و رسائل مجانية</span><br />
<br />
<span class="msgarab"><a href="http://t.co/KBHU4mMd" rel="nofollow" target="_blank">http://mega-thesis.blogspot.com</a></span></div>
<br />
<br />
<b><span style="color: #38761d;">2- Professional work - / - Travail professionnel</span></b><br />
<br />
<a href="http://professionnel-workpro.blogspot.com/" target="_blank">http://professionnel-workpro.blogspot.com</a><br />
<br />
<br />
3- <a href="http://most-popular-asking.blogspot.com/" target="_blank">http://most-popular-asking.blogspot.com/ </a><br />
<div style="color: red;">
<br /></div>
</div>
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com1tag:blogger.com,1999:blog-507192393070430700.post-72024599078790862552012-07-27T10:08:00.003+01:002013-07-03T11:34:42.554+01:00General Softwares-- Logiciel générals- برامج عامة<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="background-color: white; color: #4c1130; text-align: center;">
<div style="text-align: center;">
<br />
<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
<div dir="rtl" style="text-align: center;">
<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" /><span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
<br />
<br /></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br />
<br />
-----------------------------------
<br />
<br />
<br />
<span style="font-size: x-large;"><b>To be continued</b></span><br />
<h2>
</h2>
<br /><br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>14 -</b></span><b data-iceapw="8"> <span style="font-size: large;">SolveigMM Video Splitter 3.6.1301.11 Final | 21 MB</span></b><span class="category"></span></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1321.photobucket.com/albums/u553/aidmoh/ee2e6bda51e43c0e31d9a4b0dd107ee8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="http://i1321.photobucket.com/albums/u553/aidmoh/ee2e6bda51e43c0e31d9a4b0dd107ee8.jpg" width="320" /></a></div>
<br />
<br />
<br />
<div style="text-align: left;">
<span style="color: black;">SolveigMM <span class="IL_AD" id="IL_AD1">Video Splitter</span> being
MPEG-2, AVI, WMV, ASF, MP3, WMA files editor is the powerful program for
cutting and joining tasks to be fulfilled in fast and lossless mode.
The nice looking and intuitive user-friendly interface allows movie
editing in a few mouse clicks.<br /><br />Based on SolveigMM Video Editing SDK, our video - <span class="IL_AD" id="IL_AD10">audio editor</span> provides the incredible quality and velocity involving no encoding/decoding operations.<br /><br />From version 2.0 MPEG-2 frame accurate editing added. SolveigMM <span class="IL_AD" id="IL_AD9">advanced technology</span> keeps 99% of <span class="IL_AD" id="IL_AD11">data and</span>
only transcodes some frames in beginning and end of processed media
fragments that helps to operate in fast and lossless mode for MPEG-2
files too.<br /><br />Supports MPEG-2 files - (.mpg, .mpeg, .vob, .ts )<br />MPEG-2 Program Stream<br />MPEG-2 <span class="IL_AD" id="IL_AD3">Transport</span> Stream<br />MPEG-2 Video Elementary Stream<br />DVD VOB files<br />Supports AVI files - (.avi )<br />DV AVI type 1, 2; OpenDML<br />Any video content. DivX; XviD; 3ivX, etc.<br />Any audio content. MPEG-1,2 Layer I, II, III; AC3; OGG, etc.<br />VBR MPEG audio. Keeps the synchronization<br />Large AVI files. More than 2 and 4 GB<br />AVI to ASF remultiplexing<br />Supports Windows Media files - (.asf, .wma, .wmv, .wm)<br />Any video content. WMV 1,2,3; MSS2; MPEG-4 AVC, etc.<br />Any audio content. WMAudio V 2,7,8; MPEG-1,2 Layer I, II, III; AC3, etc.<br />Video repair. Indexing <span class="IL_AD" id="IL_AD8">damaged</span> or unindexed files<br />Supports MPEG Audio files ( .mp1, .mp2, .mp3, .mpa)<br />MPEG-1 Layer I, II, III<br />MPEG-2 Layer I, II, III<br />K frame/GOP accuracy for AVI, WMV, ASF<br />Frame accuracy for MPEG-2<br />What You See Is What You Get (WYSIWYG) preview. Advanced K frame navigation<br />Cut
commercials - cutting off several movie portions at one time is
allowed. You can get rid of all ads in your movie in a couple of simple
steps<br />Supports batch files (.xtl). You can process trimming for all media files you need in one run)<br /><br />OS : Win XP/2000/Vista/Win 7<br />Language : Multilingual</span></div>
<br />
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<br />
<br />
<b><a href="http://filewe.com/87jpzlq3v21k">http://filewe.com/87jpzlq3v21k</a></b><b><br /></b>
<br />
<br />
<span style="font-size: x-large;"><b>____</b></span><br />
<br />
<br />
<h2>
</h2>
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>13<span style="font-size: large;"></span> - </b><b data-iceapw="6"><span class="IL_AD" id="IL_AD3">Calibre</span> 0.9.14 + Portable | 48.51/43.31 Mb </b></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1321.photobucket.com/albums/u553/aidmoh/f5c0e9234d30291c74ed44e41fbe19d2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="287" src="http://i1321.photobucket.com/albums/u553/aidmoh/f5c0e9234d30291c74ed44e41fbe19d2.jpg" width="320" /></a></div>
<br />
<span style="color: black;"><br /></span><span style="color: black;">Calibre is a one stop <span class="IL_AD" id="IL_AD8">solution</span> to all your e-book needs. It is free, open source and cross-platform in <span class="IL_AD" id="IL_AD10">design</span> and works well on Linux, OS X and Windows. calibre is meant to be a complete e-<span class="IL_AD" id="IL_AD5">library</span> solution and thus includes library management, <span class="IL_AD" id="IL_AD7">format</span> <span class="IL_AD" id="IL_AD2">conversion</span>, news feeds to <span class="IL_AD" id="IL_AD4">ebook</span> conversion, as well as e-book reader sync features and an integrated e-book <span class="IL_AD" id="IL_AD12">viewer</span>.</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># Library Management</span><br />
<span style="color: black;">calibre manages your e-book <span class="IL_AD" id="IL_AD1">collection</span> for you. It is designed around the concept of the logical book, i.e., a single entry in your library that may correspond to actual e-book files in several <span class="IL_AD" id="IL_AD9">formats</span>.</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># E-book conversion</span><br />
<span style="color: black;">calibre can convert from a huge <span class="IL_AD" id="IL_AD11">number</span> of formats to a huge number of formats. It supports all the major e-book formats. The full list of formats can be found here.</span><br />
<span style="color: black;">The conversion
engine has lots of powerful features. It can rescale all font sizes,
ensuring the output e-book is readable no matter what font sizes the
input document uses. It can <span class="IL_AD" id="IL_AD6">automatically</span>
detect/create book structure, like chapters and Table of Contents. It
can insert the book metadata into a "Book Jacket" at the start of the
book.</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># Syncing to e-book reader devices</span><br />
<span style="color: black;">calibre has a modular device driver design that makes adding support for different e-reader devices easy. At the moment, it has support for a large number of devices, the complete list of which is here. Syncing supports updating metadata on the device from metadata in the library and creation of collections on the device based on the tags defined in the library. If a book has more than one format available, calibre automatically chooses the best format when uploading to the device. If none of the formats is suitable, calibre will automatically convert the e-book to a format suitable for the device before sending it.</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># Downloading news from the web and converting it into e-book form</span><br />
<span style="color: black;">calibre can automatically fetch news from websites or RSS feeds, format the news into a ebook and upload to a connected device. The ebooks include the full versions of the articles, not just the summaries. calibre
has over three hundred news sources and the news system is plugin
based, allowing users to easily create and contribute new sources to calibre. As a result the collection of news sources keeps on growing!</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># Comprehensive e-book viewer</span><br />
<span style="color: black;">calibre has a built-in ebook viewer that can display all the major ebook formats.
It has full support for Table of Contents, bookmarks, CSS, a reference
mode, printing, searching, copying, customizing the rendering via a user
style sheet, embedded fonts, etc.</span><br />
<span style="color: black;"></span><br />
<span style="color: black;"># Content server for online access to your book collection</span><br />
<span style="color: black;">calibre has a built-in web server that allows you to access your ebook
collection using a simple browser from any computer anywhere in the
world. It can also email your books and downloaded news to you automatically. It has support for mobile devices, so you can browse your collection and download books from your smartphone, Kindle, etc. </span><br />
<h2>
</h2>
<br />
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br />
<br />
<br />
<b>Calibre 0.9.14 </b><br />
<b><br /></b>
<b><a href="http://filewe.com/q1twpj86qrq8">http://filewe.com/q1twpj86qrq8</a></b><br />
<br />
------------------<br />
<br />
<b>Calibre 0.9.14 Portable</b><br />
<b><br /></b>
<b><a href="http://filewe.com/vha2cf9nf74h">http://filewe.com/vha2cf9nf74h</a></b><br />
<br />
<br />
<br />
<span style="font-size: x-large;"><b>____</b></span><br />
<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>1<span style="font-size: large;">2</span> - </b><b data-iceapw="7">Malwarebytes' Anti-Malware 1.70.0.1100 PRO | 9.66 MB</b></span><b><span style="font-size: large;"></span></b></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/2577563-Malwarebytes-Anti-Malware-v146_tn.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/2577563-Malwarebytes-Anti-Malware-v146_tn.jpg" width="288" /></a></div>
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br />
<br />
<br />
<div align="center" data-iceapw="32">
Why Do You Need Malwarebytes?<br />
<br />
Actively
protect against all forms of Malware Improve your protection without
changing your AV Renowned protection and cleanup technologies Tool most
recommended by techs and super users.</div>
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br />
<br />
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<br />
<br />
<a href="http://filewe.com/c268n80pbbqh" target="_blank">http://filewe.com/c268n80pbbqh</a><br />
<br />
<span style="font-size: x-large;"><b>_________</b></span><br />
<br />
<script type="text/javascript">
ch_client = "aidsami2010";
ch_width = 250;
ch_height = 250;
ch_type = "mpu";
ch_sid = "Chitika Default";
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ch_color_border = "FFFFFF";
ch_color_text = "000000";
ch_color_bg = "FFFFFF";
</script>
<script src="http://scripts.chitika.net/eminimalls/amm.js" type="text/javascript">
</script>
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<h2>
</h2>
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>11 - Internet Download Manager 6.12 Build 21 Final-Babel Patcher<span class="category" data-iceapw="1"></span> | </b></span><b><span style="font-size: large;"> 4.5 Mb</span></b></div>
<br />
<br /></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br />
<br />
<br />
<br />
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcTQjejRmJe3OxInCmWAB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcTQjejRmJe3OxInCmWAB.jpg" /></a></div>
<br />
<span style="color: black;"> </span><br />
<span style="color: black;"></span><br />
<br />
<span style="color: black;"> Internet Download Manager has a smart download logic accelerator that features intelligent dynamic file segmentation and safe multipart <span class="IL_AD" id="IL_AD3">downloading</span> technology to accelerate your <span class="IL_AD" id="IL_AD4">downloads</span>. Unlike other download accelerators and managers that segment files before downloading starts, Internet Download Manager segments downloaded files dynamically during download process. Internet Download Manager reuses available connections without additional connect and login stages to achieve better acceleration performance.</span><br />
<div style="text-align: left;">
<h2>
<span style="color: black;"></span></h2>
<span style="color: black;"><br />Internet Download Manager
supports proxy servers, ftp and http protocols, firewalls, redirects,
cookies, authorization, MP3 audio and MPEG video content processing. IDM
integrates seamlessly into <span class="IL_AD" id="IL_AD6">Microsoft Internet Explorer</span>, Netscape, MSN Explorer, AOL, Opera, Mozilla, Mozilla <span class="IL_AD" id="IL_AD7">Firefox</span>, Mozilla Firebird, Avant Browser, MyIE2, and all other popular browsers to automatically handle your downloads. You can also <span class="IL_AD" id="IL_AD1">drag and drop</span> files, or use Internet Download Manager from command line. Internet Download Manager can dial your modem at the set time, download the files you want, then hang up or even shut down your computer when it's done.<br /><br /><b data-iceapw="2">Main Features:</b><br />• All popular browsers and <span class="IL_AD" id="IL_AD9">applications</span> are supported! Internet Download Manager
has been tested with the following browsers: Internet Explorer, MSN
Explorer, AOL, Netscape Communicator, Netscape 6, Netscape 7, Mozilla,
Mozilla Firefox, Mozilla Firebird, Opera, NetCaptor, UltraBrowser, Slim
Browser, Avant Browser, MyIE2, Optimal Desktop, Ace Explorer, Advanced
Browser, 27 Tools-in-1 Wichio Browser, WindowSurfer, 550 Access Browser,
FineBrowser Freeware, Kopassa Browser, Fast Browser Pro, Enigma
Browser, GoSuRF, K-Meleon, Smart Explorer, <span class="IL_AD" id="IL_AD10">The Off</span>
By One Web Browser, Smartalec Voyager, CrystalPort AppCapture, The
Family Browser, XANA Web Browser, Bluto, AutoSurf, 32bit Web Browser,
BrowseMan, WrestlingBrowser, Eminem Browser, UltraBrowser, Cygsoft LDAP
Browser, and Net M@nager. Internet Download Manager supports all versions of popular browsers, and can be integrated into any 3rd party Internet applications.<br />• Easy downloading with one click. When you click on a download link in a browser, IDM will take over the download and accelerate it. IDM supports HTTP, FTP, HTTPS and MMS protocols.<br />• Download Speed Acceleration. Internet Download Manager can accelerate downloads by up to 5 times due to its intelligent dynamic file segmentation technology. Unlike other download managers and accelerators Internet Download Manager segments downloaded files dynamically during download process and reuses available connections without additional connect and login stages to achieve best acceleration performance.<br />• Download <span class="IL_AD" id="IL_AD5">Resume</span>. Internet Download Manager will resume unfinished download from the place where they left off.<br />• YouTube grabber. Internet Download Manager can grab FLV videos from popular sites like YouTube, MySpaceTV, and <span class="IL_AD" id="IL_AD11">Google Video</span>.<br />•
Simple installation wizard. Quick and easy installation program will
make necessary settings for you, and check your connection at the end to
ensure trouble free installation of Internet Download Manager<br />• Drag and Drop. You may simply drag and drop links to IDM, and drag and drop downloaded files out of Internet Download Manager.<br />• Automatic Antivirus checking. Antivirus checking makes your downloads free from viruses and trojans.<br />• Advanced Browser Integration. When enabled, the feature can be used to catch any download from any <span class="IL_AD" id="IL_AD8">application</span>. None of download managers have this feature.<br />• Built-in Scheduler. Internet Download Manager can connect to the Internet at a set time, download the files you want, disconnect, or shut down your computer when it's done.<br />• IDM includes web site spider and grabber. IDM downloads
all required files that are specified with filters from web sites, for
example all pictures from a web site, or subsets of web sites, or
complete web sites for offline browsing. It's possible to schedule
multiple grabber projects to run them once at a specified time, stop
them at a specified time, or run periodically to synchronize changes.<br />• IDM supports many types of proxy servers. For example, IDM works with Microsoft ISA, and FTP proxy servers.<br />•
IDM supports main authentication protocols: Basic, Negotiate, NTLM, and
Keberos. Thus IDM can access many Internet and proxy servers using
login name and password.<br />• Download All feature. IDM can add all downloads linked to the current page. It's easy to download multiple files with this feature.<br />• Customizable Interface. You may choose the order, and what buttons and columns appear on the main IDM window.<br />• Download Categories. Internet Download Manager can be used to organize downloads automatically using defined download categories.<br />• Quick Update Feature. Quick update may check for new versions of IDM and update IDM once per week.<br />• Download limits. Progressive downloading
with quotas feature. The feature is useful for connections that use
some kind of fair access policy (or FAP) like Direcway, Direct PC,
Hughes, etc.<br />• IDM is multilingual. IDM is translated to Albanian,
Arabic, Azerbaijan, Bosnian, Bulgarian, Chinese, Croatian, Czech,
Danish, Dutch, Farsi, French, German, Greek, Hebrew, Hungarian, Italian,
Japanese, Korean, Lithuanian, Macedonian, Norwegian, Polish,
Portuguese, Romanian, Russian, Serbian, Slovak, Slovenian, Spanish,
Thai, Turkish, and Uzbek languages.<br /><br /><b data-iceapw="2">Home Page </b>- http://www.internetdownloadmanager.com/</span></div>
<br />
<br />
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<br />
<a href="http://aavg.net/ntgocyp8j4u7" target="_blank">http://aavg.net/ntgocyp8j4u7</a><br />
<br />
<span style="color: red;">Or</span><br />
<br />
<a href="http://www.filemsg.com/8q69n4y3qwx4" target="_blank">http://www.filemsg.com/8q69n4y3qwx4</a><br />
<br />
<br />
_____________________________<br />
<br />
<br />
<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>10 - </b><b>GiD Professional v11.0.1 (x32 & x64)</b></span><span style="font-size: large;"> | </span><span style="font-size: large;"><b> </b><b data-iceapw="7">125.9 Mb</b></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/294dc370d299145c8776fb2fb934f97e.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="283" src="http://i1171.photobucket.com/albums/r548/aidsami/294dc370d299145c8776fb2fb934f97e.jpg" width="400" /></a></div>
<br />
<br />
<br />
<h2 style="color: black;">
</h2>
<div align="center" data-iceapc="1" data-iceapw="9" style="color: black;">
<b data-iceapw="9">GiD Professional v11.0.1 (x32 & x64) </b></div>
<div data-iceapc="3" data-iceapw="201" style="color: black;">
<br />
<br />
<b data-iceapw="1">GiD</b> is a <span class="IL_AD" id="IL_AD6">universal</span>, adaptive and user-friendly pre and postprocessor for numerical <span class="IL_AD" id="IL_AD11">simulations</span>
in science and engineering. It has been designed to cover all the
common needs in the numerical simulations field from pre to
postrocessing: geometrical <span class="IL_AD" id="IL_AD8">modelling</span>, effective <span class="IL_AD" id="IL_AD5">definition of</span> analysis data, mesh generation, transfer data to analysis <span class="IL_AD" id="IL_AD2">software</span> and visualisation of results.<br />
<br />
<b data-iceapw="10">GiD: a universal, adaptive and user-friendly pre and postprocessor</b><br />
<br />
- Universal:
GiD is ideal for generating all the information required for the
analysis of any problem in science and engineering using numerical
methods: structured, unstructured or particle based meshes, boundary and
loading conditions, material types, visualization of numerical results,
etc.<br />
- Adaptive: GiD is <span class="IL_AD" id="IL_AD7">extremely</span> easy to adapt to any numerical simulation <span class="IL_AD" id="IL_AD12">code</span>.
In fact, GiD can be defined by the user to read and write data in an
unlimited number of formats. GiD's input and output formats can be
customised and made compatible with an existing in-house software. The
different menus can be tailored to the specific needs and desires of the
user.<br />
-
User-friendly: the development of GiD has been focused on the needs of
the user and on the simplicity, speed, effectiveness and accuracy the
user demands at input data preparation and results visualization levels.<br />
<br />
<b data-iceapw="1"><span class="IL_AD" id="IL_AD9">Home</span>:</b> </div>
<div data-iceapc="2" data-iceapw="2" style="color: black;">
<code class="javascript" data-iceapc="1" data-iceapw="2">http:<span class="comment" data-iceapw="1">//www.gidhome.com/</span></code></div>
<br style="color: black;" /></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<br /></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<div style="color: #0c343d;">
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<br />
<br />
<a href="http://fileuplo.de/wjkddjbgdpnu.html" target="_blank">http://fileuplo.de/wjkddjbgdpnu.html</a><br />
<br />
Or<br />
<br />
<a href="http://filedefend.com/845juayobgy4/gid.professional.11.0.1-MPT.rar" target="_blank">http://filedefend.com/845juayobgy4/gid.professional.11.0.1-MPT.rar</a><br />
<br />
_________________________<br />
<br />
<br />
<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>9 - </b></span><span style="font-size: large;">Rich Chart Builder 1.1.178.0</span><span style="font-size: large;"><span style="color: red;">| </span>incl patch | </span><span style="font-size: large;"><b> </b><b data-iceapw="7">5.4 Mb</b></span></div>
<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/fa6da8c5ef81fe75cd1e6a4fc4c0faa1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="313" src="http://i1171.photobucket.com/albums/r548/aidsami/fa6da8c5ef81fe75cd1e6a4fc4c0faa1.jpg" width="320" /></a></div>
<div style="color: black;">
<br /></div>
<div style="color: black;">
<br />
Rich <span class="IL_AD" id="IL_AD3">Chart</span> Builder transforms your data <span class="IL_AD" id="IL_AD6">charts</span> into enjoyable and captivating communication. Data charts
don't have to be plain and austere, they can be interactive experiences
with attractive visuals, animation and even voice explanations
describing the important facts behind the numbers.<br />
<br />
<b data-iceapw="3">Features & Benefits</b><br />
Impressive Charts Impressive Charts<br />
Create stunning Rich Media charts that present your data in an enjoyable and captivating experience. Includes <span class="IL_AD" id="IL_AD5">sophisticated</span> 3D and shaded chart styles.<br />
Interactivity <br />
<br />
<b data-iceapw="1">Interactivity</b><br />
Create
interactive charts with tooltips and drill-down links that can point to
other charts and web documents, creating a truly interactive
experience.<br />
Communication <br />
<br />
<b data-iceapw="1">Communication</b><br />
Charts can contain an audio narration: an effective way of describing the events behind the values.<br />
Flash Rich Media <br />
<br />
<b data-iceapw="3">Flash Rich Media</b><br />
Publish the animated charts to <span class="IL_AD" id="IL_AD10">Macromedia</span> Flash® format, viewable by over 98% of web users.<br />
Publish to PowerPoint <br />
<br />
<b data-iceapw="3">Publish to PowerPoint</b><br />
Impress your audience with compelling charts published to <span class="IL_AD" id="IL_AD9">PowerPoint presentations</span>.<br />
Publish to PDF <br />
<br />
<b data-iceapw="6">Publish to PDF or to Image</b><br />
Publish
your charts to Adobe PDF. Also publish your charts to popular image
formats (JPG, PNG, BMP) to be used in any application.<br />
Templates and <span class="IL_AD" id="IL_AD4">Layouts</span> <br />
<br />
<b data-iceapw="3">Templates and Layouts</b><br />
Enhance your charts with a wealth of professionally designed chart Templates and Layouts.<br />
Simple Data Import <br />
<br />
<b data-iceapw="3">Simple Data Import</b><br />
Works with Microsoft Office®: easily import data from Excel.<br />
Also import data from other <span class="IL_AD" id="IL_AD2">spreadsheets</span>.<br />
Unicode Support <br />
<br />
<b data-iceapw="2">Unicode Support</b><br />
Supports charts with values in Japanese, Chinese and other Unicode languages.<br />
<br />
<b><span class="IL_AD" id="IL_AD8">Home Page</span> </b>- http://www.blue-pacific.com/products/richchartbuilder/default.htm</div>
<br />
<br />
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<div style="text-align: left;">
<br />
<div style="text-align: center;">
<a href="http://aa.vg/0rugb4703rii" target="_blank">http://aa.vg/0rugb4703rii</a></div>
</div>
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<br />
________________________<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>8 -</b><span style="color: red;">Easy GIF Animator Pro 5.2 | Inc.Serial </span></span><span style="font-size: large;"><b>| 3.8 Mb</b></span></div>
<br />
<br />
<div style="color: black; text-align: left;">
<span class="long_text" id="result_box" lang="en"><span class="hps">Easy GIF</span> <span class="hps">Animator is</span> <span class="hps">a powerful program that</span> <span class="hps">helps to create</span> <span class="hps">animated</span> <span class="hps">GIF</span> <span class="hps">images</span> <span class="hps">with ease</span>. <span class="hps">You can customize</span> <span class="hps">a variety of options</span> <span class="hps">to customize your</span> <span class="hps">GIF animation</span> <span class="hps">up</span>. <span class="hps">Easy GIF Animator</span> <span class="hps">provides</span> <span class="hps">high compression</span> <span class="hps">and high quality</span> <span class="hps">for your</span> <span class="hps">GIFs</span><span class="">.</span></span></div>
<div style="color: black; text-align: left;">
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<div style="color: black; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-XTSjDxpgWik/Twbcl1rPiOI/AAAAAAAAAG0/_ZihyiqUwAc/s1600/EasGif.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="316" src="http://2.bp.blogspot.com/-XTSjDxpgWik/Twbcl1rPiOI/AAAAAAAAAG0/_ZihyiqUwAc/s400/EasGif.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://t2.gstatic.com/images?q=tbn:ANd9GcTfeqo-PdO_dQFRjprGhC7UgYo01yuqJDCYlE7XQ5RUpAkrBH3RjsOZPKCL" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div style="color: black; text-align: center;">
<br /></div>
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filesin.com/2B45D346564/download.html">http://www.filesin.com/2B45D346564/download.html</a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
or<br />
<a href="http://www.blogger.com/goog_2030714786"><br /></a>
<a href="http://filewe.com/nqhx8kbto4xk">http://filewe.com/nqhx8kbto4xk</a><br />
<br /></div>
___________________<br />
<br />
<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>7- Portable Open Freely 2.0.1.0<span style="color: red;"> </span></b></span><i style="color: red;">| <span style="font-size: large;">19.69 Mb</span></i></div>
<br />
<div style="text-align: left;">
<i><span style="color: black;"> </span></i><span style="color: black;">Open Freely is a piece of software which will open over 100 different
file types for Windows® machines. Not only will it allow you to view,
edit and print your images and documents but you may also view videos
and listen to audio files. All in one application! Stop downloading
programs for each of these purposes and instead rely on Open Freely to
make your computer using experience easier. We highly recommend you
download this product</span></div>
<div style="text-align: left;">
<span style="color: black;">.
</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1054.photobucket.com/albums/s481/saimoh76/90652742256367856032366523519109.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="396" src="http://i1054.photobucket.com/albums/s481/saimoh76/90652742256367856032366523519109.jpg" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; color: red; text-align: center;">
<b>Image Files
</b></div>
<br />
<br />
<br />
<b><span style="color: blue;"> RAW Images </span></b><br />
<br />
ARW, CF2, CR2, CRW, DNG, ERF, MEF, MRW, NEF, ORF, PEF, RAF, RAW, SR2, X3F <br />
<br />
<br />
<b><span style="color: blue;"> Icons </span></b><br />
<br />
ICO <br />
<br />
<br />
<b><span style="color: navy;"> Photoshop Documents </span></b><br />
<br />
PSD <br />
<br />
<br />
<b style="color: blue;">Pictures </b><br />
<br />
SVG, JPEG, JPG, PNG, GIF, BMP, TIFF, TIF <br />
<br />
<br />
<br />
<br />
<span style="color: magenta;"><b>Windows System Files</b> <br />
</span> <br />
<br />
<span style="color: navy;"><b> <span style="color: red;">Windows Files</span> </b></span><br />
<br />
EXE, DLL, BPL, SCR, CPL, OCX <br />
<br />
<br />
<br />
<b><span style="color: red;">Microsoft Office Files</span></b> <br />
<br />
<br />
<span style="color: navy;"><b> Microsoft Word Documents </b></span><br />
<br />
DOC, DOCX <br />
<br />
<br />
<b><span style="color: navy;"> Microsoft Excel Documents </span></b><br />
<br />
XLS, XLSX, CSV <br />
<br />
<br />
<b><span style="color: navy;"> Microsoft PowerPoint Documents </span></b><br />
<br />
PPT, PPTX, PPS <br />
<br />
<br />
<b><span style="color: navy;"> Microsoft Outlook Files </span></b><br />
<br />
MSG, EML, VCF <br />
<br />
<br />
<b><span style="color: navy;">Microsoft Word Templates</span></b> <br />
<br />
DOT, DOTX <br />
<br />
<br />
<b><span style="color: red;">Documents </span></b><br />
<br />
<b><span style="color: navy;"> Microsoft Works Files </span></b><br />
<br />
WPS <br />
<br />
<br />
<span style="color: navy;"><b> Text Files </b></span><br />
<br />
TXT, BAT, CFG, LOG, INI, REG, QIF, ICA <br />
<br />
<br />
<span style="color: navy;"><b> SRT Subtitles </b></span><br />
<br />
SRT <br />
<br />
<br />
<span style="color: navy;"><b> Apple Pages </b></span><br />
<br />
PAGES <br />
<br />
<br />
<span style="color: navy;"><b> Open XML Paper </b></span><br />
<br />
XPS <br />
<br />
<br />
<span style="color: navy;"><b> PDF Documents </b></span><br />
<br />
PDF <br />
<br />
<br />
<span style="color: navy;"><b> Rich Text Format Documents </b></span><br />
<br />
RTF <br />
<br />
<br />
<span style="color: navy;"><b> Open Office Documents </b></span><br />
<br />
ODT <br />
<br />
<br />
<span style="color: navy;"><b> WordPerfect Files </b></span><br />
<br />
WPD <br />
<br />
<br />
<span style="color: navy;"><b> XML Files </b></span><br />
<br />
XML, RESX <br />
<br />
<br />
<span style="color: navy;"><b> Media Files </b></span><br />
<br />
WMV, AVI, FLV, MPG, MPEG, MOV, MP4, MP3, MID, WAV, MKV, 3GP, FLAC, WMA, OGG <br />
<br />
<br />
<span style="color: navy;"><b> Flash animations </b></span><br />
<br />
SWF <br />
<br />
<br />
<br />
<span style="color: red;"><b> Archive Files </b></span><br />
<br />
<br />
<span style="color: navy;"><b> Compressed Files </b></span><br />
<br />
7z, ZIP, RAR, GZ, TAR, TGZ, JAR, DEB <br />
<br />
<br />
<span style="color: blue;"><b>XPInstall Files</b> <br />
</span> <br />
XPI <br />
<br />
<br />
<b><span style="color: blue;">Torrent Files</span></b> <br />
<br />
TORRENT <br />
<br />
<br />
<span style="color: blue;"><b>Code Files</b></span> <br />
<br />
JSP, JSP, VB, C, CS, JAVA, JS, PHP, SQL, CSS, ASP, ASPX <br />
<br />
<br />
<span style="color: blue;"><b>Google Earth Files</b></span> <br />
<br />
KML<br />
<div style="text-align: left;">
<br />
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<table border="0" cellpadding="3" cellspacing="1" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr style="color: #0c343d;"><td><br /></td>
</tr>
<tr align="center">
<td class="code"><a href="http://filemac.com/mj9j9s0aqcqx.html" target="_blank"> http://filemac.com/mj9j9s0aqcqx.html</a></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<b>Or</b></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.filesin.com/ED5CB225283/download.html" target="_blank">http://www.filesin.com/ED5CB225283/download.html</a></div>
<div style="text-align: center;">
<br /></div>
<br />
<br />
<br />
______________________<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>6- Dictionary .NET 4.8.4518 + Portable | 1.23/1.25 Mb <span style="background-color: lime;">(new)</span></b></span></div>
<div style="color: red;">
<br />
<br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i36.fastpic.ru/big/2012/0429/1e/ef3f930b294358f807575f40ff5f4d1e.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i36.fastpic.ru/big/2012/0429/1e/ef3f930b294358f807575f40ff5f4d1e.png" width="308" /></a></div>
<div style="color: red; text-align: left;">
<span style="color: black;"> </span><br />
<span style="color: black;"> Dictionary .NET is a tiny, easy and smart multilingual dictionary
translating from/to 66 languages using Google´s services. Integrates
Google Dictionary, Translate, Search, Suggest, Wikipedia 5-in-1 without
installing them. Dictionary .NET is provided as freeware for personal
use.</span><br />
<br />
<span style="color: black;">Afrikaans, Albanian, Arabic, Belarusian, Bulgarian, Catalan,
Chinese-simp, Chinese-trad, Croatian, Czech, Danish, Dutch, English,
Estonian, Filipino, Finnish, French, Galician, German, Greek, Hebrew,
Hindi, Hungarian, Icelandic, Indonesian, Irish, Italian, Japanese,
Korean, Latvian, Lithuanian, Macedonian, Malay, Maltese, Norwegian,
Persian, Polish, Portuguese, Romanian, Russian, Serbian, Slovak,
Slovenian, Spanish, Swahili, Swedish, Thai, Turkish, Ukrainian,
Vietnamese, Welsh, Yiddish...</span><br />
<br />
<span style="color: black;">Features:</span><br />
<br />
<span style="color: black;"># Smart Translation</span><br />
<span style="color: black;"># Translate selected text with a hotkey</span><br />
<span style="color: black;"># Full-Text Translation</span><br />
<span style="color: black;"># Text suggestions</span><br />
<span style="color: black;"># Single click without selected text</span><br />
<span style="color: black;"># Translate a web page</span><br />
<span style="color: black;"># Open File to Translate</span><br />
<span style="color: black;"># Multilanguage List</span><br />
<span style="color: black;"># Wikipedia Search</span></div>
<div style="color: red; text-align: left;">
<br /></div>
<h1 class="download-file">
<span style="font-size: small;"><span class="file-icon1 archive">Dictionary .NET 4.8.4518 Portable.rar</span> (1,25 Mb) </span></h1>
<h1 class="download-file">
</h1>
<h1 class="download-file">
<span style="font-size: small;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></h1>
<h1 class="download-file">
</h1>
<h1 class="download-file" style="font-weight: normal;">
<span style="font-size: small;"><a href="http://www.filesin.com/9E002221483/download.html" target="_blank">http://www.filesin.com/9E002221483/download.html </a></span></h1>
<h1 class="download-file" style="color: black; font-weight: normal;">
<span style="font-size: small;"><span style="font-size: x-small;">Or</span></span></h1>
<h1 class="download-file">
<a href="http://aa.vg/s9f57r4f2rru" target="_blank"><span style="font-size: small;"><span style="font-weight: normal;">http://aa.vg/s9f57r4f2rru </span></span></a></h1>
<h1 class="download-file">
</h1>
<h1 class="download-file">
------</h1>
<h1 class="download-file">
Portable</h1>
<h1 class="download-file">
<span style="font-size: small;"><span style="font-weight: normal;"> </span><a href="http://aa.vg/q7ju7dh3z6xv" style="font-weight: normal;" target="_blank">http://aa.vg/q7ju7dh3z6xv</a></span></h1>
<h1 class="download-file" style="color: black; font-weight: normal;">
<span style="font-size: small;"><span style="font-size: x-small;">Or</span></span></h1>
<h1 class="download-file" style="font-weight: normal;">
<a href="http://www.restfile.com/nc777rm1f8tl/Dictionary_.NET_4.8.4518_Portable.rar.html" target="_blank"><span style="font-size: small;"><span style="font-size: x-small;">http://www.restfile.com/nc777rm1f8tl/Dictionary_.NET_4.8.4518_Portable.rar.html</span></span></a></h1>
<div style="color: red;">
<br />
<br />
___________________<br />
<br />
<br />
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<br /></div>
<div style="background-color: black; color: red; text-align: left;">
<b><span style="font-size: large;">5- Efofex FX Graph v4.001.7 full</span></b></div>
<br /></div>
<div style="margin-left: 1em; margin-right: 1em;">
<br /></div>
<br />
<div style="background-color: white;">
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filesin.com/2A46B216801/download.html" target="_blank">http://www.filesin.com/2A46B216801/download.html</a></div>
<br />
<br />
<div style="text-align: center;">
_______________________</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<br />
<div style="background-color: black; color: red;">
<b><span style="font-size: large;">4- Efofex FX Equation v4.005.1 Bilingual</span></b></div>
<br />
<span style="font-weight: bold;"> </span><br />
<div style="margin-left: 1em; margin-right: 1em; text-align: center;">
<img alt="" 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" /><span style="font-weight: bold;"> </span></div>
<br />
<span style="font-weight: bold;"> </span>
<br />
FX Equation is simply the fastest way to produce mathematical and
scientific equations. It provides an equation creation environment that
really is "Astoundingly Quick". FX Equation 4 adds automatic vertical
alignment of equals signs and a high speed toolbar entry system that can
speed up entry of more complicated equations. FX Equation also adds
short division signs, "fill in the blank" boxes, combinations,
permutations, arcs, highlighted lines and an on-screen keyboard for use
with interactive whiteboards. The full list of FX Equation 4 features is
listed below.
<br />
To use FX Equation, you just type the equation. FX Equation looks at
what you have typed and puts everything in the right place. You never
have to touch the mouse.
<br />
<span style="font-weight: bold;">New Features</span>
<br />
Vertical Alignment
<br />
Highlight Lines
<br />
Toolbar Equation Entry
<br />
On Screen Keyboard
<br />
Combinations and Permutations
<br />
Boxes
<br />
Equation Numbers
<br />
Arcs
<br />
Short Division
<br />
Expanded Conjugates
<br />
Other Features
<br />
Integrals
<br />
Limits
<br />
Sums and Products
<br />
Scientific Notation
<br />
Column Vectors
<br />
Matrices
<br />
Mixed Numerals
<br />
Recurring Decimals
<br />
Greatest Integer
<br />
Definite Integrals
<br />
Other Features Continued
<br />
User Defined Shortcuts
<br />
Subscripts
<br />
Roots
<br />
Lower Case Vectors
<br />
Greek Letters
<br />
Symbols
<br />
Fractions
<br />
OS : Win XP/2000/Vista/Win 7
<br />
Language : English
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<span class="long_text" id="result_box" lang="en"><span class="hps"><b><u><br /></u></b></span></span></div>
<div style="text-align: center;">
<b> Word Pass: <span style="color: red;">techbooksoft17</span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filesin.com/D5A48215306/download.html" target="_blank">http://www.filesin.com/D5A48215306/download.html</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Or </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.restfile.com/bh312u8nr5tc/123fX.rar.html" target="_blank">http://www.restfile.com/bh312u8nr5tc/123fX.rar.html</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b> </b></div>
<div style="text-align: center;">
<b> ___________________<span style="color: red;"><br /></span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b> <i>Installation - Activation - How to Work?:</i> <span style="color: #351c75; font-size: large;">see this video</span> تنصيب - تفعيل - مبدأ عمل البرنامج </b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<u><b> <span style="color: #274e13;">Fom this link: </span></b></u><span style="color: lime;"> </span> <a href="http://www.filesin.com/08182216053/download.html" target="_blank">http://www.filesin.com/08182216053/download.html</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b> <span style="color: #274e13;">Or</span>: <a href="http://www.restfile.com/ajn4nv1uaruu/66FX.rar.html" target="_blank">http://www.restfile.com/ajn4nv1uaruu/66FX.rar.html </a> </b></div>
<div style="text-align: center;">
</div>
<br />
<div style="text-align: center;">
</div>
<div style="text-align: center;">
______________________________________</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<br /></div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: black; color: red;">
<span style="font-size: large;"> 3-RPN Engineering Calculator 10.1.1</span>
</div>
<div style="background-color: white;">
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<br />
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<img alt="" 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" /></div>
</div>
<div style="background-color: white;">
<br />
<br />
The RPN Engineering Calculator (REC) is Windows software that lets you
choose between 6 different calculators at the Click of your mouse, and
15 discrete calculators for the more complex functions plus you can
write your own programs to solve your most elaborate equations.</div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white; text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="background-color: white;">
<b> </b><br />
<b> </b> </div>
<div style="background-color: white; text-align: center;">
<a href="http://www.filesin.com/7A8CE213881/download.html" target="_blank">http://www.filesin.com/7A8CE213881/download.html</a></div>
<div style="background-color: white; text-align: center;">
<br />
<br />
<b>Or:</b></div>
<div style="background-color: white; text-align: center;">
<br /></div>
<div style="background-color: white; text-align: center;">
<a href="http://www.restfile.com/3djbuukp97dv/123cal1011.rar.html" target="_blank">http://www.restfile.com/3djbuukp97dv/123cal1011.rar.html </a></div>
<div style="background-color: white;">
<br /></div>
<div style="background-color: white;">
</div>
<div style="background-color: white; text-align: center;">
<br />
_______________________<br />
<br />
<br />
<br />
<br /></div>
<br />
<br />
<div style="background-color: black; color: red;">
<span style="font-size: large;"><u><b>2- Novus Calculator 1.1.1.0 Portable
</b></u></span></div>
<br />
<div style="text-align: center;">
<br />
<br />
<br /></div>
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<img alt="" 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" /></div>
<br />
<br />
Novus Calculator is the single most powerful and feature-rich software
calculator available in the market today. It's so versatile you can use
it for Point-of-Sale with tape display, set tax rates, calculate
mortgages, show amortization schedules, determine car loans, and it can
be used like a basic calculator too.<br />
<br />
<div class="content hasad">
<div id="post_message_2666957">
<span class="long_text" id="result_box" lang="en"> <span class="hps">The interface</span> <span class="hps">is very</span> <span class="hps">beautiful and</span> <span class="hps">attractive.</span></span><br />
<br />
<br />
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<br />
<div style="text-align: center;">
<span class="long_text" id="result_box" lang="en"><span class="hps"> <a href="http://www.filesin.com/EA940213509/download.html" target="_blank">http://www.filesin.com/EA940213509/download.html</a></span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span class="long_text" id="result_box" lang="en"><span class="hps"> </span></span><b><span class="long_text" id="result_box" lang="en" style="color: red;"><span class="hps">Or:</span></span></b></div>
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<br /></div>
<div style="text-align: center;">
<span class="long_text" id="result_box" lang="en"><span class="hps"> <a href="http://www.restfile.com/jclduf6ykk9p/123Cal.rar.html" target="_blank">http://www.restfile.com/jclduf6ykk9p/123Cal.rar.html </a></span></span></div>
<div style="text-align: center;">
<span class="long_text" id="result_box" lang="en"><span class="hps"> </span></span></div>
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<div style="text-align: center;">
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<div style="color: red;">
<span class="msgarab"><span style="background-color: black; font-size: large;">1-Rapid Typing Tutor Portable 4.6<span style="color: black;">.....................................................</span></span><br />
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<div style="color: red;">
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<span class="msgarab"><br />
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<img alt="" 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" /></div>
</div>
<div style="text-align: left;">
<blockquote class="postcontent restore ">
<div>
<span class="msgarab"> </span></div>
</blockquote>
<span class="msgarab"> RapidTyping is a free touch typing
tutor help you learn quick and blind keyboard printing. Program
benefits: - Game plot. Training takes place in virtual picturesque
underwater world. Variety of underwater fauna will make fun of your
training. The more you improve your printing level the more nice
underwater creatures will come to light; - Training statistics shown
both in tables and diagrams. Statistics reflects printing speed,
mistakes quantity; - Keyboard emulator will help you learn blind
printing quickly. </span></div>
<h2 style="text-align: center;">
</h2>
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<span class="msgarab">
</span>
<span class="msgarab"> </span><br />
<span class="msgarab"> <a href="http://www.restfile.com/frnxcf4oixzk/RapidTyping_Portable_4.zip.html" rel="" target="_blank">http://www.restfile.com/frnxcf4oixzk...ble_4.zip.html</a></span>
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<div style="text-align: center;">
</div>
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_________________________ </div>
</div>
</div>
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-71207564417851527232012-07-27T10:02:00.001+01:002013-01-13T23:03:07.032+01:00General eBooks -- Livres générals-- كتب عامة<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.timesaversforteachers.com/ashop/affiliate.php?id=245&redirect=http://www.timesaversforteachers.com"><br /></a>
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<br />
<div style="text-align: center;">
<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
<div dir="rtl" style="text-align: center;">
<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" />
<span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
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<div style="color: red; text-align: center;">
<br />
<b><u>To download from FilesIn: <span style="color: #274e13;">User IDMAN Please desable It</span></u></b><br />
<div dir="rtl">
<b><u><span style="color: #274e13;">للتحميل من FilesIn</span> <span style="color: #274e13;"> :</span> مستعملي IDMAN يفضل تعطيله</u></b></div>
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</h2>
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<div style="background-color: black; text-align: center;">
<b><span style="color: red; font-size: x-large;">English</span></b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: x-large;"><b><span style="color: #4c1130;">To be continued</span></b></span></div>
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_____________________________________________________________________</div>
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<b><span style="color: #990000; font-size: large;"> </span></b><br />
<b><span style="color: #990000; font-size: large;">5-</span></b> <span style="color: #990000; font-size: large;">A Guide to MATLAB Object-Oriented Programming</span><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcQvF-aqQtcbwsoK29SX9.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcQvF-aqQtcbwsoK29SX9.jpg" height="400" width="275" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div align="center">
<b>A Guide to MATLAB Object-Oriented Programming</b><br />
Chapman & Hall/CRC | 2007 | ISBN: 158488911X | 384 pages | PDF | 10 MB</div>
<div style="text-align: center;">
<h3 class="title">
<span class="ptBrand">by Andy H. Register</span></h3>
</div>
<br />
A
Guide to MATLAB Object-Oriented Programming is the first book to
deliver broad coverage of the documented and undocumented
object-oriented features of MATLAB®. Unlike the typical approach of
other resources, this guide explains why each feature is important,
demonstrates how each feature is used, and promotes an understanding of
the interactions between features. Assuming an intermediate level of
MATLAB programming knowledge, the book not only concentrates on MATLAB
coding techniques but also discusses topics critical to general software
development.<br />
<br />
<br />
It
introduces fundamentals first before integrating these concepts into
example applications. In the first section, the book discusses eight
basic functions: constructor, subsref, subsasgn, display, struct,
fieldnames, get, and set. Building on the previous section, it explores
inheritance topics and presents the Class Wizard, a powerful MATLAB
class generation tool. The final section delves into advanced
strategies, including containers, static variables, and function fronts.
With more than 20 years of experience designing and implementing
object-oriented software, the expert author has developed an accessible
and comprehensive book that aids readers in creating effective
object-oriented software using MATLAB. <br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://aa.vg/trkvyx4so69p" target="_blank">http://aa.vg/trkvyx4so69p</a></div>
<br />
<div style="text-align: left;">
<br />
<br />
_____________________________________________________________________</div>
<div style="text-align: left;">
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</div>
<div style="text-align: left;">
<b><span style="color: #990000; font-size: large;"> </span></b><br />
<b><span style="color: #990000; font-size: large;">4- </span><span style="color: #990000; font-size: large;">Software Engineering Best Practices: Lessons from Successful Projects in the Top Companies</span></b><br />
<br />
<div style="text-align: center;">
<br />
<br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/9999b8ae16658a259e175afdbe159627.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/9999b8ae16658a259e175afdbe159627.jpg" height="400" width="243" /></a></div>
<div style="text-align: center;">
<br /></div>
<br />
<div align="center" data-iceapc="1" data-iceapw="29">
<b data-iceapw="15">Capers Jones, "Software Engineering Best Practices: Lessons from Successful Projects in the Top Companies"</b><br />
English | 2009-10-08 | ISBN: 007162161X | 689 pages | PDF | 3.5 mb</div>
<br />
<br />
This in-depth volume examines <span class="IL_AD" id="IL_AD1">software engineering</span>
topics that are not covered elsewhere: the question of why software
engineering has developed more than 2,500 programming languages;
problems with traditional definitions of <span class="IL_AD" id="IL_AD5">software</span> quality; and problems with common <span class="IL_AD" id="IL_AD11">metrics</span>,
"lines of code," and "cost per defect" that violate standard economic
assumptions. The book notes that a majority of "new" projects are
actually <span class="IL_AD" id="IL_AD10">replacements</span>
for legacy applications, illustrating that data mining for lost
requirements should be a standard practice. Difficult social engineering
issues are also covered, such as how to minimize harm from layoffs and
downsizing.<br />
<br />
Software Engineering Best Practices explains how to effectively plan, size, <span class="IL_AD" id="IL_AD2">schedule</span>, and <span class="IL_AD" id="IL_AD8">manage</span> software
projects of all types, using solid engineering procedures. It details
proven methods, from initial requirements through 20 years of
maintenance. Portions of the book have been extensively reviewed by key
engineers from top companies, including IBM, Microsoft, Unisys, and
Sony.<br />
<br />
- Manage Agile, hierarchical, matrix, and virtual software development teams<br />
- Optimize software quality using JAD, OFD, TSP, static analysis, inspections, and other methods with proven success records<br />
- Use high-speed functional metrics to assess productivity and quality levels<br />
- Plan optimal organization, from small teams through more than 1,000 personnel.<br />
<br />
<br />
<br />
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<br />
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______________________________________________________________________</div>
</div>
<div style="text-align: left;">
<br />
<div style="text-align: left;">
<span style="color: #cc0000;"><br /></span>
<span style="color: #cc0000;"><span style="font-size: large;"><b>3- </b></span><span style="font-size: large;">An Engineer's Guide to
MATLAB: With Applications from Mechanical, Aerospace, Electrical, Civil,
and Biological Systems Engineering, 3rd Edition</span></span></div>
<div style="text-align: left;">
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/36e25a714808b5f6d125c68853cab813.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/36e25a714808b5f6d125c68853cab813.jpg" height="400" width="287" /></a></div>
<div style="text-align: center;">
<br /></div>
<div align="center" data-iceapc="1" data-iceapw="36">
<br />
<b data-iceapw="24">BY Edward B. Magrab, Shapour Azarm,</b><br />
2010 | ISBN-10: 0131991108 | PDF | 848 pages | 10,2 MB</div>
<div align="center" data-iceapc="1" data-iceapw="36">
<br /></div>
An Engineer's <span class="IL_AD" id="IL_AD3">Guide to</span>
MATLAB, 3/e, is an authoritative guide to generating readable, compact,
and verifiably correct MATLAB programs. It is ideal for <span class="IL_AD" id="IL_AD1">undergraduate</span> <span class="IL_AD" id="IL_AD6">engineering</span> courses in <span class="IL_AD" id="IL_AD9">Mechanical</span>, Aeronautical, Civil, and <span class="IL_AD" id="IL_AD5">Electrical engineering</span> that require/use MATLAB.<br />
<br />
This
highly respected guide helps students develop a strong working
knowledge of MATLAB that can be used to solve a wide range of engineering
problems. Since solving these problems usually involves writing
relatively short, one-time-use programs, the authors demonstrate how to
effectively develop programs that are compact yet readable, easy to
debug, and quick to execute. Emphasis is on using MATLAB to obtain
solutions to several classes of engineering problems, so technical material is presented in summary form only.<br />
<br />
<br />
<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><b style="color: #274e13;"> </b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b style="color: #274e13;"><a href="http://www.filesin.com/CB7E6257879/download.html" target="_blank">http://www.filesin.com/CB7E6257879/download.html</a></b></div>
<br />
<div style="text-align: center;">
Or</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filedwon.com/0fuzkcnvqcw1/engineers-guide-to-matlab-an-3rd-edition.9780131991101.56023.pdf.html" target="_blank">http://www.filedwon.com/0fuzkcnvqcw1/engineers-guide-to-matlab-an-3rd-edition.9780131991101.56023.pdf.html</a></div>
<br /></div>
</div>
<div style="text-align: left;">
______________________________________________________________________</div>
<div style="text-align: left;">
<br /></div>
<div style="color: #990000; text-align: left;">
<br />
<span style="font-size: large;"><b>2- Matlab - Modelling, Programming and Simulations</b></span></div>
<div style="text-align: left;">
<br /></div>
<br />
<br />
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
<br />
<div style="text-align: center;">
<br />
ISBN : 978-953-307-125-1 | 2010 | PDF | Ed. by Emilson Pereira Leite | 426 pages |Publisher: Sciyo | <b>17,2 MB</b></div>
<div style="text-align: left;">
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<b style="color: #274e13;"> </b> <br />
<a href="http://www.dl4all.com/engine/go.php?url=aHR0cDovL2ZpbGVtYWMuY29tL285anN6d2tkNThnOS5odG1s" target="_blank">http://filemac.com/o9jszwkd58g9.html</a></div>
<div style="text-align: center;">
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<div style="text-align: center;">
<div class="storytitle" id="post-641" style="color: #990000; text-align: left;">
<b><span style="font-size: large;">1- Mastering AutoCAD Civil 3D 2012</span></b></div>
<div class="storytitle" id="post-641" style="color: black; text-align: left;">
<br />
<br /></div>
<div class="storytitle" id="post-641" style="color: red; text-align: left;">
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<br /></div>
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<br /></div>
<div class="storytitle" dir="ltr" id="post-641" style="color: red; text-align: left;">
<br />
<div style="color: black; text-align: center;">
<i><span style="font-size: small;"><b>By Richard Graham, Louisa Holland</b></span></i></div>
<div style="color: black; text-align: center;">
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<div style="color: black; text-align: center;">
<br /></div>
<div style="text-align: center;">
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<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b style="color: #274e13;"> </b> <b style="color: #274e13;">pdf <i><span style="font-size: small;">|</span></i> 88.2 MB </b></div>
<div style="text-align: center;">
<a href="http://www.restfile.com/490569xac6hb/ebook_1118016815_Mastering_AutoCAD_Civil_3D_2012.rar.html" target="_blank">http://www.restfile.com/490569xac6hb/ebook_1118016815_Mastering_AutoCAD_Civil_3D_2012.r ar.html</a><b style="color: #274e13;"> </b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<i style="color: #274e13;"><span style="font-size: small;"><b>ePub | 89 MB</b></span></i><b style="color: #274e13;"><span style="color: #274e13;"> </span></b></div>
<div style="text-align: center;">
<b style="color: #274e13;"> <a href="http://filemac.com/ccazz5pks9rq.html" target="_blank">http://filemac.com/ccazz5pks9rq.html</a></b></div>
<br />
<b><span style="font-size: large;"> </span></b></div>
<div class="storytitle" dir="ltr" id="post-641" style="color: red; text-align: left;">
____________<br />
<br />
<div style="color: #660000;">
<b><span style="font-size: large;"><span style="font-size: small;">How to extract the<i> seconde </i> file?</span></span></b></div>
<div style="color: #660000;">
<span style="font-size: large;"><b><span style="font-size: small;">see this video:</span></b> <span style="font-size: small;"> </span></span></div>
<span style="font-size: large;"><span style="font-size: small;"><a href="http://www.youtube.com/watch?v=jzGoNu49WNs&feature=channel&list=UL" target="_blank">http://www.youtube.com/watch?v=jzGoNu49WNs&feature=channel&list=UL</a></span></span><br />
<br />
<b><span style="color: #990000; font-size: large;"><span style="font-size: small;">Dowload the Software</span></span><span style="color: blue; font-size: large;"> </span><span style="font-size: large;"><span style="color: blue;">"calibre"</span></span></b> <b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #990000;">to read file ext </span><span style="color: blue;">.ePub</span> <span style="color: #990000;">from: </span></span></span></b><br />
<br />
<div id="yui_3_2_0_1_13375620442211960" style="font-family: times new roman, new york, times, serif; font-size: 24pt;">
<span id="yui_3_2_0_1_13375620442211959" style="font-size: small;"><a href="http://www.filesin.com/D0ED1225407/download.html" id="yui_3_2_0_1_13375620442211958" rel="" target="_blank">http://www.filesin.com/D0ED1225407/download.html</a></span>
<br />
<div style="font-family: times new roman, new york, times, serif; font-size: 12pt;">
<br /></div>
</div>
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<div style="background-color: black; text-align: center;">
<b><span style="color: red; font-size: x-large;">Français</span></b></div>
<br />
<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: x-large;"><b><span style="color: #4c1130;">A suivre</span></b></span></div>
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<br />
<div align="left" class="MsoNormal" style="color: red; line-height: normal; margin-left: 0cm; text-align: left;">
<span style="color: black;">___________________________________________________________________________</span><br />
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<br />
<br />
<div style="color: #990000;">
<span style="font-size: large;"><b><span lang="FR-CA" style="font-family: TheSansBlack-Plain;">2- </span></b><b>Réaliser son mémoire ou sa thèse </b></span></div>
</div>
<div align="left" class="MsoNormal" style="line-height: normal; margin-left: 0cm; text-align: left;">
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/1479874293.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/1479874293.jpg" height="400" width="266" /></a></div>
<div style="text-align: center;">
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<br />
<div style="text-align: center;">
par: Pierre Mongeau</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b>ISBN : </b> 978-2-7605-1544-4 |<b> Parution : </b> 2008 | <b>Genre : </b> Economie | <b>Langue : </b> Français |</div>
<div style="text-align: center;">
| <b>Format : </b> Pdf | <b>Taille : </b> 1.5 Mo |</div>
<div style="text-align: center;">
<b><br /></b></div>
<div style="text-align: center;">
<b><br /></b></div>
<div style="text-align: center;">
<b><br /></b></div>
<div style="text-align: left;">
<i> Réaliser son mémoire ou sa thèse<br />
L’auteur propose une vision d’ensemble des étapes à franchir pour
réaliser le travail de recherche et la rédaction du mémoire ou de la
thèse. Il rend compte à la fois des aspects pratiques du travail à faire
(côté jeans) et des exigences de rigueur et de cohérence (côté tenue de
soirée) qu’exigent le travail de recherche et sa mise en forme. Pour
chaque étape, il présente des directives, des conseils et des exemples
qui permettront à l’étudiante et à l’étudiant d’appliquer ce modèle de
manière critique, de l’adapter, le modifier, le triturer de manière à le
mettre au service de ses objectifs de recherche. Que la démarche suivie
soit qualitative ou quantitative, il aide à cerner la problématique, à
établir le cadre théorique, à analyser, présenter et interpréter les
résultats.</i></div>
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<span style="font-size: large;"><b><span lang="FR-CA" style="font-family: TheSansBlack-Plain;">1- Auto</span></b><b><span lang="FR-CA" style="font-family: TheSansBlack-Caps;">CAD
3D </span></b><b><span lang="FR-CA" style="font-family: TheSansSemiBold-Plain;">Modélisation et rendu</span></b></span></div>
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<i><span lang="FR-CA">Pages : 393</span></i></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-91991785710767457062012-07-27T10:00:00.002+01:002012-09-29T14:15:27.340+01:00Aeronautics علم الطيران<div dir="ltr" style="text-align: left;" trbidi="on">
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<li class="description"><b>Description: </b>From top gun to
routine flights, Military Flight Aptitude Tests, 3rd Edition prepares
candidates with the key information they need in order to excel on their
exams, including: Mechanical comprehension; Spatial apperception;
Cyclic orientation; Instrument comprehension; Aviation and nautical
information; Reading and verbal skills practice; Math knowledge;
Electrical and hidden mazes and other visual material; Table and chart
reading; General science basics; Data interpretation; And more!</li>
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<span style="font-size: large;"><span lang="EN-CA" style="font-family: Tahoma; line-height: 150%;">1- </span><span class="msgarab">Amateur-built Aircraft and Ultralight Flight Testing Handbook</span></span></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-79717256138922039512012-07-27T09:58:00.000+01:002012-09-29T14:14:14.398+01:00Agronomy (in construction)<div dir="ltr" style="text-align: left;" trbidi="on">
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-70620900217752520532012-07-27T09:57:00.000+01:002012-10-06T03:30:12.411+01:00Architecture - هندسة معمارية<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="storytitle" dir="ltr" id="post-4046" style="color: #4c1130; text-align: center; text-decoration: none;">
<span style="font-size: x-large;">To be continued</span><br />
<br />
<div style="text-align: left;">
__________________________________</div>
<br />
<br />
<br />
<span class="msgarab"></span><br />
<div style="text-align: center;">
<div style="text-align: left;">
<span style="color: #990000;"><span style="font-size: large;"><b>19-The Plan - Architecture & Technologies in Detail October 2012</b></span></span></div>
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<span style="color: #990000;"><span style="font-size: large;"><b> </b></span></span></div>
<div style="text-align: left;">
<span style="color: #990000;"><span style="font-size: large;"><b> </b></span></span></div>
<br /><img alt="" border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/9Likn.jpg" /><br /> <br /> <br /> <span style="color: black;"><b>The Plan - Architecture & Technologies in Detail September 2012</b><br />
English/Italian | 148 Pages | PDF | 72MB<br /><br />
Founded in 2001,THE PLAN – Architecture & Technologies in Detail, is
published by Centauro Edizioni, Bologna (Italy). Today, with 8 issues
released every year (6 regular and 2 special issues), THE PLAN is one of
the most acclaimed architecture and design reviews on the market.
Thanks to its strongly international approach, is in fact among the
most widely distributed and read magazines in Italy and worldwide, with
an important readership of professionals from the sectors of
architecture, design, building and real estate as well as universities.</span> <span style="color: black;"><br /></span> <br /> <br /> <br /> <span style="color: red; font-size: large;">Download</span><span style="font-size: large;"><br /><br /><a href="http://adf.ly/DSch3" rel="nofollow" target="_blank">Link</a></span> <span style="font-size: large;"><br /></span> </div>
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<span style="color: #e06666; font-size: large;"> </span><span style="color: #e06666; font-size: large; font-weight: normal; line-height: normal;"> </span><span style="font-size: large;"><span class="msgarab"><span style="color: firebrick;">18- SPACE PLANNING BASICS</span></span></span><span style="font-size: large;">: </span><br /><br /><span class="msgarab"><div style="text-align: center;">
<br />
<a href="http://www.arab-eng.org/vb/showthread.php/333044-%D8%B8%C6%92%D8%B7%DA%BE%D8%B7%C2%A7%D8%B7%C2%A8-%D8%B7%C2%A3%D8%B8%C6%92%D8%B7%C2%AB%D8%B7%C2%B1-%D8%B8%E2%80%A6%D8%B8%E2%80%A0-%D8%B7%C2%B1%D8%B7%C2%A7%D8%B7%C2%A6%D8%B7%C2%B9-space-planning-basics"><img alt="كتاب أكثر رائع space planning spaceplaning.jpg" border="0" height="314" src="http://i1171.photobucket.com/albums/r548/aidsami/spaceplaning.jpg" title="كتاب أكثر رائع space planning spaceplaning.jpg" width="400" /></a><br />
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<span style="font-size: large;"><b><u>Link:</u></b><br /><br /><a href="http://aa.vg/1oo82itlcp5q" rel="" target="_blank">http://aa.vg/1oo82itlcp5q</a></span>
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</div>
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</span></span></h2>
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</span><span style="font-size: large; font-weight: normal;">17-</span><span style="font-size: large; font-weight: normal; line-height: normal;"><span style="color: green;"> </span></span><span style="font-size: large;">Design of Structural Elements: </span></h1>
<h1>
<span style="font-size: x-small; font-weight: bold;"><span style="color: #38761d;">Concrete Steelwork Masonry and Timber Designs to British Standards and Eurocodes </span></span></h1>
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<b><span style="color: #4c1130; font-size: x-small;">Publisher: Taylor & Francis
</span><span style="color: brown; font-size: x-small;"><span style="font-weight: bold;">|</span></span> <span style="color: #4c1130; font-size: x-small;">Date : 2009-06-05 </span><span style="color: brown; font-size: x-small;"><span style="font-weight: bold;">|</span></span><span style="color: #4c1130; font-size: x-small;">Pages : 504</span><span style="color: brown; font-size: x-small;"><span style="font-weight: bold;">|</span></span><span style="color: #4c1130; font-size: x-small;">Format : pdf </span><span style="color: brown; font-size: x-small;"><span style="font-weight: bold;">| </span></span><span style="color: #4c1130; font-size: x-small;">OCR : Y </span><span style="color: brown; font-size: x-small;"><span style="font-weight: bold;">|</span></span></b></div>
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<span style="color: red; font-size: small; font-weight: normal;"><span class="category">
<span style="color: black; font-size: small;">This concise single volume introduction to the design of structural
elements in concrete, steel, timber, masonry and composites gives up to
date design principles and guidance are given in line with both British
Standards and Eurocodes. </span></span></span></h1>
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<span style="font-size: large;">16-</span><span style="font-size: 18px; line-height: normal;"><span style="font-weight: bold;"><span style="color: green;"> <span style="font-size: large;"><span style="color: red;">Masonry Structural Design</span></span></span></span></span></h1>
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<span style="color: brown;"><span style="font-weight: bold;">McGraw-Hill Professional | 2010 | ISBN: 007163830X | 588 pages | PDF | 10,3 MB
<br />
</span></span>
<br />
<br />
<span style="font-weight: bold;">Masonry Structural Design</span>
<span style="color: black;">emphasizes the strength design of masonry and includes allowable-stress
provisions. Innovations such as autoclaved aerated concrete masonry
(AAC) are also discussed. Real-world case studies featuring a low-rise
building with reinforced concrete masonry and a four-story building with
clay masonry illustrate the techniques presented in this comprehensive
resource.
</span><br />
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<div style="text-align: center;">
<span style="text-decoration: underline;"><span style="font-weight: bold;">Download:</span></span>
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<br />
<b> </b></div>
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<a href="http://aa.vg/qsax4ii9kduk" target="_blank"><span class="inner-content">http://aa.vg/qsax4ii9kduk</span></a></div>
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<h2 class="storytitle" dir="ltr" id="post-1307" style="color: black; text-align: left; text-decoration: none;">
<span style="color: red; font-size: small; font-weight: normal;"><span class="category"><h1>
<span style="font-size: large;"> </span></h1>
<h1>
<span style="font-size: large;">15-Middle East Architect Magazine- May 2012</span></h1>
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<img alt="Middle East Architect Magazine- May 2012" height="400" src="http://www.fototons.com/images/00216dbdmedium.jpg" title="Middle East Architect Magazine- May 2012" width="297" /><br />
<br />
<b>Middle East Architect Magazine May 2012</b><br />
English | 68 Pages | True PDF | 11MB<br />
<br />
Middle
East Architect is a monthly magazine that delivers news, data, analysis
and strategic insights for architects operating in the GCC. The
publication is designed to enhance its reader's industry knowledge and
provide them with information to help them provide inspirational
designs. By reading Middle East Architect, architects are better able to
track developments being planned across the region, understand the
latest trends, and ensure their organisation becomes the firm of choice
for the region's developers.<br />
<br />
<br />
<div style="color: #0c343d;">
<b>Download: </b></div>
</div>
<div dir="ltr" style="text-align: center;">
<br /></div>
<div dir="ltr" style="text-align: center;">
Link 01: <a href="http://www.filesin.com/C4FEF222030/download.html" target="_blank">http://www.filesin.com/C4FEF222030/download.html</a></div>
<div dir="ltr" style="text-align: center;">
<b>or</b></div>
<div dir="ltr" style="text-align: center;">
Link 02: <a href="http://www.restfile.com/nnkdqdtbeq0z/MiddleEastArchitect201205.rar.html" target="_blank">http://www.restfile.com/nnkdqdtbeq0z/MiddleEastArchitect201205.rar.html</a></div>
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<div class="storytitle" dir="ltr" id="post-2018" style="text-align: left;">
<div style="text-align: left;">
<span style="font-size: large;"><b style="background-color: white; color: red;">14- A How-To Guide to Mitigate Potential Terrorist Attacks Against Buildings</b></span><br />
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<div style="text-align: center;">
Link: </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.restfile.com/47tququ3p7a3/fema452_01_05.pdf.html" target="_blank">http://www.restfile.com/47tququ3p7a3/fema452_01_05.pdf.html</a></div>
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<span style="color: #cc0000; font-size: large;"><b><br /></b></span>
<span style="color: #cc0000; font-size: large;"><b>13- Insurance, Finance, and Regulation Primer for Terrorism Risk Management in Buildings</b></span></div>
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<span style="background-color: white;"> Link: </span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="background-color: white;"> </span><a href="http://www.restfile.com/bo85i9ilju86/fema429.pdf.html" style="background-color: white;" target="_blank">http://www.restfile.com/bo85i9ilju86/fema429.pdf.html</a></div>
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<span style="color: red; font-size: large;"><b><br /></b></span>
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<span style="background-color: #ededed; color: #333333; font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: large;">Appendicies</span></b></span><br />
<span style="background-color: #ededed; color: #333333; font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: large;"> </span></b></span><span style="background-color: white;"><span style="color: #333333; font-family: Arial,Helvetica,sans-serif; font-size: x-small;"><b><a href="http://www.restfile.com/7vsgks3hd8xc/fema429_appendixes.pdf.html" target="_blank">http://www.restfile.com/7vsgks3hd8xc/fema429_appendixes.pdf.html</a></b></span></span></div>
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<span style="background-color: white;"><span style="color: #333333; font-family: Arial,Helvetica,sans-serif; font-size: x-small;"><br /></span></span></div>
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<span style="background-color: white;"><span style="color: #333333; font-family: Arial,Helvetica,sans-serif; font-size: x-small;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://store2.up-00.com/May12/gMs16233.bmp" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://store2.up-00.com/May12/gMs16233.bmp" width="279" /></a></div>
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________________________________________________________________________________</div>
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<span style="color: red; font-size: large;"><b>12- Reference Manual to Mitigate Potential Terrorist Attacks Against Buildings</b></span></div>
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<span style="background-color: white;">Link: </span> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.restfile.com/5ok8eaidn9ru/fema426.pdf.html" style="background-color: white;" target="_blank">http://www.restfile.com/5ok8eaidn9ru/fema426.pdf.html</a></div>
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________________________________________________________________________________<br />
<span style="color: red; font-size: large;"><b><br /></b></span>
<span style="color: red; font-size: large;"><b>11- Insurance Outreach Toolkit - Lender Fact Sheet</b></span></div>
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Link: <a href="http://www.restfile.com/p13h9kkfro9r/lndrfs_temp.doc.html" target="_blank">http://www.restfile.com/p13h9kkfro9r/lndrfs_temp.doc.html</a></div>
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________________________________________________________________________________<br />
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<span style="color: red; font-size: large;"><b>10- Primer for Design Safe Schools Projects in Case of Terrorist Attacks</b></span></div>
<span style="background-color: white;">Link: </span><a href="http://www.restfile.com/1xmd1nnfnfh2/fema428.pdf.html" style="background-color: white;" target="_blank">http://www.restfile.com/1xmd1nnfnfh2/fema428.pdf.html</a><br />
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_________________________________________________________________________________</div>
<br />
<span style="color: red; font-size: large;"><b>9- Primer for Design of Commercial Buildings to Mitigate Terrorist Attacks</b></span></div>
<span style="background-color: white;">Link: </span><a href="http://www.restfile.com/dhmzymagbuiu/fema427.pdf.html" style="background-color: white;" target="_blank">http://www.restfile.com/dhmzymagbuiu/fema427.pdf.html</a><br />
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_________________________________________________________________________________</div>
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<span style="color: red; font-size: large;"><b>8- Insurance Outreach Toolkit - Building Industry Fact Sheet</b></span></div>
<div>
Link: <a href="http://www.restfile.com/3cfgw38pe7ry/bldgfs_temp.doc.html" target="_blank">http://www.restfile.com/3cfgw38pe7ry/bldgfs_temp.doc.html</a></div>
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_________________________________________________________________________________<br />
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<div style="text-align: left;">
<span style="color: red; font-size: large;"><b>7- Insurance Outreach Toolkit - Real Estate Agent Fact Sheet</b></span></div>
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<div style="text-align: left;">
<span style="background-color: white;">Link: </span><a href="http://www.restfile.com/0y0zvg3qojis/restfs_temp.doc.html" target="_blank"><span style="background-color: white;"><span style="color: #0000ee;"><u>http://www.restfile.com/0y0zvg3qojis/restfs_temp.doc.html</u></span></span></a></div>
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<span style="color: red; font-size: large;"><b><br /></b></span></div>
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<span style="color: red; font-size: large;"><b>
6- Communicating with Owners and Managers of New Buildings on Earthquake Risk</b></span></div>
<div>
<span style="color: black; text-decoration: none;">Link: </span><span style="background-color: white;"><a href="http://www.restfile.com/5mnju0r0sx9x/fema389.pdf.html" target="_blank">http://www.restfile.com/5mnju0r0sx9x/fema389.pdf.html</a></span></div>
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<span style="font-size: large;">______________________________________________________ </span></div>
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<span style="font-size: large;"><b><br /></b></span></div>
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<span style="color: red; font-size: large;"><b>
5- Building Design for Homeland Security</b></span></div>
<br />
<div style="text-decoration: none;">
<span style="color: lime; font-size: large;"><b><i> <span style="color: #38761d;">Slide shows and movie files </span></i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">129.5 MB</span></div>
Link: <a href="http://www.restfile.com/vh38n4138hpx/coop_ppt_s_movie_clip.zip.html" target="_blank">http://www.restfile.com/vh38n4138hpx/coop_ppt_s_movie_clip.zip.html</a><br />
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<b style="background-color: white; color: lime; font-size: x-large;"><i> <span style="color: #38761d;">Plan of Instruction & Case Studies</span> </i></b><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">3.5 MB</span></div>
<span style="background-color: white; color: black; text-decoration: none;"> Link: </span><span style="background-color: white;"><a href="http://www.restfile.com/4xu7nsxpcnmw/coop_case_studies_poi.zip.html" target="_blank">http://www.restfile.com/4xu7nsxpcnmw/coop_case_studies_poi.zip.html</a></span><br />
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<b style="color: lime; font-size: x-large;"><i><br /></i></b></div>
<div style="text-decoration: none;">
<span style="color: lime; font-size: large;"><b><i> <span style="color: #38761d;"> Student Manual </span></i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">820 KB</span></div>
<span style="background-color: white; text-decoration: none;"> Link: </span><span style="background-color: white;"><a href="http://www.restfile.com/lalxvfne7le8/coop_sms.zip.html" target="_blank">http://www.restfile.com/lalxvfne7le8/coop_sms.zip.html</a></span><br />
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<span style="color: lime; font-size: large;"><b><i> <span style="color: #38761d;"> Instructor Guide</span> </i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">224.69 MB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.fema.gov/library/file?type=publishedFile&file=coop_igs.zip&fileid=3fb7c410-ce35-11de-b437-001cc456982e" target="_blank">ZIP</a></div>
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<span style="color: #e06666; font-size: large;"><i><b> (urban) Plan of Instruction & Case Studies </b></i></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">2.7 MB</span></div>
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Link: <a href="http://www.restfile.com/blrq153byy7m/l155_urban_cs_poi.zip.html" target="_blank">http://www.restfile.com/blrq153byy7m/l155_urban_cs_poi.zip.html</a>
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<span style="color: #e06666; font-size: large;"><i><b> (urban) slide shows and movie files </b></i></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">101.1 MB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/97qv61crfe28/urban_ppt_movie.zip.html" target="_blank">http://www.restfile.com/97qv61crfe28/urban_ppt_movie.zip.html</a></div>
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<i style="background-color: white; font-size: x-large;"><b><span style="color: #e06666;"> (urban) Student Manual</span></b></i><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">572 KB</span><i style="background-color: white; font-size: x-large;"><b><span style="color: #e06666;"> </span></b></i></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/05oh76eou1nw/urban_sm.zip.html" target="_blank">http://www.restfile.com/05oh76eou1nw/urban_sm.zip.html</a></div>
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<b><i><span style="color: #e06666; font-size: large;"> (urban) Instructor Guide</span></i></b><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">14.7 MB</span></div>
<div style="text-align: left;">
<span style="background-color: white;"><span style="color: #e06666; font-size: large;"><b><i> </i></b></span>Link: <a href="http://www.restfile.com/lmsqs9kueywx/urban_ig_12_2008.zip.html" target="_blank">http://www.restfile.com/lmsqs9kueywx/urban_ig_12_2008.zip.html</a></span></div>
<div style="text-align: left;">
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<div style="text-align: left;">
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<span style="background-color: white;"> <i style="color: #351c75; font-size: x-large; font-weight: bold;">(suburban) Instructor Guide</i></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">23.8 MB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/iwvpc43jxxzo/suburban_ig_12_2008.zip.html" target="_blank">http://www.restfile.com/iwvpc43jxxzo/suburban_ig_12_2008.zip.html</a></div>
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<span style="color: #351c75; font-size: large;"><b><i> (suburban) Student Manual</i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">801 KB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/ohul4vq93a7l/suburban_sm_12_2008.zip.html" target="_blank">http://www.restfile.com/ohul4vq93a7l/suburban_sm_12_2008.zip.html</a></div>
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<span style="color: #351c75; font-size: large;"><b><i> (suburban) slide show and movie files</i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">136.4 MB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/oz1dbhv7a5xq/suburban_ppt_movie.zip.html" target="_blank">http://www.restfile.com/oz1dbhv7a5xq/suburban_ppt_movie.zip.html</a></div>
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<span style="color: #351c75; font-size: large;"><b><i> (suburban) Plan of Instruction & Case Studies</i></b></span><span style="background-color: #f3f6fb; color: #111111; font-family: Tahoma; font-size: 13px;">3.2 MB</span></div>
<div style="text-align: left;">
Link: <a href="http://www.restfile.com/die3ts3zglto/suburban_poi_cs.zip.html" target="_blank">http://www.restfile.com/die3ts3zglto/suburban_poi_cs.zip.html</a></div>
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<b><span style="font-size: large;">4- Design of Sheet Pile Cellular Structures Cofferdams and Retaining Structures</span></b></div>
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<span style="font-size: small;"><span style="font-weight: normal;"> </span></span></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: black; text-align: left; text-decoration: none;">
<span style="font-size: small;"><span style="font-weight: normal;"> Link: </span><a href="http://www.restfile.com/yuuiah1zo83h/Design_of_Sheet_Pile_Cellular_Structures_Cofferdams_and_Retaining_Structures.pdf.html" target="_blank">PDF</a></span></div>
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<div class="storytitle" dir="ltr" id="post-3978" style="color: red; font-weight: normal; text-align: left; text-decoration: none;">
<b><span style="font-size: large;">3- Seismic Considerations for Steel Storage Racks Located in Areas Accessible to the Public</span></b></div>
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<span style="font-size: small;"><span style="font-weight: normal;"> Link: </span></span><span style="font-size: x-small;"><a href="http://www.restfile.com/h993p50q0uaz/Seismic_Considerations_for_Steel_Storage_Racks.pdf.html" target="_blank">http://www.restfile.com/h993p50q0uaz/Seismic_Considerations_for_Steel_Storage_Racks.pdf.html</a></span></div>
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<br />
<span style="color: red; font-size: large;">2- LANDSCAPE ARCHITECTURE</span></div>
<div class="storytitle" dir="ltr" id="post-4046" style="color: black; font-weight: normal; text-align: left; text-decoration: none;">
<br /></div>
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<span style="font-size: small;"><span style="font-weight: normal;"> Link: </span></span><a href="http://www.restfile.com/kwm9bb6xzwfy/Landscape_architecture.pdf.html" target="_blank">http://www.restfile.com/kwm9bb6xzwfy/Landscape_architecture.pdf.html</a></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: black; text-align: left; text-decoration: none;">
<b>________________________________________________________________________________</b></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: black; text-align: left; text-decoration: none;">
<br /></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: red; font-weight: normal; text-align: left; text-decoration: none;">
<span style="font-size: large;"><b>1- </b>Designing for Earthquakes – A Manual for Architects</span></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: red; font-weight: normal; text-align: left; text-decoration: none;">
<br /></div>
<div class="storytitle" dir="ltr" id="post-1307" style="color: black; text-align: left; text-decoration: none;">
Link: <a href="http://www.restfile.com/h57zudb3plnu/fema454_complete.pdf.html" target="_blank">http://www.restfile.com/h57zudb3plnu/fema454_complete.pdf.html</a></div>
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_______________________________________________________________________________</div>
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<b><u><span style="font-size: x-large;">Français</span></u></b></div>
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<span style="font-size: x-large;"><b style="color: #4c1130;">A suivre</b></span></div>
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<span style="font-size: large;"><b><br /></b></span></div>
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<span style="font-size: large;"><b><br /></b></span>
<span style="font-size: large;"><b><br /></b></span>
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<span style="font-size: large;"><span style="color: black;">_______________________________</span></span></div>
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<span style="font-size: large;"><span style="font-size: x-large;">2-</span></span><span style="font-size: x-large;"> Analyse urbaine – Philippe Panerai</span></div>
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<div style="text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
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<h3 style="color: #990000;">
<i>Description :</i></h3>
<span style="color: black;">
La connaissance et la compréhension d'une ville ne forcent pas
l'évidence, notamment pour les métropoles étendues marquées de strates
historiques successives.
Une première phase d'observation permet d'identifier les différences :
tracés qui s'additionnent, se superposent, s'interrompent et
ressurgissent, bâti qui se renouvelle et s'étend au gré d'une lente
densification par excroissance, surélévation, découpage et comblement.
L'urbanisation accélérée de la période contemporaine marque encore plus
radicalement le paysage par le volume des constructions, le mode
d'implantation et les techniques utilisées.
Pour aller plus loin, il convient d'élaborer une connaissance
d'investigation en mêlant l'approche historique, la géographie, le
travail cartographique, l'analyse architecturale, l'observation
constructive et celle des modes de vie. En affirmant l'importance du
dessin comme un moyen de comprendre et de rendre sensible.
</span><br />
<h3 dir="ltr" style="color: #990000; text-align: center;">
Téléchargement</h3>
<h3 dir="ltr" style="color: #990000; text-align: center;">
<a href="http://aa.vg/zffq8vsyu5zt" target="_blank"> http://aa.vg/zffq8vsyu5zt</a></h3>
</div>
</div>
<div dir="ltr" style="color: red; text-align: left;">
<span style="font-size: large;"><span style="color: black;">_______________________________</span></span></div>
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<span style="font-size: large;"><span style="font-size: x-large;">1- </span><span style="font-size: x-large;">Les espaces publics urbains : </span></span></div>
<div dir="ltr" style="color: red; text-align: left;">
<span style="font-size: x-large;">recommandations pour une démarche de projet.</span></div>
<div dir="ltr" style="color: red; text-align: left;">
<br /></div>
<div dir="ltr" style="color: red; text-align: left;">
<span style="color: #274e13;">MISSION INTERMINISTÉRIELLE POUR</span><br />
<span style="color: #274e13;">LA QUALITÉ DES CONSTRUCTIONS PUBLIQUES</span><br />
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<div class="separator" style="clear: both; text-align: center;">
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<div dir="ltr" style="color: red; text-align: center;">
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<div dir="ltr" style="color: red; text-align: left;">
<br /></div>
</div>
<h3 dir="ltr" style="color: #990000; text-align: left;">
<i>Description :</i></h3>
<div dir="ltr" style="text-align: left;">
Les équipements publics jouent un rôle dépassant de loin leur propre
usage. Ils constituent des éléments importants du cadre de vie que
l’Etat et les collectivités locales laissent à la postérité. Quelle que
soit l’échelle du projet, l’enjeu est toujours considérable pour l’élu
et à travers lui la collectivité qui attend l’ouvrage. Au-delà du
symbole, cet aboutissement est souvent la consécration de promesses
électorales et, pour la population, c’est la satisfaction de disposer
d’un équipement public. La réponse à ces enjeux et ces attentes dépend
avant tout des décideurs publics en charge de la collectivité (les
maîtres d’ouvrage) : proches des usagers et des habitants, ils seront
les premiers responsables de la qualité des constructions publiques. En
qualité de maître d’ouvrage, il leur appartient de choisir une démarche
de projet, de choisir l’implantation du futur ouvrage dans un contexte
spécifique, d’identifier les partenaires dont ils auront besoin pour
maîtriser l’ensemble des contraintes à assumer jusqu’à mise en œuvre
dans les meilleures conditions. Ils sont au carrefour des préoccupations
économiques, financières, juridiques, administratives et sociales, mais
aussi culturelles : la construction publique concerne directement ou
indirectement tous les habitants.
</div>
<div dir="ltr" style="text-align: left;">
<br /></div>
<div dir="ltr" style="text-align: center;">
<br /></div>
<h3 dir="ltr" style="color: #990000; text-align: center;">
Téléchargement</h3>
<div dir="ltr" style="text-align: center;">
<b><a href="http://aa.vg/mledektnxv3g" target="_blank">http://aa.vg/mledektnxv3g</a></b></div>
<br />
<br />
<div dir="ltr" style="text-align: left;">
_________________________________________________</div>
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</div>
<h2 class="storytitle" dir="ltr" id="post-4046" style="color: black; text-align: left; text-decoration: none;">
</h2>
<br />
<div style="background-color: black; color: red; text-align: center; text-decoration: none;">
<b><u><span style="font-size: x-large;">عـــربـــيــــــــة</span></u></b>:</div>
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;"><span style="font-size: x-small;"> </span> </span></span></b></span></span></span></div>
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</span></span><a href="http://www.blogger.com/goog_175796714"><span style="color: black;"><span style="font-family: Arial;">
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</span></span></b></span></span></span>
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<span style="font-size: x-small;">__________________________________________________________________________________________</span><br />
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;">11-عقود التشييد.pdf</span></span></b></span></span></span><br />
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</span></span></b></span></span><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;">
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<span style="color: black;"><span style="font-family: Arial;"><a href="http://filemac.com/195h9kty543g.html" target="_blank">http://filemac.com/195h9kty543g.html</a></span></span></b></span></span></span><br />
<br />
_______________________________________________________________________________<br />
<br />
<br /></div>
<div style="text-align: right;">
<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;"> 10-الرسومات التنفيذية 2.pdf</span></span></b></span></span></span></div>
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;"><br />
</span></span><span style="color: black;"><span style="font-family: Arial;">
<a href="http://filemac.com/3uvft56yevl3.html" rel="" target="_blank">http://filemac.com/3uvft56yevl3.html</a><br /> </span></span></b></span></span></span></div>
_______________________________________________________________________________<br />
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</span></span><span style="color: black;"><span style="font-family: Arial;">9-رسومات تنفيذية 1.pdf</span></span></b></span></span></span></div>
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</span></span></b></span></span><span style="font-size: small;"><b><a href="http://filemac.com/jw6apqd4srcu.html" rel="" target="_blank">http://filemac.com/jw6apqd4srcu.html</a></b></span><br /> </span></div>
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<span class="msgarab">_______________________________________________________________________________</span></div>
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<div dir="rtl" style="text-align: right;">
<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;">
</span></span><span style="color: black;"><span style="font-family: Arial;">8-رسم معماري _كراسة المتدرب_.pdf</span></span></b></span></span></span></div>
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;"><br />
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<a href="http://filemac.com/6s667fcqwzdx.html" rel="" target="_blank">http://filemac.com/6s667fcqwzdx.html</a></span></span></b></span></span></span></div>
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><b><span style="color: black;"><span style="font-family: Arial;"><br />
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<span class="msgarab"><span style="font-family: Arial;"><span style="font-size: medium;"><span style="color: black;"><span style="font-family: Arial;"><span style="font-size: x-small;"><b>__________________________________________________________________________________________</b></span><br />
</span></span></span></span></span></div>
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<span class="msgarab"><span style="color: black;"><span style="font-family: Arial;">
</span></span><span style="color: black;"><span style="font-family: Arial;"><b>7-رسم معماري.pdf</b></span></span></span></div>
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</span></span><span style="color: black;"><span style="font-family: Arial;">
</span></span><span style="color: black;"><span style="font-family: Arial;"><a href="http://adf.ly/73vQ6" rel="" target="_blank">تحميل الملف </a></span></span></span></div>
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</span></span><span style="color: black;"><span style="font-family: Arial;"><a href="http://adf.ly/73uJt" rel="" target="_blank">تحميل الملف</a><br />
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</span></span></span></div>
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_________________________________________________________________________</div>
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-42610645517781958232012-07-27T09:55:00.001+01:002012-09-29T14:14:41.080+01:00Automatism (in construction)<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-3611190898519598062012-07-27T09:54:00.002+01:002012-07-28T00:30:40.279+01:00Automobile<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
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<div style="text-align: center;">
___________________________<br />
<br />
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<br /></div>
<br />
<div style="background-color: white; color: #4c1130; text-align: center;">
<span class="msgarab"><span style="color: darkgreen;"><span style="font-size: large;">
</span></span></span><br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>2 - Auto Maintenance Plus v8.6 | 11 Mb</b></span></div>
<br />
<div style="text-align: center;">
<span style="color: darkgreen;"><span style="font-size: large;">
</span></span></div>
<br />
<div style="color: black; text-align: left;">
<span style="font-weight: bold;"> Auto Maintenance Plus</span> is a program
that allows the user to have an well done evidence of various
automobiles information such as inventory, insurance, repairs table and
many others.
<br />
<br />
Auto Maintenance Plus should capitalize the PLUS. You get a database to
record your automobile expenses for maintenance and repairs as well as a
separate table to list original cost, insurance, and license
information on all your vehicles.
<br />
<br />
But you also get a home inventory, searchable by item and filterable by
cost, date, and other combined factors. And, there's a table of
important household information, such as bank accounts, insurance
policies, and credit card numbers.
<br />
<br />
And, if that's not enough, how about a calculator with loan-comparison
capability for various interest rates and term length? Add in another
calculator for determining affordability for mortgage or auto loans,
plus optional password security of your important information, and you
have many bases covered. Now with improved print capabilities and more.
<br />
<br />
<span style="font-weight: bold;">Here are some key features of "Auto Maintenance Plus":</span>
<br />
<br />
· a table of important household information
<br />
· a calculator with loan-comparison capability
<br />
· optional password security of your important information
<br />
· many bases covered
</div>
<br />
<div style="text-align: center;">
<span style="font-size: medium;"><b><span style="color: red;">
</span></b></span></div>
<br />
<br />
<div style="text-align: center;">
<span style="font-size: medium;">
</span></div>
<span style="font-size: medium;"> يمكنك الحصول على قاعدة بيانات لتسجيل
نفقات السيارات الخاصة بك لأعمال الصيانة والتصليح، وكذلك جدول منفصل
لإدراج التكلفة الأصلية، والتأمين، ومعلومات الترخيص على المركبات، الخاصة
بك جميعا. ويمكنك أيضا الحصول على الجرد المنزلي، والبحث فيها حسب البند،
والترشيح حسب التكلفة، والتاريخ، وغيرها من العوامل مجتمعة. وهناك جدول
المعلومات المنزلية مهمة، مثل الحسابات المصرفية والتأمين، وأرقام بطاقات
الائتمان... يتوفر على ألات حاسبة متعددة الوظائف، بالإضافة إلى كلمة السر
اختيارية لأمن المعلومات الهامة الخاصة بك، تحسين قدرات الطباعة </span><span style="font-size: medium;">، و غيرها من المهام. كإضافة الصور إلى </span><span style="font-size: medium;">بعض الوظائف.</span><br />
<h2>
<span class="msgarab"><span style="font-size: medium;">
</span></span></h2>
<div style="text-align: center;">
<span class="msgarab"><u><span style="font-size: large;"><span style="color: purple;"><br />
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</span></span></u><img alt="" border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/auto2.jpg" /><u><span style="font-size: large;"><span style="color: purple;"><br />
</span></span></u></span></div>
<span class="msgarab">
<u><span style="font-size: large;"><span style="color: purple;"><br />
<br />
</span></span></u></span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><br />
<span class="msgarab"><u><span style="font-size: large;"><span style="color: purple;">
</span></span></u><br />
<span style="color: mediumblue;"><span style="font-size: small;"><br />
</span></span><u><span style="color: mediumblue;"><span style="font-size: medium;"><span style="font-size: small;"><a href="http://www.filesin.com/8D838229145/download.html" target="_blank">http://www.filesin.com/8D838229145/download.html</a><br />
</span></span></span></u></span></div>
<div dir="rtl" style="background-color: white; color: #4c1130; text-align: center;">
<span class="msgarab"><u><span style="color: firebrick;"><span style="font-size: medium;"><b><br />
<span style="font-size: small;">(مستعملي IDMAN يفضل تعطيله)<br />
</span></b></span></span></u></span></div>
<div style="background-color: white; color: #4c1130; text-align: center;">
<span class="msgarab">
صعوبة في التحميل هذا الفيديو، <a href="http://www.youtube.com/watch?v=iVEBvzRRGD0" rel="" target="_blank">اظغط هنا</a><br />
</span><br />
<span class="msgarab"><br />
<u><span style="color: firebrick;"><span style="font-size: medium;"><b> </b></span></span></u></span><br />
<span class="msgarab"><u><span style="color: firebrick;"><span style="font-size: medium;"><b>_______________________</b></span></span></u></span><br />
<br />
<br />
<span class="msgarab"><u><span style="color: firebrick;"><span style="font-size: medium;"><b> </b></span></span></u>
</span></div>
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;"><b>1- </b></span><span class="msgarab"><span style="background-color: black; color: red; font-size: large;"><b><b>Automobile Tracker 6.8 | 9.8 Mb</b></b></span></span></div>
<span class="msgarab">
<br />
</span><br />
<div style="color: black; text-align: left;">
<br />
<br />
This straightforward program lets you enter and track information about
your automobile. Maintenance reminders bases on mileage and/or dates can
be displayed. It doesn't contain all of the Plus information contained
in Auto Maintenance Plus, but if all you need is to track information on
your automobiles, this is the program for you. New backup and restore
utilities added to each function, select either miles or kilometers in
auto maintenance deluxe function and more.
</div>
<br />
<span class="msgarab">
<span style="font-size: medium;"> هذا</span><span style="font-size: medium;"> البرنامج البسيط يسمح لك بادخال وتتبع المعلومات عن السيارات الخاصة بك. ويمكنك من عرض </span><span style="font-size: medium;">تذكير بالصيانة على أساس الأميال المقطوعة و / أو التواريخ. أنه لا يحتوي على كل المعلومات الواردة في <b>Auto Maintenance Plus</b>، ولكن إذا كان كل ما تحتاجه هو تتبع المعلومات عن السيارة الخاصة بك، الآن يمكنك إضافة الصور إلى بعض الوظائف.<br />
<br />
</span></span><br />
<div style="text-align: center;">
<span class="msgarab"><span style="font-size: medium;"><br /></span></span><br />
<span class="msgarab"><span style="font-size: medium;"><img alt="" border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/auto.jpg" /></span></span></div>
<span class="msgarab"><span style="font-size: medium;">
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<span class="msgarab"><span style="font-size: medium;"></span></span><br />
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<h2 style="text-align: center;">
<span class="msgarab"><span style="font-size: medium;">
</span></span></h2>
<div style="text-align: center;">
<span class="msgarab">
</span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<span class="msgarab"><u><span style="font-size: large;"><span style="color: purple;">
</span></span></u></span></div>
<div style="text-align: center;">
</div>
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<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span class="msgarab"><a href="http://adf.ly/1575072/http://www.restfile.com/nznjmkzx25q9/Auto.Track.68.rar.html" rel="" target="_blank">http://www.restfile.com/nznjmkzx25q9/Auto.Track.68.rar.html</a></span><br /><span class="msgarab">
</span><br /><span class="msgarab">
</span><br /><span class="msgarab">
صعوبة في التحميل هذا الفيديو، <a href="http://www.youtube.com/watch?v=ARAjB79ST3s" rel="" target="_blank">اظغط هنا</a></span><br /><span class="msgarab">
</span></div>
<br />
<div style="text-align: left;">
</div>
<br />
<br />
<div style="text-align: left;">
<br /></div>
<br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
_________________</div>
<br /></div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-3083731473437349002012-07-27T09:52:00.003+01:002013-01-12T14:27:13.240+01:00Biology <div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: center;">
<span style="color: red;"><b>To Be continued</b></span></div>
<div style="text-align: center;">
--------------</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
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<span style="color: #990000;"><span class="category" data-iceapw="1"></span></span></div>
<h1>
Molecular Biology of the Cell, Fifth Edition: The Problems Book</h1>
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<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/67f91567c171038d9b3e19fa33f52349.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/67f91567c171038d9b3e19fa33f52349.jpg" height="320" width="237" /></a></div>
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<div align="center" data-iceapc="1" data-iceapw="28">
<b data-iceapw="16"><span class="IL_AD" id="IL_AD1">John Wilson</span>, Tim Hunt, "Molecular Biology of the Cell, Fifth Edition: The Problems Book?</b><br />
2007 | ISBN: 0815341105 | PDF | 604 pages | 204 MB</div>
<br />
<br />
The
Problems Book helps students appreciate the ways in which experiments
and simple calculations can lead to an understanding of how cells work
by introducing the experimental foundation of <span class="IL_AD" id="IL_AD4">cell and molecular biology</span>. Each chapter will review key terms, test for understanding basic <span class="IL_AD" id="IL_AD8">concepts</span>, and pose research-based problems. The Problems Book has been designed to correspond with the first twenty chapters of <span class="IL_AD" id="IL_AD2">Molecular Biology of the Cell</span>, <span class="IL_AD" id="IL_AD9">Fifth Edition</span>.<br />
<br />
? Includes the solutions to the end-of-chapter problems in the textbook Molecular Biology of the Cell, Fifth Edition.<br />
? Contains over 2,000 problems and their solutions.<br />
? The problems are organized into the following <span class="IL_AD" id="IL_AD5">categories</span>: Terms to Learn, Definitions, True/False, Thought Problems, Calculations, and Data Handling.<br />
The
Problems Book will be useful for homework assignments and as a basis
for class discussion. It could even provide inspiration for exam
questions.<br />
<br />
<div style="text-align: center;">
<span style="color: #274e13;"><b data-iceapw="1">Download:</b></span></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<b data-iceapw="1"><span style="color: red;">Part1:</span> </b></div>
<div style="text-align: center;">
<a href="http://filewe.com/dyu49rcrx30n" target="_blank"><b data-iceapw="1">http://filewe.com/dyu49rcrx30n</b><b data-iceapw="1"></b></a></div>
<div style="text-align: center;">
<br />
<span style="color: red;"><b data-iceapw="1"><b data-iceapw="1">Part12</b></b></span></div>
<div style="text-align: center;">
<a href="http://filewe.com/o4k0xaos7zr0" target="_blank"><b data-iceapw="1"><b data-iceapw="1"> </b>http://filewe.com/o4k0xaos7zr0</b></a></div>
<div style="text-align: center;">
<b data-iceapw="1"></b></div>
<div style="text-align: center;">
<b data-iceapw="1"></b></div>
<div style="text-align: center;">
<b data-iceapw="1"></b></div>
<div style="text-align: center;">
<br />
<span style="color: red;"><b data-iceapw="1"><b data-iceapw="1">Part3:</b></b></span></div>
<div style="text-align: center;">
<a href="http://filewe.com/0gbgo7fu8xbl" target="_blank"><b data-iceapw="1"><b data-iceapw="1"> </b>http://filewe.com/0gbgo7fu8xbl</b></a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<b data-iceapw="1">
<iframe frameborder="0" height="250" marginheight="0" marginwidth="0" scrolling="no" src="http://yllix.com/banner_show.php?section=General&pub=246614&format=300x250&ga=g" width="300"></iframe>
<script src="http://yllix.com/layer.php?pub=246614&section=General&ga=g&show=1&fp" type="text/javascript"></script>
</b></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-44130717763208482832012-07-27T09:50:00.000+01:002012-07-28T14:16:16.396+01:00Chemistry Chimie كيمياء<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="rtl" style="text-align: right;">
<div dir="ltr" style="color: blue; text-align: left;">
<div style="text-align: center;">
<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
<div dir="rtl" style="text-align: center;">
<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" />
<span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="color: red; text-align: center;">
<br />
<b><u><br class="Apple-interchange-newline" /></u></b><br />
<b><u>To download from FilesIn: <span style="color: #274e13;">User IDMAN Please desable It</span></u></b><br />
<div dir="rtl">
<b><u><span style="color: #274e13;">للتحميل من FilesIn</span> <span style="color: #274e13;"> :</span> مستعملي IDMAN يفضل تعطيله</u></b></div>
<div dir="rtl">
<b><u><br class="Apple-interchange-newline" /></u></b></div>
<div dir="rtl">
<b><u><br class="Apple-interchange-newline" /></u></b></div>
</div>
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------------------------------------</div>
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<br />
<div dir="rtl" style="color: #38761d;">
<div dir="ltr" style="background-color: lime; color: red; text-align: center;">
<b><span style="font-size: x-large;">1- Softwares</span></b></div>
<br />
<br />
<div style="color: #4c1130; text-align: center;">
<span style="font-size: x-large;"><b>In construction</b></span></div>
<br />
<br />
<br />
<br /></div>
<div dir="ltr" style="background-color: lime; color: red; text-align: center;">
<b><span style="font-size: x-large;">2- </span><span style="font-size: x-large;">Learning by Simulations</span></b></div>
</div>
<div dir="ltr" style="text-align: left;">
<br />
<br />
<div style="text-align: center;">
<b><span style="color: #4c1130; font-size: x-large;">To be continued</span></b><br />
<br />
<br />
<div style="background-color: black; color: red; text-align: center;">
<span style="font-size: large;"><b>5- </b><b>Overlapping Chromatographic Peaks</b></span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/peakoverlap_hres.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://i1171.photobucket.com/albums/r548/aidsami/peakoverlap_hres.gif" width="400" /></a></div>
<br />
<div style="text-align: left;">
In chromatography a common problem is the correct quantification of
overlapping peaks. Given that the two peaks are both at the baseline of
the chromatogram, the separation of the two peaks (and the subsequent
quantification) is performed by selecting the minimum between the two
peaks as the separation line. While this approach is quite reliable if
the peaks have the same height, it becomes more and more prone to
considerable errors if the heights of the two peaks do not match (which
is the common case).
</div>
<br />
<div style="text-align: left;">
This program simulates the quantification error made when dealing with
chromatographics peaks of unequal height. The user may experiment with
different peak positions, heights and peak widths. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="color: red; text-align: center;">
<b>Download:</b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: #741b47;">English version</span> <a href="http://aa.vg/ljtihlkbm4fr" target="_blank">http://aa.vg/ljtihlkbm4fr</a> [323kB] </div>
<div style="color: #274e13; text-align: center;">
<span style="color: black;"><span style="color: #741b47;">German version</span> <a href="http://aa.vg/5h37z1jqo4hr" target="_blank">http://aa.vg/5h37z1jqo4hr</a> </span>[324 kB] </div>
<div style="color: #274e13; text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<br />
<div style="background-color: black; color: red; text-align: center;">
<span style="font-size: large;"><b>4- </b><b>Sector Field MS</b></span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/ms_sectorfield_hres.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://i1171.photobucket.com/albums/r548/aidsami/ms_sectorfield_hres.gif" width="400" /></a></div>
<br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The magnetic sector field is - among other principles such as electric
quadrupole fields, or flight time measurements - one of the most often
used principles for commerical mass spectrometers. The principle is easy
to understand: a beam of accelerated ions is directed into a magnetic
field whose orientation is perpenticular to the beam. The magnetic field
thus forces the charged particles on different circular trajectories,
whose radii depend on the strength of the magnetic field, the
accelerating voltage, and on the mass of the particular ion.
</div>
<div style="text-align: left;">
Keeping all but the magnetic field constant results in a separation of
the ions according to their mass. Since the detector has a narrow entry
split, it "sees" only a small fraction of the entire ion beam fan, i.e.
those ions which travel along the circular trajectory connecting both
the exit slit of the ion source and the entry slit of the detector. All
other ions collide with the inner wall of the evacuated separation
system (a small rectangular tube of non-magnetic material). </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The program <i>ms_sectorfield</i> simulates the separation of ions of
different masses in a magnetic sector field. The user can adjust both
the accelerating voltage and the magnetic field strength, and select
from a small number of substances, whose mass spectra have been provided
by NIST (courtesy S. Stein of NIST).
</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="color: red; text-align: center;">
<b>Download:</b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: #741b47;">English version</span> <a href="http://aa.vg/iz7oj31slij5" target="_blank">http://aa.vg/iz7oj31slij5</a> [387 kB] </div>
<div style="color: #274e13; text-align: center;">
<span style="color: black;"><span style="color: #741b47;">German version</span> <a href="http://aa.vg/uafqqzczjd66" target="_blank">http://aa.vg/uafqqzczjd66</a> </span>[387 kB] </div>
<div style="color: #274e13; text-align: center;">
<br /></div>
<br />
<br /></div>
<br />
<div style="background-color: black; color: red; text-align: center;">
<span style="font-size: large;"><b>3- </b><b>Atomic Spectra</b></span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/atomspec_hres.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="http://i1171.photobucket.com/albums/r548/aidsami/atomspec_hres.gif" width="400" /></a></div>
<div style="text-align: center;">
<br /></div>
<br />
Atomic spectra may be used to quantitatively determine more than 70
chemical elements. In order to be able to detect the atomic spectrum,
the atoms or ions have to be separated from one another, i.e. the atoms
have to be in a gaseous state. This can be achieved by massively heating
the substances to be determined (typically the temperature is several
thousand degrees). When the gas heats up, it emits light of various
characteristic wavelengths. For <a href="http://www.vias.org/physics/bk6_05_04.html" target="_blank">hydrogen</a> the resulting spectrum obeys a very simple relation:
<br />
<div align="center">
<img src="http://www.vias.org/simulations/img/equ_rydberg.gif" />
</div>
where n<sub>i</sub> and n<sub>f</sub> are positive non-zero integers with n<sub>i</sub> > n<sub>f</sub> and R<sub>H</sub> is a constant called Rydberg's constant:
<br />
<div align="center">
R<sub>H</sub> = 1.097<img align="middle" src="http://www.vias.org/simulations/img/sc_16_middot.png" />10<sup>7</sup> m<sup>-1</sup>.
</div>
Apart from chemical analysis atomic spectroscopy is of considerable
importance for the investigation of stars, looking for elemental
compositions which could enable life in some form. The interest in
atomic emission and absorption lines can be traced back to the late 18<sup>th</sup> and the early 19<sup>th</sup> Century when Fraunhofer discovered dark lines in the spectrum of the sun light.<br />
<br />
f you would like to experiment with spectral lines of selected elements, you can use the program <i>AtomSpec</i>
which allows the user to select from several chemical elements. The
spectrum may be zoomed to view details of the atomic spectral lines.<br />
<br />
<br />
<div style="color: red; text-align: center;">
<b>Download:</b></div>
<br />
<div style="text-align: center;">
<span style="color: #741b47;">English version</span> <a href="http://aa.vg/615593albvgh" target="_blank">http://aa.vg/615593albvgh</a> [266 kB] </div>
<div style="color: #274e13; text-align: center;">
<span style="color: black;"><span style="color: #741b47;">German version</span> <a href="http://aa.vg/hr3n6bwkylxx" target="_blank">http://aa.vg/hr3n6bwkylxx </a></span>[266 kB] </div>
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<span style="font-size: large;"><b>2- </b></span><span style="font-size: large;"><b>Molecular Formulas</b></span></div>
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If we know the molecular weight of a substance we implicitely know
the atomic composition of that substance - provided that the molecular
weight is known to an accuracy which is sufficient to distinguish
between molecules having the same nominal mass.
<br />
To explain this, let's have a look at a very simple example: suppose we
know that our substance has a molecular weight of 28. A quick
calculation (considering only the nominal masses of the most abundant
isotopes of carbon, hydrogen, oxygen, and nitrogen - 12, 1, 16, and 14,
respectively) shows that there are three substances which all have the
same molecular mass of 28: C<sub>2</sub>H<sub>4</sub> (ethene), CO (carbon monoxide) and N<sub>2</sub> (nitrogen gas).
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<br />
Now, the important point is not to forget that the nominal masses are
just for convenience. The actual masses of the four elements are:
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<br />
<dir>
<sup>12</sup>C = 12.00000<br />
<sup>1</sup>H = 1.007825037<br />
<sup>16</sup>O = 15.99491464<br />
<sup>14</sup>N = 14.003074
</dir>
From this you can easily calculate that the actual molecular masses of the three substance having a nominal mass of 28 are:
<br />
<ul>
<li>C<sub>2</sub>H<sub>4</sub> = 28.031300148
</li>
<li>N<sub>2</sub> = 28.006148
</li>
<li>CO = 27.99491464
</li>
</ul>
The smallest difference between the three masses is between CO and N<sub>2</sub>,
showing a diffence of 0.0112 mass units. In other words, if we know the
molecular mass to an accuracy of 0.0056 masses (half the minimum
difference) we can easily distinguish between the three molecules having
a nominal mass of 28.
<br />
This simple example shows the principle of finding the atomic
composition by means of mass spectrometry. You simply have to determin
the mass with an accuracy high enough to reduce the number of possible
candidates to a single molecule. Of course, in practice the molecular
masses of interest are much higher and the number of possible candidates
increases exponentially if we do not take countermeasures, such as a
chemical plausibility check. </div>
<div style="background-color: white;">
<br />
The program <i>MolForm</i> allows to calculate all possible molecular
formulas of a particular mass. The user may set the molecular mass and
its tolerance (accuracy). This example shows the possible formulas for
molecules containing C, H, O, N, and Cl atoms.<br />
<br />
<br />
<div style="color: red; text-align: center;">
<b>Download:</b></div>
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<span style="color: #741b47;">English version</span> <a href="http://aa.vg/vwod418b55lv" target="_blank">http://aa.vg/vwod418b55lv</a> [266 kB] </div>
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<div style="background-color: black; color: red; text-align: center;">
<span style="font-size: large;"><b>1- Console of a Mass Spectrometer</b></span></div>
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<br />
<br />
A mass spectrometer is a device which can perform accurate chemical
analysis (both quantitative and qualitative). Although there are several
different technical implementations (sector field, quadrupole, time of
flight) all of these devices are based on the same idea: the molecules
under investigation are first broken up and then the type and the amount
of fragments are investigated. The kind of fragments provides
information on the chemical structure of the original molecule, the
amount of fragmented ions allows to determine the quantities. Regardless
of the actual ionisation and separation technique all kinds of mass
spectrometers eventually yield a mass spectrum, which is a line spectrum
showing the fragment mass on the x-axis and the number of generated
ions on the y-axis.<br />
<br />
<br />
<div style="color: blue;">
This program <i>ms_scope</i> simulates the console of a mass
spectrometer. The user may experiment with different resolutions and
mass ranges. Ambient air, pregnene, 6-methyl-5-nonen-4-one and
perfluorokerosene may be put into the simulated mass spectrometer.
</div>
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<div style="color: #274e13; text-align: center;">
<b>Download:</b></div>
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<b> </b><span style="color: #741b47;">English version</span>
<a href="http://aa.vg/onx29mileq95"><img border="0" src="http://www.vias.org/simulations/img/floppy.gif" /></a> <a href="http://aa.vg/onx29mileq95" target="_blank">http://aa.vg/onx29mileq95</a> [263 kB] </div>
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<span style="color: black;"><span style="color: #741b47;">German version</span>
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<b><span style="font-size: x-large;">3- </span><span style="font-size: x-large;">Books</span></b></div>
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<b><span style="font-size: x-large;">English</span></b></div>
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<b><span style="color: #4c1130; font-size: x-large;">To be continued </span></b></div>
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<span style="color: #990000; font-size: large;"><i><b><span lang="EN-GB" style="font-family: "TimesNewRoman,Bold";">6- </span></b></i>Macrocyclic Chemistry: New Research Developments</span></div>
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<span style="color: #990000; font-size: large;"> </span></div>
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<b data-iceapw="11">Daniel W. Fitzpatrick, Henry J. Ulrich, "Macrocyclic Chemistry: New Research <span class="IL_AD" id="IL_AD3">Developments<span class="IL_AD_ICON"></span></span>"</b><br />English | 2010 | ISBN: 1608768961 | 517 pages | PDF | 6,9 MB</div>
<br /><br />A
macrocycle is, as defined by IUPAC, 'a cyclic macromolecule or a
macromolecular cyclic portion of a molecule'. In the chemical
literature, <span class="IL_AD" id="IL_AD2">organic<span class="IL_AD_ICON"></span></span>
chemists may consider any molecule containing a ring of seven or more
atoms to be a macrocyle. Co-ordination chemists generally <span class="IL_AD" id="IL_AD8">define<span class="IL_AD_ICON"></span></span>
a macrocycle more narrowly as a cyclic molecule with three or more
potential donor atoms that can co-ordinate to a metal centre. This <span class="IL_AD" id="IL_AD4">book<span class="IL_AD_ICON"></span></span> brings together the latest research results from around the world.</div>
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<i><span style="font-size: large;"><b><span lang="EN-GB" style="font-family: "TimesNewRoman,Bold";">5- </span></b></span></i><span style="font-size: large;">Workbook for Organic Chemistry</span><span class="category" data-iceapw="1"></span></div>
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<b data-iceapw="7">Jerry Jenkins, "Workbook for Organic Chemistry"</b><br />English | 2009 | ISBN: 1429247584 | 512 pages | PDF | 3,9 MB</div>
<br style="color: black;" /><br style="color: black;" /><span style="color: black;">Jerry </span><span class="IL_AD" id="IL_AD7" style="color: black;">Jenkins<span class="IL_AD_ICON"></span></span><span style="color: black;">’ extensive workbook provides approximately 80 problems per topic with full worked out solutions. The perfect aid for </span><span class="IL_AD" id="IL_AD3" style="color: black;">students<span class="IL_AD_ICON"></span></span><span style="color: black;"> in need of more problem-solving, the Workbook for </span><span class="IL_AD" id="IL_AD1" style="color: black;">Organic<span class="IL_AD_ICON"></span></span><span style="color: black;"> Chemistry can be paired with any organic
chemistry text on the market. For instructors interested in online
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<b style="color: purple;">8- السلامة_في_المختبرات_الكيميائية</b><br />
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<b style="color: purple;">3- الكيمياء_العامة</b><br />
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com1tag:blogger.com,1999:blog-507192393070430700.post-37192071490102011402012-07-27T09:47:00.003+01:002013-01-04T14:41:39.561+01:00Civil هندسة مدنية<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">1- SOFTWARES</span></span></span></span></b></div>
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<b style="color: #38761d;"><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="color: #4c1130;"><br /></span></span></span></span></span></b>
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<h1>
<span style="background-color: black;"><span style="color: red;"><span style="font-size: large;">Autodesk AutoCAD Civil 3D (2013) HF2 (x86/x64) X-FORCE</span></span></span></h1>
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<b>AutoCAD® Civil 3D®</b> software is a Building Information Modeling
(BIM) solution for civil engineering design and documentation. Civil 3D
is built for civil engineers, drafters, designers, and technicians
working on transportation, land development, and water projects. Stay
coordinated and explore design options, analyze project performance,
and deliver more consistent, higher-quality documentation—all within a
familiar AutoCAD® software environment.<br />
<br />
<b>AutoCAD® Civil 3D® 2013 </b>civil engineering software extends the
value of your model with new workflows and productivity tools for civil
infrastructure. With a focus on optimizing performance, the new
features offer pressure pipe functionality, improved survey, base map
creation, and new rail track design features. And, a host of
transportation features have been enhanced, including corridor
composition workflows, 3D navigation and interrogation, and surface
boundary definition. Streamline your civil engineering projects with
AutoCAD Civil 3D software.</div>
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><span style="color: #990000; font-size: large;"><span id="Label1" style="font-family: Arial; font-weight: bold;"> </span></span></div>
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<a href="http://adf.ly/DXCAJ" rel="nofollow" target="_blank">Part 01</a><br />
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<a href="http://adf.ly/DXBzb" rel="nofollow" target="_blank">Part 02</a><br />
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Part 05<br />
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Part 06<br />
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Part 07<br />
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Part 08<br />
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<a href="http://adf.ly/DXDA0" rel="nofollow" target="_blank">Part 09</a><br />
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">2- BOOKS</span></span></span></span></b></div>
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<span style="font-size: x-large;"><u><span lang="EN-GB">English:</span></u></span></div>
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<span style="color: #4c1130; font-size: x-large;"><b><span lang="EN-GB"> </span></b></span><span lang="EN-GB" style="color: #4c1130; font-size: x-large; font-weight: normal;"> </span><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><span style="color: red;"><span style="color: #4c1130; font-size: x-large;"> </span></span></span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><span style="color: red;"><span style="color: #4c1130; font-size: x-large;">To be continued </span></span></span></b><br />
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<span style="color: #990000;"><span style="font-size: large;"><b>20 - Civil Engineer's Handbook of Professional Practice</b></span></span><br />
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<br /> <b><a href="http://i47.fastpic.ru/big/2012/1119/4e/d45dd34ab766136565701373a8772c4e.jpeg" rel="nofollow" target="_blank"><img alt="" border="0" src="http://i47.fastpic.ru/big/2012/1119/4e/d45dd34ab766136565701373a8772c4e.jpeg" /></a></b><br /> <br /> <br />
<div style="text-align: center;">
<b>Karen Hansen, Kent Zenobia, "Civil Engineer's Handbook of Professional Practice"</b><br />
<span style="color: black;">English | 2011-04-26 | ISBN: 047043841X | 732 pages | PDF | 202.91 mb</span></div>
<span style="color: black;"><br /><br />
There is a growing understanding that to be competitive at an
international level, civil engineers not only must build on their
traditional strengths in technology and science but also must acquire
greater mastery of the business of civil engineering. Project
management, teamwork, ethics, leadership, and communication have been
defined as essential to the successful practice of civil engineering by
the ASCE in the 2008 landmark publication, Civil Engineering Body of
Knowledge for the 21st Century (BOK2). This single-source guide is the
first to take the practical skills defined by the ASCE BOK2 and provide
illuminating techniques, quotes, case examples, problems, and
information to assist the reader in addressing the many challenges
facing civil engineers in the real world. Civil Engineer's Handbook of
Professional Practice:</span> <span style="color: black;"><br /><br />
- Focuses on the business and management aspects of a civil engineer's
job, providing?students and practitioners with sound business management
principles</span> <span style="color: black;"><br />
- Addresses contemporary issues such as permitting, globalization,
sustainability, and emerging technologies - Offers proven methods for
balancing speed, quality, and price with contracting and legal issues
in a client-oriented profession - Includes guidance on juggling career
goals, life outside work, compensation, and growth<br />
- From the challenge of sustainability to the rigors of problem
recognition and solving, this book is an essential tool for those
practicing civil engineering.</span> <br /> <br /> <span style="font-size: medium;"><b><span style="color: firebrick;">Download التحميل:</span></b></span><br /> <br /> <br /> <a href="http://www.filesin.com/48DA1329802/download.html" rel="nofollow" target="_blank">047043841X.pdf | FilesIn.com</a><br /> <br /> <br /> <br />
__________________<br /> <br /> <br /> <br /> <span style="color: #990000;"><span style="font-size: large;"><br />
19- Civil Engineer’s Illustrated Sourcebook</span></span><br /> <br /> <br /> <br /> <a href="http://i52.fastpic.ru/big/2012/1229/6d/55127413cc353c493cf79144a2fab76d.jpg" rel="nofollow" target="_blank"><img alt="" border="0" src="http://i52.fastpic.ru/big/2012/1229/6d/55127413cc353c493cf79144a2fab76d.jpg" /></a><br /> <br /> <b>Civil Engineer’s Illustrated Sourcebook</b><br />
<span style="color: black;">MgH | 2003 | ISBN: 0071376070 | 750 pages | PDF | 36 MB<br /><br /><br />
PUT A WEALTH OF INFORMATIVE ENGINEERING INFO RIGHT AT YOUR FINGERTIPS --
ALL IN A SINGLE, HANDY VOLUME! When it comes to civil engineering,
handy access to the right schematics and plans can mean the difference
between a winning idea -- and a concept that dies on the drawing board.
That's why if adding efficiencies to your work as an engineer is
essential, Civil Engineer's Illustrated Sourcebook is the one volume you
shouldn't be without.</span> <span style="color: black;"><br /></span> <div style="text-align: center;">
<br /> <br /> <br /> <span style="font-size: medium;"><b><span style="color: firebrick;">التحميل Download :</span></b></span><br /> <br /> <a href="http://www.filesin.com/454D3329796/download.html" rel="nofollow" target="_blank">0071376070.pdf | FilesIn.com</a><br /> <br /> <span style="font-size: medium;"><span style="color: firebrick;">أو</span></span><br /> <br /> <a href="http://filewe.com/8q7k2y8it9hc" rel="nofollow" target="_blank">Download 0071376070 pdf</a><br /> <br />
للتحميل اضغط على انشاء رابط تحميل<br />
create link of download<br />
Creent le lien de téléchargement</div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">18- </span></b></span><span style="color: #990000;"><span style="font-size: large;">Advances on Analysis and Control of Vibrations: Theory and Applications</span></span><span class="category" data-iceapw="1"></span></div>
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<div align="center" data-iceapc="1" data-iceapw="36">
<span style="color: black;"><b data-iceapw="21">"Advances on Analysis and Control of Vibrations: Theory and Applications" ed. by Mauricio Zapateiro de la Hoz and Francesc Pozo</b><br />InTeOp | 2012 | ISBN: 9535106999 9789535106999 | 288 pages | PDF | 11 MB</span></div>
<span style="color: black;"><br /><br />This book is a compendium of research <span class="IL_AD" id="IL_AD12">works on</span> <span class="IL_AD" id="IL_AD10">vibration analysis</span> and control. It goes through new methodologies that help us understand and mitigate this phenomenon.<br /><br />Vibration
is a phenomenon that we can perceive in many systems. Their effects are
as diverse as the personal discomfort that can produce the unevenness
of a road or the collapse of a building or a bridge during an
earthquake.<br />This book is divided into two sections. The first one is devoted to new advances on vibration analysis while the second part is a series of case studies that illustrate novel techniques on vibration control.<br />The <span class="IL_AD" id="IL_AD9">applications</span> are varied and include areas such as vehicle suspension systems, <span class="IL_AD" id="IL_AD5">wind turbines</span> and civil <span class="IL_AD" id="IL_AD11">engineering</span> structures.<br /><br />Contents<br />Preface<br />Section 1 New Theoretical Developments on Vibration Analysis and Control<br />1 Vibration Control by Exploiting Nonlinear Influence in the Frequency Domain<br />2 LPV Gain-Scheduled Observer-Based State Feedback for Active Control of Harmonic Disturbances with Time-Varying <span class="IL_AD" id="IL_AD7">Frequencies</span><br />3 LPV Gain-Scheduled Output Feedback for Active Control of Harmonic Disturbances with Time-Varying Frequencies<br />4 Active Vibration Control Using a Kautz Filter<br />5 The Active Suspension of a Cab in a Heavy Machine<br />Section 2 Vibration Control Case Studies<br />6 On Variable Structure Control Approaches to Semiactive Control of a Quarter <span class="IL_AD" id="IL_AD3">Car System</span><br />7 A Computational Approach to Vibration Control of Vehicle Engine-Body Systems<br />8 Multi-Objective Control Design with Pole Placement Constraints for <span class="IL_AD" id="IL_AD4">Wind Turbine</span> System<br />9 Transverse Vibration Control for <span class="IL_AD" id="IL_AD6">Cable</span> Stayed Bridge Under Construction Using Active Mass Damper<br />10 Automatic Balancing of Rotor-Bearing Systems<br />11 Dynamic Responses and Active Vibration Control of Beam Structures Under a Travelling Mass<br />12 Optimal Locations of Dampers/<span class="IL_AD" id="IL_AD1">Actuators</span> in Vibration Control of a Truss-Cored Sandwich Plate</span><br />
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><span style="color: #990000; font-size: large;"><span id="Label1" style="font-family: Arial; font-weight: bold;"> </span></span></div>
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<span style="color: #990000; font-size: large;"><span style="font-size: large;"><b><span id="Label1" style="font-family: Arial;"><a href="http://j.gs/1Y0A" target="_blank">Link </a></span></b></span><span id="Label1" style="font-family: Arial; font-weight: bold;"><br /></span></span></div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">17- </span></b></span><span style="color: #990000;"><span style="font-size: large;">Structural Analysis (8th Edition)</span></span><span class="category" data-iceapw="1"></span></div>
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<div align="center" data-iceapc="1" data-iceapw="22">
<span style="color: black;"><b data-iceapw="8">Russell C. Hibbeler, "Structural Analysis (8th Edition)"</b><br />English | 2011 | ISBN: 013257053X | 720 pages | PDF | 38,1 MB</span></div>
<span style="color: black;"><br /><br /><span class="IL_AD" id="IL_AD3">Structural</span> Analysis, 8e, provides readers with a clear and thorough presentation of the theory and <span class="IL_AD" id="IL_AD2">application</span> of structural
analysis as it applies to trusses, beams, and frames. Emphasis is
placed on teaching readers to both model and analyze a structure.
Procedures for Analysis, Hibbeler's problem solving methodologies,
provides readers with a logical, orderly method to follow when <span class="IL_AD" id="IL_AD6">applying</span> theory.</span></div>
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><span style="color: #990000; font-size: large;"><span id="Label1" style="font-family: Arial; font-weight: bold;"> </span></span><br />
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<a href="http://j.gs/1Y0E" target="_blank"><span style="font-size: large;"><b>L<span id="goog_919541271"></span><span id="goog_919541272"></span>ink</b></span></a></div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">16- </span></b></span><span style="font-size: large;"><span style="color: #990000;">Structural Design of Culvert Joints</span></span></div>
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<span style="color: black;">Contractor’s Final Report for NCHRP Project 15-38</span><br />
<span style="color: black;">Submitted April <b style="color: #073763;">2012</b></span><br />
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<div style="color: black; text-align: left;">
TRB’s National Cooperative Highway Research Program (NCHRP) Web-Only
Document 190: Structural Design of Culvert Joints explores the effect of
longitudinal bending on joints in rigid (reinforced concrete) and
flexible (corrugated steel and thermoplastic) culverts. <br />
<br />
The report examines two joint types--those that release the longitudinal
bending moments (denoted ‘moment-release joints’) like gasketted bell
and spigot joints, and those that transfer them (denoted
‘moment-transfer joints’) such as band connections.</div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">15- </span></b></span><span style="color: #990000; font-size: large;">Highway and Rail Transit Tunnel Inspection Manual</span></div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">14- </span></b></span><span style="color: #990000; font-size: large;">Highway Engineering Field Formulas</span></div>
</div>
<div style="text-align: center;">
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<b>File : pdf, 227 KB, 36 pages</b></div>
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<div style="color: #38761d; text-align: left;">
<b>CONTENTS</b></div>
<ul style="color: black; text-align: left;">
<li>Nomenclature for Circular Curves</li>
<li>
circular CurveEquations</li>
<li>
Simple Circular Curve</li>
<li>
Degrees of Curvature to Various Radii</li>
<li>
Nomenclature for <span class="IL_AD" id="IL_AD2">Vertical</span> Curves</li>
<li>
Vertical Curve Equations</li>
<li>
Nomenclature for Nonsymmetrical Curves</li>
<li>
Nonsymmetrical Vertical Curve Equations</li>
<li>
Determining Radii of Sharp Curves</li>
<li>
Distancefrom Finished Shield to Subgrade shield and</li>
<li>Slope Equivalents</li>
<li>
Areas of Plane Figures</li>
<li>
Surfaces and Volumes of solids</li>
<li>
Trigonometric Functions for all Quadrants</li>
<li>
Trigonometric Functions</li>
<li><span class="IL_AD" id="IL_AD5">Right Triangle</span></li>
<li>
Obliquec Triangle</li>
<li>
Conversion Factors</li>
<li>
Land Surveying <span class="IL_AD" id="IL_AD3">Conversion Table</span></li>
<li>
Steel Tape Temperature Corrections</li>
<li>
Temperature Conversion</li>
<li>
Less Common conversion Factors</li>
<li>
Water Constants</li>
<li>
Multiplication Factor Table</li>
<li>
Recommended Pronunciations</li>
<li>
Reinforced Steel</li>
</ul>
</div>
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<span style="color: black;">_______________________________________________________________</span></div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">13- </span></b></span><span style="color: #990000; font-size: large;"> <span id="Label1" style="font-family: Arial; font-weight: bold;">Numerical
Methods in Geotechnical Engineering: Sixth European Conference on
Numerical Methods in Geotechnical Engineering (Graz, Austria, 6-8 ... in
Engineering, Water and Earth Sciences)</span></span></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
<table><tbody>
<tr><td class="style10"><br />
<br />
<br />
<span id="Label24" style="font-family: Arial; font-size: 9pt;">Author(s):</span>
</td>
<td class="style11"><br />
<br />
<br />
<span id="LAuthor" style="font-family: Arial; font-size: 9pt; font-weight: bold;">Helmut F. Schweiger</span>
</td>
</tr>
<tr>
<td class="style5"><span id="Label25" style="font-family: Arial; font-size: 9pt;">Publisher:</span>
</td>
<td><span id="LPublisher" style="font-family: Arial; font-size: 9pt; font-weight: bold;">Taylor & Francis</span>
</td>
</tr>
</tbody></table>
<table><tbody>
<tr>
<td class="style6"><span id="Label26" style="font-family: Arial; font-size: 9pt;">Date:</span>
</td>
<td class="style19"><span id="LDate" style="font-family: Arial; font-size: 9pt; font-weight: bold;">2006-08-14</span>
</td>
<td class="style17">
<span id="Label28" style="font-family: Arial; font-size: 9pt;">Format:</span>
</td>
<td class="style20"><span id="LFormat" style="font-family: Arial; font-size: 9pt; font-weight: bold;">PDF</span>
</td>
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<span id="Label30" style="font-family: Arial; font-size: 9pt;">Language:</span>
</td>
<td class="style15"><span id="LLanguage" style="font-family: Arial; font-size: 9pt; font-weight: bold;">English </span>
</td>
<td class="style18"><span id="Label31" style="font-family: Arial; font-size: 9pt;">ISBN10:</span>
</td>
<td class="style16"><span id="LISBN" style="font-family: Arial; font-size: 9pt; font-weight: bold;">0415408229</span>
</td>
<td><br /></td>
</tr>
<tr>
<td class="style6"><span id="Label27" style="font-family: Arial; font-size: 9pt;">Pages:</span>
</td>
<td class="style19"><span id="LPages" style="font-family: Arial; font-size: 9pt; font-weight: bold;">1678</span>
</td>
<td class="style17"><span id="Label29" style="font-family: Arial; font-size: 9pt;">OCR:</span>
</td>
<td class="style20"><span id="LOCR" style="font-family: Arial; font-size: 9pt; font-weight: bold;"> </span>
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<td class="style8"><span id="Label33" style="font-family: Arial; font-size: 9pt;">Quality:</span>
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<td class="style18"><span id="Label35" style="font-family: Arial; font-size: 9pt;">ISBN13:</span>
</td>
<td class="style16"><span id="LISBN13" style="font-family: Arial; font-size: 9pt; font-weight: bold;">9780415408226</span></td></tr>
</tbody></table>
</div>
<div style="text-align: left;">
<br />
<br />
<span style="color: black;">An
overview of recent developments in constitutive modelling, numerical
implementation issues, and coupled and dynamic analysis. There is a
special section dedicated to the numerical modelling of ground
improvement techniques, with applications of numerical methods for
solving practical boundary value problems, such as deep excavations,
tunnels, shallow and deep foundations, embankments and slopes. These
proceedings not only contain the latest scientific research, but also
give valuable insight into the applications of numerical methods in
solving practical engineering problems, thus narrowing the gap between
advanced academic research and practical application. </span><br />
<br />
<br /></div>
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<span style="color: black;">_______________________________________________________________</span><br />
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">12- </span></b></span> <span style="font-size: large;"><span id="Label1" style="color: #990000; font-family: Arial; font-weight: bold;">Underground Spaces : Design, Engineering and Environmental Aspects</span></span><br />
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<br /></div>
<br />
<br />
<table><tbody>
<tr><td class="style10"><span id="Label24" style="font-family: Arial; font-size: 9pt;">Author(s):</span>
</td>
<td class="style11"><span id="LAuthor" style="font-family: Arial; font-size: 9pt; font-weight: bold;">C. A. Brebbia</span>
</td>
</tr>
<tr>
<td class="style5"><span id="Label25" style="font-family: Arial; font-size: 9pt;">Publisher:</span>
</td>
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<table><tbody>
<tr>
<td class="style6"><span id="Label26" style="font-family: Arial; font-size: 9pt;">Date:</span>
</td>
<td class="style19"><span id="LDate" style="font-family: Arial; font-size: 9pt; font-weight: bold;">2008-09-01</span>
</td>
<td class="style17">
<span id="Label28" style="font-family: Arial; font-size: 9pt;">Format:</span>
</td>
<td class="style20"><span id="LFormat" style="font-family: Arial; font-size: 9pt; font-weight: bold;">PDF</span>
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<span id="Label30" style="font-family: Arial; font-size: 9pt;">Language:</span>
</td>
<td class="style15"><span id="LLanguage" style="font-family: Arial; font-size: 9pt; font-weight: bold;">English </span>
</td>
<td class="style18"><span id="Label31" style="font-family: Arial; font-size: 9pt;">ISBN10:</span>
</td>
<td class="style16"><span id="LISBN" style="font-family: Arial; font-size: 9pt; font-weight: bold;">1845641256</span>
</td>
<td><br /></td>
</tr>
<tr>
<td class="style6"><span id="Label27" style="font-family: Arial; font-size: 9pt;">Pages:</span>
</td>
<td class="style19"><span id="LPages" style="font-family: Arial; font-size: 9pt; font-weight: bold;">224</span>
</td>
<td class="style17"><span id="Label29" style="font-family: Arial; font-size: 9pt;">OCR:</span>
</td>
<td class="style20"><span id="LOCR" style="font-family: Arial; font-size: 9pt; font-weight: bold;"> </span>
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<td class="style16"><span id="LISBN13" style="font-family: Arial; font-size: 9pt; font-weight: bold;">9781845641252</span></td></tr>
</tbody></table>
<br />
<br />
It is a strongly held belief
that population growth and the demand for better accommodation and
leisure facilities, combined with a desire to improve the landscape,
will result in the need to develop more underground spaces. This
phenomenon, which started in countries subjected to extreme climates, is
now becoming more widespread.<br />
<br />
Underground spaces are
being utilized for a wide diversity of needs. They range from classical
excavations to subway constructions underground sports halls power
stations waste repositories underground cities, and many others. Their
construction techniques are also varied, from open-air excavations to
newly developed injection methods.<br />
<br />
<br />
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<span style="color: black;">_______________________________________________________________</span><br />
<div style="text-align: left;">
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">11- </span></b></span> <span style="font-size: large;"><span id="Label1" style="color: #990000; font-family: Arial; font-weight: bold;">Structural Concrete: Theory and Design</span></span><br />
<br />
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<br />
<table><tbody>
<tr><td class="style10"><span id="Label24" style="font-family: Arial; font-size: 9pt;">Author(s):</span>
</td>
<td class="style11"><span id="LAuthor" style="font-family: Arial; font-size: 9pt; font-weight: bold;">M. Nadim Hassoun</span>
</td>
</tr>
<tr>
<td class="style5"><span id="Label25" style="font-family: Arial; font-size: 9pt;">Publisher:</span>
</td>
<td><span id="LPublisher" style="font-family: Arial; font-size: 9pt; font-weight: bold;">Wiley</span>
</td>
</tr>
</tbody></table>
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<td class="style6"><span id="Label26" style="font-family: Arial; font-size: 9pt;">Date:</span>
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<td class="style19"><span id="LDate" style="font-family: Arial; font-size: 9pt; font-weight: bold;">2008-08-11 </span>
</td>
<td class="style17"><span id="Label28" style="font-family: Arial; font-size: 9pt;">Format:</span>
</td>
<td class="style20"><span id="LFormat" style="font-family: Arial; font-size: 9pt; font-weight: bold;">pdf</span>
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</td>
<td class="style15"><span id="LLanguage" style="font-family: Arial; font-size: 9pt; font-weight: bold;">English </span>
</td>
<td class="style18"><span id="Label31" style="font-family: Arial; font-size: 9pt;">ISBN10:</span>
</td>
<td class="style16"><span id="LISBN" style="font-family: Arial; font-size: 9pt; font-weight: bold;">0470170948</span>
</td>
<td><br /></td>
</tr>
<tr>
<td class="style6"><span id="Label27" style="font-family: Arial; font-size: 9pt;">Pages:</span>
</td>
<td class="style19"><span id="LPages" style="font-family: Arial; font-size: 9pt; font-weight: bold;">936</span>
</td>
<td class="style17"><span id="Label29" style="font-family: Arial; font-size: 9pt;">OCR:</span>
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<td class="style16"><span id="LISBN13" style="font-family: Arial; font-size: 9pt; font-weight: bold;">9780470170946</span></td></tr>
</tbody></table>
<br />
New edition helps students make the bridge
from concepts to problem-solving The Fourth Edition of Structural
Concrete: Theory and Design brings this text fully up to date while
maintaining its acclaimed easy-to-follow, logical approach.<br />
<br />
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<span style="color: black;">_______________________________________________________________</span></div>
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">10- </span>Foundation Engineering Handbook</b></span><br />
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<br />
<b>Foundation Engineering Handbook</b><br />
2nd edition 1990 | 924 Pages | ISBN: 0412988917 | PDF | 59.5 MB</div>
<div style="color: black;">
<span style="font-size: large;"><b> </b></span>The proper design of civil engineering structures requires adequate
knowledge of subsurface conditions at the sites of the structures and,
when structures are to consist of earth or rockfill materials, of
subsurface conditions at possible sources of construction materials.</div>
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<span style="color: black;">_______________________________________________________________</span></div>
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<div class="MsoNormal" style="color: red; text-align: left;">
<span style="font-size: large;"><b><span lang="FR-CA">9- </span>Fundamentals of Civil Engineering</b></span><br />
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<b data-iceapw="11">CRC (2-2011) | PDF | 240 pages | 1439851484 | 2.4 Mb (rar)</b></div>
<div style="text-align: center;">
<b class="h3color">Richard H. McCuen</b>
(Author)</div>
<span style="color: black;">Fundamentals of </span><span class="IL_AD" id="IL_AD3" style="color: black;">Civil Engineering</span><span style="color: black;">: An Introduction to the ASCE Body of Knowledge /by Richard H. McCuen, Edna Z. Ezzell and Melanie K. </span><span class="IL_AD" id="IL_AD12" style="color: black;">Wong</span><span style="color: black;">. develop the knowledge, skills, and </span><span class="IL_AD" id="IL_AD2" style="color: black;">attitudes</span><span style="color: black;"> suggested and implied by the BOK2.</span><br />
<span style="color: black;">Written as a </span><span class="IL_AD" id="IL_AD10" style="color: black;">resource</span><span style="color: black;"> for all of the non-technical outcomes not specifically </span><span class="IL_AD" id="IL_AD4" style="color: black;">covered</span><span style="color: black;">
in the BOK2, it details fundamental aspects of fourteen outcomes
addressed in the second edition of the ASCE Body of Knowledge and
encourages a broader </span><span class="IL_AD" id="IL_AD8" style="color: black;">perspective</span><span style="color: black;"> and understanding of the role of </span><span class="IL_AD" id="IL_AD5" style="color: black;">civil engineers</span><span style="color: black;"> in society as well as the reciprocal influence between civil engineering and social evolution.</span><br />
<span style="color: black;">With
discussion questions and group activities at the end of each chapter,
topics covered include humanities and social sciences, experimentation,
sustainability, contemporary issues and historical </span><span class="IL_AD" id="IL_AD9" style="color: black;">perspectives</span><span style="color: black;">, risk and uncertainty, communication, </span><span class="IL_AD" id="IL_AD6" style="color: black;">public policy</span><span style="color: black;">, globalization, leadership and teamwork, and professional and </span><span class="IL_AD" id="IL_AD11" style="color: black;">ethical</span><span style="color: black;"> responsibilities.</span><br />
<span style="color: black;">Suitable
for both current and former students in pursuit of further breadth and
depth of knowledge and professional maturity, this primer promotes
introspection, self-evaluation, and self-learning. It details those
attitudes that are essential to the achievement of personal and
professional success and </span><span class="IL_AD" id="IL_AD7" style="color: black;">advancement</span><span style="color: black;"> to positions of leadership, and encourages an appreciation of the human values that are fundamental to professional practice.</span><br />
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<span style="font-size: x-small;"><b><span lang="FR-CA"> <a href="http://www.restfile.com/vtg7j6od4jj3/123fund.-of-civil-engineering-an-introduct.-to-the-asce-body-of-knowledge.techbooksoft.rar.html" target="_blank">http://www.restfile.com/vtg7j6od4jj3/123fund.-of-civil-engineering-an-introduct.-to-the-asce-body-of-knowledge.techbooksoft.rar.html</a></span></b></span></div>
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<span style="font-size: large;"><b><span lang="FR-CA">8- Civil Engineering Formulas</span></b></span></div>
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<span lang="FR-CA">Pages : 480</span></div>
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<span lang="FR-CA">Edition : </span><span lang="FR-CA" style="font-family: "Times New Roman"; font-size: 12pt; line-height: 150%;">2002</span><br />
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<a href="http://www.filesin.com/32C93225681/download.html" target="_blank"><b><span lang="FR-CA" style="font-family: Calibri; font-size: 11pt; line-height: 150%;">http://www.filesin.com/32C93225681/download.html</span></b></a></div>
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<b><span style="font-size: large;">7- Construction Cost Estimates</span></b></div>
<div class="storytitle" id="post-538" style="text-align: left;">
<b><span style="font-size: large;"> </span><i style="color: black;">File : pdf, 1.1 MB, 123 pages.</i></b></div>
<div class="storytitle" id="post-538" style="text-align: center;">
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<div class="storytitle" id="post-538" style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><b><i style="color: black;"> </i></b><br />
<br />
<b><i style="color: black;"> <a href="http://www.restfile.com/732ozbw5a4rs/Construction_Cost_Estimates-b.pdf.html" target="_blank">http://www.restfile.com/732ozbw5a4rs/Construction_Cost_Estimates-b.pdf.html</a></i></b></div>
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<span style="color: black;">___________________________________________________________________________</span></div>
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<b><span style="font-size: large;">6-Construction Cost Estimating Guide for Civil Works</span></b></div>
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<b><i style="color: black;">File : 2.9 MB</i></b><br />
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;"><span style="font-size: x-small;"> </span></span></span></span></b></div>
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<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;"><span style="font-size: x-small;"> <a href="http://www.restfile.com/ak35ljec2nkm/Construction_Cost_Estimating_Guide_for_Civil_Works.pdf.html" target="_blank">http://www.restfile.com/ak35ljec2nkm/Construction_Cost_Estimating_Guide_for_Civil_Works.pdf.html</a></span></span></span></span></b></div>
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<b><span style="font-size: large;">5- Soil and geology procedure for foundation design building</span></b><br />
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<b><span style="font-size: large;"> </span></b><span style="color: #20124d;">civil engineering</span><a href="http://www.blogger.com/goog_358200368">, </a><span style="color: blue;">geology</span></div>
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<b><span style="font-size: large;"> </span><i style="color: black;"> File : 3.37 MB, 204 pages</i></b><br />
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;"> </span></span></span></b><br />
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<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;"> <a href="http://www.restfile.com/4jq7wwbbw0s3/soil_geology_foundation.pdf.html" target="_blank">http://www.restfile.com/4jq7wwbbw0s3/soil_geology_foundation.pdf.html</a></span></span></span></b></div>
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<b><span lang="EN-GB" style="font-size: large;">4-Bridge maintenance,
inspection and repair</span></b></div>
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<i><span lang="EN-GB" style="font-size: 12pt;">File : 186 pages, 5.25 MB</span></i></h2>
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<b><span lang="EN-GB" style="font-family: "Times New Roman"; font-size: 14pt;"><span style="color: #990000;"> </span><a href="http://www.restfile.com/hr0gp8yaisz9/bridge_inspection.pdf.html" target="_blank">pdf</a></span></b></div>
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<span style="font-size: large;"><b><span lang="EN-GB"><span style="color: red;">3-Builder’s Foundation
Handbook </span> </span></b></span><br />
<span style="font-size: large;"><b><span lang="EN-GB"> </span></b></span><span lang="EN-GB" style="font-size: 12pt;"><span style="font-size: large;"><b> <i> </i></b></span><i><b>File : 124 pages, 1.8 MB</b></i></span></div>
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<span lang="EN-GB" style="font-size: 14pt; font-weight: normal;"><span style="color: #990000;"> </span><a href="http://www.restfile.com/c532pig040v5/builders_foundation_handbook.rar.html" target="_blank">pdf</a></span></h2>
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<b><span lang="EN-GB" style="font-size: large;">2-Inspection, evaluation
and repair of hydraulic steel structures</span></b></div>
<div style="color: black; margin-left: 18pt; text-align: left;">
<i><span style="font-size: 12pt;">File : pdf, 5.14
MB, 133 pages</span></i></div>
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<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /><span lang="EN-GB" style="font-size: 14pt; font-weight: normal;"> </span></h2>
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<span lang="EN-GB" style="font-size: 14pt; font-weight: normal;"> </span><span lang="EN-GB" style="font-size: 14pt;"> <a href="http://www.restfile.com/ewy09ioewuq1/inspection_evaluation_and_repair_of_hydraulic_steel_structures.pdf.html" target="_blank">pdf</a></span></h2>
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<span style="font-size: large;"><b><span lang="EN-GB">1-Geotechnical
Engineering Procedures for Foundation Design of Buildings and Structures </span></b></span></div>
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<i><span lang="EN-GB" style="font-size: 12pt;">File
: pdf, 185 pages, 3.17 MB</span></i></h2>
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<span style="font-size: x-large;"><b><u> Français</u></b></span></div>
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<span style="font-size: x-large;"><b> à suivre</b></span></div>
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<span style="font-size: x-large;"><span style="color: red;">12- Plasticité appliquée au calcul des structures</span></span><br />
<span style="font-size: x-large;"><span style="color: red;"> </span></span><span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/4D375216541/download.html" target="_blank">http://www.filesin.com/4D375216541/download.html</a></b></span></span><br />
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<span style="font-size: x-large;"><span style="color: red;">11- Vibrations des poutres</span></span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien:<a href="http://www.restfile.com/6tfxdj8k8ezt/C2045.pdf.html" target="_blank"> http://www.restfile.com/6tfxdj8k8ezt/C2045.pdf.html</a></b></span></span><br />
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<span style="color: red; font-size: x-large;">10- Stabilité de l’équilibre élastique</span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/65A48216530/download.html" target="_blank">http://www.filesin.com/65A48216530/download.html</a></b></span></span><br />
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<span style="font-size: x-large;"><span style="color: red;">9- Structures non linéairement élastiques</span></span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/30C0C216527/download.html" target="_blank">http://www.filesin.com/30C0C216527/download.html</a></b></span></span><br />
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<span style="font-size: x-large;">8- Structures élastiques composées de poutres</span></div>
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/DC2A0216525/download.html" target="_blank">http://www.filesin.com/DC2A0216525/download.html</a></b></span></span><br />
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<span style="color: red; font-size: x-large;">7-Réseaux de poutres croisées</span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.restfile.com/dv291jxc0udl/C2025.pdf.html" target="_blank">http://www.restfile.com/dv291jxc0udl/C2025.pdf.html</a></b></span></span><br />
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<span style="font-size: x-large;"><span style="color: red;">6- Structures élastiques planes chargées normalement à leur plan</span></span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/DB98B216515/download.html" target="_blank">http://www.filesin.com/DB98B216515/download.html</a></b></span></span><br />
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<span style="font-size: x-large;"><span style="color: red;">5- Structures élastiques à plan moyen</span></span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.restfile.com/chf07wa4rqwc/C2015.rar.html" target="_blank">http://www.restfile.com/chf07wa4rqwc/C2015.rar.html</a></b></span></span><br />
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<span style="font-size: x-large;"><span style="color: red;">4- Théorie des poutres</span></span><br />
<span class="msgarab"><span style="color: black;"><b> </b></span></span><br />
<span class="msgarab"><span style="color: black;"><b>Lien: </b></span></span><a href="http://www.filesin.com/498D8216508/download.html" target="_blank">http://www.filesin.com/498D8216508/download.html</a><br />
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<span style="font-size: x-large;"><span style="color: red;">3- Résistance des matériaux</span></span><br />
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<span class="msgarab"><span style="color: black;"><b>Lien: <a href="http://www.filesin.com/036C5216501/download.html" target="_blank">http://www.filesin.com/036C5216501/download.html</a></b></span></span><br />
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<span style="font-size: large;">2-<b>RESISTANCE DES MATERIAUX DE BASE</b></span></div>
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<span class="msgarab"><span style="color: black;"><b>Lien:</b></span></span><br />
<span class="msgarab"><span style="color: black;"><b> </b></span></span><a href="http://www.restfile.com/c5ndpboiqh9o/RDM_NBOURAHLA.rar.html" target="_blank">http://www.restfile.com/c5ndpboiqh9o/RDM_NBOURAHLA.rar.html</a><br />
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" 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<span class="msgarab"><span style="color: black;"><span style="color: #cc0000; font-size: large;"><b>1- Formulaires: Résistance des matériaux</b></span><b><br />
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Lien:</b></span></span></div>
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<a href="http://www.filesin.com/E63DF211481/download.html" rel="" target="_blank">http://www.filesin.com/E63DF211481/download.html</a><br />
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<span style="font-size: small;"><b><span style="color: red;">(<span style="color: black;">utilisateur</span> IDMAN <span style="color: black;">désactivez le de préférence</span>)</span></b></span><br />
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<b>Ou </b><br />
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<a href="http://www.restfile.com/nrc6mz05cd2k/C2060.rar.html" rel="" target="_blank">C2060.rar - 4.2 MB</a><br />
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<span style="font-size: x-large;"><b><span dir="LTR" style="font-family: Tahoma;">العـــــــــــــــــربية</span></b></span></div>
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<span lang="EN-GB" style="font-size: 10pt;"><b> <span style="color: #4c1130; font-size: x-large;"> يتـــــــــــــبع </span></b></span></div>
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<span style="font-size: large;"><b><span title="ورش شدات وحديد تسليح.pdf">16-ورش شدات وحديد تسليح.pdf</span></b></span></div>
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<b><a href="http://www.eyesfile.com/82l03id7c5c0/%D9%88%D8%B1%D8%B4_%D8%B4%D8%AF%D8%A7%D8%AA_%D9%88%D8%AD%D8%AF%D9%8A%D8%AF_%D8%AA%D8%B3%D9%84%D9%8A%D8%AD.pdf.html" target="_blank">تحميل الملف</a></b><br />
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<span style="font-size: large;"><b>15-مساحة</b></span><br />
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<span style="font-size: small;"><b><a href="http://www.eyesfile.com/qs81smym0r86/%D9%85%D8%B3%D8%A7%D8%AD%D8%A9.pdf.html" target="_blank">تحميل الملف. </a></b></span><br />
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14-</span></b><b><span lang="AR-SA" style="font-family: Arial; font-size: 13.5pt;">عقود
التشييد</span></b><b><span dir="LTR" style="font-family: Arial; font-size: 13.5pt;">.pdf</span></b><br />
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<b><span dir="LTR" style="font-family: Arial; font-size: 13.5pt;">
<a href="http://adf.ly/7B72P" target="_blank"><span dir="RTL" lang="AR-SA">تحميل الملف</span></a></span></b><br />
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أو<br />
<br />
<b><a href="http://adf.ly/Be9yv" target="_blank">رابط بديل</a></b><br />
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<b><span dir="LTR" style="font-family: Arial; font-size: 13.5pt;">13- </span></b><b><span lang="AR-SA" style="font-family: Arial; font-size: 13.5pt;">كتاب كميات ومواصفات</span></b><b><span dir="LTR" style="font-family: Arial; font-size: 13.5pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Arial; font-size: 13.5pt;"><br />
<a href="http://adf.ly/7B6cq" target="_blank"><span dir="RTL" lang="AR-SA">تحميلالملف</span></a><br />
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11-</span></span></b><span style="font-size: small;"><b><span lang="AR-SA" style="font-family: Tahoma;">شبكات
المياه والصرف الصحي</span></b></span><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><span style="font-size: small;">.pdf</span></span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71cG5" target="_blank"><span dir="RTL" lang="AR-SA">تحميل الملف</span></a><br style="mso-special-character: line-break;" />
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10-</span></span></b><span style="font-size: small;"><b><span lang="AR-SA" style="font-family: Tahoma;">ستاتيكا</span></b></span><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><span style="font-size: small;">.pdf</span></span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://www.restfile.com/oo1yag1c1nlb/Statique.pdf.html" target="_blank">Statique.pdf
- 3.4 MB</a><br />
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9-</span><span style="font-size: small;"><span lang="AR-SA" style="font-family: Tahoma;">خواص
واختبارات المواد نظري</span></span><span dir="LTR" style="font-family: Tahoma; font-size: small;">.pdf</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"></span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://www.restfile.com/ai6774hzp8b3/Sol_theor.pdf.html" target="_blank">Sol theor.pdf - 1.7 MB</a><br />
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8-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">خواص
واختبارات المواد عملي</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://www.restfile.com/21pk0w57dd2j/Sol_Prat.pdf.html" target="_blank">Sol
Prat.pdf - 1.4 MB</a><br />
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7-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">
خواص
واختبارات التربة</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://www.restfile.com/lh8rciwbg9yf/Propriete_du_sol.pdf.html" target="_blank">Propriete du sol.pdf - 2.3 MB</a><br />
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6-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">تقنيات
وأعمال الخرسانة</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
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<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><a href="http://www.restfile.com/gt6lb8kbbpnn/%D8%AA%D9%82%D9%86%D9%8A%D8%A7%D8%AA_%D9%88%D8%A3%D8%B9%D9%85%D8%A7%D9%84_%D8%A7%D9%84%D8%AE%D8%B1%D8%B3%D8%A7%D9%86%D8%A9.pdf.html">http://www.restfile.com/gt6lb8kbbpnn/تقنيات_وأعمال_الخرسانة.pdf.html</a><br />
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5-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">تقنيات
الطرق</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71Zvk" target="_blank"><span dir="RTL" lang="AR-SA">تحميل
الملف</span><span lang="AR-SA"> </span></a><a href="http://adf.ly/71Zvk" target="_blank"><br />
</a></span></b><br />
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4-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">الرسم
الإنشائي</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71b5B" target="_blank"><span dir="RTL" lang="AR-SA">تحميل
الملف</span></a><a href="http://adf.ly/71b5B" target="_blank"><br />
</a></span></b><br />
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<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
3-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">إنشاءات
معدنية</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71azu" target="_blank"><span dir="RTL" lang="AR-SA">تحميل
الملف</span><span lang="AR-SA"> </span></a><br />
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<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
2-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">إنشاءات
خرسانية</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71as7" target="_blank"><span dir="RTL" lang="AR-SA">تحميل
الملف</span><span lang="AR-SA"> </span></a><a href="http://adf.ly/71as7" target="_blank"><br />
</a></span></b><br />
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<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">
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1-</span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">أمن
وسلامة</span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71aeE" target="_blank"><span dir="RTL" lang="AR-SA">تحميل
الملف</span><span lang="AR-SA"> </span></a></span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
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<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">0- </span></b><b><span lang="AR-SA" style="font-family: Tahoma; font-size: 10pt;">ادارة
المشاريع </span></b><b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;">.pdf</span></b><br />
<b><span dir="LTR" style="font-family: Tahoma; font-size: 10pt;"><br />
<a href="http://adf.ly/71MFJ" target="_blank">تحميل الملف </a></span></b></div>
<div dir="rtl" style="text-align: right;">
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">3- Theses رسائل علمية </span></span></span></span></b></div>
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<tr class="cms_table_miscTable_tr" valign="top"><th class="cms_table_oddRowEvenCol cms_table_miscTable_th"><span style="font-size: medium;"><span style="color: teal;">N° </span></span></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><span style="font-size: medium;"><span style="color: teal;">Issue Date</span></span></th> <th class="cms_table_oddRowEvenCol cms_table_miscTable_th"><span style="font-size: medium;"><span style="color: teal;">Title</span></span></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><span style="font-size: medium;"><span style="color: teal;">Author(s)</span></span></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><span style="font-size: medium;"><span style="color: teal;">Download</span></span> <span style="font-size: medium;"><span style="color: teal;">التحميل</span></span></th> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">01</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2007</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Influence of Foundation Stiffness on Reinforced Soil Wall<br /> </span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Ezzein, Fawzy Mohammad</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0orJ" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">02</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2010</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Pedestrian-Induced
Bridge Response: Using a modal response model to predict the
vibrations of a bridge when subjected to periodic pedestrian loads</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Rogers, Samuel</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0oyJ" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">03</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2008</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Feasibility of glucose recovery from municipal sewage sludges as feedstocks using acid hydrolysis</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Wang, Xue</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0p1K" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">04</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">ON THE SIMULATION AND PREDICTION OF BED MORPHOLOGICAL ADJUSTMENTS OF EQUILIBRIUM IN ALLUVIAL MEANDERING STREAMS</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>DAI, WEN HONG</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0p9X" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">05</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2008</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">BATCH
AND BENCH-SCALE FIXED-BED COLUMN EVALUATIONS OF HEAVY METAL REMOVALS
FROM AQUEOUS SOLUTIONS AND SYNTHETIC LANDFILL LEACHATE USING LOW-COST
NATURAL ADSORBENTS</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Li, Chenxi</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pa5" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">06</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Ground displacements and pipe response during pulled-in-place pipe installation.</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Cholewa, Johnathan</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pcp" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">07</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2007</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">A METHODOLOGY FOR ENVIRONMENTAL PROTECTION OF ONTARIO WATERCOURSES WITH RESPECT TO THE PERMIT TO TAKE WATER PROGRAM</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Watt, Sean Patrick</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pfd" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">08</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Field Measurements of Surface Displacements from Pipe Bursting</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>McLeod, Heather</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pjD" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">09</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2010</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">AN EVALUATION OF THE ENVIRONMENTAL PROTECTION PROVIDED BY COMPOSITE LINER SYSTEMS</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>ABDELATTY, Khaled</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pn9" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">10</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Ageing of HDPE Geomembranes Used to Contain Landfill Leachate or Hydrocarbon Spills</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Rimal, SANTOSH</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0prf" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">11</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">LONG-TERM PERFORMANCE OF HDPE GEOMEMBRANES AS LANDFILL LINERS</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>ISLAM, MOHAMMAD</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0pxW" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">12</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Mathematical Modelling of DNAPL Source Zone Remediation</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>West, Michael</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0q0M" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">13</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2007</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Time and patterns of development of dunes subjected to sudden changes in flow depth</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Wiebe, Joshua Daniel</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0q2n" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">14</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">THE EFFECTS OF IN-SITU STIMULATION OF NATURAL BIOFILM ON GROUNDWATER FLOW AND BACK DIFFUSION IN A FRACTURED ROCK AQUIFER</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Bayona, LUIS</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0q4u" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">15</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">27-Jun-2011</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">THE USE OF PULSE INTERFERENCE TESTS FOR THE DETERMINATION OF SPECIFIC YIELD IN FRACTURED ROCK SETTINGS</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>ELMHIRST, LAURA</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0q7j" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">16</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Soil-structure Interaction Associated with Buried PVC Sewers with Vertical Risers</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Ye, JIANFEI</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0q9f" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">17</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2009</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Investigation of Maximum Mud Pressure within Sand and Clay during Horizontal Directional Drilling</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Xia, HONGWEI</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0qBZ" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">18</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">9-May-2012</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Response of Reinforced Concrete and Corrugated Steel Pipes to Surface Load</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Lay, Geoff</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0qDl" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td">19</td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td" width="77">2007</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Structural Behaviour of Steel Columns and Steel-Concrete Composite Girders Retrofitted using CFRP</span></b></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Shaat, Amr Abdel Salam</i></td> <td align="center" class="cms_table_evenRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0qII" rel="nofollow" target="_blank">Link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td">20</td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td" width="77">2008</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><b><span style="color: darkgreen;">Low and high temperature performance of near surface mounted FRP strengthened concrete slabs</span></b></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Burke, Paul Jonathan</i></td> <td align="center" class="cms_table_oddRowOddCol cms_table_miscTable_td"><a href="http://adf.ly/B0qOq" rel="nofollow" target="_blank">Link</a></td> </tr>
</tbody></table>
</div>
<span class="msgarab"><br /></span>
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<div style="color: #990000;">
<b><span class="msgarab"><br /></span></b></div>
</div>
</blockquote>
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<span class="msgarab"><br /> </span><br />
<div class="cms_table">
<table align="center" class="cms_table_miscTable"><tbody>
<tr class="cms_table_miscTable_tr" valign="top"><th class="cms_table_oddRowOddCol cms_table_miscTable_th"><span style="color: red;">N°<br /> </span></th> <th class="cms_table_oddRowEvenCol cms_table_miscTable_th"><span style="color: red;">Issue Date</span></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><span style="color: red;">Title</span> </th> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">21<br /> </span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2008</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">Experimental and Numerical Investigations into Optimal Partial Concrete Filling of FRP and Steel Tubular Poles<br /> </span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Mitchell, Jeff<br /> </i><br />
<a href="http://adf.ly/BW1AZ" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">22</span></td> <td align="right" class="cms_table_oddRowOddCol cms_table_miscTable_td">2010</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">MOMENT CONNECTIONS OF CONCRETE-FILLED FIBRE REINFORCED POLYMER TUBES TO REINFORCED CONCRETE FOOTINGS</span></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>Lai, Yu Ching<br /> </i><br />
<a href="http://adf.ly/BW1Mr" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">23</span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2010</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">NUMERICAL STUDY AND LOAD AND RESISTANCE FACTOR DESIGN (LRFD) CALIBRATION FOR REINFORCED SOIL RETAINING WALLS</span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>HUANG, BING<br /> </i><br />
<a href="http://adf.ly/BW1JC" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">24</span></td> <td align="right" class="cms_table_oddRowOddCol cms_table_miscTable_td">2007</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">Post-Fire Assessment of Unbonded Post-Tensioned Concrete Slabs: Strand Deterioration and Prestress Loss</span></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i>MacLean, Kevin J.N<br />
.</i><br />
<a href="http://adf.ly/BW1Q3" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">25</span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2009</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">STRUCTURAL BEHAVIOUR OF PLASTERED STRAW BALE ASSEMBLIES UNDER CONCENTRIC AND ECCENTRIC LOADING</span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i>Vardy, STEPHEN<br /> </i><br />
<a href="http://adf.ly/BW1TD" rel="nofollow" target="_blank">link</a></td> </tr>
</tbody></table>
</div>
<span class="msgarab">
<br /> <br /> </span><br />
<div class="cms_table">
<table align="center" class="cms_table_miscTable"><tbody>
<tr class="cms_table_miscTable_tr" valign="top"><th class="cms_table_oddRowEvenCol cms_table_miscTable_th"><br /></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><br /></th> <th class="cms_table_oddRowEvenCol cms_table_miscTable_th"><br /></th> <th class="cms_table_oddRowOddCol cms_table_miscTable_th"><br /></th> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">26<br /> </span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2007</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">Nonlinear finite element study of deteriorated rigid sewers including the influence of erosion voids<br /> </span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i><br />
Tan, Zheng</i><br />
<br />
<a href="http://adf.ly/BW3Zg" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">27<br /> </span></td> <td align="right" class="cms_table_oddRowOddCol cms_table_miscTable_td">2009</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">THE EFFECT OF WALL AND BACKFILL SOIL DETERIORATION ON CORRUGATED METAL CULVERT STABILITY</span></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i><br />
EL-TAHER, MOHAMED</i><br />
<br />
<a href="http://adf.ly/BW3MO" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">28<br /> </span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2009</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">Evaluation of the Water Retention Behaviour of Geosynthetic Clay Liners</span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i><br />
Beddoe, Ryley</i><br />
<br />
<a href="http://adf.ly/BW3Fu" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">29<br /> </span></td> <td align="right" class="cms_table_oddRowOddCol cms_table_miscTable_td">2011</td> <td class="cms_table_oddRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">EFFECTS OF REINFORCEMENT AND SOIL VISCOSITY ON THE BEHAVIOUR OF EMBANKMENTS OVER SOFT SOIL</span></td> <td class="cms_table_oddRowOddCol cms_table_miscTable_td"><i><br />
TAECHAKUMTHORN, CHALERMPOL</i><br />
<br />
<a href="http://adf.ly/BW3XM" rel="nofollow" target="_blank">link</a></td> </tr>
<tr class="cms_table_miscTable_tr" valign="top"><td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: firebrick;">30<br /> </span></td> <td align="right" class="cms_table_evenRowOddCol cms_table_miscTable_td">2008</td> <td class="cms_table_evenRowEvenCol cms_table_miscTable_td"><span style="color: darkgreen;">Laboratory study evaluating thermal remediation of tetrachloroethylene impacted soil<br /> </span></td> <td class="cms_table_evenRowOddCol cms_table_miscTable_td"><i><br />
Burghardt, Julie Marie<br /> <br /> </i><a href="http://adf.ly/BW3Ig" rel="nofollow" target="_blank">link</a></td> </tr>
</tbody></table>
</div>
<span class="msgarab">
<br /> <br /> </span><br />
<blockquote class="postcontent restore ">
<div style="text-align: center;">
<div style="color: #990000;">
<b><span class="msgarab"></span></b></div>
<div style="color: #990000;">
<b><span class="msgarab">To be continued</span></b></div>
<span class="msgarab"><br /></span>
<span class="msgarab"><b><span style="color: mediumblue;"><span style="font-size: large;">يتبع بحول الله</span></span></b></span></div>
<span class="msgarab">
</span> </blockquote>
</div>
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<br />
<span lang="EN-GB" style="font-size: 10pt;"><b> </b></span></div>
</div>
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-57723358072162365472012-07-27T09:45:00.002+01:002012-07-27T09:45:22.726+01:00Clim (in construction)<div dir="ltr" style="text-align: left;" trbidi="on">
<br /></div>aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-16433468391751976482012-07-27T09:44:00.000+01:002012-09-28T17:02:18.625+01:00Computer and Networks Engineering<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: red;"><span style="font-size: large;"><b> Free online thesis in Computer engineering</b></span></span><br />
<br />
<a href="http://mega-thesis.blogspot.com/search/label/Computer%20Science">http://mega-thesis.blogspot.com/search/label/Computer%20Science</a></div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-19939945559333930132012-07-27T09:31:00.001+01:002012-07-27T23:16:04.760+01:00Electronic - Electricity الكترونيك و كهرباء<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
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<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" />
<span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
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<b><u>To download from FilesIn: <span style="color: #274e13;">User IDMAN Please desable It</span></u></b><br />
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<b><u><span style="color: #274e13;">للتحميل من FilesIn</span> <span style="color: #274e13;"> :</span> مستعملي IDMAN يفضل تعطيله</u></b></div>
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------------------------------------</div>
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<div style="background-color: black; color: red; text-align: center;">
<i><u><span style="font-size: large;"><b><span lang="EN-GB"> English</span></b></span></u></i></div>
<div style="text-align: center;">
<span style="font-size: large;"><b><span style="color: #4c1130;"> </span></b></span><br />
<span style="font-size: large;"><b><span style="color: #4c1130;"> (To be continued)</span></b></span></div>
<div style="text-align: center;">
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<span style="color: black;"><span style="font-size: x-small;">_______________________________________________________________________________________</span></span></div>
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<h2 class="storytitle" id="post-3258" style="color: red;">
</h2>
<div class="storytitle" id="post-3834" style="color: red; text-align: left;">
<br />
<i><span style="font-size: large;"><b>12- Estimating the Costs and Benefits of the Smart Grid</b></span></i></div>
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<span style="font-size: large;"><b> </b></span><b><i><span id="PTPortletSPAN_1630" style="color: black;"><span id="lblAbstractText"><span class="CiRt">File size:</span> <span class="CiLb">5.3 MB / 2011 Technical Report</span></span></span></i></b></div>
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<b style="color: #741b47;"><u><span lang="EN-GB">Download :</span></u></b><span style="color: #741b47;"> </span><a href="http://www.restfile.com/7j8k7i1osqet/EPRI_Smart_Grid_Report.pdf.html" target="_blank">http://www.restfile.com/7j8k7i1osqet/EPRI_Smart_Grid_Report.pdf.html</a><br />
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<div class="storytitle" id="post-3834" style="color: red; text-align: center;">
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" /></div>
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<div class="storytitle" id="post-3258" style="color: red; text-align: left;">
<b><i><span style="font-size: large;">11- Scientific Computing: An Introductory Survey </span></i></b></div>
<div style="text-align: left;">
<i><b><span lang="EN-GB"> </span></b></i></div>
<div style="text-align: left;">
<i><b><span lang="EN-GB"> 442 pages 1.63 MB</span></b></i></div>
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<br /></div>
<div style="text-align: left;">
<span style="color: #741b47;"> </span><b style="color: #741b47;"><u><span lang="EN-GB">Download :</span></u></b><span style="color: #741b47;"> </span> <a href="http://www.restfile.com/0ijbvgt2stnw/Scientific_Computing._An_Introductory_Survey.rar.html" target="_blank"><span style="font-size: x-small;">http://www.restfile.com/0ijbvgt2stnw/Scientific_Computing._An_Introductory_Survey.rar.html</span></a></div>
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<span lang="EN-GB" style="font-size: large;"><b>10-</b> </span><span style="font-size: large;"><b><i><span lang="EN-GB">Fundamentals
of Electrical Engineering and Electronics</span></i></b></span><span lang="EN-GB" style="font-size: large;">: </span></div>
<div style="color: red;">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB"> A slightly
extended version of T.R. Kuphaldt's book offering a basic introduction to
electrical engineering and electronics. </span></div>
<div class="MsoNormal">
<span lang="EN-GB">about 700
pages with approx. 2500 figures. 23.1 MB </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span></div>
<b><u><span lang="EN-GB" style="color: red;"><br /></span></u></b><br />
<b style="color: #4c1130;"><u><span lang="EN-GB">Download :</span></u></b><span lang="EN-GB"> </span><span lang="EN-GB" style="font-family: "Times New Roman"; font-size: 10pt;"><a href="http://www.restfile.com/72bfl2u4skgv/feee.zip.html" target="_blank">http://www.restfile.com/72bfl2u4skgv/feee.zip.html</a></span><br />
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<span lang="EN-GB" style="font-size: large;"><b>9-</b> <b><i>Electrical
Engineering</i></b>: </span></div>
<div class="MsoNormal">
<span lang="EN-GB"> This
edition of the eBook "Electrical Engineering" is based on the printed
copy of E.E. Kimberly's "Electrical Engineering" published in 1951.
It provides a clear discussion of basic principles of electrical engineering. </span></div>
<div class="MsoNormal">
<span lang="EN-GB">about 400
pages with approx. 450 figures. 12.5 MB </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span></div>
<span lang="EN-GB"> <b><u><span style="color: red;"><br /></span></u></b></span><br />
<span lang="EN-GB"><b><u><span style="color: red;"><span style="background-color: white; color: #4c1130;">Download :</span> </span></u></b></span><span lang="EN-GB" style="font-size: 10pt;"><a href="http://www.restfile.com/kkuw4658o9k1/kimberlyee.zip.html" target="_blank">http://www.restfile.com/kkuw4658o9k1/kimberlyee.zip.html</a></span><br />
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<span lang="EN-GB" style="font-size: large;"><b>8-</b> <b><i>Radio
Antenna Engineering</i></b>:</span></div>
<div class="MsoNormal">
<span lang="EN-GB"> This eBook is based on the printed copy of
E.A. Laport's "Radio Antenna Engineering" published in 1952. It book
covers the physics and electrical engineering of radio antennas in a concise
and easy to understand way. </span></div>
<div class="MsoNormal">
<span lang="EN-GB">About 560
pages with approx. 750 figures. 26.4 MB </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span></div>
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<u><span lang="EN-GB" style="color: red;">Download :</span></u><span lang="EN-GB"> </span><span lang="EN-GB" style="font-family: "Times New Roman"; font-size: 10pt;"><a href="http://www.restfile.com/rsy4o3lkdsyt/radioanteng.zip.html" target="_blank">http://www.restfile.com/rsy4o3lkdsyt/radioanteng.zip.html</a></span></div>
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<span style="font-size: large;"><b>7</b>-<i><b>Basic Audio</b></i>:</span></div>
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<br /></div>
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This edition of the eBook "Basic Audio" is
based on the printed copy of N.H. Crowhurst's three volume set "Basic
Audio" published in 1959. This excellent piece of work provides deep
insights into basic audio physics and electronics.
about 230 pages with approx. 450 figures. <span lang="EN-GB">9.6 MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span></div>
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<u><span lang="EN-GB" style="color: red;"><b><span style="color: #741b47;">Download :</span></b> </span></u><a href="http://www.restfile.com/nqxed7z8wudr/crowhurstba.zip.html" target="_blank">http://www.restfile.com/nqxed7z8wudr/crowhurstba.zip.html</a></div>
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<span style="font-size: large;"><i><b>6-</b><b>Capacitors, Magnetic Circuits, and Transformers</b></i>:</span></div>
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This
eBook is based on the printed copy of Leander W. Matsch's book, which
provides a thorough discussion of the physics of these fundamental
electrical devices.
about 170 pages with approx. 250 figures.</div>
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<span lang="EN-GB">7.6 MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span></div>
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<b><span lang="EN-GB" style="color: #741b47; font-size: 10pt;"> </span><span style="color: #741b47;"> </span></b><u><span lang="EN-GB" style="color: red;"><b><span style="color: #741b47;">Download : </span></b> </span></u><a href="http://www.restfile.com/g2w363i2ywa2/matsch_capmag.zip.html" target="_blank">http://www.restfile.com/g2w363i2ywa2/matsch_capmag.zip.html</a></div>
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<span style="font-size: large;"><i><b>5-Basic Radio</b></i>: </span></div>
<div style="color: red;">
<br /></div>
This edition of the eBook "Basic Radio" is
based on the printed copy of J.B. Hoag's "Basic Radio" published in
1942. Although the topics covered in this book may seem to be outdated
we included it into the
VIAS ebook collection simply for its clear discussion of basic
principles.
about 300 pages with approx. 470 figures. 4.4 <span lang="EN-GB"> MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span><br />
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<u><span lang="EN-GB" style="color: red;">Download : <a href="http://www.eyesfile.com/mfg0nzcnxh4a/basicradio.zip.html" target="_blank">http://www.eyesfile.com/mfg0nzcnxh4a/basicradio.zip.html</a></span></u></div>
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<span style="font-size: large;"><i><b>4- Electrical Communication</b></i></span></div>
<div style="color: #cc0000;">
<br /></div>
This edition of the eBook
"Electrical Communication" is based on the printed copy of the book
"Electrical Communication" by A.L. Albert published in 1950. It mainly
deals with telephone and telegraph communications.
about 450 pages with approx. 500 figures. 18.3<span lang="EN-GB"> MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span><br />
<br /></div>
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<b style="color: #741b47;"><u><span lang="EN-GB">Download : </span></u></b><span lang="EN-GB" style="color: red;"> </span><u><span lang="EN-GB" style="color: red;"><a href="http://www.eyesfile.com/bzz98xxsjlun/albert_electcomm.zip.html" target="_blank">http://www.eyesfile.com/bzz98xxsjlun/albert_electcomm.zip.html</a></span></u><br />
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<span style="font-size: large;"><i><b>3- Electronic Transformers</b></i>:</span></div>
<div style="color: red;">
<br /></div>
This edition of the eBook
"Electronic Transformers" is based on the printed copy of Reuben Lee's
"Electronic Transformers and Circuits" published in 1955. Although the
topics covered in this book may seem to be outdated we included it into
the VIAS ebook collection simply for its clear discussion of electronic
transformers and related matters.
about 200 pages with approx. 400 figures.<br />
6.3 <span lang="EN-GB">MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span><br />
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<b><span lang="EN-GB" style="color: #741b47; font-size: 10pt;"> </span></b><u><span lang="EN-GB" style="color: red;"><b><span style="color: #741b47;">Download : </span></b> <a href="http://www.eyesfile.com/k25ofmtkklk4/eltransformers.zip.html" target="_blank">http://www.eyesfile.com/k25ofmtkklk4/eltransformers.zip.html</a></span></u><br />
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<span style="font-size: large;"><i><b>2-Transistor Basics</b></i>: </span></div>
<div style="color: #cc0000;">
<br /></div>
This eBook is based on the printed
copy of L.M. Krugmans's "Fundamentals of Transistors" published in 1954.
Although this book deals mostly with germanium transistors, the
electronics remain the same. The book has been added to the VIAS ebook
collection for its clear discussion of basic principles.
about 140 pages with approx. 120 figures<br />
<br />
2.4 <span lang="EN-GB">MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span> <br />
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<b style="color: #741b47;"><span lang="EN-GB" style="font-size: 10pt;"> </span></b><u><span lang="EN-GB" style="color: red;"><b style="color: #741b47;">Download : </b> <a href="http://www.eyesfile.com/eg9xcxenuk0l/transistor_basics.zip.html" target="_blank">http://www.eyesfile.com/eg9xcxenuk0l/transistor_basics.zip.html</a></span></u><br />
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<u><span lang="EN-GB"><br /></span></u></div>
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<span style="font-size: large;"><i><b>1- Wireless Networking in the Developing World</b></i> </span></div>
<div style="color: #cc0000;">
<br /></div>
Is a practical
guide to planning and building low-cost telecommunications
infrastructure. This book was created by a team of individuals who each,
in their own field, are actively participating in the ever-expanding
Internet. All in all it is an excellent introduction to wireless
networks covering all major topics from a basic introduction to the
building of outdoor nodes.
about 140 pages with approx. 100 figures. 3.0 <span lang="EN-GB">MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Engl.)</span></span><br />
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<br />
<u><span lang="EN-GB" style="color: red;"><b><span style="color: #741b47;">Download : </span></b> <a href="http://www.eyesfile.com/imc8tfmavyv9/wirelessnetw.zip.html" target="_blank">http://www.eyesfile.com/imc8tfmavyv9/wirelessnetw.zip.html</a></span></u><br />
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<i><u><span style="font-size: large;"><b><span lang="EN-GB"> Germany</span></b></span></u></i></div>
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<span style="font-size: large;">1- <i><b>Angewandte Mikroelektronik</b></i>:</span><br />
<br /></div>
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This German eBook on
microelectronics gives a good introduction to the basics of digital and
analog circuits. It covers all topics from tools and electronic
components to digital and analog building blocks, to microprocessors and
their programming. Several printed circuit boards are offered to
conduct the many experiments described in the book.
320 pages, about 220 figures.<span lang="EN-GB"> 2.5 MB</span> <span lang="EN-GB"> </span><span lang="EN-GB" style="color: green; font-size: 10pt;">CHM</span><span lang="EN-GB" style="font-size: 10pt;">- <span style="color: red;">(Germ.)</span></span></div>
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<b><span lang="EN-GB" style="color: #741b47; font-size: 10pt;"> </span><span style="color: #741b47;"> </span></b><u><span lang="EN-GB" style="color: red;"><b><span style="color: #741b47;">Download : </span></b> </span></u><a href="http://www.restfile.com/3fac3cxn4z6m/mikroelektronik.zip.html" target="_blank">http://www.restfile.com/3fac3cxn4z6m/mikroelektronik.zip.html</a></div>
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<i><u><span style="font-size: large;"><b><span lang="EN-GB"> <span style="color: red;">Français</span></span></b></span></u></i></div>
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<i style="color: #990000;"><span style="font-size: large;"><b>2- </b></span></i><span style="color: #990000; font-size: large;"><span style="font-family: Georgia;"><i>Principes d'électrotechnique Cours et exercices corrigés </i></span></span></div>
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<a href="http://i1171.photobucket.com/albums/r548/aidsami/fbkdjq.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://i1171.photobucket.com/albums/r548/aidsami/fbkdjq.jpg" width="303" /></a></div>
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<div style="text-align: center;">
Par Max Marty; Daniel Dixneuf</div>
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<div style="text-align: center;">
<span style="font-family: Georgia;"><i><span style="color: navy;">Dunod (18/08/2005) | ISBN: 2100485504 | 667 pages | PDF | 9.7 MB<br />
</span></i></span></div>
<span style="font-family: Georgia;"><i><span style="color: navy;"><br />
<span style="color: black;"> </span></span></i></span><br />
<span style="font-family: Georgia;"><i><span style="color: navy;"><span style="color: black;"> Ce livre présente ce qu'un étudiant doit connaître sur le fonctionnement et l'évolution des moteurs et générateurs (</span><span class="IL_AD" id="IL_AD10" style="color: black;">machines</span><span style="color: black;">).
Il est composé de quatre parties, bases physiques d'électromagnétisme,
machines synchrones, machines asynchrones l'induction et machines
à courant continu, et d'une synthèse. Ce cours se distingue par son
approche pédagogique, avec pour chaque chapitre des objectifs, un
glossaire, des encadrés sur les applications de l'électrotechnique dans
la vie de tous les jours et des points historiques, des exemples
d'application résolus des points clés, des définitions et des résultats
sous </span><span class="IL_AD" id="IL_AD9" style="color: black;">forme</span><span style="color: black;"> de schémas, une
auto-évaluation, des questions susceptibles d'être posées lors d'un
entretien, des exercices et problèmes de difficulté croissante. Par son
exhaustivité, par l'approche pédagogique et la richesse de son cours, le
choix de ses exercices corrigés, cet ouvrage constitue l'ouvrage de
référence dans la discipline.</span></span></i></span><br />
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<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
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<div style="text-align: center;">
<a href="http://aa.vg/250aivcrn6jl" target="_blank">http://aa.vg/250aivcrn6jl</a></div>
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<span style="font-size: large;"><b><i>1- CONVERTISSEURS ET ÉLECTRONIQUE DE PUISSANCE</i></b></span></div>
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<span style="color: black;"> </span><a href="http://www.filesin.com/BF76D216969/download.html"><br /></a></div>
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" 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<span style="font-size: x-large;"><b>عــــــــــربيــــــــــــة</b></span></div>
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<b style="color: #4c1130;"><span style="font-size: large;">يتبــــــــــــــــــــــــــــــــع</span></b></div>
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<span style="font-size: large;"><b><span dir="RTL" lang="AR-SA">اساسيات الكهرباء والالكترونيات</span> -6 </b></span></div>
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أو<br />
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<span style="font-size: large;"><b><span style="color: red;">3- كهرباء_ورشة اللوحات الكهربائية .pdf</span></b></span><br />
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<b><span style="color: red; font-size: large;">2</span></b><b><span style="font-size: large;"><span style="color: red;">- كهرباء _ الحماية الكهربائية.pdf</span></span></b><span style="font-size: medium;"><span style="color: red;"><br />
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تحميل الملف</span></span></span></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-77908228504247077302012-07-27T08:57:00.002+01:002012-10-05T18:53:45.211+01:00English- -- انجليزية<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<a href="http://www.timesaversforteachers.com/ashop/affiliate.php?id=245&redirect=http://www.timesaversforteachers.com">TIMESAVERS for TEACHERS.com</a><br />
<br />
<br />
____________________________________________________________<br />
<br />
<br />
<br />
<div class="title">
<h2>
<span style="color: #990000;">15 Minutes Par Jour Pour Apprendre L’Anglais </span></h2>
</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/662782VosboOks15minutepourapprendre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/662782VosboOks15minutepourapprendre.jpg" /></a></div>
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<br />
<div style="text-align: center;">
<strong> Genre : </strong> Langue</div>
<div style="text-align: center;">
<strong>Langue : </strong> Français</div>
<div style="text-align: center;">
<strong>Format : </strong> Pdf</div>
<div style="text-align: center;">
<strong> Hébergeur : </strong> Multi</div>
<div style="text-align: center;">
<strong>Taille : </strong> 21 Mo</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://fileuplo.de/f780oy2ciipz.html" target="_blank"> http://fileuplo.de/f780oy2ciipz.html</a></div>
<div style="text-align: center;">
</div>
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<div class="title">
<h2>
<span style="color: #990000;"><br /></span></h2>
<h2>
<span style="color: #990000;"> Être pro en anglais</span></h2>
<h2>
<span style="color: #990000;"> </span></h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/9ZnRThOqpG.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/9ZnRThOqpG.png" width="234" /></a></div>
<h2>
</h2>
<div style="text-align: center;">
<em> Etre pro en anglais<br />
Deuxième titre de la collection Vos atouts métier, cet ouvrage propose
une démarche inédite pour être à l’aise en anglais professionnel. Coach
en communication à l’international, l’auteur accompagne le lecteur pas à
pas dans le développement de ses aptitudes à communiquer en anglais.
Partant du constat que les difficultés à parler anglais sont des freins à
la communication professionnelle plus que des questions linguistiques,
elle propose, dans une démarche progressive, des outils pratiques
immédiatement utilisables, assortis de tests d’auto- évaluation et de
nombreux exercices, afin de permettre au lecteur de se sentir à l’aise
en anglais et avant tout à l’aise en communiquant au travail. </em></div>
<div style="text-align: center;">
<span id="more-6189"></span></div>
<div style="text-align: center;">
<strong>ISBN : </strong> 2212543522</div>
<div style="text-align: center;">
<strong>Editeur(s) : </strong> Eyrolles</div>
<div style="text-align: center;">
<strong>Parution : </strong> 2009</div>
<div style="text-align: center;">
<strong> Genre : </strong> Langue</div>
<div style="text-align: center;">
<strong>Langue : </strong> Français</div>
<div style="text-align: center;">
<strong>Format : </strong> Pdf</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filemsg.com/38t9m9wom8r1" target="_blank"> http://www.filemsg.com/38t9m9wom8r1</a></div>
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<div style="text-align: center;">
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<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 12 idioms about time, better later than never (2012) ">
<span style="font-size: large;">12 Idioms about time, better later than never (2012)</span></h1>
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<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/12-idioms-about-time_big.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/12-idioms-about-time_big.png" width="130" /></a></div>
<div style="text-align: center;">
<br /></div>
<br />
<br />
<div id="news-id-1150866621">
Idioms about time are versatile and used frequently in everyday situations.<br />
Due to their abstract nature, many native speakers and ESL learners are left wondering what are idioms,<br />
and what exactly do they mean?<br />
Here are 12 time-related idioms and expressions along with explanations and examples.</div>
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<div>
</div>
<b>File size:</b> 1.5 MB
<br />
<b>File type:</b> (high resolution image PDF+ Description PDF) in rar<br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<br />
<div style="text-align: center;">
<a href="http://filemac.com/hvi7v01mye1v.html" target="_blank">http://filemac.com/hvi7v01mye1v.html</a></div>
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<div style="text-align: center;">
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<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 12 Most Misunderstood Words ">
<span style="font-size: large;">12 Most Misunderstood Words</span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;"> </span></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/12-most-misunderstood-words-in-Engl.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/12-most-misunderstood-words-in-Engl.png" width="199" /></a></div>
<div style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Hyphenation Tips ">
<br /></div>
<div style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: left;" title=" 10 Hyphenation Tips ">
</div>
<div id="news-id-1150866616">
<div style="text-align: left;">
Most misunderstood words are born
in spoken speech; at one time, they would only gradually bleed into
writing. Whether due to an honest typo or a flat out error, confusion in
grammar and misunderstood words can now fly across the planet at
lightning speed, thanks to email forwarding and “copy/paste” in social
media. Continued exposure to misuse or improper spelling can even
replace words that were carefully hammered into our heads while we
originally learned to speak and write them.</div>
<br />
Dictionary companies will grudgingly add/alter meanings if English
speakers grab onto something and won’t let go, but this doesn’t happen
often, and they are firm when it comes to simple misunderstandings. In
this list of commonly misunderstood words, the definitions are
unyielding and unlikely to change, no matter how often they are misused.</div>
<br />
<div>
</div>
<b>File size:</b> 0.21 MB
<br />
<b>File type:</b> PDF in rar<br />
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;"> </span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;"><span style="font-size: x-small;"><a href="http://www.filesin.com/18B06267670/download.html" target="_blank">http://www.filesin.com/18B06267670/download.html</a></span></span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;"><span style="font-size: small;"> Or</span></span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;"><span style="font-size: x-small;"><a href="http://filemac.com/yv5pylycis3d.html" target="_blank">http://filemac.com/yv5pylycis3d.html</a></span></span></h1>
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<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" UK vs US spelling: Separated by a Common Language ">
<span style="font-size: large;">UK vs US spelling: Separated by a Common Language</span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" UK vs US spelling: Separated by a Common Language ">
<span style="font-size: large;"> </span></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/ukspelling_big.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/ukspelling_big.png" width="216" /></a></div>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" UK vs US spelling: Separated by a Common Language ">
</h1>
<div id="news-id-1150866615">
<br />
Communicating with friends across
the pond is a perpetual problem. American and British spelling
differences include simple changes that affect the meaning,
pronunciation and use of words. Today, native and non-native English
speakers are the largest group in the world, but the dialects they speak
are shockingly different. Linguists have pinpointed the transition to
today’s English to sometime during the 1800s.<br />
Noah Webster, the creator of the first and most prestigious American
dictionary, published his first lexicon dedicated to US spelling and
pronunciation in 1828. British spelling differences and pronunciations
are easy to see for ESL students and anyone who interacts with English
speakers across the ocean. Here are several examples of common British
spelling differences and their US counterparts.</div>
<br />
<div>
</div>
<b>File size:</b> 0.31 MB
<br />
<b>File type:</b> PDF<br />
<br />
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></h1>
<br />
<div style="text-align: center;">
<a href="http://www.filesin.com/D3697267679/download.html" target="_blank">http://www.filesin.com/D3697267679/download.html</a></div>
<br />
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"><span style="font-size: small;">Or</span></span></h1>
<div style="text-align: center;">
<a href="http://filemac.com/vd92721zj8a8.html" target="_blank">http://filemac.com/vd92721zj8a8.html</a></div>
<br />
<br />
<br />
<br />
<div style="text-align: left;">
____________________________________________________________<br />
<div style="text-align: left;">
<br /></div>
<div class="posttitle icon" style="text-align: left;">
<br /></div>
<br />
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Hyphenation Tips ">
<span style="font-size: large;">10 Hyphenation Tips</span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/hyphen_big.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1171.photobucket.com/albums/r548/aidsami/hyphen_big.png" width="220" /></a></div>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span></h1>
<div id="news-id-1150866595">
Hyphenation is like kitchen
spice: use them correctly, and they can sharpen writing and give it a
better texture. When used incorrectly or overused, they can garble the
piece and make it difficult to read.<br />
<br />
<br />
Hyphenation Rules<br />
Hyphen errors in a written piece are usually only distracting, but
they can detract from clarity, whether by wrong placement or omission.
Some writers boggle at these little pieces of punctuation and attempt to
write in such a way to avoid them, but this is a shame, as hyphens can
be handy.<br />
These ten hyphen rules have been sorted into two tidy piles: when to use them and when to leave them out, or “Yes” and “No”</div>
<br />
<b>File size:</b> 0.45 MB
<br />
<b>File type:</b> rar / PDF</div>
<div style="text-align: left;">
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"> </span><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: small;"> </span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: small;"> <span style="font-size: small;"><a href="http://www.filedwon.com/wov5kz70xwxp/10_Hyphenation_Tips.rar.html" target="_blank">http://www.filedwon.com/wov5kz70xwxp/10_Hyphenation_Tips.rar.html</a></span></span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;"><span style="font-size: small;">Or</span> </span></h1>
<div style="text-align: center;">
<span style="font-size: small;"><a href="http://www.filemsg.com/v6973e53pcw5" target="_blank">http://www.filemsg.com/v6973e53pcw5</a></span></div>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Animal Idioms and Their Meanings (2012) ">
</h1>
<br />
<br />
__________________________________________________________</div>
<div style="text-align: left;">
<br /></div>
<div class="posttitle icon" style="text-align: left;">
<br /></div>
<div class="posttitle icon" style="color: #990000; text-align: left;">
<br />
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Animal Idioms and Their Meanings (2012) ">
<span style="font-size: large;">10 Animal Idioms and Their Meanings (2012)</span></h1>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px;" title=" 10 Animal Idioms and Their Meanings (2012) ">
</h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/10-animal-idioms_small.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://i1171.photobucket.com/albums/r548/aidsami/10-animal-idioms_small.png" width="198" /></a></div>
<h1 style="color: #990000; font-family: Verdana,Arial,sans-serif; font-size: 18px; font-weight: normal; padding-bottom: 4px; padding-left: 10px; padding-top: 2px; text-align: center;" title=" 10 Animal Idioms and Their Meanings (2012) ">
</h1>
</div>
<div class="posttitle icon" style="text-align: left;">
<div id="news-id-1150866594">
Humans and animals have a long
history. The behavior of animals and their interactions in modern-day
situations have inspired a variety of zoological idioms and expressions
that are applied to people and everyday circumstances. Here are 10
animal idioms to ponder.</div>
<br />
<b>File size:</b> 0.26 MB
<br />
<b>File type:</b> PDF<br />
<br />
<br /></div>
<div class="posttitle icon" style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div class="posttitle icon" style="text-align: center;">
<br />
<br />
<br />
<br />
<a href="http://www.filedwon.com/9pzg4xh7xki7/10_Animal_Idioms_and_Their_Meanings.pdf.html" target="_blank"> http://www.filedwon.com/9pzg4xh7xki7/10_Animal_Idioms_and_Their_Meanings.pdf.html</a></div>
<div class="posttitle icon" style="text-align: center;">
<br />
Or</div>
<div class="posttitle icon" style="text-align: center;">
<a href="http://www.filemsg.com/qhds8fu105zl" target="_blank">http://www.filemsg.com/qhds8fu105zl </a></div>
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<div class="posttitle icon" style="text-align: center;">
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<span style="font-size: large;"> 15 Grammar Goofs That Make You Look Silly</span></div>
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<a href="http://i1171.photobucket.com/albums/r548/aidsami/15-Grammar-Goofs-That-Make-You-Look.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://i1171.photobucket.com/albums/r548/aidsami/15-Grammar-Goofs-That-Make-You-Look.jpg" width="361" /></a></div>
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<div id="news-id-1150866557" style="color: black;">
It’s a list of 15 words that can be
hard to distinguish if you are not used to their proper meanings. The
infographic is called 15 Grammar Goofs That Make You Look Silly, and it
is intended to help you understand and learn the true meaning and
differences between these words. One thing we should always remember is
that if we always do our best, we are constantly learning. Try to have a
bit of patience with people who don’t immediately know and are subject
to a eureka moment. I assure you, they won’t learn quicker just because
they get bashed for every mistake they happen to make, quite the
contrary. No one knows it all. Even brilliant writers like J.R.R.
Tolkien have proof readers to correct any potential mistakes made in
their text. Always remember, no one is perfect.</div>
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<b>File size:</b> 0.83 MB
<br />
<b>File type:</b> rar/PDF </div>
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<div style="text-align: center;">
<img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
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<div style="color: red; text-align: center;">
<pre class="bbcode_code" style="height: 132px;"><a href="http://aa.vg/ql9x1ay9rqha" target="_blank">http://aa.vg/ql9x1ay9rqha</a>
Or
<a href="http://www.filedwon.com/fs9e14uboqdj/grammar_goofs.rar.html" target="_blank">http://www.filedwon.com/fs9e14uboqdj/grammar_goofs.rar.html</a>
Or
<a href="http://www.filemsg.com/iwcwt0dnitqk" target="_blank">http://www.filemsg.com/iwcwt0dnitqk</a></pre>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-77503722620304376462012-07-27T08:36:00.000+01:002012-09-28T20:46:00.448+01:00Environmental engineering <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><span style="font-size: large;">5- Management of Health Risks from Environment and Food<strong data-iceapc="227" data-iceapw="1397"><span class="category" data-iceapc="1" data-iceapw="1"></span></strong></span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1054.photobucket.com/albums/s481/saimoh76/3591ba8a310dd99e2956d480e0a1ec78.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1054.photobucket.com/albums/s481/saimoh76/3591ba8a310dd99e2956d480e0a1ec78.jpg" width="211" /></a></div>
<br />
<br />
<br />
<div align="center" data-iceapc="1" data-iceapw="24">
<b data-iceapw="11">Hajime Sato - Management of Health Risks from Environment and Food</b><br />Published: 2009-11-23 | ISBN: 9048130271 | PDF | 399 pages | 3 MB</div>
<br /><br />This book examines the policy and politics of two <span class="IL_AD" id="IL_AD4">health</span> risks, which have recently become prominent <span class="IL_AD" id="IL_AD7">social issues</span> in many countries. One is <span class="IL_AD" id="IL_AD1">the issue</span>
of asbestos as an environmental risk to humans, and another is that of
bovine spongiform encephalopathy (BSE), or mad cow disease as an animal
disease, and of its variant Creutzfeldt-Jakob disease (CJD) as a human
food risk. Employing a set of analytical frameworks in <span class="IL_AD" id="IL_AD5">political science</span>, each case study explores how <span class="IL_AD" id="IL_AD3">the issues</span>
emerged, agendas got set, alternatives were chosen, and policies were
implemented. Through the analysis, it is examined how safety and public
reassurance were pursued in the countries studied (Japan, the UK, France
the USA, and Korea). Exploration of the successes and failures in their
efforts discloses the key elements to successful health <span class="IL_AD" id="IL_AD2">risk management</span>.<br /><br /><b data-iceapw="1">Download</b><br />
<a href="http://aavg.net/49kwkn6e38p3" target="_blank">http://aavg.net/49kwkn6e38p3</a><br />
<br />
___________________________________<br />
<h1 style="text-align: left;">
<span style="color: red; font-size: large;"><span id="alrightspan" style="border: 0px solid; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; height: auto; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: 0px solid; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: 0px solid; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel">4- Introductory Botany: Plants, People, and the Environment, Media Edition</span></span></span></span></span></span></span></h1>
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<span style="color: red;"><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span style="font-size: small;"><span class="category"></span></span></span></span></span></span></span></span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: red;"><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span style="font-size: small;"><a href="http://i1054.photobucket.com/albums/s481/saimoh76/d051c1fe61ada2db7773eb8968cbde26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1054.photobucket.com/albums/s481/saimoh76/d051c1fe61ada2db7773eb8968cbde26.jpg" width="264" /></a></span></span></span></span></span></span></span></span></span></div>
<br />
<div align="center">
<b>Introductory Botany: Plants, People, and the Environment, Media Edition by Linda R. Berg</b><br />
Publisher: Brooks Cole; 2 edition (March 23, 2007) | ISBN: 0534466699 | Pages: 648 | PDF | 81.31 MB</div>
<br />
<br />
Clear
and engaging, Linda Berg's INTRODUCTORY BOTANY: PLANTS, PEOPLE, AND THE
ENVIRONMENT helps you develop an appreciation of the diverse organisms
we call plants, including their remarkable adaptations to the
environment and their evolutionary and ecological relationships. Filled
with fascinating feature boxes, intriguing chapter-opening stories, and
other applied content, the text contains interesting and topical
information that will pique your curiosity and help you succeed in your
course. Berg shows you the many ways in which plants are fascinating in
their own right, important for the existence of all life on Earth, and
useful for humans in all aspects of our lives. INTRODUCTORY BOTANY:
PLANTS, PEOPLE, AND THE ENVIRONMENT is beautifully and clearly
illustrated and features a dynamic art program that helps you visualize
even the most complex concepts.<br />
<br />
<b>Download</b><span style="color: red;"><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span style="font-size: small;"><span class="category"></span></span></span></span></span></span></span></span></span></span><br />
<h1>
<span style="color: red;"><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span style="font-size: small;"><span style="font-size: large;"> <a href="http://aavg.net/samqgh3m8hxv" target="_blank">http://aavg.net/samqgh3m8hxv</a></span></span></span></span></span></span></span></span></span></span></h1>
<span style="color: red;"><b><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"> </span></span><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"> ______________________</span></span><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"> </span></span><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel">3- Nuclear and Isotopic Techniques for the Characterization of Submarine Groundwater Discharge in Coastal Zones</span></span><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"> <span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel"> </span></span><span style="color: black;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel">Date Published: 2010</span></span></span><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel"> </span></span></span></span></span></span></span></span></span></span></span></b></span><span style="color: red;"><b><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="descriptionspan" style="clear: both; display: block; float: left; height: auto; margin-left: 20px; margin-top: 20px; padding: 0px; width: 750px;">
</span></span></span></span></span></span></span></span></span></span></span></span></span></b><span style="color: black;"><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="descriptionspan" style="clear: both; display: block; float: left; height: auto; margin-left: 20px; margin-top: 20px; padding: 0px; width: 750px;"><b><span style="background: #f3f3f3; border-bottom: dotted 0px; border: dotted 1px #cccccc; display: block; float: left; padding-left: 10px; padding-right: 10px; padding: 5px; width: auto;">DESCRIPTION</span></b>
</span>
<span id="bottomcolumnspan" style="background: #f3f3f3; border: dotted 1px #cccccc; clear: both; display: block; float: left; height: auto; margin-left: 20px; margin-top: 0px; padding: 15px; width: 720px;">
<span id="longtextspan1" style="display: block; float: left; margin-top: 0px; text-align: justify; width: auto;">
<span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_lblLongText">In
2000, the IAEA and UNESCO jointly developed an initiative to assess
methodologies and the environmental importance of submarine groundwater
discharge (SGD) for costal zone management. Under that mandate, a
coordinated research project was commissioned to test the application of
recently developed nuclear and isotopic techniques suitable for
quantitative estimation of various components of SGD. This publication
highlights several methods of SGD assessment, carried out during a
series of five intercomparison experiments in different hydrogeologic
environments. It reviews the scientific and management significance of
SGD as well as measurement approaches, and presents the results of the
intercomparison experiments.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><b><span style="font-size: large;"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="titlespan1" style="border: 0px solid; display: block; font-family: Georgia,Tahoma,Arial; font-size: 20px; padding-bottom: 10px; width: 570px;"><span style="display: block; padding-bottom: 10px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_TitleLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="thumbanddetails" style="border: solid 0px; display: block; float: left; height: auto; width: 770px;"><span id="blurbspan" style="border: solid 0px; clear: none; display: block; float: left; padding-left: 10px; width: 600px;"><span id="ctl00_ContentPlaceHolderBody_FormViewBookDetails_ReleasedDateLabel"><span id="alrightspan" style="border: solid 0px; clear: none; display: block; float: left; font-family: Tahoma, Arial, Georgia; font-size: 13px; height: auto; padding-top: 0px; padding: 0px; width: 780px;"><span id="bottomcolumnspan" style="background: #f3f3f3; border: dotted 1px #cccccc; clear: both; display: block; float: left; height: auto; margin-left: 20px; margin-top: 0px; padding: 15px; width: 720px;"><span id="longtextspan1" style="display: block; float: left; margin-top: 0px; text-align: justify; width: auto;">
</span></span></span> </span>
</span></span></span></span></span></span></span></span></span></span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><span style="font-size: large;"><span style="font-size: small;"> <a href="http://aavg.net/j3xv1j5pr7ee" target="_blank">http://aavg.net/j3xv1j5pr7ee</a></span></span><b><span style="font-size: large;"><br /></span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><span style="color: black;"><span style="font-size: large;"><span style="font-size: large;">_________________</span> </span></span><b><span style="font-size: large;"><br /></span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><b><span style="font-size: large;">2- Dewatering and Groundwater Control</span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><b><span style="font-size: large;"> </span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="font-size: large;"><span style="font-size: small;"><a href="http://aavg.net/3asznj0zr0js" target="_blank">http://aavg.net/3asznj0zr0js</a></span></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="font-size: large;"><br />_______________</span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
</div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="color: red;"><b><span style="font-size: large;">1- Water supply, water treatment</span></b></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="font-size: large;"><span style="font-size: small;">Download:</span></span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<span style="font-size: large;"><span style="font-size: small;"> </span> </span></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<a href="http://aavg.net/d4au8o9x8ck0" target="_blank">http://aavg.net/d4au8o9x8ck0</a></div>
<div class="storytitle" id="post-344" style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-344" style="text-align: left;">
______________________</div>
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-37168296013760313882012-07-27T08:33:00.001+01:002012-09-29T14:15:58.943+01:00Hydraulic الري<div dir="ltr" style="text-align: left;" trbidi="on">
_________________________________________________________________<br />
<br />
<br />
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<span style="font-size: large;">Earthquake Design and Evaluation of Concrete Hydraulic Structures</span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<br /></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<span style="font-size: large;"><span style="font-size: small;">US Army Corps Of Engineers</span> </span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<span style="font-size: large;"><br /></span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<span style="font-size: large;"> </span><span style="color: black;">File : pdf, 9 MB, 247 pages</span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<br /></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: left;">
<br /></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: center;">
<span style="font-size: large;">Download:</span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: center;">
<br /></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: center;">
<span style="font-size: large;"><span style="font-size: small;"><a href="http://www.filedwon.com/vrvtwcwp0x6b/Earthquake_Design-Evaluation_of_Concrete_Hydraulic_Structures.pdf.html" target="_blank"> File down</a></span></span></div>
<div class="storytitle" id="post-854" style="color: #990000; text-align: center;">
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<div class="storytitle" id="post-854" style="color: #990000; text-align: center;">
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<br /></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: left;">
<span style="font-size: large;">Hydraulic Design of Reservoir Outlet Works</span></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: left;">
<br /></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: left;">
<span style="font-size: large;"> <span style="font-size: small;">US Army Corps Of Engineers</span> </span></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: left;">
<span style="font-size: large;"> </span><span style="font-size: large;"> </span></div>
<div class="storytitle" id="post-527" style="color: black; text-align: left;">
<span style="font-size: large;"> </span>File : pdf, 8 MB, 201 pages</div>
<div class="storytitle" id="post-527" style="color: black; text-align: left;">
<br /></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: left;">
<br /></div>
<div class="storytitle" id="post-527" style="color: #990000; text-align: center;">
<span style="font-size: large;">Download:</span><span style="font-size: large;"> </span></div>
<div class="storytitle" id="post-854" style="text-align: center;">
<br /></div>
<div class="storytitle" id="post-854" style="text-align: center;">
<a href="http://www.filedwon.com/w9yvuxbtsqiq/entireHydraulic_Design_of_Reservoir_Outlet_Works.pdf.html" target="_blank">filedwon.</a></div>
<div class="storytitle" id="post-854" style="text-align: left;">
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<div class="storytitle" id="post-854" style="text-align: left;">
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____________________________________________________________ </div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-65867499024178353282012-07-27T08:30:00.001+01:002012-10-18T05:05:46.520+01:00Geology -- Géologie -- جـيـولـوجـيـا<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
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<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" />
<span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
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<b><u><br class="Apple-interchange-newline" /></u></b>
<b><u>To download from FilesIn: <span style="color: #274e13;">User IDMAN Please desable It</span></u></b><br />
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<b><u><span style="color: #274e13;">للتحميل من FilesIn</span> <span style="color: #274e13;"> :</span> مستعملي IDMAN يفضل تعطيله</u></b></div>
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<div style="background-color: lime; color: red; text-align: center;">
<span style="font-size: x-large;"><b><span class="msgarab">1- Softwares </span></b></span></div>
</div>
</div>
<div style="background-color: white; color: #4c1130; text-align: center;">
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<br />
<span class="msgarab"><span style="font-size: large;"><b>To be continued </b></span></span><span class="msgarab"><span style="font-size: large;"><b>يتبع </b></span></span><span class="msgarab"><span style="font-size: large;"><b> </b></span></span></div>
<div style="background-color: white; color: red; text-align: center;">
<br /></div>
<div style="background-color: white; color: red; text-align: center;">
<br /></div>
<div class="MsoNormal" style="background-color: black; color: red; text-align: center;">
<b><span style="font-size: large;"><span class="msgarab"> </span><span class="msgarab">2- The </span><span class="msgarab"><span lang="EN-GB">Fuzzy Rock Mass Classification System</span></span></span></b></div>
<div style="background-color: white; color: red; text-align: center;">
<br /></div>
<div style="background-color: white; color: red; text-align: center;">
<b style="color: #274e13;">Link:</b><span class="msgarab"><span style="font-size: large;"><b><span style="color: darkgreen;"> </span></b></span></span></div>
<div style="background-color: white; color: red; text-align: center;">
<span class="msgarab"><span style="font-size: large;"><b><span style="color: darkgreen;"> <span style="font-size: small;"><a href="http://www.filesin.com/5A0E1218739/download.html" target="_blank">http://www.filesin.com/5A0E1218739/download.html</a></span></span></b></span></span></div>
<div style="background-color: white; color: red; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1053.photobucket.com/albums/s472/sammi20151/fuzzy.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="333" src="http://i1053.photobucket.com/albums/s472/sammi20151/fuzzy.gif" width="400" /></a></div>
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<div style="background-color: white; color: red; text-align: center;">
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<div style="background-color: black; color: red; text-align: center;">
<span class="msgarab"><span style="font-size: large;"><b> </b></span></span><b><span class="msgarab"><span style="font-size: large;">1- The MINEX Mineral Catalogue</span></span></b></div>
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<div style="color: #274e13; text-align: center;">
<b>Link:</b></div>
<div style="text-align: center;">
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<a href="http://filemac.com/vmrqxgdi370l.html" target="_blank">http://filemac.com/vmrqxgdi370l.html</a><br />
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<br />
<span style="font-size: large;"><b>www.<span style="color: blue;">tech</span><span style="color: red;">book</span><span style="color: blue;">soft</span>.<span style="color: #38761d;">blogspot</span>.com</b></span></div>
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<div style="background-color: white; color: red; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1053.photobucket.com/albums/s472/sammi20151/aboutsoftMINEX.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="http://i1053.photobucket.com/albums/s472/sammi20151/aboutsoftMINEX.gif" width="400" /></a></div>
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<div style="background-color: lime; color: red; text-align: center;">
<span style="font-size: x-large;"><b><span class="msgarab">2-</span>Animations</b></span></div>
</div>
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<div style="text-align: center;">
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<span class="msgarab"><span style="font-size: large;"><b>To be continued</b></span></span></div>
<div style="text-align: center;">
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<br />
<h3 style="background-color: black; color: red;">
<span style="font-size: large;">2- Earth Structure</span></h3>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/24/Stratig_THUMBNAIL.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/24/Stratig_THUMBNAIL.png" /></a></div>
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<div style="text-align: center;">
<b><span style="color: #38761d;">Link Video</span></b> <a href="http://www.filesin.com/25746224096/download.htm" target="_blank">http://www.filesin.com/25746224096/download.htm</a><br />
<br /></div>
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<div style="background-color: black; text-align: center;">
<span style="color: red;"><span style="font-size: 24px; line-height: normal;"><span style="background-color: black;">1- Hazards</span></span></span><span style="background-color: black;">
</span></div>
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<b><span style="font-size: large;"><span style="color: red; font-weight: bold;"><span style="font-style: italic;"><span style="line-height: normal;">1- Orphan Tsunami</span></span></span><span style="color: red;">
</span></span></b><br />
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<img alt="Image" border="0" src="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/22/thumb1.png" title="Image" />
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<br />
This simplified animation illustrates both the subduction-zone
processes that lead to a "ghost forest" as well as the evidence that
scientists collected to determine that the Pacific Northwest has had
many great earthquakes and tsunamis in the past, and will again in the
future. This is based on the work of Brian Atwater who published his
findings in the book "The Orphan Tsunami of 1700" (USGS Professional
Paper 1707).
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Size: 19.7 MB
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<table align="center" border="0" cellpadding="3" cellspacing="1">
<tbody>
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<td><span class="genmed"><b>Link:</b></span></td>
</tr>
<tr>
<td class="code"><a href="http://www.restfile.com/48f7gl17c87b/GhostForest_PacificNorthwest.mov.html" target="_blank">http://www.restfile.com/48f7gl17c87b/GhostForest_PacificNorthwest.mov.html</a></td></tr>
</tbody></table>
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<i style="color: red;"><span style="font-size: large;"><span style="line-height: normal;"><span style="font-weight: bold;">2- How will 3 buildings, engineered equally, on different bedrock react to an earthquake?</span></span>
</span></i><br />
<br />
Three buildings of different subsurface react differently to seismic
waves. One important geologic factor that affects the level of ground
shaking experienced from an earthquake is the presence of solid bedrock
versus soft sediment. Soft soils amplify ground shaking. An example from
the 1906 San Francisco earthquake and the 1989 Loma Prieta earthquake
are included.
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<span style="color: green;"><span style="font-weight: bold;">2-1 Ampification and liquefaction of buildings on different bedrock</span></span>
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<img alt="Image" border="0" src="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/20/thumb1.png" title="Image" />
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<br />
Highly generalized animation reflects the arrivals of P, S, and
surface waves to 3 closely spaced buildings. Exaggerated movement of
the buildings reflects the relative motion recorded by the seismograms.
The 4th building on the beach shows the effect of liquefaction of
underlying sediment. Animation ends with actual seismograms from
buildings on solid bedrock and sediment fill equal distance from the
1989 Loma Prieta M7 earthquake. Original music by Jesse Gay, Portland
OR.
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Size: 5.88 MB
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<table align="center" border="0" cellpadding="3" cellspacing="1">
<tbody>
<tr>
<td><span class="genmed"><b>Link:</b></span></td>
</tr>
<tr>
<td class="code"><a href="http://www.restfile.com/mabarb0drmc7/Amplification_and_Liquefaction.mov.html" target="_blank">http://www.restfile.com/mabarb0drmc7/Amplification_and_Liquefaction.mov.html</a></td></tr>
</tbody></table>
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<br />
<br />
<span style="color: green;"><span style="font-weight: bold;">2-2 Liquefaction and sinking building
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</span></span>
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<img alt="Image" border="0" src="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/20/thumb2.png" title="Image" />
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<br />
Cutaway animation of how liquefaction of compacted sediment in the
San Francisco area led to the tilting of houses during the 1906
earthquake. Tilted Victorian home at Howard and 17th Streets in the
Mission District of San Francisco showing liquefaction-related damage
from the 1906 earthquake. This area is underlain by marsh deposits that
were covered by artificial fill in the middle to late 1800s. The
earthquake shaking caused the artificial fill to liquefy and lose its
ability to support the house.(Photograph by G.K. Gilbert of the U.S.
Geological Survey; description from USGS).
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Size: 3.27 MB
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<table align="center" border="0" cellpadding="3" cellspacing="1">
<tbody>
<tr>
<td><span class="genmed"><b>Link:</b></span></td>
</tr>
<tr>
<td class="code"><a href="http://www.restfile.com/f78ijngglnvz/Liquefaction_SF1906.mov.html" target="_blank">http://www.restfile.com/f78ijngglnvz/Liquefaction_SF1906.mov.html</a></td></tr>
</tbody></table>
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<br />
<span style="color: green;"><span style="font-weight: bold;">2-3 Sand Boil Forms during 1989 Loma Prieta earthquake</span></span>
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<img alt="Image" border="0" src="http://www.iris.edu/hq/files/programs/education_and_outreach/aotm/20/thumb3.png" title="Image" />
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Sand Boil—sand-laden water can be ejected from a buried liquefied layer
and erupt at the surface to form sand volcanoes; the surrounding ground
often fractures and settles. Definition & photo from USGS.
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<br />
Size: 2.47 MB
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<br />
<table align="center" border="0" cellpadding="3" cellspacing="1">
<tbody>
<tr>
<td><span class="genmed"><b>Link:</b></span></td>
</tr>
<tr>
<td class="code"><a href="http://www.restfile.com/axn5yxfxyne3/SandBoil_110104.mov.html" target="_blank">http://www.restfile.com/axn5yxfxyne3/SandBoil_110104.mov.html</a></td></tr>
</tbody></table>
<br />
<br />
<br />
<span style="font-weight: bold;"><span style="color: brown;"><span style="font-size: 18px; line-height: normal;">***Sand Blows and the New Madrid Earthquakes of 1811-1812</span></span></span>
<br />
<br />
Size: 272 Ko
<br />
<br />
<table align="center" border="0" cellpadding="3" cellspacing="1">
<tbody>
<tr>
<td><span class="genmed"><b>Link:</b></span></td>
</tr>
<tr>
<td class="code"><a href="http://www.filesin.com/17B6E218821/download.html" target="_blank">http://www.filesin.com/17B6E218821/download.html</a><br />
<br /></td></tr>
</tbody></table>
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<div style="background-color: lime; color: red; text-align: center;">
<span style="font-size: x-large;"><b><span class="msgarab">3- Books </span></b></span></div>
<div style="background-color: white; color: red; text-align: center;">
<div style="color: #4c1130;">
<br />
<br />
<h2>
</h2>
<br />
<span class="msgarab"><span style="font-size: large;"><b>To be continued </b></span></span><span class="msgarab"><span style="font-size: large;"><b>يتبع</b></span></span></div>
<br />
<h2>
</h2>
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<div style="text-align: left;">
<span style="color: black;">____________________________________________________________________________</span></div>
<div style="text-align: left;">
<span style="font-size: large;"> </span></div>
<div style="text-align: left;">
<span style="font-size: large;">5- Structural Geology of Rocks and Regions, 3rd edition</span></div>
<div style="text-align: left;">
<span style="font-size: x-small;"><span style="color: black;"> </span><span style="font-size: small;"><span style="color: black;">By George H. Davis. Stephen J. Reynolds . Charles F . Kluth</span></span></span></div>
<br />
<br />
<div style="font-weight: normal; text-align: left;">
<span style="color: black;">
</span><span style="color: black;">| 2011 | ISBN: 0471152315 | 839 pages | PDF | 87.06 MB</span></div>
<div style="text-align: left;">
<div style="font-weight: normal; text-align: left;">
<div style="text-align: left;">
<a href="http://www.blogger.com/goog_1222015033"><br /></a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="color: black;"><b><span style="color: #274e13;">Link: <a href="http://filedefend.com/b7ivj2vrf545/0471152315Geology.pdf" target="_blank">http://filedefend.com/b7ivj2vrf545/0471152315Geology.pdf</a></span></b></span></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i32.fastpic.ru/big/2012/0229/b4/44cf418a4e710eebd3f548631c65c0b4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i32.fastpic.ru/big/2012/0229/b4/44cf418a4e710eebd3f548631c65c0b4.jpg" width="242" /></a></div>
<div style="text-align: center;">
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<span style="font-size: small;"><span style="color: black;"><b><span style="color: #274e13;"> </span></b> </span></span><br />
<span style="font-size: small;"><span style="color: black;">_______________________________________________________________________</span></span></div>
<div style="font-weight: normal; text-align: left;">
<br /></div>
<div style="font-weight: normal; text-align: left;">
<span style="font-size: large;">4- Metals and Society: An Introduction to Economic Geology </span></div>
<br />
<h1 style="color: black;">
<span style="font-size: small;">By Nicholas Arndt, Clement Ganino</span></h1>
<br />
<h1 style="font-weight: normal;">
<span style="font-size: small;"> <span style="background-color: yellow; color: black;">2012</span><span style="color: black;"> | 173 Pages | ISBN: 3642229956 | PDF | 5 MB</span></span></h1>
<h1>
<span style="font-size: xx-small;"> </span><span style="font-size: xx-small;"><span class="category"><h1>
<span style="color: #274e13; font-weight: normal;">Link: <a href="http://filedefend.com/z7eonylnpk5l/Metals_and_Society.pdf" target="_blank">http://filedefend.com/z7eonylnpk5l/Metals_and_Society.pdf</a></span><a href="http://www.filesin.com/00256227574/download.html" target="_blank"></a></h1>
</span></span><span style="font-size: xx-small;"> </span></h1>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: xx-small;"><a href="http://i35.fastpic.ru/big/2012/0429/70/67ebfb33be837652765c19716111c370.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://i35.fastpic.ru/big/2012/0429/70/67ebfb33be837652765c19716111c370.jpeg" width="265" /></a></span></div>
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<h1 style="font-weight: normal;">
<span style="font-size: xx-small;"><span class="category">
<span style="font-size: small;"> <span style="color: black;"> Economic Geology focuses not only on the nature and origin of ore
deposits but also explores the economic issues that surround the
exploitation of mineral resources. Topics of particular focus are the
rate of exploitation of natural resources, the question of when or if
these resources will be exhausted, the pollution and social disturbance
that accompanies mining, the compromises and challenges that arise from
the explosion of demand from China, India and other rapidly developing
countries, and the moral issues that surround mining of metals in lesser
developed countries for consumption in the "first-world" countries.
With its dual character, the book is useful as an introductory text for
students in earth sciences and a reference volume for students, teachers
and researchers of geography, economics and social sciences.</span></span></span></span></h1>
<span style="font-size: xx-small;"><span class="category">
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<h1>
<span style="font-size: xx-small;"><span class="category">
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<span style="font-size: xx-small;"><span class="category">
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_______________________________________________________________________________</div>
<br />
<br />
<span style="font-size: large;"><a href="http://epsc.wustl.edu/seismology/papers/pozgay_etal_g3_2009.pdf" style="color: red;">3- Seismic
attenuation tomography of the Mariana subduction system: Implications
for thermal structure, volatile distribution, and slow spreading
dynamics</a></span><br />
<br />
<div style="text-align: left;">
<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;">Link: </span></span></span></b><b><span style="font-size: large;"> <span style="font-size: small;"><a href="http://filemac.com/euek3s7spyjg.html" target="_blank">http://filemac.com/euek3s7spyjg.html</a></span></span></b></div>
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Upper mantle seismic anisotropy of the South Victoria Land and Ross Sea
coast, Antarctica from SKS and SKKS splitting analysis</span></div>
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<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;">Link: <a href="http://filemac.com/euek3s7spyjg.html" target="_blank">http://filemac.com/euek3s7spyjg.html</a></span></span></span></b><a href="http://filemac.com/yze449m99nj9.html"><b><span style="font-size: large;"> </span></b></a></div>
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<span style="font-size: large;">1- Soil and geology procedure for foundation design building</span></div>
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<b><span style="font-size: large;"> </span></b><span style="color: #20124d;">civil engineering</span><a href="http://www.blogger.com/goog_358200368">, </a><span style="color: blue;">geology</span></div>
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<b><span style="font-size: large;"> </span><i style="color: black;"> File : 3.37 MB, 204 pages</i></b></div>
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<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;">Link: <a href="http://www.restfile.com/4jq7wwbbw0s3/soil_geology_foundation.pdf.html" target="_blank">http://www.restfile.com/4jq7wwbbw0s3/soil_geology_foundation.pdf.html</a></span></span></span></b><br />
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-71310360774677253702012-07-27T08:28:00.001+01:002012-07-27T08:28:46.235+01:00Math -- رياضــيات<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EN-CA" style="font-size: large; line-height: 150%;">53-</span><span style="font-size: large;">An Elementary Introduction to Mathematical Finance (3rd Ed.)</span></div>
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<a href="http://www.filesin.com/57F8E253488/download.html"> http://www.filesin.com/57F8E253488/download.html</a></div>
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<div style="color: #274e13; text-align: center;">
<b>By SHELDON M. ROSS</b></div>
<div style="color: #274e13; text-align: center;">
<b>
</b><b>English | 3 edition 2011 | 322 Pages | ISBN: 0521192536 | PDF | 1.4 MB</b><br />
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<span style="color: black;">This textbook on the basics of option pricing is accessible to readers with limited mathematical </span><span id="IL_AD8" style="color: black;">training</span><span style="color: black;">. It is for both </span><span id="IL_AD4" style="color: black;">professional</span><span style="color: black;"> traders and </span><span id="IL_AD2" style="color: black;">undergraduates</span><span style="color: black;"> studying the basics of finance. Assuming no prior knowledge of probability, </span><span id="IL_AD3" style="color: black;">Sheldon</span><span style="color: black;"> M. Ross offers clear, simple explanations of arbitrage, the Black-Scholes option pricing </span><span id="IL_AD6" style="color: black;">formula</span><span style="color: black;">, and other topics such as utility functions, optimal portfolio selections, and the capital </span><span id="IL_AD5" style="color: black;">assets</span><span style="color: black;">
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stochastic order </span><span id="IL_AD10" style="color: black;">relations</span><span style="color: black;">, and stochastic dynamic programming, along with expanded sets of exercises and references for all the chapters. </span></div>
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For many students an Algebra and Trigonometry course represents the first opportunity to</div>
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<span lang="EN-CA" style="font-size: large; line-height: 150%;">11- Algebra Graphs Models 4<sup>th</sup> Bittinger</span></div>
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<span lang="FR-CA">Pages : 1185</span></div>
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<span lang="FR-CA">Edition : </span><b><span lang="FR-CA" style="background: none repeat scroll 0% 0% yellow; font-size: 16pt; line-height: 150%;">2012</span></b></div>
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<span lang="FR-CA">Langue : Anglais</span><br />
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<span lang="FR-CA" style="font-size: large; line-height: 150%;">10- Algebra Trigonometry Axler</span></div>
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<span lang="FR-CA">Pages : 782</span></div>
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<span lang="FR-CA">Edition : </span><b><span lang="FR-CA" style="background: none repeat scroll 0% 0% yellow; font-size: 14pt; line-height: 150%;">2012</span></b></div>
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This book aims to provide students with the algebraic and trigonometric
skills and understanding needed for other coursework and for
participating as an educated citizen in a complex society.<br />
Mathematics
faculty frequently complain that many students do not read the
textbook. When doing homework, a typical student may look only at the
relevant section of the textbook or the student solutions manual for an
example similar to the homework problem at hand. The student reads
enough of that example to imitate the procedure and then does the
homework problem. Little understanding may take place.<br />
In contrast,
this book is designed to be read by students. The writing style and
layout are meant to induce students to read and understand the material.
Explanations are more plentiful than typically found in algebra and
trigonometry books. Examples of the concepts make the ideas concrete
whenever possible.<br />
<br />
The Real Numbers <br />
Combining Algebra and Geometry<br />
Functions and Their Graphs <br />
Polynomial and Rational Functions <br />
Exponents and Logarithms <br />
e and the Natural Logarithm <br />
Systems of Equations <br />
Sequences, Series, and Limits <br />
Trigonometric Functions <br />
Trigonometric Algebra and Geometry<br />
Applications of Trigonometry
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<span lang="EN-CA" style="font-size: large; line-height: 150%;">9- College Algebra 8th Larson</span></div>
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<span lang="EN-CA">Pages : 795</span></div>
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<span lang="EN-CA">Edition :
2011</span></div>
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<span lang="EN-CA">Langue :
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_______________________________________________________________</div>
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<span lang="EN-CA" style="font-size: large; line-height: 150%;">8- Intermediate Algebra 9th Kaufmann</span></div>
</div>
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<span lang="EN-CA">Pages : 661</span></div>
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2011</span></div>
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<span lang="FR-CA" style="font-size: large; line-height: 150%;">7- College Algebra Axler</span></div>
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<span lang="FR-CA">Edition : 2011</span></div>
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<span lang="EN-CA" style="font-size: large; line-height: 150%;">6- Elementary Intermediate Algebra 5th Larson</span><br />
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<span style="font-size: large;"><span lang="EN-CA" style="line-height: 150%;">5- Elementary Intermediate Algebra Combined 5th
Kaufmann</span></span></div>
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Gustafson</span></span></div>
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<span style="font-size: large;"><span lang="EN-CA" style="line-height: 150%;">3-College Algebra 5th Stewart</span></span></div>
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<span style="font-size: large;"><span lang="FR-CA" style="line-height: 150%;">2- College Algebra 9<sup>th</sup> Barnett Ziegler</span></span></div>
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<span lang="EN-CA">Pages : 705</span></div>
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2008</span></div>
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<span style="font-size: large;"><span lang="EN-CA" style="line-height: 150%;">1- Intermediate Algebra 3<sup>rd</sup> Miller
O’Neill Hyde</span></span></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-29523250577015916322012-07-27T08:21:00.004+01:002012-10-05T20:39:40.468+01:00Mechanical -- Mécanique -- ميكانيك<div dir="ltr" style="text-align: left;" trbidi="on">
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<div align="center" style="background: black; text-align: center;">
<b><span style="color: red; font-size: 24pt;">English:</span></b></div>
</div>
<div align="center" style="text-align: center;">
<br /></div>
<div align="center" style="text-align: center;">
<br />
<b><span lang="EN-GB" style="color: #4c1130; font-size: 24pt;">To be continued</span></b><br />
<br /></div>
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<div style="text-align: left;">
<span style="color: black;">_______________________________________________________________</span></div>
<div style="text-align: center;">
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<span style="color: #990000; font-size: large;"><b><span lang="FR-CA">14- </span></b></span><span style="color: #990000;"><span style="font-size: large;">Advances on Analysis and Control of Vibrations: Theory and Applications</span></span><span class="category" data-iceapw="1"></span></div>
<br />
<br />
<br />
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<span style="color: black;"><br /></span></div>
<div align="center" data-iceapc="1" data-iceapw="36">
<span style="color: black;"><b data-iceapw="21">"Advances on Analysis and Control of Vibrations: Theory and Applications" ed. by Mauricio Zapateiro de la Hoz and Francesc Pozo</b><br />InTeOp | <span style="color: red;">2012 </span>| ISBN: 9535106999 9789535106999 | 288 pages | PDF | 11 MB</span></div>
<span style="color: black;"><br /><br />This book is a compendium of research <span class="IL_AD" id="IL_AD12">works on</span> <span class="IL_AD" id="IL_AD10">vibration analysis</span> and control. It goes through new methodologies that help us understand and mitigate this phenomenon.<br /><br />Vibration
is a phenomenon that we can perceive in many systems. Their effects are
as diverse as the personal discomfort that can produce the unevenness
of a road or the collapse of a building or a bridge during an
earthquake.<br />This book is divided into two sections. The first one is
devoted to new advances on vibration analysis while the second part is a
series of case studies that illustrate novel techniques on vibration
control.<br />The <span class="IL_AD" id="IL_AD9">applications</span> are varied and include areas such as vehicle suspension systems, <span class="IL_AD" id="IL_AD5">wind turbines</span> and civil <span class="IL_AD" id="IL_AD11">engineering</span> structures.<br /><br />Contents<br />Preface<br />Section 1 New Theoretical Developments on Vibration Analysis and Control<br />1 Vibration Control by Exploiting Nonlinear Influence in the Frequency Domain<br />2 LPV Gain-Scheduled Observer-Based State Feedback for Active Control of Harmonic Disturbances with Time-Varying <span class="IL_AD" id="IL_AD7">Frequencies</span><br />3 LPV Gain-Scheduled Output Feedback for Active Control of Harmonic Disturbances with Time-Varying Frequencies<br />4 Active Vibration Control Using a Kautz Filter<br />5 The Active Suspension of a Cab in a Heavy Machine<br />Section 2 Vibration Control Case Studies<br />6 On Variable Structure Control Approaches to Semiactive Control of a Quarter <span class="IL_AD" id="IL_AD3">Car System</span><br />7 A Computational Approach to Vibration Control of Vehicle Engine-Body Systems<br />8 Multi-Objective Control Design with Pole Placement Constraints for <span class="IL_AD" id="IL_AD4">Wind Turbine</span> System<br />9 Transverse Vibration Control for <span class="IL_AD" id="IL_AD6">Cable</span> Stayed Bridge Under Construction Using Active Mass Damper<br />10 Automatic Balancing of Rotor-Bearing Systems<br />11 Dynamic Responses and Active Vibration Control of Beam Structures Under a Travelling Mass<br />12 Optimal Locations of Dampers/<span class="IL_AD" id="IL_AD1">Actuators</span> in Vibration Control of a Truss-Cored Sandwich Plate</span><div style="text-align: center;">
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<span style="font-size: large;"><span lang="EN-CA" style="font-family: Tahoma; line-height: 150%;">13-</span><span style="font-family: Tahoma;"> </span><span style="color: #990000;">Introduction to Fluid Mechanics</span></span></div>
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<span style="font-size: x-small;"><i><span style="color: #990000;"> </span> </i></span></div>
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<span style="font-size: large;"><span lang="EN-CA" style="font-family: Tahoma; line-height: 150%;">12-</span><span style="font-family: Tahoma;"> </span>Pipe Drafting and Design</span></div>
<br />
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<div class="center" style="color: black;">
<b>"Pipe Drafting and Design" by Roy A. Parisher</b><br />
<i>Third Edition</i><br />
Gulf Professional Publishing, Еlsеviеr | <b style="background-color: yellow;">2012</b> | ISBN: 123847001 B00755CRG8 9780123847003 | 475 pages | PDF| 161.7 MB </div>
<br />
<div style="text-align: left;">
<span style="color: black;">This Edition provides step-by-step instructions to walk pipe designers,
drafters and students through the creation of flow diagrams, piping
arrangement and isometric drawings. It includes instructions for the
proper drawing of symbols for fittings, flanges, valves and mechanical
equipment found on various types of piping drawings.</span><br />
<br />
<span style="color: black;">
More than 350 illustrations and photographs provide examples and visual instructions.</span><br />
<span style="color: black;">
New to this edition</span><br />
<span style="color: black;">
• Alarge-scale four-Unit imaginary project that includes Row diagrams,
Foundation Location, Equipment Location, and Piping Arrangement
drawings, as well as structural steel drawings and details,
civil/foundation details, equipment vendor drawings, and electrical
Power, Lighting, and Grounding Plans for each Unit.</span><br />
<span style="color: black;">
• Updated discussion and use of modem CAD and 3D software tools</span><br />
<span style="color: black;">
• Additional exercisers, drawings and dimensi</span><br />
<br />
<b style="color: black;">Contents</b><br />
<span style="color: black;">
Preface </span><br />
<span style="color: black;">
Acknowledgments </span><br />
<span style="color: black;">
About the Authors </span><br />
<span style="color: black;">
1 Overview of Pipe Drafting and Design</span><br />
<span style="color: black;">
2 Steel Pipe</span><br />
<span style="color: black;">
3 Pipe Fittings</span><br />
<span style="color: black;">
4 Flange Basics</span><br />
<span style="color: black;">
5 Valves</span><br />
<span style="color: black;">
6 Mechanical Equipment</span><br />
<span style="color: black;">
7 Flow Diagrams and Instrumentation</span><br />
<span style="color: black;">
8 Codes and Specifications</span><br />
<span style="color: black;">
9 Equipment Layout</span><br />
<span style="color: black;">
10 Piping Arrangement Drawings, Sections, and Elevations</span><br />
<span style="color: black;">
11 Standard Piping Details</span><br />
<span style="color: black;">
12 Piping Systems</span><br />
<span style="color: black;">
13 Piping Isometrics</span><br />
<span style="color: black;">
14 Building 3D Piping Models</span><br />
<span style="color: black;">
15 Project Coordination</span><br />
<span style="color: black;">
Appendix A Dimensional Data</span><br />
<span style="color: black;">
Appendix B Alphabet of Lines</span><br />
<span style="color: black;">
Appendix C Review of Math</span><br />
<span style="color: black;">
Appendix D Use of the Calculator</span><br />
<span style="color: black;">
Appendix E Architect's Scale</span><br />
<span style="color: black;">
Glossary</span><br />
<span style="color: black;">
Index.</span></div>
<div style="color: black; text-align: center;">
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<span style="font-size: large;"><span lang="EN-CA" style="font-family: Tahoma; line-height: 150%;">11- Mechanics of
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<span style="font-size: large;"><span lang="EN-CA">10- Mechanical Engineering
Design 9<sup>th</sup> Budynas and Nisbett Shigleys</span></span></div>
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<span style="font-size: large;"><span lang="EN-CA">9-Engineering
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<span lang="EN-CA">Download the Three parts and join them:</span></div>
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<span style="font-size: large;"><span lang="EN-CA">8- Engineering
Mechanics <b><u>Statics</u></b> SI 3<sup>rd</sup> Pytel Kiusalaas</span></span></div>
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<b><span style="font-size: large;"><span lang="FR-CA">5- Résistance des matériaux</span></span></b></div>
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<i><span lang="FR-CA">Pages : 186</span></i></div>
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<i><span lang="FR-CA">Edition : </span><span lang="FR-CA" style="font-family: "Times New Roman"; font-size: 12pt; line-height: 150%;">11<sup>e</sup> édition</span><span lang="FR-CA" style="font-family: "Times New Roman"; font-size: 12pt; line-height: 150%;"> 2010</span></i></div>
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<b style="color: red;"><span style="font-size: large;">4- Génie Mécanique<br /><span style="color: #38761d;">4ème année de l’enseignement secondaire Sciences </span></span></b><br />
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<b><span style="font-size: large;">Techniques TECHNOLOGIE (Tunisie)</span></b></div>
<b style="color: red;"><span style="font-size: large;"> </span></b><i>PDF, 37.5 MB, 312 Pages</i><br />
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<span style="color: #4c1130;"><span style="font-size: large;">A Télécharger les 2 parties </span></span><b style="color: red;"><span style="font-size: large;"><br /></span></b></div>
<b style="color: red;"><span style="font-size: large;"> </span></b><i style="color: #4c1130;">Partie 01: </i><a href="http://www.filesin.com/F6CF5223397/download.html" target="_blank"><i>http://www.filesin.com/F6CF5223397/download.html</i></a><br />
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<b style="color: red;"><span style="font-size: large;">3- Mécanique Rationnelle</span></b><br />
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<b style="color: #38761d;">Cours et exercices résolus</b><br />
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<b><span style="color: red; font-size: 18pt;">2- Aéroacoustique et
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<b><u><span style="color: red; font-size: 18pt;">1- Vibrations</span></u></b></div>
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<b><span style="color: red; font-size: 24pt;">العــــربـية</span></b></div>
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<b style="color: #4c1130;"><span style="font-size: x-large;">يـــــتـبـع</span></b></div>
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<span style="font-size: large;"><b style="color: red;">1- الرسم بمساعدة Autocad 2008</b></span></div>
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<span style="font-size: large;"><b>6- رسم هندسي.pdf </b></span></div>
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<b style="color: red;"><span style="font-size: large;">5- الرسم الفني.pdf </span></b><br />
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" /> </div>
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<span style="font-size: large;"><b><span title="إصلاح محركات السيارات-عملي.pdf">3- إصلاح محركات السيارات-عملي.pdf</span></b></span></div>
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<a href="http://www.restfile.com/734d7oilywer/%D8%A5%D8%B5%D9%84%D8%A7%D8%AD_%D9%85%D8%AD%D8%B1%D9%83%D8%A7%D8%AA_%D8%A7%D9%84%D8%B3%D9%8A%D8%A7%D8%B1%D8%A7%D8%AA-%D8%B9%D9%85%D9%84%D9%8A.pdf.html" target="_blank">http://www.restfile.com/734d7oilywer/إصلاح_محركات_السيارات-عملي.pdf.html</a><br />
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<div class="normlSubTitle f docmntLstng" style="color: red;">
<span style="font-size: large;"><b><span title="إصلاح محركات السيارات.pdf">2- إصلاح محركات السيارات.pdf</span></b></span></div>
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<b><span style="font-size: large;"><span title="أساسيات ورش.pdf">1- أساسيات ورش.pdf</span></span></b></div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-64087522512926958172012-07-27T08:20:00.000+01:002012-09-28T20:53:17.475+01:00metallurgical engineering<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: red;"><b><br /></b></span>
<span style="font-size: large;"><span style="color: red;"><b>Free online thesis in Metallurgy and Material Sciences</b></span></span><br />
<br />
<a href="http://mega-thesis.blogspot.com/search/label/Metallurgy%20and%20Material%20Sciences">http://mega-thesis.blogspot.com/search/label/Metallurgy%20and%20Material%20Sciences</a><br />
<br />
<br />
__________________<br />
<br />
<br />
<h1>
<span style="font-size: large;"><span style="color: red;">1- Extractive Metallurgy of Copper, Fifth Edition</span></span></h1>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1054.photobucket.com/albums/s481/saimoh76/9aae0a62399333c2553a6bb0d38096ce.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://i1054.photobucket.com/albums/s481/saimoh76/9aae0a62399333c2553a6bb0d38096ce.jpg" width="211" /></a></div>
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<div style="text-align: center;">
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<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<br />
<div align="center" data-iceapc="1" data-iceapw="23">
<b data-iceapw="9">Mark E. Schlesinger, "Extractive Metallurgy of Copper, Fifth Edition"</b><br />
English | ISBN: 0080967892 | 2011 | 472 pages | PDF | 7,1 MB</div>
<br />
<br />
This
multi-author new edition revises and updates the classic reference by
William G. I. Davenport et al (winner of, among other awards, <span class="IL_AD" id="IL_AD10">the 2003</span> AIME Mineral Industry <span class="IL_AD" id="IL_AD4">Educator</span>
of the Year Award "for inspiring students in the pursuit of clarity"),
providing fully updated coverage of the copper production process,
encompassing topics as diverse as environmental technology for wind and <span class="IL_AD" id="IL_AD2">solar energy</span> transmission, treatment of waste byproducts, and <span class="IL_AD" id="IL_AD11">recycling</span> of <span class="IL_AD" id="IL_AD8">electronic</span> scrap for potential alternative technology <span class="IL_AD" id="IL_AD5">implementation</span>. The authors examine industrially-grounded <span class="IL_AD" id="IL_AD3">treatments</span> of process fundamentals and the beneficiation of raw materials, smelting and <span class="IL_AD" id="IL_AD9">converting</span>,
hydrometallurgical processes, and refining technology for a
'mine-to-market' perspective - from primary and secondary raw materials
extraction to shipping of rod or billet to customers. The modern
coverage of the work includes bath smelting processes such as Ausmelt
and Isasmelt which have become state-of-the-art in sulfide concentrate
smelting and converting.<br />
<br />
<b data-iceapw="1">Download</b><br />
<a href="http://aavg.net/ii02a3j5fc6p" target="_blank">http://aavg.net/ii02a3j5fc6p</a><br />
</div>
aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0tag:blogger.com,1999:blog-507192393070430700.post-1489781557317346072012-07-27T08:17:00.000+01:002013-08-27T22:57:36.612+01:00Mining -- Mines -- مناجـــم<div dir="ltr" style="text-align: left;" trbidi="on">
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</span></span></u></span></div>
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<span style="font-size: small;"><b style="color: blue;"><span class="long_text" id="result_box" lang="en"><span class="hps">Important:</span></span></b><b><span style="color: red;"><span class="long_text" id="result_box" lang="en"><span style="color: blue;"> </span><span class="hps">If there is</span> <span class="hps">problem</span> <span class="hps">in</span> <span class="hps">download,</span> <span class="hps">see</span> <span class="hps">Home</span> page <span class="hps">-</span> <span class="hps">How to download</span> <span class="hps">-.</span><br /> <span class="hps">Please report</span> <span class="hps">links</span> <span class="hps">do not work by writing a comment below or sending a message by Contact page.</span></span></span></b></span><span style="font-size: small;"><b><span style="color: red;"> </span></b></span></div>
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<span style="font-size: small;"><b><span style="color: blue;">هــام:</span> <span style="color: #38761d;">اذا كان هناك مشكل في التحميل، شاهد الصفحة الرئيسية -كيفية التحميل-. </span><br style="color: #38761d;" />
<span style="color: #38761d;">الرجاء الابلاغ عن روابط لا تعمل </span></b><b style="color: #38761d;"><span class="long_text" id="result_box" lang="ar"><span class="hps">عن طريق</span> <span class="hps">كتابة</span> <span class="hps">التعليق أدناه</span> <span class="hps">أو إرسال رسالة</span> <span class="hps">عن طريق</span> <span class="hps">صفحة</span> <span class="hps">اتصل بنا.</span></span></b></span></div>
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<div style="color: red; text-align: center;">
<u><b>Join our group انظمو الى مجموعتنا </b></u></div>
<div style="color: red; text-align: center;">
<u><b>Surface mining هندسة المناجم السطحية </b></u></div>
<div style="color: red; text-align: center;">
<a href="https://www.facebook.com/groups/surfacemining/" target="_blank"><u><b>https://www.facebook.com/groups/surfacemining/ </b></u></a><br />
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<div style="background-color: lime; color: red; text-align: center;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">1- SOFTWARES</span></span></span></span></b></div>
<div style="text-align: center;">
<b style="color: #38761d;"><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="color: #4c1130;"><br /></span></span></span></span></span></b>
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<br />
<a href="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcTj2sJKH0QPdekPIw0Jl.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcTj2sJKH0QPdekPIw0Jl.jpg" /></a></div>
<div style="text-align: center;">
<br />
<div style="background-color: black; color: red;">
<span class="category" data-iceapw="1"></span></div>
<h1 style="background-color: black; color: red;">
Gemcom Surpac 6.2.2</h1>
</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/c86a07dfdca5be85a90adc3fac0d9f9d.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="227" src="http://i1171.photobucket.com/albums/r548/aidsami/c86a07dfdca5be85a90adc3fac0d9f9d.jpg" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<br />
<br />
<div align="center" data-iceapc="1" data-iceapw="6">
<b data-iceapw="6">Gemcom Surpac 6.2.2 | 124.8 MB</b></div>
<br />
GemcomSurpac is the worlds most popular geology and mine planning <span class="IL_AD" id="IL_AD6">software</span>.It <span class="IL_AD" id="IL_AD8">delivers</span> efficiency and accuracy through ease-of-use, powerful 3Dgraphics, and <span class="IL_AD" id="IL_AD11">workflow</span> automation.<br />
About Gemcom<br />
<br />
When
miningcompanies seek to increase mine productivity, they turn to Gemcom
fortechnology and services. The Company is home to world-renowned
miningsolutions like GEMS, Surpac, Minex, Whittle, and <span class="IL_AD" id="IL_AD7">InSite</span>, and to industrythought leaders who are pushing the boundaries of whats possible inmining.<br />
<br />
Integrated Geology, Resource Modelling, Mine Planning and Production<br />
<br />
GemcomSurpac is the worlds most popular geology and mine planning software,supporting open pit and underground operations and exploration projectsin more than 110 countries. <span class="IL_AD" id="IL_AD3">The software</span> delivers
efficiency andaccuracy through ease-of-use, powerful 3D graphics and
workflowautomation that can be aligned to company-specific processes and
dataflows.<br />
<br />
<div style="text-align: left;">
Surpac addresses all the requirements of geologists,surveyors, and <span class="IL_AD" id="IL_AD4">mining engineers</span> in the resource sector and is flexibleenough to be suitable for every commodity, orebody and mining method.</div>
<div style="text-align: left;">
<br />
More info: www.gemcomsoftware.com</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="color: #274e13; text-align: center;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<br /></div>
<div style="background-color: black; color: red;">
<span class="category" data-iceapw="1"></span></div>
<div style="text-align: center;">
<br />
<span style="font-size: large;"><a href="http://aa.vg/0ct3mqp9s4h6" target="_blank">aa.vg</a></span><br />
<br />
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________________<br />
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<div style="background-color: black; color: red;">
<span class="category" data-iceapw="1"></span></div>
<h1 style="background-color: black; color: red;">
CS Mine software</h1>
</div>
<br />
<br />
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<div style="color: #274e13; text-align: center;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<br />
<br />
<div style="text-align: center;">
<a href="http://www.filedwon.com/e50dn04hmgtx/CSMine.rar.html" target="_blank"><span style="font-size: large;">Link</span></a></div>
<div style="text-align: center;">
________________ </div>
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">2- TUTORIALS</span></span></span></span></b></div>
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<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/IconDesignTutorials13.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="http://i1171.photobucket.com/albums/r548/aidsami/IconDesignTutorials13.jpg" width="320" /></a></div>
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<br />
<span style="font-size: x-large;"><b><span style="color: blue;">1- Surpac</span></b></span></div>
<div style="text-align: center;">
<br />
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> </span></span></span></b><br />
<div style="background-color: black; color: red; text-align: left;">
<span style="font-size: large;">1- Draw and calculat area easily with SURPAC Software</span></div>
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<br />
<br />
<div style="text-align: left;">
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<b><span style="color: firebrick;"><br /></span></b>
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<div style="text-align: left;">
<b><span style="color: firebrick;">
1-Problematique: know the area in this picture:</span></b></div>
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<div style="text-align: center;">
<img alt="" border="0" height="258" src="http://i1053.photobucket.com/albums/s472/sammi20151/area.jpg" width="400" /></div>
<br />
<br />
<br />
<div style="text-align: left;">
<span style="color: maroon;"><b> 2 - Solution with SURPAC software</b></span><br />
<br />
<br />
<span style="color: darkgreen;"><u>** Method used:</u></span> Download the following video 2.09 MB<br />
<br />
<br />
<div style="color: #274e13; text-align: center;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
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<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Link 01:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filesin.com/17565212393/download.html" target="_blank">filesin</a></div>
<div style="text-align: center;">
<br /></div>
</div>
<div style="text-align: center;">
<br />
<span style="color: red;"><b>or:</b></span><br />
<br />
<br />
Link 02:</div>
<div style="text-align: left;">
<div style="text-align: center;">
<a href="http://www.restfile.com/h5abbh7k124g/area_surpac.rar.html" target="_blank">restfile</a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Problem in downloading, back to this video, <a href="http://www.youtube.com/watch?v=ARAjB79ST3s" target="_blank">aquí</a>
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="color: red;"><b>or:</b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Link 03:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://aa.vg/tnfwtgkm03ry">aa.vg</a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="color: red;">Results:</span></b><br />
<br />
Area: <b><span style="color: red;">66.375</span> </b> A.U<br />
<br />
<br />
SCOP: <span style="color: red;"><b>33.927</b></span> U. L</div>
<div style="text-align: left;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> </span></span></span></b></div>
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<div style="text-align: left;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps">__________________________________________________________________________________________________________________________ <span style="font-size: x-large;"> </span></span></span></span></b></div>
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<div style="background-color: lime; color: red; text-align: center;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> <span style="font-size: x-large;">3- BOOKS</span></span></span></span></b></div>
<div style="text-align: center;">
<br />
<br /></div>
<div style="text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcQf7ujrWnUbgNAop5Fcs.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcQf7ujrWnUbgNAop5Fcs.jpg" /></a><br />
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<br />
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<div style="text-align: center;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"> </span></span></span></b><b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><br /></span></span></span></span></b></div>
<div style="background-color: black; color: red; text-align: center;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="background-color: black; font-size: x-large;">English</span></span></span></span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br />
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="color: #4c1130;"> To be continued</span></span></span></span></span></b><br />
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___________________________________________________________________________</div>
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<div style="text-align: left;">
<br />
<br />
<span style="color: #990000;"><span style="font-size: large;">6.Controlled blasting technique.pdf </span></span><br />
<br />
<br />
<div style="text-align: center;">
<br /></div>
<div style="color: #274e13; text-align: center;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.filemsg.com/q25eycv91tky">http://www.filemsg.com/q25eycv91tky</a></div>
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______________________________________________________________________<br />
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<br />
<br /></div>
<div style="text-align: left;">
<b style="color: #990000;"><span style="font-size: large;">5-</span></b><span id="btAsinTitle"><span style="color: red;"><span style="font-size: large;"><b> </b></span></span><span style="color: #990000; font-size: large;">Open Pit Mine Planning and Design, 2nd Edition,</span></span></div>
<div style="text-align: left;">
<span id="btAsinTitle"><span style="color: #990000; font-size: large;"> Pack: Volume1: Fundamentals, Volume2: CSMine Software </span></span></div>
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<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcR8vJAG2OKjdYrPxLwNP.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://i1171.photobucket.com/albums/r548/aidsami/imagesqtbnANd9GcR8vJAG2OKjdYrPxLwNP.jpg" width="400" /></a></div>
<br />
<h3 class="title">
<span class="ptBrand">by William A. Hustrulid and Mark Kuchta</span></h3>
<div id="outer_postBodyPS" style="display: block; height: 279px; overflow: hidden; z-index: 1;">
<div id="postBodyPS" style="overflow: hidden;">
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<div id="outer_postBodyPS" style="display: block; height: 279px; overflow: hidden; z-index: 1;">
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<div style="text-align: left;">
Outstanding textbook designed for courses in surface
mine design, open pit design, geological excavation engineering and in
advanced open pit mine planning and design. The step-by-step
introduction to mine design and planning enables a fast-path approach to
the matter by undergraduate and graduate students. The excellent,
user-friendly software guides the student through the planning and
design steps, and the drillhole data sets allows the student to practice
the described principles in diverse mining properties case examples.
The large number of illustrative examples and case studies, together
with the exercises and the reference lists at the end of each chapter,
provide the student with all the material needed to study effectively
the theory and application methods of open pit mine planning and design.<br />
<div style="text-align: left;">
Volume
1 deals with the fundamental concepts involved in the planning and
design of open pit mines. Subjects covered are mine planning, mining
revenues and costs, orebody description, geometrical considerations, pit
limits, production planning, mineral resources and ore reserves, and
responsible mining. Volume 2 deals with CSMine, a user-friendly mine
planning and design software that was developed specifically to
illustrate the principles involved when applied in practice. It includes
CSMine software, CSMine tutorial, a user’s guide and various orebody case examples.
Although intended as student course material, many practitioners have
used it as a practical reference guide.CSMine tutorial, a user’s guide and various orebody
case examples. Although intended as student course material, many
practitioners have used it as a practical reference guide.</div>
</div>
</div>
</div>
material, many
practitioners have used it as a practical reference guide.</div>
</div>
</div>
<div style="color: #274e13;">
<br /></div>
<div style="color: #274e13; text-align: left;">
<span style="color: black;">a CSMine tutorial, a user’s guide and various orebody case examples.
Although intended as student course material, many practitioners have
used it as a practical reference guide.</span><b><span style="color: black;"> </span></b></div>
<div style="color: #274e13;">
<br /></div>
<div style="color: #274e13;">
<br /></div>
<div style="color: #274e13;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="color: #274e13;">
<br />
<br /></div>
<div style="color: #274e13;">
<br />
<b>Volume 01:</b><br />
<b><a href="http://filewe.com/4goa2itzm7od" target="_blank">http://filewe.com/4goa2itzm7od </a></b><br />
<br /></div>
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<div style="text-align: center;">
<div style="text-align: left;">
<br />
<b><span style="font-size: large;"><span style="color: red;">4- Systematic Drilling and Blasting for Surface Excavation</span></span></b><br />
<br />
<br />
File : pdf, 6 MB, 145 pages<br />
military manual / US Army<br />
<div style="text-align: center;">
<br /></div>
<div style="color: #274e13; text-align: center;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
</div>
<div style="text-align: left;">
<div style="text-align: center;">
<a href="http://filemac.com/ymeqf1jiqatz.html" target="_blank">http://filemac.com/ymeqf1jiqatz.html</a></div>
<br />
<br />
Problem in downloading, back to this video, <a href="http://www.youtube.com/watch?v=9BRrR9T9cOQ" target="_blank">aquí</a><br />
<br />
<div style="text-align: left;">
_____________________________________________________________________________</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br />
<span style="font-size: large;"><b><span style="color: red;">3- Strategic Open Pit Mine Planning Course Outline</span></b></span></div>
<br />
by KADRI Dagdelain <br />
<br />
<i>PDF / 1009 pages/ 71.1 MB</i><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1053.photobucket.com/albums/s472/sammi20151/kadri.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="397" src="http://i1053.photobucket.com/albums/s472/sammi20151/kadri.jpg" width="400" /></a></div>
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<div style="text-align: center;">
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<br /></div>
<div style="color: #274e13; text-align: center;">
<div style="color: #274e13;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
</div>
<div style="text-align: center;">
<br />
<a href="http://www.restfile.com/49f9ollvcdq0/Strat.Open_Pit_Mine_Plan..rar.html" target="_blank">http://www.restfile.com/49f9ollvcdq0/Strat.Open_Pit_Mine_Plan..rar.html</a></div>
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_______________________________________________________________________________</div>
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<div style="text-align: left;">
<br /></div>
<div class="storytitle" id="post-2471" style="color: red; text-align: left;">
<b><span style="font-size: large;">2- Manual for Abandoned Underground Mine Inventory and Risk Assessment </span></b></div>
<div class="storytitle" id="post-2471" style="color: red; text-align: left;">
<br /></div>
<div style="text-align: left;">
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<div style="text-align: center;">
<br /></div>
<div style="color: #274e13; text-align: center;">
<div style="color: #274e13;">
<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
</div>
<div style="text-align: center;">
<br />
<a href="http://filemac.com/fthw8dg50g8h.html" target="_blank">http://filemac.com/fthw8dg50g8h.html</a></div>
</div>
<div class="storytitle" id="post-2471" style="color: red; text-align: center;">
<a href="http://filemac.com/fthw8dg50g8h.html">
</a>
<br />
Problem in downloading, back to this video, <a href="http://www.youtube.com/watch?v=9BRrR9T9cOQ" target="_blank">aquí</a></div>
<div class="storytitle" id="post-2471" style="color: red; text-align: center;">
<b><span style="font-size: large;"><span style="font-size: small;"><span style="color: #274e13;"> </span></span> </span></b></div>
</div>
<div style="text-align: left;">
<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: x-small;">___________________________________________________________________________________________</span></span></span></span></span></b></div>
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: x-small;"> </span> </span></span></span></span></b></div>
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<b style="color: red;"><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: large;">1- SME Mining Engineering Handbook </span></span></span></span></span></b><b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"> </span></span></span></span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<i><b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: small;">2nd Edition </span></span></span></span></span></b></i></div>
<div style="text-align: center;">
<i><b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: small;"><br /><span style="color: blue;">Volume 1 + </span></span></span></span></span></span></b><b style="color: blue;"><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: small;">Volume 2</span></span></span></span></span></b></i></div>
<div style="text-align: left;">
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: small;"><b><i><span class="long_text" id="result_box" lang="ar"><span class="hps">pdf</span></span></i></b></span><b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="font-size: x-large;"><span style="font-size: small;"><i> / 2357 pages / 129 MB</i></span></span></span></span></span></b></div>
</div>
<b style="color: #38761d;"><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><br /></span></span></span></b>
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<div style="text-align: center;">
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" 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<b> </b><img alt=" Lynda.com - Project Management Fundamentals" src="http://s019.radikal.ru/i638/1204/d5/7dca076bfcc5.gif" title=" Lynda.com - Project Management Fundamentals" /></div>
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<a href="http://www.dogupload.com/p3jbs40sglkp.html" target="_blank">http://www.dogupload.com/p3jbs40sglkp.html</a></div>
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<a href="http://filewe.com/q84bgpc264t7" target="_blank">http://filewe.com/q84bgpc264t7</a></div>
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<a href="http://www.treefile.org/5nfu9bw0aioh/SME-mining-engineering-handbook3.pdf.html" target="_blank"> http://www.treefile.org/5nfu9bw0aioh/SME-mining-engineering-handbook3.pdf.html</a></div>
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<a href="http://www.restfile.com/8e9dmxga7ews/mining_engineering_handbook.rar.html" target="_blank">http://www.restfile.com/8e9dmxga7ews/mining_engineering_handbook.rar.html</a></div>
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<b><span style="font-size: xx-small;"><span class="long_text" id="result_box" lang="ar"><span class="hps"><span style="background-color: black; font-size: x-large;">Français</span></span></span></span></b></div>
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<span style="color: #4c1130;"><b><span style="font-size: x-large;">A suivre </span></b></span></div>
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<span style="font-size: large;">5- Chargement et transport dans les carrières - ceficem</span><span style="font-size: large;">.pdf</span></div>
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<span style="font-size: large;">4- Abattage des roches - ceficem</span><span style="font-size: large;">.pdf</span></div>
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<span style="font-size: large;">3- Le Forage des roches - ceficem</span><span style="font-size: large;">.pdf</span></div>
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<span style="font-size: large;"><span style="color: red;">2- Vocabulaire de la mine souterraine.pdf</span></span><br />
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<span style="font-size: large;"><span style="color: red;"><b><i style="color: black;"><span style="font-size: small;">9.7 MB </span></i></b></span></span><br />
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<span style="font-size: large;"><span style="color: red;"><b><i style="color: black;"><span style="font-size: small;">En français avec vocabulaires en langues: <span style="color: red;">Allemande, Anglaise et Espagnole </span></span></i></b></span></span><br />
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<span style="font-size: large;"><span style="color: red;">1- Vocabulaire de l'Exploitation à ciel ouvert.pdf</span></span><br />
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<span style="font-size: large;"><span style="color: red;"><b><i style="color: black;"><span style="font-size: small;">8.0 MB </span></i></b></span></span><br />
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<span style="font-size: large;"><span style="color: red;"><b><i style="color: black;"><span style="font-size: small;">En français avec vocabulaires en langues: <span style="color: red;">Allemande, Anglaise et Espagnole </span></span></i></b></span></span><br />
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Lien: </div>
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com2tag:blogger.com,1999:blog-507192393070430700.post-74455092875084226452012-07-27T08:09:00.002+01:002012-07-27T08:11:16.828+01:00petrolium engineering ( in construction)<div dir="ltr" style="text-align: left;" trbidi="on">
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aidsamihttp://www.blogger.com/profile/06569133662759398148noreply@blogger.com0