tag:blogger.com,1999:blog-62633794005838243822024-08-31T21:53:03.731+05:30SONY DIGITAL STILL CAMERASSONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-6263379400583824382.post-604772096195349202011-09-21T20:25:00.001+05:302011-09-21T20:29:30.565+05:30Sony Cyber-shot Digital Camera WX916.2 megapixels, 5x optical zoom,
3.0" screen, Full HD 1080/60i video, "Exmor R" CMOS sensor, 10fps,
background defocus, manual control, 3D Sweep Panorama<br />
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SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com0tag:blogger.com,1999:blog-6263379400583824382.post-83025452072142923172011-09-21T20:21:00.000+05:302011-09-21T20:29:49.146+05:30Sony Cyber-shot Digital Camera T110<div class="separator" style="clear: both; text-align: center;">
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This camera is with 16.1 MP and 3.2" TOUCH SCREEN display It is with HD movie record(720p). Sweep Panorama Mode,iAuto, Optical SteadyShot™
image stabilization, Carl Zeiss® Vario-Tessar 4x (25mm wide) optical
zoom lens</div>
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SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com0tag:blogger.com,1999:blog-6263379400583824382.post-19440483612110797892011-08-08T09:46:00.005+05:302011-09-21T20:29:30.561+05:30Sony Cyber-shot Digital Camera W570<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiugQzP72zGgKRvxe1-25mYLRHKU7FzJPk6go15XMEJNZ7yUP6C3WnJVVF1EjK-k1SemL4Wf8TSvjx-1TrOP1RrEoGbzVTpPKPt9gnpenA__n7H4Df04i19OcjVOE1nJuywqrH_S0csNng/s1600/DSCW570V.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiugQzP72zGgKRvxe1-25mYLRHKU7FzJPk6go15XMEJNZ7yUP6C3WnJVVF1EjK-k1SemL4Wf8TSvjx-1TrOP1RrEoGbzVTpPKPt9gnpenA__n7H4Df04i19OcjVOE1nJuywqrH_S0csNng/s1600/DSCW570V.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;">This camera is with 16.1 MP and sweep panorama function. HD movie recording gives you best quality videos. The screen size is 2.7"<span class="Apple-style-span" style="font-family: arial;"><span class="Apple-style-span" style="font-size: 11px;">. </span>Carl Zeiss Vario-Tessar wide lens is with 25mm and 5x optical zoom.</span></div><div class="separator" style="clear: both; text-align: left;"><span class="Apple-style-span" style="font-family: arial;"><br />
</span></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="font-family: arial;"><span class="Apple-style-span" style="font-family: 'Times New Roman';"><b><span class="Apple-style-span" style="color: red;"><a href="http://adf.ly/2JBRc">SONY REVIEW FROM HERE</a></span></b></span></span></div>SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com1tag:blogger.com,1999:blog-6263379400583824382.post-84263054605704503422011-08-05T20:41:00.002+05:302011-09-21T20:29:30.587+05:30Sony Cyber-shot Digital Camera W560<a 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" /></a>A digital camera with 14.1 MP and sweep panorama feature. Special feature of it is HD Movie mode (720p). It has 3.0" LCD display. Carl Zeiss Vario-Tessar 4x optical zoom lens with 25mm wide also there.<br />
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<b><span class="Apple-style-span" style="color: red;"><a href="http://adf.ly/2JBRw">SONY REVIEW FROM HERE</a></span></b>SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com1tag:blogger.com,1999:blog-6263379400583824382.post-67714759586068056102011-08-05T20:33:00.002+05:302011-09-21T20:29:30.570+05:30Sony Cyber-shot Digital Camera W530<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzwVZMbr9K6FNRqtFaGa85AVRJHy4Uu0eYy1L6jkLOcp6t8CfUGgLLPGTBQQ1adce_0rk3ia9LH7RFu6P9L6GWgcykNdpeDbpnue1BIpI_UT4QgAR887VGL_pnRcxpkwUKa6opFQJyXr4/s1600/DSCW530G.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzwVZMbr9K6FNRqtFaGa85AVRJHy4Uu0eYy1L6jkLOcp6t8CfUGgLLPGTBQQ1adce_0rk3ia9LH7RFu6P9L6GWgcykNdpeDbpnue1BIpI_UT4QgAR887VGL_pnRcxpkwUKa6opFQJyXr4/s1600/DSCW530G.jpg" /></a></div>A new sony digital camera with 14.1MP and 4x optical zoom in the in 26mm equivalent lens. Screen size of it is 2.7". Features like iAuto, Smile Shutter and Face Detection, SteadyShot image stabilization also are available in this camera.<br />
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<b><span class="Apple-style-span" style="color: red;"><a href="http://adf.ly/2JBSJ">SONY REVIEW FROM HERE</a></span></b>SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com0tag:blogger.com,1999:blog-6263379400583824382.post-69140953153689041992011-07-31T17:34:00.002+05:302011-09-21T20:29:30.576+05:30Sony Cyber-shot Digital Camera W510<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9yOyBkz9CZABfUt1b8wakDzw-HCdRhpwvTS9EntzbjJF7EJmmp8Rtck-Egd0PMQ1e7OVepkzUZg-1PZML1vcWii-vEnGureiUb0D1HyWtyJTsQqz6mCmoDJjP8QEsgG0Zoqof7JTd_zo/s1600/DSCW510P.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9yOyBkz9CZABfUt1b8wakDzw-HCdRhpwvTS9EntzbjJF7EJmmp8Rtck-Egd0PMQ1e7OVepkzUZg-1PZML1vcWii-vEnGureiUb0D1HyWtyJTsQqz6mCmoDJjP8QEsgG0Zoqof7JTd_zo/s1600/DSCW510P.jpg" /></a></div>This camera is with 12.1 mega pixel. It is with 26mm equivalent lens and 4x optical zoom. LCD size of it is 2.7". Many features like smile shutter, face detection and iauto are available in it. Sweep panorama also can be seen in Sony w510 digital camera.<br />
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<div style="text-align: center;"><b><span class="Apple-style-span" style="color: red;"><a href="http://adf.ly/2JBSn">SONY REVIEW FROM HERE</a></span></b></div>SONY DIGITAL STILL CAMERAShttp://www.blogger.com/profile/02660628252322201771noreply@blogger.com0