tag:blogger.com,1999:blog-33079119727122976742024-03-12T20:05:48.769-07:00Local Bloke Antenna Services, BrisbaneA blog where you will find tips and tricks on TV antenna installation, TV wall mounting Digital Home surround system setups, antenna repair, TV reception problems etc. Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-3307911972712297674.post-31356312050651860372015-05-15T03:42:00.000-07:002015-05-15T03:52:21.238-07:00How to Install a New Home Theatre: Step by Step [Infographic]<div dir="ltr" style="text-align: left;" trbidi="on">
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These days the movie theaters are trying to give as much homely feel as they possibly can. This means nothing can be better than watching movie at home with bunch of others and with a table loaded with food. Why not try transforming your living space or study room into a fabulous home theater? Trust us the procedure is not as high end as the movie watching experience. Here are little bit information to help you start off creating your own home theatre:</div>
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<a href="http://1.bp.blogspot.com/-r4jfREo7Uh8/VVXIY5xEqXI/AAAAAAAAAJk/1neZ7BH5TbA/s1600/How%2Bto%2Binstall%2Ba%2Bnew%2Bhome%2Btheatre.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="1026" src="http://1.bp.blogspot.com/-r4jfREo7Uh8/VVXIY5xEqXI/AAAAAAAAAJk/1neZ7BH5TbA/s1600/How%2Bto%2Binstall%2Ba%2Bnew%2Bhome%2Btheatre.png" wi="" width="600" /></a></div>
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<i>This comprehensive infographic created by <a href="http://www.antennainstallation.com.au/" target="_blank">Local Bloke Antenna Services</a></i><br />
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-10839327890355435262014-01-31T00:16:00.000-08:002014-01-31T00:24:17.378-08:00How Upgrading to A Complete Home Theatre Installation will Transform Your Viewing Pleasure<div style="text-align: justify;">
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Not in the far too distant past, the idea of having a large
room specifically dedicated to home entertainment was a distant dream for many
people. Today’s advancements in technology have allowed many high end systems
to become available to the general public to feast their eyes on the latest in
entertainment options. There are many different systems on the market to choose
from today, so here is a run-down of the essential kit you simply must have to
transform your movie watching into a true theatre experience with a complete
home theatre setup.<br />
<br />
One of the first pieces of kit you simply must have is one of the latest large
screen televisions for all of your visual pleasure. There are a few different
technologies available for you to choose from, each with their own pros and
cons. Is movie watching and video games is what you live for, then a HD (High
Definition) TV is a must. The majority of televisions made today are all HD
which comes in two varieties: HD 720p and Full HD 1080p. The price of full HD
televisions sets has come down to very reasonable prices, so unless you are on
an extremely low budget, go for full HD to reward your eyes with visual
fidelity.</div>
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<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-9RpF3NGTPhg/UutITmLPCnI/AAAAAAAAAHU/CN3ILida67w/s1600/samsung2_2328385b.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-9RpF3NGTPhg/UutITmLPCnI/AAAAAAAAAHU/CN3ILida67w/s1600/samsung2_2328385b.jpg" height="248" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Img: Samsung</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<br />
LCD HDTVs are the most popular choice right now, with many sets costing less
than $350 for a relatively large screen. Whilst LCD TVs are great for their
price, the technologies have moved on in recent years to LED and OLED TVs which
gives greater contrast ratios, richer colours as well as faster refresh rates
when viewing fast-moving action or sport. Plasma screens are an older
technology that is useful when a huge screen is needed. It tends to be far too
expensive to make large LCD, LED or OLED televisions, so Plasma is your choice
if you need a screen larger than 60”.<br />
<br />
3D televisions have also made great strides in technology to give us some of
the most immersive film and video game entertainment ever experienced. The
majority of 3DTVs come with the necessary glasses needed to enjoy 3D films and
games, as well as being able to watch and enjoy films, TV and games in standard
non-3D formats. Additional 3D glasses can be bought for when friends come over
to watch the big game, or for family movie night with the kids.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-AAKIerzv_w4/UutISZBf2_I/AAAAAAAAAHI/icgDcCU2xGg/s1600/Product+wiki.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://1.bp.blogspot.com/-AAKIerzv_w4/UutISZBf2_I/AAAAAAAAAHI/icgDcCU2xGg/s1600/Product+wiki.jpg" height="286" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Img: product wiki</td></tr>
</tbody></table>
<br />
To go with your television you will need to create a simply stunning aural
treat for your ears. This is where a surround sound system comes in to give you
a truly immersive experience that matches the best theatres out there. Whilst a
traditional 5.1 surround sound system can be bought for an amazingly cheap
price, to truly get the best out of your movies in the audio department you
might want to opt for a larger 7.1 surround sound system.<br />
<br />
Systems are available that support the Dolby surround sound system, as well as
the THQ system (both of which are widely used in cinemas and theatres) both
different systems will give you exceptional sound quality, especially if you
take advantage of the latest in optical audio connections. You will need a
surround sound amplifier to feed the range of speakers, so choosing the latest
Blu-Ray player, or gaming console such as the PlayStation 4 that includes a
player built in will save you money on buying multiple systems.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-xymPcqC9bPk/UutISoryvWI/AAAAAAAAAHQ/b4lp3RzMoLY/s1600/digitaltrends.com.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-xymPcqC9bPk/UutISoryvWI/AAAAAAAAAHQ/b4lp3RzMoLY/s1600/digitaltrends.com.jpg" height="266" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Img: digitaltrends</td></tr>
</tbody></table>
<br />
<br />
That brings us on nicely to video gaming on your home theatre system. With a
choice of the latest games consoles like the Xbox One, PlayStation 4 and the
Nintendo WiiU to choose from, you will be able to play the latest and greatest
games in full HD. Both the Xbox One and the PlayStation 4 feature Blu-Ray movie
playback, as well as featuring the ability to play 3D movies and games. This
makes those consoles a bargain buy for anyone wishing to expand their home
theatre system on a smaller budget.</div>
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<br />
<div class="separator" style="clear: both;">
<a href="http://4.bp.blogspot.com/-2lXPt13oxR0/UutISBQWffI/AAAAAAAAAHM/-EJLuR7o-l8/s1600/Antenna+Installer.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-2lXPt13oxR0/UutISBQWffI/AAAAAAAAAHM/-EJLuR7o-l8/s1600/Antenna+Installer.png" height="200" width="170" /></a></div>
Using the help of a <a href="http://www.antennainstallation.com.au/home-theatre" target="_blank"><b style="mso-bidi-font-weight: normal;">professional installer</b></a> to guide you through the process will offer you many advantages
along the way. Not only can a professional offer advice on the types of cables
and connection you may need to fully take advantage of your <b>home theatre setup</b>,
but making use of a local engineer will help you resolve any small problems you
may face in the future. There are many professional home theatre installation
services in Brisbane, so do your homework and find a local expert to offer the
best advice.<br />
<br />
So with your new home entertainment system comprising of the latest LED or 3DTV
to watch the latest blockbuster films, an audibly crisp 7.1 surround sound
system to enjoy all of your music and the latest video game console you can
start to experience entertainment on another level. With a range of smaller
kits to choose from all the way up to a complete customised solution, you can
always add to your home theatre to make it the envy of the local cinema.<br />
<br style="mso-special-character: line-break;" /></div>
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.com23 Dover Street, Red Hill QLD 4059, Australia-27.4523405 153.00089720000005-77.247677 70.383709700000054 22.342996 -124.38191529999995tag:blogger.com,1999:blog-3307911972712297674.post-72513326042162761682013-12-25T21:03:00.000-08:002013-12-25T22:19:28.362-08:00What are the Benefits of Digital Television?<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
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With the digital television revolution well and truly upon
us and analogue signal being turned off all around the country, you might be
wondering what exactly there is to gain from going with digital. Has it really
been worth all the hassle? We were doing fine with analogue TV, weren't we?
Nowadays the quality of high definition TV’s are becoming a little over the
top; some even profess to be more crystal clear than real life. Yes we may be
going overboard somewhat but the pros well and truly outweigh the cons. Let’s
take a look at some of the main advantages:<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-m3DjxNG1Lhg/Uruuka_SSrI/AAAAAAAAAGU/-f5pVmDwQx4/s1600/sony-press-shot-ultra-hd-4k-tv.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="290" src="http://2.bp.blogspot.com/-m3DjxNG1Lhg/Uruuka_SSrI/AAAAAAAAAGU/-f5pVmDwQx4/s640/sony-press-shot-ultra-hd-4k-tv.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sony</td></tr>
</tbody></table>
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<b>Picture quality</b><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
This is obviously the main feature of digital TV, as the
quality of the image on the screen is far superior to what we were subject to
in earlier years. The picture is more focused, sharper and has a higher
resolution. The downside of this of course is that it is rather unforgiving on
a poor signal. With digital TV you've either got a great picture or you've got
one that is unwatchable; there’s no middle ground. Back in the day with
analogue, you could make do with a less-than-optimal fuzzy image and still
enjoy the show. Luckily, there’s things you can do to be sure your digital
signal never lets you down (have Local Bloke install the antenna, for
instance). <o:p></o:p></div>
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<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-Bdti7HAYb50/UruujRaFC6I/AAAAAAAAAGQ/WBngsuM_LhM/s1600/1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: justify;"><img border="0" height="196" src="http://4.bp.blogspot.com/-Bdti7HAYb50/UruujRaFC6I/AAAAAAAAAGQ/WBngsuM_LhM/s200/1.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Img: ukrainbusiness.com</td></tr>
</tbody></table>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><br /></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b>More channels</b><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
You are probably aware that a whole bunch of new channels
came in when we turned on the digital signal. Back in the analogue days we had
ABC, Channel 7, Channel 9, Channel 10, SBS and Channel 31 (if you were lucky).
Nowadays, there are multiple channels for each network. But this did not happen
by accident. The digital signal has a narrower bandwidth, meaning more channels
can fit in a given frequency range. <o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-HIkHXx20M1c/UruujqZQlcI/AAAAAAAAAGE/QcKY2aInU2k/s1600/2.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: justify;"><img border="0" src="http://3.bp.blogspot.com/-HIkHXx20M1c/UruujqZQlcI/AAAAAAAAAGE/QcKY2aInU2k/s1600/2.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Samsung</td></tr>
</tbody></table>
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<b><br /></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><br /></b>
<b><br /></b><br />
<div style="text-align: left;">
<b><br /></b></div>
<div style="text-align: justify;">
<b>Compatibility</b></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<div style="text-align: justify;">
Some have suggested that the future of television, computers
and home entertainment is that it will all be accessible on one or more
screens. It certainly seems as if we are moving towards this and the fact that
digital televisions are increasingly compatible with computers, DVDs, Blue-Ray
players, etc. suggests this. Nowadays, it’s expected that a TV have a USB port,
for instance. Having this compatibility is very handy and was something we
could only dream of in years passed. <o:p></o:p></div>
</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><br /></b></div>
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<b><br /></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Flexible Viewing Options</b></div>
<div class="MsoNormal" style="text-align: justify;">
This is potentially the biggest advantage that digital TV
has over its analogue counterpart. Because digital files are so easy to
duplicate and store, w’re able to view the programs on-demand in a much more
efficient manner. Ideally, this would result in being able to watch any program
at any time; we’re already able to store hundreds of hours of programming on
our own systems and technology is only improving. This could potentially lead
to the phasing out of scheduled programming, which it seems has already become
an archaic notion with the availability of online downloads.</div>
<div class="MsoNormal" style="text-align: justify;">
<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-fQcAIWIRHw8/UruwDz4jvPI/AAAAAAAAAGc/TwvXVYXfFGc/s1600/4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-fQcAIWIRHw8/UruwDz4jvPI/AAAAAAAAAGc/TwvXVYXfFGc/s1600/4.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Imag: cnet.com</td></tr>
</tbody></table>
<div class="MsoNormal">
<b>Local Bloke Antenna Services</b></div>
<div class="MsoNormal">
We ensure that you
receive the best signal for a wonderful TV viewing experience. Whether you've got a <b><a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna</a> </b>or like to set up one, we can help you out. We also help you out with mounting
your new plasma to the wall, home cinema installation and more. Contact us in
Brisbane or visit our <b><a href="http://www.antennainstallation.com.au/" target="_blank">website</a></b> for
more info!</div>
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-40594306457536467452013-11-27T22:09:00.000-08:002013-11-27T23:11:36.439-08:00What is the reason for reality TV’s dominance in Australia?<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal">
<div style="text-align: justify;">
Without any doubt, reality TV is dominating television programming in
Australia. We are constantly seeing programs like <i>MasterChef</i>, <i>The
Block</i>, <i>The Bachelor</i>, <i>The Biggest Loser </i>and <i>Big
Brother</i> at the top of our ratings. While reality television has been
around for some time, you could argue that is has never been more relevant than
at present. What is the reason for this? As outlined by Kerrie Murphy, reality
TV ‘reflects television’s own struggle with alternative media outlets. (It has)
offered free to air stations a unique and importantly cheap form of programming’.</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://2.bp.blogspot.com/-SutQPUrYCcM/Upbbak-ENiI/AAAAAAAAAFY/iaKq2jglCTI/s1600/masterchef-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-SutQPUrYCcM/Upbbak-ENiI/AAAAAAAAAFY/iaKq2jglCTI/s1600/masterchef-2.jpg" /></a></div>
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<div style="text-align: justify;">
<br /></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
Certainly, the notion of tuning into the same television program every week has
naturally been phased out as a result of series downloads being available
online. Why bother having to plan your life around a TV show and putting up
with ads? Plus, missing just a single week can put you well behind the 8-ball
in terms of plot. Audiences generally prefer to download television programs -
particularly drams - and with technology allowing people to easily connect a
laptop to a home theatre, they can be viewed on a big screen in high
definition.</div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://3.bp.blogspot.com/--pMDk01tNOk/Upbac47OG-I/AAAAAAAAAFM/ozSzGqqX1dw/s1600/TheBachelor_Logo_500x281.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="182" src="http://3.bp.blogspot.com/--pMDk01tNOk/Upbac47OG-I/AAAAAAAAAFM/ozSzGqqX1dw/s640/TheBachelor_Logo_500x281.jpg" width="640" /></a></div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
TV networks are seeing fewer viewing numbers for serious TV dramas that are
rife with plot arcs over a number of episodes and complex characters. To
casually turn on the television and trying to watch these kinds of programs
without starting from the beginning is a bit like opening a book in the middle
and trying to make heads and/or tails of the plot. People are more willing to
watch programs that are more self contained and don’t require all that much
concentration (which helps viewers easily tune out for commercials). Cop dramas
such as <i>CSI </i>work because each episode works within itself,
much like a sit-com.</div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="http://2.bp.blogspot.com/-RrLqe3UdT4I/UpbbkB92uqI/AAAAAAAAAFg/pwXRSiSN80s/s1600/header.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="148" src="http://2.bp.blogspot.com/-RrLqe3UdT4I/UpbbkB92uqI/AAAAAAAAAFg/pwXRSiSN80s/s640/header.png" width="640" /></a></div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Reality television has become increasingly popular and now dominates our
ratings for peak times and ultimately it’s been changes in our viewing habits
and the impact of other mediums that has been responsible for the shift.</div>
<div style="text-align: justify;">
<br /></div>
<o:p></o:p></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: justify;">
At <b>Local Bloke Antenna Services</b>, we’re here to ensure you get the best signal
to watch your programs, whether you’re into reality television, sports or cop
dramas! We’re also able to help you out with mounting your new plasma to the
wall, home cinema installation and more. Contact us in <b>Brisbane </b>and improve
your home viewing experience today. Visit our <b><a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">website</a></b> for more info!<br />
<br />
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-1954636806804037412013-10-30T21:10:00.001-07:002013-10-30T21:10:29.078-07:005 Reasons You Might have Bad Reception<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<a href="http://3.bp.blogspot.com/-awBvjBZGD0M/UnHWSvGJ4ZI/AAAAAAAAAEs/J-iNpnAp4vc/s1600/antenna.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://3.bp.blogspot.com/-awBvjBZGD0M/UnHWSvGJ4ZI/AAAAAAAAAEs/J-iNpnAp4vc/s1600/antenna.jpeg" height="240" width="320" /></a>In
this day and age, you shouldn’t have to put up with poor reception, especially
when the majority of the country has digital signal up and running. There’s
nothing more frustrating than bad sound of visual television quality and if
you’re going to fork out money for a state-of-the-art home entertainment
system, you might as well have a few tricks up your sleeve to keep in mind when
these problems do present themselves. Here, we take a look at some of the
factors that determine why you might be experiencing reception that is not up
to standard. Take note, because diagnosing the problem can make it much easier
to solve it, as well as saving you money and a lot of hassle!</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Location</b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Quite
obviously, your location plays a big role in determining the quality of
reception that is available to you. Living in a valley, near high rise
buildings or in an area with power lines, is likely to affect the quality of
your reception. This is because the signal bounces off and is absorbed by these
structures to some degree, meaning the transmission you receive is not 100%
accurate. Your antenna is best placed on the roof of your house with a clear
line of sight (so to speak) to your transmission tower, but was mentioned, what
lies between them can affect the reception.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-I7FGQsl5Fw0/UnHWeB8OMcI/AAAAAAAAAE0/4VySLOd62hc/s1600/antenna.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-I7FGQsl5Fw0/UnHWeB8OMcI/AAAAAAAAAE0/4VySLOd62hc/s1600/antenna.jpg" height="240" width="320" /></a></div>
<b style="mso-bidi-font-weight: normal;">Changes to your set up</b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
If
your reception has suddenly become a problem it might be because you’ve changed
your television set up in some way. Changes you might not even think about can
have an effect such as adding TV points around the house, unrelated work that
has been done on the roof or bad weather (both of which can knock the antenna
from its optimum position), buying a new television or upgrading to digital or
increasing the distance your reception point and the antenna.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Age of the Antenna</b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Like
most products, old antennas need to be replaced every few years. Interestingly,
most Australians service or replace their antenna ever 12 years and still
expect perfect coverage! Obviously, every case is different and many antennas
will do their job for much longer than this. However, many can become damaged,
have deteriorated cables or be subject to other changing factors (tree
positions changing, move to digital television). If everything else seems to be
working fine and the problem is getting worse, it might simply be time to
replace your antenna.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
If
you still can’t figure out why you’re not getting the signal you’re after, it
might be time to call in an <a href="http://www.antennainstallation.com.au/" target="_blank">antenna specialist</a>. It might be that you simply
need a signal booster installed or possibly an adjustment to your existing
antenna. Otherwise, a replacement antenna may be required - but you can be sure
it will be long lasting and guarantee you’ll have the best viewing experience
for yeasr to come!</div>
</div>
Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-13874247684945511032013-09-25T01:33:00.000-07:002013-09-25T01:43:17.603-07:00A Brief History of Television<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
It’s
fair to say that one of man’s greatest inventions is the television. It has
evolved significantly throughout its history, and today it is a must-have in
every modern home. Television does not only provide entertainment for people
but is also used as an important means of communication and information
resource.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
The
origin of the television can be traced back to people experimenting with radio
and electricity. This led to the development of very basic technology and ideas
that formed the building blocks to the invention of the television.<br />
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<a href="http://www.doggieville.co.uk/images/tvhistory.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.doggieville.co.uk/images/tvhistory.jpeg" height="210" width="320" /></a>The
very first mechanical module of television was built by a German student known
as <a href="http://en.wikipedia.org/wiki/Paul_Gottlieb_Nipkow" target="_blank">Paul Nipkow</a> in the 1800s. His road to success began when he managed to send
pictures through the wires with the simple assistance of a rotating metal disk.
This invention was dubbed the electric telescope which comprised of only 18
resolution lines.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Crica
1907, two individuals, one from Russia, Boris Rosing, and one from England, A.
A. Campbell Swinton, made use of the cathode ray tube alongside the mechanical
module system. This integration created a revolutionary system of television.
The outcome of the experiments conducted led to the creation of two different
types of television systems: the mechanical TV and the electronic TV.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b>The
History of Mechanical TV</b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/thumb/d/dc/Charles_Francis_Jenkins_cph.3b30033.jpg/220px-Charles_Francis_Jenkins_cph.3b30033.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/dc/Charles_Francis_Jenkins_cph.3b30033.jpg/220px-Charles_Francis_Jenkins_cph.3b30033.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Charles Jenkin</td></tr>
</tbody></table>
The
very first mechanical television system that came to practical use was invented
by Charles Jenkin in 1923. He developed the idea from Nipkow and made various
adjustments and developments. In 1931 he accomplished hundreds of sales of his
Radioviser Model 100.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
During
the year 1926, a couple of years after Jenkins’ success in 1923, John Baird, a
British inventor, was the very first individual who succeeded in the
transmission of moving images through Nipkow’s creation of the mechanical
system. John Baird pushed the possibilities of television by creating the very
first TV studio in the world.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Despite
the great advancements in mechanical TV, the electronic TV system superseded it
by 1934. In fact, the electronic system is the basic foundation of TV we use
today.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b>The
History of Electronic TV</b></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Despite
Swinton’s success in discovering the possibilities of the electronic television
system, it never saw the light of practical application in the real world. Only
until 1927 did Philo Farnsworth invent an operational model of the electronic
TV that worked. Credit must be given to Swinton as the ideas were integrated
and advanced into a working model.</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Philo’s
experiments started from a very young age of being only 14 years old. His
creativity and interest in electronic television sparked success when he
reached the age of 21 with the creation of the very first electronic TV system
in the world. This creation moved away from the use of rotating disks or other
similar components that had been used in mechanical televisions. As a result
the beginning of the foundation of television as we know of it today was born.<br />
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
The
early television systems were all in black and white with the introduction of
colour not happening until much later on with the improved technology of
antenna systems and reception towers to boost the viewing experience.<br />
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Obviously
the television was one of the most important inventions of the 20th century.
<a href="http://www.antennainstallation.com.au/" target="_blank"><i>Local Bloke Antenna Services</i></a> is here to help you get the most out of your
viewing experience. Contact our team in TV antenna experts in Brisbane and find
out how we can help you.<br />
</div>
</div>
Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-17253887505722215212013-07-17T02:10:00.000-07:002013-07-17T02:31:30.135-07:00What you need to know about digital Antenna Installation<div style="text-align: justify;">
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</xml><![endif]-->If
you’re looking to install a TV antenna or satellite dish in Brisbane, it can
help to be aware of the best options depending on your situation. Different
antennas are appropriate for different homes and businesses. To ensure you
receive the best quality signal and TV reception, the technician needs to
consider the geographical location, the presence of nearby structures, the
height of the antenna and a number of other factors. While every experienced <b>digital
<a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">antenna installer</a></b> will run you through the options and provide you with the
most appropriate solution, it can help to know a little bit about it.</div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
TV
Antennas generally differ a great deal in terms of reception, although a
standard antenna typically provides an optimum signal in most cases. If
however, you live in a rural area you are nearby tree, construction works or
large buildings, there is a chance that the quality of signal will be
diminished. You might also be close to a station’s broadcast tower, in which
case the antenna can be compromised by signal overload.</div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
This
is where a good Brisbane TV Antenna technician earns his or her money. They
need to look at the relevant factors to determine the size of antenna and
whether or not the use of a booster or mount is required. With the use of a
digital field strength meter, the technician can be sure that the TV reception
is at the highest level possible.</div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
If
you are having an existing reception issue checked out by a professional, there
a number of things that they will look for when correcting the problem. While
it may seem overly simple, digital reception can be significantly improved by
moving your antenna, even by a distance less than a metre. Sometimes over the
years, an antenna can be dislodged or moved even a tiny distance away from the
optimal location where it was installed initially. A mount can also be used to
raise the antenna and find that suitable location. With the help of a few tools
and experience in the field, the technician can figure out where the best
location for your antenna is and orient it in such a way so as to guarantee
quality <i>digital TV reception</i>. </div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
If
reception is still not at the desired level, the technician can attach a signal
booster to your antenna. These are generally weatherproof and highly durable,
meaning that they are long-lasting in any conditions.</div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify; text-justify: inter-ideograph;">
A
satellite dish can also be installed and this can pick up a greater number of
digital TV and radio channels. Speak to the experts at <i>Local Bloke Antenna
Services</i> in Brisbane or visit our website for more information and find a
quality digital antenna!</div>
Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-59937659787353039152013-03-29T21:39:00.000-07:002013-03-30T04:13:29.432-07:00The Challenges of Installing Home Theatre On Your Own<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" style="cursor: move;" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: right;"><tbody>
<tr><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;">TV Viewing Pleasure</td></tr>
</tbody></table>
Have you ever tried to install a<a href="http://www.antennainstallation.com.au/home-theatre" target="_blank"> home theatre system</a> on your own and had no problem with it? Well I’ve tried
and let me tell you, it’s no simple task. If you buy a very simple and
basic <a href="http://en.wikipedia.org/wiki/Home_theatre" target="_blank">home theatre</a> or sound system, I can see how you might be able to
install it without pulling your hair out because it’s a much easier job.
However, if you buy a more sophisticated home theatre system, you will
see that it is not at all easy to install on your own. In this article, I
will be telling you about the problems and complications that I faced
when I tried to do just that. </div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcQfmZj8sN3ZPbpMlm7frtTl1iIaX-dea2xngFhJ1-rhE01ixxkIiZQULYNf" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" class="rg_i" height="258" name="KhNtFx55XTwFQM:" src="https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcQfmZj8sN3ZPbpMlm7frtTl1iIaX-dea2xngFhJ1-rhE01ixxkIiZQULYNf" style="display: inline-block;" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Home Theatre</td></tr>
</tbody></table>
<div style="text-align: justify;">
For years, I’ve always wanted to get a premier home theatre for my house and I had my eyes laid on the <a href="http://www.amazon.com/gp/product/B004W6RLO6/ref=as_li_ss_tl?ie=UTF8&tag=hometheater011-20&linkCode=as2&camp=1789&creative=390957&creativeASIN=B004W6RLO6" target="_blank">Yamaha <span class="caps">YHT 895</span></a> with a 56 inch screen size plasma TV. With six <span class="caps">HDMI</span> ports, more than 8 speakers and a woofer bigger than my <span class="caps">CPU</span>
box, it was a bargain and just what I was looking for. Although the
Radio Shack salesperson suggested that I hire an installation expert, I
decided to try it on my own. I had installed a home theatre system
before and I was confident that it wouldn’t be any trouble at all. How
wrong I was.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
The very first problem that I
had in the installation of the system was to actually understand the
manual. The manual was a big book and it had some amazing pictures with
details. However, even though they were written in English, I was having
a tough time making heads or tails of them. It might as well have been
in Spanish with the trouble I was having. Going through the manual and
understanding every detail took over an hour and once I just started to
think I was getting somewhere, I realised that I’d made a mistake and
had to start over. You need to make sure that you connect each and every
wire to the correct ports, and it can be a very trial and error based
process. Since most of the home theatre systems are now digitalised, you
have to be really careful with the wiring system. I was also having
problem with my old analogue TV antenna as well. I also didn’t know
where to place the satellite speakers. As a result I was getting an echo
and noise in the room whenever I played a movie or put on some music. I
wasn’t able to enjoy the system at all and decided to call for
professional help.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Lucky for me, there are hundreds
of professionals who install <a href="http://www.antennainstallation.com.au/home-theatre" target="_blank">home theatre systems</a>. I just searched
Google for ‘Home Theatre Installation<a href="http://www.antennainstallation.com.au/home-theatre" target="_blank"> Brisbane</a>’ and found a number of
service providers that were close by. They were very professional, came
to fix the problems quickly and I was finally getting the result I was
expecting from the home theatre system. The technicians also replaced my
old analogue TV antenna with a digital one as well.<br />
<br />
</div>
</div>
</div>
<a href="http://theaustralianindex.com/">The Australian Index</a></div>
Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-53679398533484175142013-02-07T01:48:00.001-08:002013-02-10T23:08:43.060-08:00The Demand for Digital Ready VHF/UHF Antennas Rises up as Australia Switches to Digital Broadcasting<div id="fb-root"></div>
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<br />
<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: justify;">
<span style="text-align: justify;">Like most other developed countries, Australia
has also joined in the bandwagon of <a href="http://www.independent.co.uk/money/broadband/what-is-digital-tv-8205780.html" target="_blank">digital TV</a> broadcasting and gradually
switching to this “digital format only” strategy. While some parts of Australia
has both analogue and <a href="http://en.wikipedia.org/wiki/Digital_television" target="_blank">digital signals for TV broadcasting</a>, the concerned
authorities have decided to phase out or switch off the analog signals across
the country by the end of 2013. It means that <a href="http://en.wikipedia.org/wiki/List_of_digital_television_channels_in_Australia" target="_blank">Australian </a></span><span class="caps" style="text-align: justify;"><a href="http://en.wikipedia.org/wiki/List_of_digital_television_channels_in_Australia" target="_blank">TV </a></span><span style="text-align: justify;"><a href="http://en.wikipedia.org/wiki/List_of_digital_television_channels_in_Australia" target="_blank">Channels</a> will be broadcasted using digital-only signals and there will be no analogue
signals in 2014. While the switch was evident and needed for a long while, it
might create a few problems for the people who are not ready for the change.</span></div>
<span style="text-align: justify;"><br /></span>
<br />
<div style="text-align: justify;">
According to a recent survey in Perth,
approximately 12.9% of the total population will face problems due to this
switch over. These people have been using televisions which were manufactured a
long time ago and they didn’t include the features to receive digital TV
signals. While they have been a reliable and cost effective mean for TV
entertainment, they will become absolutely useless as there will be no analogue
broadcasting from January 2014. In this backdrop, those people will need to buy
a digital TV which might cost them a big fortune. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<img src="http://news.cnet.com/i/bto/20090612/Amplified_antenna_270x270.png" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Once the TV broadcasting is switched to digital
format, people will get access to the existing channels as well as lots of new
free-to-air channels along with <a href="http://www.digitalready.gov.au/what-is-the-switch/VAST-service.aspx" target="_blank">Viewer Access Satellite Television</a> (VAST)
services. The picture quality and viewing experience will be ten times better since
it uses a stronger frequency for broadcasting. With better and stress free TV
viewing, people will also get access to <a href="http://en.wikipedia.org/wiki/Electronic_program_guide" target="_blank">Electronic Program Guide</a> (EPG) and also
watch TV and movies in widescreen as well. This is a must initiative for
Australian broadcasting authorities to keep up-to-date with the international
technology and also free up frequency space. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
However, the people in the audience must make
sure that they have digital TV so that they can adapt to this expensive
changeover. Nevertheless, the government is providing a couple of schemes and
subsidy for this initiative which will help the common people. In addition,
there are a few cost effective digital set top boxes and digital ready <a href="http://www.wisegeek.com/what-is-a-vhf-antenna.htm" target="_blank"><span class="caps">VHF</span>/UHF antennas</a> which can ensure stress free TV viewing
without even buying an expensive TV. Also on digital signal, people will need
to make sure that they receive a strong signal unless which they won’t see the
difference. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Even the most advanced and sophisticated TV will
not show you a good video if it doesn’t get good signal. If you live in a place
with poor signal, you must buy a good quality digital ready <span class="caps">VHF</span>/UHF
antenna. If the people see that the picture quality is also not up to the mark
and they are seeing static or flicker in the videos, it is also a clear sign
that they either need to buy a new antenna or install the old one properly. In
case they are from a remote place, they might also need boosters or amplifiers
as well. The positioning and overall installation of an antenna is also very
critical. If you see that you are not able to install it properly or not
getting quality picture, you should call a professional <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">antenna installer</a> who
might solve your problem. A typical professional antenna installer can provide
you a wide range of services including installing digital ready antenna &
roof mount, confirm digital reception quality. Just look for <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">professional antenna service</a> with the name of your city e.g. Brisbane in Google and you will
get them in no time.</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-83646477589746115882012-12-17T01:16:00.000-08:002013-02-12T00:29:53.148-08:00Digital Antenna Installation Brisbane<div id="fb-root"></div>
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Do you have an old antenna that doesn’t get digital channels? Or maybe you have an antenna that is broken or doesn’t work properly. Either way, odds are good that you need a new antenna. Not only do you want all the best channels, you also want to make sure you’re receiving the best possible reception for those channels. Of course, the first thing you need is <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna installation</a>. You’ll be able to get everything you need if you choose the right antenna installation company. </div>
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<a href="http://4.bp.blogspot.com/-tBO_TRbSLzE/UM7iRciGZgI/AAAAAAAAACo/qht1ihAmVNY/s1600/dtv.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="257" src="http://4.bp.blogspot.com/-tBO_TRbSLzE/UM7iRciGZgI/AAAAAAAAACo/qht1ihAmVNY/s320/dtv.PNG" width="320" /></a>Your digital antenna is what allows you to watch those TV shows. Without it, you probably won’t be able to watch any channels. That’s where <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna installation</a> comes in handy. If your antenna is broken, then an antenna installation company can take it down and replace it quickly and easily so that you can get back to the shows you love. Or if you don’t have a digital antenna, a trained professional can install one for you in a relatively short amount of time.</div>
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But if you attempt to install a digital antenna yourself, then you risk setting it up incorrectly (unless you know exactly what you’re doing). And if that happens, then you’re back to square one: searching for a digital antenna installation company. By then, however, you will have lost valuable time (and you probably will have already missed some of your favorite TV shows).</div>
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<strong>Making Sure Your Antenna Is Working Properly</strong><br />A <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna installation</a> company can handle a number of your television-viewing needs. That includes ensuring your antenna is working properly or has been installed correctly. Other services include:</div>
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<span style="line-height: 18.516666412353516px;">• Outlet cabling</span></div>
<div style="text-align: justify;">
<span style="line-height: 18.516666412353516px;">• Amplifier</span></div>
<div style="text-align: justify;">
<span style="line-height: 18.516666412353516px;">• Roof Mount</span></div>
<div style="text-align: justify;">
<span style="line-height: 18.516666412353516px;">• Additional wall plates</span></div>
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<span style="line-height: 18.516666412353516px;">• Antenna</span></div>
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<span style="line-height: 18.516666412353516px;">• TV conversion</span></div>
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<span style="line-height: 18.516666412353516px;">• Digital reception assessment</span></div>
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<span style="line-height: 18.516666412353516px;">• Installation/Replacement</span></div>
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Without this, things like your high definition antenna won’t work properly (or at all), for example. Therefore, make sure you spend the time finding a reputable company. Fortunately, there are many antenna installation companies. Look for one with a proven track-record and a history of satisfied customers. And the <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna installation</a> company should work quickly and efficiently. This will require a little background research on your part, much of which can be done online or over the phone.</div>
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<strong>Do Your Homework Before You Hire Someone</strong><br />You bought the latest high definition, flat-screen TV, and now you’re the envy of all your neighbors and friends. But that expensive TV will be rendered useless if you can’t get any channels. That’s where a little research on a <a href="http://www.antennainstallation.com.au/digital-antennas" target="_blank">digital antenna installation</a> company will come in handy. Otherwise, you might not be happy with the end result. </div>
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Hire the wrong company, and you might wind up paying far more than you should have, your digital antenna might not be installed properly, or you’ll wind up with a company that can’t fit you into their schedule at a convenient time. Remember, you</div>
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-10854505426246703762012-11-12T22:30:00.001-08:002012-11-22T01:03:23.518-08:00Getting Digital TV Antennas installed in Brisbane<div dir="ltr" style="text-align: left;" trbidi="on">
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Antennas have always played a major role in the development of the television and media industry, ever since the days when people used the old broadcast televisions that needed installations to receive signals and channels.</div>
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There are different types of TV antennas; the two main ones are the indoor and the outdoor antennas. The indoor ones, which are usually smaller, are designed to be placed near your television sets, unlike the outdoor antennas which come in a larger designs and shapes, and are designed to be placed on the roofs of buildings or attics.</div>
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<a href="http://3.bp.blogspot.com/-ANHBNGF48tY/UKHo3mS63_I/AAAAAAAAACA/Z8QWN_XTX7k/s1600/HDTV-TV-antenna-1024x460.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="177" src="http://3.bp.blogspot.com/-ANHBNGF48tY/UKHo3mS63_I/AAAAAAAAACA/Z8QWN_XTX7k/s400/HDTV-TV-antenna-1024x460.jpg" width="400" /></a></div>
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Normally, outdoor antennas receive better signals than those designed to be placed indoors. This however, is only a general rule; the installation process and location also bear significant effects on reception capacity.</div>
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When it comes to reliability as well, outdoor antennas are generally more reliable as they have the advantages of height, size, and location, which help to guarantee that reception is not interfered with.</div>
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There are several suppliers of <a href="http://www.antennainstallation.com.au/" target="_blank">Digital TV antennas in Brisbane</a> that will be able to satisfy all your needs as per TV reception and antenna installation. </div>
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The best suppliers of <a href="http://www.antennainstallation.com.au/" target="_blank">Digital TV antennas in Brisbane</a> have teams of qualified of professionals, equipped with ranges of fully installed vehicles to respond to the emergency needs of clients, whether they are on a commercial or residential property.</div>
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Asides installation and supply of <a href="http://www.antennainstallation.com.au/" target="_blank">Digital TV antennas in Brisbane</a>, many companies also offer repair services in and around the city.<br />
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-55022112805985429862012-11-12T22:15:00.000-08:002012-11-12T22:17:08.164-08:00Digital Antenna Installation<div dir="ltr" style="text-align: left;" trbidi="on">
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<a class="hoverZoomLink" href="http://lifeconsole.files.wordpress.com/2012/04/1270977990656-9194.jpg" style="background-color: white; border: 0px; color: #2c807f; font-family: inherit; font-size: 14px; font-style: inherit; line-height: 21px; margin: 0px; outline: 0px; padding: 0px; text-align: left; text-decoration: initial; vertical-align: baseline;"><img alt="" class="alignleft" height="336" src="http://lifeconsole.files.wordpress.com/2012/04/1270977990656-9194.jpg?w=224&h=336&h=336" style="border: 1px solid rgb(228, 223, 232); box-shadow: rgba(228, 223, 232, 0.498039) 1px 1px 0px; display: inline; float: left; height: auto; margin-bottom: 1.5714285714em; margin-right: 1.5714285714em; margin-top: 0.4em; max-width: 98%; padding: 6px; text-align: justify;" title="1270977990656-9194" width="224" /></a></div>
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In year 2011-Brisbane, Australia, I’m planning to set up an antenna for digital TV receptions in my new house. I needed professional advice on my old antenna and this new upgrade on digital antennas. Being in Brisbane, I should be right in the <strong style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“<a href="http://www.antennainstallation.com.au/digital-antennas" style="border: 0px; color: #2c807f; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial; vertical-align: baseline;" target="_blank" title="Digital Antenna Installation">Local Bloke Antenna Services</a>”</strong>. I sure as hell hope so because I’m going to buy a UHF-only antenna. <strong style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“<a href="http://www.antennainstallation.com.au/digital-antennas" style="border: 0px; color: #2c807f; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial; vertical-align: baseline;" target="_blank" title="Digital Antenna Installation">Local Bloke Antenna Services</a>”</strong> provide me the total installation with minimum cost.</div>
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I am of the impression that while modern TV receptors and screens are HD.</div>
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When <strong style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“<a href="http://www.antennainstallation.com.au/digital-antennas" style="border: 0px; color: #2c807f; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial; vertical-align: baseline;" target="_blank" title="Digital Antenna Installation">Local Bloke Antenna Services</a>”</strong> installing a Digital TV antenna in my house, there are some critical things I’m learn.</div>
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<ol style="background-color: white; border: 0px; color: #3c3d47; font-family: Georgia, serif; font-size: 14px; line-height: 21px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 1.5714285714em 1.5714285714em; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">Frequently use shorter the cable wires, the better the signal & the result is clear picture.</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">If I want to capture signal which gives a clear picture then the antenna needs to be placed at the maximum height. This will help to avoid any second hand signals.</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">Also check for strong signals from FM and TV stations. This is one of the most common causes of poor reception on HDTV.</li>
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Anonymoushttp://www.blogger.com/profile/13951761659453087281noreply@blogger.comtag:blogger.com,1999:blog-3307911972712297674.post-76245871016631308062012-11-12T22:13:00.002-08:002012-11-12T22:13:24.438-08:00Tips on Installation and Repair of Digital TV Antennas<div dir="ltr" style="text-align: left;" trbidi="on">
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Digital TV installations are relatively cheaper alternatives foraccess to quality pictures and programs. Theyare designed to capture strong signals directly from broadcasting towers, and therefore, do not require the sort of enormous costs typically involved with satellite TV installations.</div>
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There are several types of digital antennas; they are all generally classified however, into indoor and outdoor digital TV antennas. Indoor antennas are designed to be placed within buildings while outdoor antennas are installed on the roofs or attics of buildings. When it comes to reliability, outdoor antennas are probably the best because they are better positioned to receive signals directly from broadcasting towers.</div>
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The most important factor to consider when installing a <a href="http://www.antennainstallation.com.au/digital-antennas" style="border: 0px; color: #2c807f; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial; vertical-align: baseline;" target="_blank">digital TV antennas</a> is the positioning of the antenna. An antenna should be mounted in the farthest position possible from all reflective items and other antennas in the surrounding area.</div>
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Asides antenna positioning, whose poor management can result in major problems, the cabling of the antenna is also cause for major concern. Cable corrosion is a common problem for which many people call on TV antenna repair technicians. Therefore, always check that your cables are intact and devoid of any wear and tear, both in the inner and outer casings.</div>
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As with most technological equipment, <a href="http://www.antennainstallation.com.au/digital-antennas" style="border: 0px; color: #2c807f; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial; vertical-align: baseline;" target="_blank">digital TV antenna</a> frequently experience upgrades. Many people believe their TV antennas only require repair, whereas, the actual problem is that theircurrent versions of digital antennas no longer offer the best level of picture and audio quality. Sometimes, a simple upgrade of an antenna to the latest version could be all that is needed to solve any problem being encountered.</div>
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