tag:blogger.com,1999:blog-88336106421840131712024-03-05T21:31:17.459-08:00DailyCosmicNews - Your Space Blog!News of the Universe every day!Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.comBlogger401125tag:blogger.com,1999:blog-8833610642184013171.post-34173098259403110462016-09-28T04:50:00.002-07:002016-09-28T04:50:42.054-07:00Godspeed SpaceX<div dir="ltr" style="text-align: left;" trbidi="on">
I was worried yesterday , i had a bad night sleep, after i saw the news on Mr. Elon Musk ambitions to Mars.<br />
<br />
Honestly my first reaction was , science is not for playboys and he is planning to invade mars, we are not sure 100% there is no life there !<br />
<br />
Then i went to bed and i remembered Asimov , Arthur C Clarke, Sagan and many others and today i'm at peace again.<br />
<br />
I'm sure this project of going to Mars will take in consideration many philosophical , religious , social , scientific and economical aspects of such<br />
endeavor.<br />
<br />
Mars should be, must be the next step in our path to evolve as a species.<br />
We will be on earth , i hope, for many thousands of years, but it's time to start<br />
thinking that one day we will need to leave home, as we do on our normal lives today.<br />
<br />
Elon Musk said , and i think it's clear to anyone , that it's going to be difficult and dangerous the road ahead, but the true is, someone has to give that step<br />
and dream on a time that dreams are most needed.<br />
<br />
SpaceX has shown that dreams can be made real.<br />
<br />
However i still have some issues on this matter. The timeline set by Mr.Elon Musk seems too short and ambitious. Probably the moon should be considered<br />
as platform to reach farther desinations, also making thinks faster can result in mistakes , that in this case , my cause people to die.<br />
<br />
As for the destination, i'm sure all considerations about the importance of whether there is life or not on Mars will be taken in account before the first boot sets on the marcian soil. Putting people on Mars with the intent to colonize make it mandatory that we are sure that no life, even microbial , exists on Mars.<br />
<br />
I'm aware that Earth life may already reached Mars result of asteroids impact <br />
but still is important to be sure.<br />
<br />
As for cooperation, NASA and other space agencies , are very important for SpaceX goals, and fundamental to get there. They're history of Mars exploration are important to avoid mistakes necessary to avoid. They're technical knowledge will be of most importance on achieving good results.<br />
<br />
I hope, after a night of nightmares , that Space X and Mr.Elon Musk succeed on this fantastic endeavor, Godspeed !<br />
<br />
<br />
<br /></div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-17303962715105672512016-02-08T09:13:00.000-08:002016-02-08T09:13:34.485-08:00Meteorite kills human for the firt time in record history!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj72lWuhSGspFITBRdxdll1BKiSIiUD6zqy2Gcm4kqrMccAXdgMPl8U7_CZIFU5he7EpkTvhFuKTYVDSx2L8HYUsWpak6D5LePiGbruGL2YbG6ULAXap576KKrpTxIxcZItKyCWjFYxN0ez/s1600/apophis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj72lWuhSGspFITBRdxdll1BKiSIiUD6zqy2Gcm4kqrMccAXdgMPl8U7_CZIFU5he7EpkTvhFuKTYVDSx2L8HYUsWpak6D5LePiGbruGL2YbG6ULAXap576KKrpTxIxcZItKyCWjFYxN0ez/s320/apophis.jpg" width="320" /></a></div>
<br />
<br />
<br />
Mystery over an explosion in Vellore district has been solved after the
Tamil Nadu government confirmed that a meteorite fell on a private
engineering college premises on Saturday killing a bus driver and
injuring two gardeners and a student.<br /> <br /> Chief minister J
Jayalalithaa on Sunday announced a solatium of Rs 1 lakh for the family
of Kamaraj, a bus driver of Bharathidasan Engineering College at
Natrampalli, who was killed and Rs 25,000 for three others, who were
injured in the explosion. more <a href="http://timesofindia.indiatimes.com/india/Meteorite-explosion-killed-Vellore-college-bus-driver-Tamil-Nadu-government-says/articleshow/50889270.cms" target="_blank">Here</a><br />
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
THIS
may be the first official confirmation of an object from space killing a
living thing on earth this side of the 20th century.<br />
On Sunday, Tamil Nadu Chief Minister J Jayalalithaa issued a
statement saying the death of a man on the premises of a private
engineering college in Vellore district the day before had been caused
by a meteorite.<br />
<div class="pageadd" id="div-gpt-ad-1429260192255-0">
</div>
“A mishap occurred yesterday when a meteorite fell in the campus of a
private engineering college in Vellore district’s K Pantharappalli
village…,” she said in a release here, adding that she had ordered the
district administration and hospital officials to offer the best
treatment to the three injured.<br />
- See more at:
http://indianexpress.com/article/india/india-news-india/jayalalithaa-vellore-explosion-tamil-nadu-cm/#sthash.HRVxqa8T.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
THIS
may be the first official confirmation of an object from space killing a
living thing on earth this side of the 20th century.<br />
On Sunday, Tamil Nadu Chief Minister J Jayalalithaa issued a
statement saying the death of a man on the premises of a private
engineering college in Vellore district the day before had been caused
by a meteorite.<br />
<div class="pageadd" id="div-gpt-ad-1429260192255-0">
</div>
“A mishap occurred yesterday when a meteorite fell in the campus of a
private engineering college in Vellore district’s K Pantharappalli
village…,” she said in a release here, adding that she had ordered the
district administration and hospital officials to offer the best
treatment to the three injured.<br />
- See more at:
http://indianexpress.com/article/india/india-news-india/jayalalithaa-vellore-explosion-tamil-nadu-cm/#sthash.HRVxqa8T.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
THIS
may be the first official confirmation of an object from space killing a
living thing on earth this side of the 20th century.<br />
On Sunday, Tamil Nadu Chief Minister J Jayalalithaa issued a
statement saying the death of a man on the premises of a private
engineering college in Vellore district the day before had been caused
by a meteorite.<br />
<div class="pageadd" id="div-gpt-ad-1429260192255-0">
</div>
“A mishap occurred yesterday when a meteorite fell in the campus of a
private engineering college in Vellore district’s K Pantharappalli
village…,” she said in a release here, adding that she had ordered the
district administration and hospital officials to offer the best
treatment to the three injured.<br />
- See more at:
http://indianexpress.com/article/india/india-news-india/jayalalithaa-vellore-explosion-tamil-nadu-cm/#sthash.HRVxqa8T.dpuf</div>
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-6467797648712322282013-11-29T03:18:00.003-08:002013-11-29T03:18:24.462-08:00Some Part of Comet Ison survived! <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dy6xwt1vYmRAQA06-KTCipGbdQ-Rc0s6U0wC1GuSI2A_cOAda2cqZj1SmTEFKQnt26OC79HfBBBhZdL2QURhw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
Comet ISON flew through the sun's
atmosphere on Nov. 28th and the encounter did not
go well for the icy comet. Just before perihelion
(closest approach to the sun) the comet rapidly
faded and appeared to disintegrate. This prompted
reports of ISON's demise. However, a fraction of
the comet has survived.<br />
<br />
Comet ISON seems to be falling apart
as it approaches the sun. Indeed, researchers working
with NASA's Solar Dynamics Observatory said they
saw nothing along the track that ISON was expected
to follow through the sun's atmosphere. Nevertheless,
something has emerged.<br />
<br />
Whether this is a small scorched fragment of Comet
ISON's nucleus or perhaps a "headless comet"--a
stream of debris marking the remains of the comet's
disintegrated core--remains to be seen. </div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-7648518784132342042013-11-28T13:39:00.003-08:002013-11-28T13:42:27.202-08:00Comet Ison did not Survive !<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxQ_vQgWjJWXUJY9JDtVxGWSjcwCGGvi3MlAWmcw4qsCfUZoGEIph-fvt3DOwlLA65MZswWMR6mkCqW7E9R-w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
Evidence is mounting that comet ISON did not survive its brush with the sun earlier today. Nov. 28th, Thanksgiving Day in the USA, the comet was supposed to pass a little more than a million miles above the surface of the sun. As themovie from SOHO shows, the comet had already disintegrated. Click to set the scene in motion, and pay careful attention to the head of the comet.</div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<br /></div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
In the movie, Comet ISON is clearly falling apart as it approaches the sun. Researchers working with the Solar Dynamics Observatory report that they are saw nothing along the track that ISON was expected to follow through the sun's atmosphere.</div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<br /></div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
The movie spans a day and a half period from Nov. 27th (01:41 UT) to 28th (15:22 UT). We see that Comet ISON brightened dramatically on Nov. 27th before fading on Nov. 28th. That brightening might have been the disintegration event, in which the comet cracked open and spilled its vaporizing contents into space.</div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<br /></div>
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<br /></div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<div style="text-align: center;">
<img height="320" src="http://science.nasa.gov/media/medialibrary/2013/11/28/sundiver_anim3.gif" width="320" /></div>
</div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<br /></div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
<br /></div>
<div align="left" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 15px;">
There is still a slight chance that some fraction of Comet ISON has survived.</div>
<div>
<br /></div>
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-20320828331870869572013-11-23T10:43:00.001-08:002013-11-23T10:43:14.381-08:00 Comet ISON Still Intact<div dir="ltr" style="text-align: left;" trbidi="on">
<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;"><img height="341" src="http://www.nasa.gov/sites/default/files/encke_ison_crop_srem_lr.gif" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="field field-name-field-feature-sidecaption field-type-text-long field-label-hidden" style="background-color: white; border: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 11px; line-height: 22.390625px; margin: 0px; outline: 0px; padding: 0px; text-align: start; vertical-align: baseline;">
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<div class="field-item even" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; letter-spacing: 0px; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">
Comet ISON appeared in the higher-resolution HI-1 camera on NASA's STEREO-A spacecraft. Dark "clouds" coming from the right are more dense areas in the solar wind, causing ripples in Comet Encke's tail. Using comet tails as tracers can provide valuable data about solar wind conditions near the sun.</div>
</div>
</div>
<div class="field field-name-field-image-credits field-type-text field-label-above" style="background-color: white; border: 0px; font-family: Arial, Helvetica, sans-serif; font-size: 11px; line-height: 22.390625px; margin: 0px; outline: 0px; padding: 0px; text-align: start; vertical-align: baseline;">
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Image Credit: </div>
<div class="field-items" style="border: 0px; display: inline; font-family: inherit; font-size: inherit; font-style: italic; font-variant: inherit; font-weight: bold; letter-spacing: 0px; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">
Karl Battams/NASA/STEREO/CIOC</div>
</div>
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</div>
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<div class="field-items" style="border: 0px; display: inline; font-family: inherit; font-size: inherit; font-style: italic; font-variant: inherit; font-weight: bold; letter-spacing: 0px; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="font-size: 12px; font-style: normal; font-weight: normal;">Comet ISON entered the field of view of the HI-1 camera on NASA's Solar Terrestrial Relations Observatory, or STEREO, on Nov. 21, 2013, and the comet shows up clearly, appearing to still be intact.</span></div>
</div>
</td></tr>
</tbody></table>
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-83996658923808732972013-07-17T10:26:00.002-07:002013-07-17T10:26:38.637-07:00Something falls from Apollo 17 LEM when leaving the moon <div dir="ltr" style="text-align: left;" trbidi="on">
An interesting finding on the NASA video , showing the departure from Apollo 17 from the moon.<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/clOnaxXbgaM?feature=player_embedded' frameborder='0'></iframe></div>
<br />
I cannot identify what is the piece falling on the video, i would like to have your comments<br />
<br />
S.Sousa</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-41253764846702732972013-07-16T06:27:00.001-07:002013-07-16T06:27:17.389-07:00NASA Hubble Finds New Neptune Moon <div dir="ltr" style="text-align: left;" trbidi="on">
<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="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWT_aAzXDpAj2RBzbP12vlggxJ_3Ash0ph0baibX_Yyx7-wliyp739HxxWTwsHLz1YKtCmzaGQrfClNFM0vFpKHxXdZt5cmZglUe5VlwmOKfYfnVHVYTK0l8ZtedXFL8GOdof46EXzmos7/s1600/p1330aw_0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWT_aAzXDpAj2RBzbP12vlggxJ_3Ash0ph0baibX_Yyx7-wliyp739HxxWTwsHLz1YKtCmzaGQrfClNFM0vFpKHxXdZt5cmZglUe5VlwmOKfYfnVHVYTK0l8ZtedXFL8GOdof46EXzmos7/s320/p1330aw_0.jpg" width="320" /></a></td></tr>
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<div class="field-items">
<div class="field-item even">
This
composite Hubble Space Telescope picture shows the location of a newly
discovered moon, designated S/2004 N 1, orbiting Neptune. The black and
white image was taken in 2009 with Hubble’s Wide Field Camera 3 in
visible light. Hubble took the color inset of Neptune on August 2009.
</div>
</div>
</div>
<div class="field field-name-field-image-credits field-type-text field-label-above">
<div class="field-label">
Image Credit: </div>
<div class="field-items">
<div class="field-item even">
NASA, ESA, M. Showalter/SETI Institute</div>
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</td></tr>
</tbody></table>
<br />
<br />
NASA's Hubble Space Telescope has discovered a new moon orbiting the
distant blue-green planet Neptune, the 14th known to be circling the
giant planet.<br />
The moon, designated S/2004 N 1, is estimated to be no more than 12
miles across, making it the smallest known moon in the Neptunian system.
It is so small and dim that it is roughly 100 million times fainter
than the faintest star that can be seen with the naked eye.<br />
<br />
<a name='more'></a><br />
It even
escaped detection by NASA's Voyager 2 spacecraft, which flew past
Neptune in 1989 and surveyed the planet's system of moons and rings.<br />
<br />
Mark Showalter of the SETI Institute in Mountain View, Calif., found
the moon July 1, while studying the faint arcs, or segments of rings,
around Neptune.<br />
<br />
"The moons and arcs orbit very quickly, so we had to
devise a way to follow their motion in order to bring out the details of
the system," he said. "It's the same reason a sports photographer
tracks a running athlete -- the athlete stays in focus, but the
background blurs."<br />
<br />
<br />
The method involved tracking the movement of a white dot that appears
over and over again in more than 150 archival Neptune photographs taken
by Hubble from 2004 to 2009.<br />
<br />
On a whim, Showalter looked far beyond the ring segments and noticed
the white dot about 65,400 miles from Neptune, located between the
orbits of the Neptunian moons Larissa and Proteus. The dot is S/2004 N
1. Showalter plotted a circular orbit for the moon, which completes one
revolution around Neptune every 23 hours.<br />
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-52308422077445336292013-07-04T09:43:00.003-07:002013-07-04T09:43:45.692-07:00Anniversary of the Mars Pathfinder Landing Mars Pathfinder was launched on Dec. 4, 1996 at 1:58:07 am EST on a
Delta II rocket. After an uneventful journey, the spacecraft safely
landed on the surface of Mars on July 4, 1997. The first set of data was
received shortly after 5:00 p.m. followed by the release of images at
9:30 p.m.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipOiUXDhUa8xVR4X292nmWRNHSmTl0nv-Y027zwvRZE8WsbNM-OiDrE3TKOkqnqv_ir6iQPWv4ZdJmGu1k2odX-t09nqZmw8v1KeILcLIVRv3e6njAYLSMYWRoCfs-80OMVUO10Rrd0ZXL/s1218/pathfinder_full.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipOiUXDhUa8xVR4X292nmWRNHSmTl0nv-Y027zwvRZE8WsbNM-OiDrE3TKOkqnqv_ir6iQPWv4ZdJmGu1k2odX-t09nqZmw8v1KeILcLIVRv3e6njAYLSMYWRoCfs-80OMVUO10Rrd0ZXL/s320/pathfinder_full.jpg" width="248" /></a></div>
<br />
The Sojourner rover, with three Lewis components, then began
its Martian trek and returned images and other data over the course of
three months.<br />
<br />
<a name='more'></a><br />
After operating on the surface of Mars three times longer
than expected and returning a tremendous amount of new information about
the red planet, NASA's Mars Pathfinder mission completed the last
successful data transmission cycle from Pathfinder at 6:23 a.m. EDT on
Sept. 27, 1997.<br />
<br />
A panoramic view of Pathfinder's Ares Vallis landing site reveals
traces of a warmer, wetter past, showing a floodplain covered with a
variety of rock types, boulders, rounded and semi-rounded cobbles and
pebbles. These rocks and pebbles are thought to have been swept down and
deposited by floods which occurred early in Mars' evolution in the Ares
and Tiu regions near the Pathfinder landing site.<br />
<br />
The image, which is a 75-frame, color-enhanced mosaic taken by the
Imager for Mars Pathfinder, looks to the southwest toward the Rock
Garden, a cluster of large, angular rocks tilted in a downstream
direction from the floods.<br />
<br />
The Pathfinder rover, Sojourner, is shown
snuggled against a rock nicknamed Moe. The south peak of two hills,
known as Twin Peaks, can be seen on the horizon, about 1 kilometer
(6/10ths of a mile) from the lander. The rocky surface is comprised of
materials washed down from the highlands and deposited in this ancient
outflow channel by a catastrophic flood.<br />
<br />
The remarkably successful Mars Pathfinder spacecraft, part of NASA's
Discovery program of fast track, low-cost missions with highly focused
science objectives, was the first spacecraft to explore Mars in more
than 20 years.<br />
<br />
In all, during its three months of operations, the
mission returned about 2.6 gigabits of data, which included more than
16,000 images of the Martian landscape from the lander camera, 550
images from the rover and about 8.5 million temperature, pressure and
wind measurements.<br />
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-45770799658229141242013-06-19T04:11:00.000-07:002013-06-19T04:11:08.316-07:00NASA Announces Asteroid Grand Challenge<div dir="ltr" style="text-align: left;" trbidi="on">
<span class="bold"><br /></span>
NASA announced Tuesday a Grand Challenge focused on finding all
asteroid threats to human populations and knowing what to do about them.
<br /> <br /> The challenge, which was announced at an asteroid initiative
industry and partner day at NASA Headquarters in Washington, is a
large-scale effort that will use multi-disciplinary collaborations and a
variety of partnerships with other government agencies, international
partners, industry, academia, and citizen scientists. It complements
NASA's recently announced mission to redirect an asteroid and send
humans to study it. <br /> <br /> "NASA already is working to find
asteroids that might be a threat to our planet, and while we have found
95 percent of the large asteroids near the Earth's orbit, we need to
find all those that might be a threat to Earth," said NASA Deputy
Administrator Lori Garver. "This Grand Challenge is focused on detecting
and characterizing asteroids and learning how to deal with potential
threats. We will also harness public engagement, open innovation and
citizen science to help solve this global problem." <br /> <a name='more'></a><br /> Grand
Challenges are ambitious goals on a national or global scale that
capture the imagination and demand advances in innovation and
breakthroughs in science and technology. They are an important element
of President Obama's Strategy for American Innovation. <br /> <br /> "I
applaud NASA for issuing this Grand Challenge because finding asteroid
threats, and having a plan for dealing with them, needs to be an
all-hands-on-deck effort," said Tom Kalil, deputy director for
technology and innovation at the White House Office of Science and
Technology Policy. "The efforts of private-sector partners and our
citizen scientists will augment the work NASA already is doing to
improve near-Earth object detection capabilities." <br /> <br /> NASA also
released a request for information (RFI) that invites industry and
potential partners to offer ideas on accomplishing NASA's goal to
locate, redirect, and explore an asteroid, as well as find and plan for
asteroid threats. The RFI is open for 30 days, and responses will be
used to help develop public engagement opportunities and a September
industry workshop. </div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-38048880062549067512013-05-28T06:11:00.001-07:002013-05-28T14:28:00.121-07:00X-37B Secret Mission<div dir="ltr" style="text-align: left;" trbidi="on">
The U.S. Air Force's robotic X-37B space plane has quietly passed the
five-month mark on its latest secret mission in Earth orbit.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9-t3Se2_zEBtOvo68gwZADIMtA_AzJOH0SEORgVtLlUpj6bjg9eYFf4fWLMOVWBooa3uSBnnnRO1UwxHAKc3CfekemIhMOt9kBo-IiBDF0RKBKDvxascchAm8PCtEbC5aYbQuerR2xmN3/s1600/800px-X-37_spacecraft,_artist%27s_rendition.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="191" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9-t3Se2_zEBtOvo68gwZADIMtA_AzJOH0SEORgVtLlUpj6bjg9eYFf4fWLMOVWBooa3uSBnnnRO1UwxHAKc3CfekemIhMOt9kBo-IiBDF0RKBKDvxascchAm8PCtEbC5aYbQuerR2xmN3/s320/800px-X-37_spacecraft,_artist%27s_rendition.jpeg" width="320" /></a></div>
<br />
The X-37B looks a bit like a miniature space shuttle. The vehicle is 29 feet (8.8 meters) long and 15 feet (4.5 m) wide.<br />
<br />
Flights of the spacecraft are conducted under the auspices of the Air
Force’s Rapid Capabilities Office, an organization that performs risk
reduction, experimentation and concept-of-operations development for
reusable space vehicle technologies.<br />
<br />
<a name='more'></a>Air Force historical records may yield clues about how OTV missions could help support some of the squadron's duties.<br />
<br />
The 3rd Space Experimentation Squadron is identified as one of two Deep
Space Tracking System squadrons located throughout the world.<br />
<br />
These
groups are asked to keep sensor eyes on objects orbiting high above
Earth, with agencies using this information for everything from
collision avoidance to intelligence-gathering purposes.<br />
<br />
This revealed to some people, that X37 B secret mission is in fact to study and<br />
keep an eye on a object orbiting high above
Earth designated The Black Night.<br />
<br />
In 1953, four years before the U.S.S.R. launched Sputnik I, a the blip
of unknown origin was sighted by Dr Lincoln La Paz of the University of
New Mexico. As more reports of sightings trickled in from around the
world, the U.S. Department of Defense appointed distinguished astronomer
Clyde W. Tombaugh to run a search for the mystery object.<br />
<br />
He had
discovered Pluto in 1930. The blip became known as black knight.<br />
<br />
In March of 1960, the mysterious satellite was seen again . This mystery satellite was in polar orbit feat that
neither the US nor Russian were capable of at that time.<br />
<br />
The soviet
satellites were inclined at 65 degree angle with the equator. It was
calculated that the weight object to about 15 tons, which is far too
heavy for rocket of that era.<br />
<br />
It also traveled twice as fast as any
known satellite at the time. The object was sighted and studied by many
of the astronomers across the country.<br />
<br />
This is what Robert L. Johnson,
director of the Adler Planetarium had to say about the object,<br />
<br />
“ ‘THE OBJECT,’ JUDSON SAID, ‘DOESN’T EVEN HAVE THE DECENCY TO MAINTAIN A
REGULAR SCHEDULE,LIKE ANY OTHER HEAVENLY OR MAN MADE OBJECT HE’S EVER
SEEN.’ ‘WE DON’T KNOW WHEN TO WATCH FOR IT.’ he says.”<br />
<br />
It appears some
nights, and some nights it doesn’t.<br />
<br />
The military attached so much importance to this mystery satellite
that they created special committee to gather information and study the
mystery satellite.<br />
<br />
The committee’s findings were kept secret and the
sightings were forgotten.<br />
<br />
More recently shuttle mission STS-88 launched on December 4 , 1998 took a series of photos that show what NASA called space debries, but there are many who doubt the official version. For many those photos shows the Black Night.<br />
<br />
Can this be X-37 B secret mission?<br />
<br />
<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;"><img alt="" height="300" src="http://thecargoculte.com/theallseeingi/call_of_the_black_night/3.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Is this the Black Knight? credit : NASA STS 88 mission photo<br />
<br /></td></tr>
</tbody></table>
<br /></div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com2tag:blogger.com,1999:blog-8833610642184013171.post-58668969835009234372013-05-14T03:30:00.003-07:002013-05-14T03:32:09.165-07:00Sun increasing activity <div dir="ltr" style="text-align: left;" trbidi="on">
A sunspot on the sun's eastern limb is crackling
with powerful X-class solar flares.<br />
<br />
<br />
Just-numbered
AR1748 announced itself during the early hours of
May 13th with an <b>X1.7</b>-class eruption
(0217 UT), quickly followed by an <b>X2.8</b>-class
flare (1609 UT) and an <b>X3.2</b>-class
flare (0117 UT on May 14).<br />
<br />
These are the strongest
flares of the year so far, and they signal a significant
increase in solar activity. NOAA forecasters estimate
a 40% chance of more X-flares during the next 24
hours.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2e26Ur4yALlRfUrrnF9zrG1YFtz_9fh1XK6cZn-mPrtLX4YeO25CZYZquuQciFCRyQKJNRkFA-oh61rjCmGSg36bxP_ljPXtGl-uKj14BGNBaTUqhjuTtpH7GXuLV3M4OHQj8j-nm5JTp/s1600/x3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2e26Ur4yALlRfUrrnF9zrG1YFtz_9fh1XK6cZn-mPrtLX4YeO25CZYZquuQciFCRyQKJNRkFA-oh61rjCmGSg36bxP_ljPXtGl-uKj14BGNBaTUqhjuTtpH7GXuLV3M4OHQj8j-nm5JTp/s320/x3.jpg" width="320" /></a></div>
<br />
<br />
<div align="left">
The explosions have also hurled coronal
mass ejections (CMEs) into space. Coronagraphs onboard
the Solar and Heliospheric Observatory are tracking
the clouds: <a href="http://spaceweather.com/images2013/13may13/cme_anim2.GIF?PHPSESSID=4qetbsuj6fsfb538tsnd0t0ja7">movie</a>. </div>
<div align="left">
<br /></div>
<div align="left">
The planet in the CME movie is Mercury. Although
the CMEs appear to hit Mercury, they do not. In
fact, no planets were in the line of fire. However,
the CMEs appear to be on course to hit NASA's Epoxi
and Spitzer spacecraft on May 15-16. </div>
<div align="left">
<br /></div>
<div align="left">
When the action began on May 13th,
the instigating sunspot (just numbered "AR1748")
was hidden behind the sun's eastern limb, but now
solar rotation is bringing the active region into
view. </div>
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-88062711059051138012013-05-07T05:24:00.002-07:002013-05-07T05:24:58.993-07:00Ufo almost hits plane in Glasgow<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="widget storyContent article widget-editable viziwyg-section-1024 inpage-widget-6138699 articleContent">
<span class="storyTop ">
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LZSp6/5SC9nffAx0j1N1973vrjEOA2NUdQ7S7nWRzIMonXVCcOGrxL5BvKB7AIcAxiD1CXr66Jt1WU4hjiYOT8Uyyx8Xfijvhgz6mt4M7rko95Zy1mM0QXd28quvS8ea4Yxs+PjJpvi6+KPcvI9s+vjUpOblkf8JK0vfvGLzQsvvDBOTIy+zp07V5IUdBb1SWDaG0aSY5rp19+iz8Lp8Xpa5kfWV2btEzsh19c2ffiz+k1vo1BgMuYup8Q/rVzsOJIHR5euWOfLsa4L907URftdvkTeWI74+uqn5e/Chi7s1XimwZLdcLHtVfa83n7EEftqxFOzCT3WxXKMY4YVe6x5PfLII+Up5KlTp0rSIlmRxLjmKSRJTAkLGnJMNdm1L7vC5MtZPDxOrnlA4A/Fqwv/tazrwpP1ra72jrjh3ZTAsqBFwY0B21jbBnXz1yBqOrr4u+o2YmjtxQ5cs7kTdNmuYRjiS01WePvqZ/GrDzc61amymPsbahr7mZxo/lx7iuhjkcU26vI++Lrom8cVMYrX237sscea48ePl6mj6klgHKx1oYP6l156qbnjjjvKKEx7xkhmESdy0Oy/TcdG3oRhJCF8Ef8mhdeIEGOMWR/DaWF42bmi3B4F+6MN4Oa/Ul2GthKsWWW3EoQuX6apA0MNR40u/ZLt0uF5p8E1lDdiiOWheuDz/UbXQ+Q977R9z/cdXcezsHksGc8QrFHHk08+aSOp3WUktnfvso26+EI3X+Zuynl9fbVMJ0lgfvTFZle/hcLHL8Ph/WzreXjW/uxfrZ/V6Jn+60XrwthVJ7wLq/Y+IbL9hhS2odBO5eaShN8amFRsDvIkLF1gVBfPSEOLejeUd1lDahw9SiaTIo4In9Zz0Oqnp/U9V9iRfc7RB18fO0DkjeWCYvRn1uv2vmW+Rxxer679WTdNlMOO8AtLhlG7ySMW8Ua8ioPo3kfZkW3KQ/Rkfvl4ewzaNyaaFs9lM+Jp1kf9w/6IU0ffmeibxGhuYbG8ZWL37mVbu7I3Tdg+rG996xtl4+r61dXmwIF9zdlzp82h9YZXfNmLdtqtEqtsdF1tXn75RZtGvqk8kbx48ZIt/s/bgv7Kho3KPha77IbzceIGHePS/WnvCvO++2vFJ4uvj1127ftBG5ONA5yaTGY/4shkoXnZrB/W5MZ5iWZMclRN7prQa47U6LOAijeH1zHETlejddXJzhCeIX5lfkyre1r+Ibi2wjMk/j6Owu/P2rYAzfsXfa2VoaODNSsOlS9fvtI8//yLZZTFetfq2sooAZIEuZMYGKyVp46XLl8oo7Bz585YuX36aFtsLSe1LzP0PmTXohGPDTHhj/eUR/RziHiMXU1mmvaq6ZiWXl0Dm1bRrPzR6exGjDyz2hoiJ1uzNDT6kcvwenqNZwi+yJPZ8jxd9Vmd/M7qom3KtXhFelc8u+q8TcXN80ecqtOZEWh2IFd4RqPgMvSyA1rUAZ0E5rc9sDj/1FNPFfqq7aoXNj1ppKw1MNa8eOXO2bNnx3qEyfsi+x6v90+8G3zuGXV4/ZlfMX7edrxO7UemGcvj9gjyffiuewIT3j6gMS7T8kd5X5auTKc6Jvz+uktfra4mH+mxXNMX6Rn+6Js6iug1W9N2VumNmHxZOjOar8v8qOmNOlXmXNOZ6fdy2PKy7TR6tTxdXF1t1514qsjTxTJFtemipurCiTwJDFnscV1Gam4fWGtj8xJM9Ek6fZvV4lGj13TW+GelbwVjJpu1lcd2wyQwD6oLdFfdrEGncdHb1ciex/P6oHtsUWfELVtePuKXjkjPylF/LCMjWlY3NP6ZbdH6fBGfj3NXzL2tGM9ok7J0cdYHOrgk7zGKXmSdMS9L4oHPJyKuWQ87c+ZMs3fZNqyut9NLjbhkEzmNALlmJEa5bHK1qSS0dY0AR/aHxsPBvaaXip+M+nh6IJGvBjLz17dLTU70DTvxfcP7RuxTstV6ORudphxp2Krxz4JDAYyB9P5ndbKV8dV0ItOly9dHvj7fxK+YxdhlcfQ6vVyfrb76mi0fqz4dqq/pUqyk08fc06JNX6eEk/FHPnDAr5EWe770vi/o/gM2xZOkxajLj8Co91Pb6EMtNtGXGl9G74pjxi+a7xdeh+iRr0tXVhf1TKvvuo/AYmBVjsHKnN8umjr/duhDV/QJvZ5e45nFvrDHeGUYvP5afY1ewyb+GMMaPeKtydXsiR7lFGPo/tOlp7SDDb28z5KVPq1pzc23Xw2Cl7Uw3jjBNPLq1fY1OpKLfkMneZHESHh6GEAC0xPeGsbMR+GSTN/zQY+H6+Kznac9ZpGZxoawRZlaDMR33RNYBDy0vF0BVYBi43q6MM3a+H0+bUVvJqvY1DqFj10tjqL3daA+32atr+FCX4Yp0lSOdN+WXNsYv014AajkmO4xiiLZKOmQwJhCtm+TaH+8g3o+woc8/PDiC0kMfs4cGrFt3L+U+yZoNV8C9M5iV1wzwYzf0yIm6iIt05vRZpEd/yqRFJKbuwBmhiPNOyBdajjKogmwp0mXdHgsXk586jSez+vw9CywmX7koz5ka7wRs7ejDux97NLj+dArXTEe0hFxUhZWzoqPMEasnu5teB+ks8YLPfJ4+WibsvpD9Iu6KFvzMeP1NMWhxreBl4Id8XcWteiuJEbKYzGeJ4ro17qW2u3KlXa6SLvzQZ7ExU59rnkaySt2OIjB6GchN/gc/R9BG598vccb49Qlp7rYj2I7Rr6o0ydt6oQta9co21XukxfuazICiw3iO1aXE9eizgcq4sT+tJ2ij38nfco6Y+aD4u/PGV+tM++kD9uhu4Y7uylEi4v4HodvU/hJPIyutB6meupUr3iKxhl+ZBV3EhybYG+0oxa/PpyKZR/fdtbveALrcqqrbjudHKIrYvGdMnZgNbA/exuef4jtLp6uzkSd/6BHZekUlu3A1IWly4dp6zzWDHdsq0x/Jie+DfKWWDjcZoZNI0Dxt+d2OqiRlbdNPR8lKep0zVkyGn2Waenq5o1cHvsQXzP/M5pvvyzGWcwyGrpFj/j6yhFXTX/kq5U3/TJ3jXG76NHB7dK7nXpiUDd24ImlSI+dIuqZFSN69EFHtCNapHfZ9+2Q8YnWdc7kZvEx2pCO6E/UHftSLGf44PGfaXSiT7IahUV5lYVFCYwy1/qoLH01PdtNx4davL0tzxcxZHEVj9fdxRd1zlre8RFYDRgNdy0crNnP6EPxdGGPHUQdObO3FZrHGq8zP/pwICOeKO/rwBzrt8sPrzv6FG14f3Qdz14m+j/2NayiR1+jXeFCno9PSNT5DyMsyjpLl3QgG2MZy9H+dpVlJ5679Pdho56Y9PF12Zi27pokMN95roeTQ4LSF/RpG6ZP3xBMGc8QvX1Ys/bAVtSttspwbDct2pb+Gl31SiSU5Vf03/u76dpuOn/4+sxH1YOLj1/Xgh+ankhyZp2LM3IajYne+lbf0rBT8VdMM/2qi3EQPcbE02PcfZtEue0q73gCi4GInaUWmO1ycKieiNM3ZNZIaizfGXbCt6yTyU6sUznGNJYlH33ui1W018c/a30NL/o8Zl1z9tceZ40/xkArUTEmametW5mpcmBDdqKM8HMmWSHLk0h9lUg6W756Aot6Z42n1+OxSV9Gi3XRtmSgS7+n9cmrfqs+7ngCi47faOUsgOqYYM0axQe/r347/PV4+jDFjsEN1CcT9Xv+rE42uupm8bsrljV9vv10rQRRk/ExWlf+cGvpUSflyWfjDXv1av4lcMUGOUZpbLcgga2stL8j6WPocWb9sc+PWeu72q+rLtqbpd2ijlnL/NLABllKPohyJP1Ov8nOu+c3mSOepmt/nptrf+yA149wqPPBs0Hf6L1fLd0/BWnhC7PwyqmIKesgGQ156RIm0fxZdrrOMZ6ZfMQv3PrL7/0QHi8jnYqb+MUTeb1/EQ+8HjP1SoRce52RL9Zr+iS6Yur1UVc75H/Um9mNbe1l4jXlEivrwfZeVPOp7eGjdG91bf16eV8YSYqNqnxxm6JtTrXr+YXdzaUVezX07sVmxd5IwaG9X7xShw96ecnhnr1L5QdAsAnPyuXRGyyyF+0VTe0R4xfbc26D/ORensQCHBN9k2vDZuS5eSoltzEXFN7aK3u8UjSEPGJvSZ0YTa9UP8ksXkdsS5U9Hf7rPgLb5Hjq7EaiZKKTmSi8Gd80OjK909Ay+7PIZ42IHvmY+ZrZzmjSk+Gq8cMbO5SnRTnKGcbMZo0W+0ss1+RqdJJX7RBWcHO/UiahlRGVJSxGVe0xuVk1Ikt1jpNB3WaUw+Y0PsaYe31dddHudpWz/pFhqvULPehQfYzFpp342wV8Vj1tZ9n4qNc7V3O0y56c3s4GHIpDNme1HeVjOTao4iB8NbuRHvUMjZlGCFE+6o/tE/ljfSzX+Gt0yYMj8vhyOw5xo8poOClLpxblfcy93SiKXX1iXa3sR6CeJ/aDKN8V/666qCcrTyMvXvz2baE20EAu6oxtluGA57qPwGKjREeob2mb/2oNcdLrVxCzYNRoMfDiU2NkeKMu8XjeWbB429k1OicdY7I2k2GU/ehHjGkm62VULzkfryjreaUjxmpIOWLsk/G2PE7klMCiDs/np7tc62tC8ifGgLI+0jst5ohH5RjT7abX7EKv2e6T8X2iizerq9lUPK97ApNzHnzsGJljs9Iye326ZpGRztgAsdxne2i97yTRhr95fJ1koHkebA6leXzS4bH4OHgb0V6Xn15vtBd9zfRMYyvKe9vt9eZ9XYqX9zVb40Pef1qezX+YIwavN7MV6zP5IXHK5Ibo7pITXsUx61eS72qnGv7rnsAAD/A5+1EFQOrjA5c5Bq3mlA9oxuf1DdHR10Bd9TuhP/NJcVQHmdWu5LwNr8vrj+2iOmHpiovH28UXbagc6TUdffy1WAofSab1f7SPyyqQ4cNamMeh667YD8Utf2LsIz3aimUfl666WvxqdOka4o+Py+YYdSdw2fHYvc2FPgDb6XQWDOz32aA+c3OIrDoi5z47Gb4abahtLx/tD9EhnuzsfYr1shttRnqt/WtytXj4tTB01vQir/oh/steTV+Nnsl53rF/o46lsh7YZbwFt/2DF3/5aB2Musl6VavU6yiy9pn2GOPSYlGioNZWQ+hbwZRA2UTK9Le4FOnupQ4pREa6vF83xAjMe10LuufBkSF8m6I5A+Fa2qrBE4Z4jvwZ1q44+U4xbRvAL901G+Dxnc6XI/ZZy9Jfk++rr2GXf8IsPSQt3hHG63H4qJ7kNdnyMpkq1nANpXfh823g9XXJxLpYjrhi/Pr4o3wsIx91Zn6Ix9vTtZcf9BSyBhr6LvtdyXjU+CMf5claweSvlpcfO+J+fDdzKur2zuo6niVTw4vtDMtG3NHyxrIeA3fZ8riivVgXsU5umnb6rRtKcYv1MQYqy9esc0UPIwbZhC/Ka2SW6Yi+Zjxep/ct2vGyvs7bF93XMygCh2h6Rz0DHujIM1X0oy02pLKni/P8/OHxov7C1YVRf1kvNL1uhzZgywX6ZIsfti0vRBz9sprq5IfHqqQJzb9EUdfIKJbxrJj5OIrfx38yemwRTO5LH9nN1/JHZ3FId9ZObZ1GXpt1Ch/nrP28xA03Asvd2RrVB9EH2jdgnwV0TMPvG6FPd1+9txs7hOrkl85KnNxIOiSb+RHlkZnF5+hLxKu4ZHTVRbxR5zTleGNGG/xArcfCDdPGYrKxWvZK3EZJCD5iC00fjwuav/moA4s+je3gb+UmUsLh8TDaI1GRALFHWcmFJKh2jjHxbe3b1vsiumLS1T+i/r7ydvQdbPT1k2uewEonsEPnvkBsZ70Phm+8Lhs1nNM2UNtZNe/vsrixriteYIh/KaEJG7K+PvNFNMnUOsxwxLNxZtjQJDzya1rtWTt5W1dtY2qre/RmiFH/lL05GyKVthu9ehr7akti65OSkiW7762q8DEKkx/+i99Xx2+i2Lhe5uOPPO8QY6qqXfzo4N362N6/f/94M20tfqJzlu4a77SxvRb8WX+EmevQAAAgAElEQVT0+K9ZAvNGr0cAd8qmbpB4o/iOExt6Giw1XjVsrYF9PTpqndfr9zzyJ7Of2Yw+xnKU8Zgir254fxZP1JPJeloffqaQHOJDv49DTR66T2DSgaySWsvTjtyhkYzGfB7k6NrbFZ9GcSQt9C0vLzd79+4dvxwxwyfVakPK/joxXUhdumoywpy1S0ar6anRvY6Ij/I1SWAyHAHUQG8nfau2faeKHUydotY5Mn8z2lb8jZikS3ZifV+HQN77gx4vMy3WLtmoO5a9bJeeLkw+3tKxUdfkiWKhW6LhQK5NHqMbe5ToSESSh0evy4GXkRLHyko7mvP+aBoomfW1ydqx1ye8OvPLR+jFDrY1ldT0FXu12MR4FnAVfs8r2/DqOtqIZa/by4u+3WfZ2PEE1uVMV912ObxdNmgw35hdemNdLE/jm+/cXg6dHlNNZ+xofViyeu83dmS7ZrOLXpOVDdULt8cffemyo7qI3cugr81ZLilpSGaM7ZRw8ri/tT9ZAiFpaYRUeEcL/96m6vkxDw5GYdDaL3pPpvvUxdhj7/DhwwUH613ItT/l1i4dkBRrR9QV+RRLz9clo3ZBT2yH2FalPLpfIu8Ex/RbSqIPlHc8gUWjClJXsKLMdpbrAc2t1HCiR42a8UQa5UjLLW6kdtlBn24QLxV9VDnDG3nRE3FG+SG4u3iEo4uHOo8tw9knH3WI38dh3ta42rWp9peyF0cL8+vr7Y92aA3M2yLmWlDnDLYyPbQva6usPEgZ/fyKkd4J5n1RrNU/qOOjkd6JEyeab33rW+Vn3Pbt21dGY0ePHm1uvfXW8dNPj823XbyOMaQceWoxGxLrneKJ/dFjvGYJLAOxUw57vbHRVCf69cDlbdbwRR8kE/FS5qOOH/2LnTTqjW0Q9Ut+CM6oq6ssO5neSIvlLr2xriZLEuJY4FU4K5aAylaJXTbSaadrmvKN46rRlQ2zkF20xMcTwaVFXgelHfmMKtrpYzvKmmzDuHRppX2LxQo/hmtJqiHhMZrb/BST5KUF/1/91V9tvvnNb5SRFzE7Z4nwgTe+sfnlX/7l5qd+6qeaU6dOFz9iu/myrtVPikAiI/o051p80TGOXaqwHYGVEHQc0a/IumEnfsac0aQkgs+CFnmQ9YHc+D6jyV/dXZvekyRP49CzpXs7WYNlOMCSycUgeX1cez+jXu+beMUPr6/Hjm4kNbZ4JKuyj3nNvqfrWnuYZCfyRPyxHGNB2a8DtdOszVzC7+sz3R4PWjwPdXqK5y1It+fPdEtGGIgBe7dIPAcOHGg+/vGP2efjNjK6XEY40O+8887mDW94Y/MLv/ALZVS1y7ZZsO60uDDX7Nm9VGjr9n6vBXuP1oE9yzYimm9OWxK5ur5qIyJ7amjvBwPf/K6Fom99da3YZOEdX1584bnm8qVzxf7Zs+ftnWJLpq+x94Xtbu3YCAv+/fv3NY8++mjz5JNPWFJdsM/+Evc9e5ZK+dTp46PEScLc+NLK2MZZnGLcs9hncorzON6j935R1qizrZusJfq20zVT6Ggz59uY4SLuazYCy8B10QhCBNvFPwlMT0ofomQKnqyz+BtMjTSLLxGGYjJNbDK7EV+001dGXh1Y+scdOghPS++zPW29EjfJgw9TOj5nzpxpnnjiieZrX/tqs7xnd6kjcbz44osN07Z3v/vdzS233GJ/YNrFc/wkeZVF9TUbpdnIaf+BvZa4rowSCaOwdjqpNifh8CEBqs0uXDjXnDt3pjl06EBJeGyPuHC+HZVpzxc0popgJGGVw71YELyM9C6vtE8mfUyy9p42ZsJfk6u1aZ+c9HmMW8Xbm8A8WBnbYFRpt+ZtD73rZuyq82q7AtpjfqZq4dKZeGSxyRon8ynDn/FFn6P+TEbYIu+0jiPvcfaVa/ozX2u8Nfo0OuAliSmZoBPsJKLjx483x44dGycwEtTuxXabAgmENafjx0+0C+i2H3jNXmLINoaDBw+WURAJ5uCB5Q1xQT82/aiPhKREevr06eb5558vdltMllgtCV640E49wXXkyJHm5MmTzcMPP1wwlOmk+wFcPe1kmtuOvibT0K52zuLm+X29rn07Z/Lyt1YX27ALX+QdUu577+sQHVvmkfNDg+ANehkFR+dZ9GXOZA0rPt8gXY1T09GFkbqos0+P6nWO8uD2Oqjv+mTxqNEyWzXeoXSPbaiM59PeK+1gVyIjCZCISEgc8MHD5lBGaCy6k+CY+mkhnkRC0mC6qa8TEUsfa8VAdHg1+oOGXpIT9hnhkbCwiR0+7UL9QvOd73yn+Yd/+IeSPMHFAXavC1psu8IYDt/esc63mccuvi5Z7zv8kTf2h1hGJuKP5Yg3lm+IBBadj4GIoLNyFpyMbyu0WXB5e5l8jRY7R9Sj+i4+yfiOKXuZ3Sw26lDUZTHOaPDWcNX4M9uRNossMiQnbnxGQXzApnUwEommbNTBTz1rW4cPH7REdcnkr4zWw2zKt7zYLCzONVdWL5c6HYqTbAgr+mUTDGxIfeGFF5rHH3+8TGFJWBznzp0b2V0oCfL2229v/sW/+B9LwtRoDlz4Utbh2LYxOqaJi+83YwVTXMT+M0SfYhPNTIM7yqrcO4WsCe4UnYCoE83i4CwyXb7U8GR00bw+NXjE5emZXBemvrqITbaQ49qXI64+3eLvsyE9Xn8WC4+lz/aQuEYdjJ6UBEgmlEkojKAY/ZTENtrqgKxGOSQJsDFCI7ns2bO3TPu++93vNn/3d3/X/O3f/m0ZMa3b4j0HfipRoYMyH5JjjNUzzzxTRlgXL15u3vsTP9n8xE88VLZFnDhxvNhngf/gwf32hPFkwS5diqVGkdIbfc7ilMUZmqf79on8GZ/sRF5vP+tfWZ/o8qGrrjeBZQC6AHcZy+rQldmAt6vOB0/yUc8Q+QxTH016/RkZ7HubWZwipliWDvkfsWQ6s1hEOelDPtrMeCPN46IuliO/ymqTms0uf2RH2Gs2uujc7CQtcGjUQhm72hSKvJIOo6vF3e3eLUZL8Nxzzz3Na6+dbn7/9z/c/M3f/E0ZAVFH8jpsi/HyIeuHjKY4SITwkeRIiCQwtlY8+pXHmj//8z9vHnrooeZ973tfc99991kie9US167xDnzk9GMiZT3MfCo/HmJPANmQEft9LV5ZrDMa8r7dxJPxehrXGZYSgNHRV+95h1z3JrAhSrbKM8TxrdrYinwXPl+nazWqb6wuHVvBJlnfkTJ9HhvX4ueG6jr69EoWXyOv99nfEF32truOJ4CMlLBPMiL5MBJjCsmnnVruLkmO0Y6mZ/AwEuL8p3/6p7bd4q/L4js8e/bssUX3C1a/b5RM2nhG//GFxIUN7LP+RbyhYY9p4qXLV0oy++3f/u3mIx/5iCWy9zbvec97mh/5kR8pU01GcPiwcqX9bUlNh9HdxnwSscz+rPGctr2i7aGJKspFvH16ehNYzUBUHMuSi3QA+o7tAXd1eNVZPxgf6Pb6M6wZDQVDG0g3uPjjWf4IFH8dfVKI+Ch7TOKNOOXbxO+J456maUvUG+Wkz+v12D1O3ya6Rp8+sd7XyQ/Z8fKy533VzS0+4dDZ83q7MW6Z//CTKDQKQxdlPiSgUsfC/OWVZsG2S1xetQRn+7iWFnfbXq0LzaNf/mLzO7/zOzb6es3WpS4W/uUl2/h6+aI9rbSpqLWlfloN+xrFaZRE8oOOnBInZX2fkWQIpptvbp9Inj17pvnwhz/c/NVf/VXzoz/6o80P/dAP2T4xk7df39210vYb6WZxn4M4rNn3KtGD7hiX2GY+vopZFmPRsjofa+nzbZNde77s2tuhvk+v6nsTWAZmKzQFeis6vGwWYF/fF4g+HJn+aRpQ8hmOjCY8WZygeTyxnPmd4YdPPshOzR68UUe02xWPiNfb1rVwd8XD+zbNNTc6613c2Iy4SCZ6swOjm3Zqt1YSDLw8mYSfURdf4aFMHdj0QQd+ra7aBtfFpaKTspIHZR2ShYY8Nji3i/vWDiZHIuNgxMdokZHiZz7zmeZzn/tcc9PNR4tePkqI8IEbPSRNjSbBoFGk/JXuLGZqG8U9trOXydox01mjIR/tbEd7d88famgSepfzCfs1I4Erw1aj14BJxxC5yOtlVBcbM7Ob4c74oNV4Zbt29rKRR3WR7m3JD8761DB6uufP5GTT60d+2k5PsuIG1xtQlVBITGVEZYmAxEAioI4DXjazMtphpNaOqhntMKKzV7jYrnyuNZ1TPNq1qcmNKn3Ug1tJjOTiExpvZWWfFx+uWYNj5EUZ7Jryoh9/SEpKTEqWNVpsC992sS5rB3i8TO3at4u/jvxqV50jhmnL25bA5GgtQJEey9MCn5Z/q/bijZTZ940ie0MazGOLOH2n0nUfFt+BwBnLHnsNn/fF83s8ontc8TqLU6avC2Osi+UuG6xXceAPoxutXzHKIjEw2uHgmmSg0Q7rVfCSGLBHIqFO1/CSUPjEQ3zY1CZWYSYpQpcdkhzX8KGTej5ct085J080ZY83VPBElCeX0JiS6okqfiDHGT1bPWJ/lD7RfVuo7cWjutjHJFvTPQ3mHZlCAsyD905D9/XTgM14fQCzeh+kLOiZjKfVGqjLbrSZxSJrZM8X9fuy4qdY1nygXnK6jjTp8mf0+VhFLNTLduSLvteweRs+Fl7e2xEG1Qtvl37VcTMzkmL0wsiLBMDmUZIAiYkvY/N9yHYaSaJqbMH9dEksbeIqaI1Pr91hPZLE1T7h1MjLj6x8nIVViY06PUAAm0ZyWFFiJMFq9KjpIj6QlMB/6tSp5vOf/3zzpje92RJtm0xJYjz1RD96NLIs6N09mZWhia5rzjHuqhv3CftKo/pCJudp/tr3mxrPEPqWE1gNSBfdB2UciCFot4knNuYQtX04M52eFuuz+HTxD8Hoefrw1jpm7GRderrq5Etsa+jyveaT19uFs08P+kkC2qjKmQ/bGJ5++unm2WefLYnski3Yo4vRlqZkjL7gJZHogEcjLs7CRgKijoTB4RMathghYYepqTBzRm5xqV3LQg4aOtFDsuOMrJKdtn2gn71of/xHf9L8zM98sLn//jc0b7Q3VGj9Dj7h8zGSfn8eOxcuvBxV4JKcsNZkPd23ZdQ5RL6PZ8sJTAa8c31Gr2W9ghZvtho9YssaPTZmJgMt2oQWG7ErbtR5fl17WmbD44n2IlbvS8YbabEsfVlM4K114KhHfJmeiHmaMqMXJQFu8G9/+9vNRz/60fI9Q77beNutxyzGa+PRCsmC0Q2Ji4RGElPSIqnwpepStrcplHUqu4YXfzQC0/qUHiBQrymi+gC8yFy82L4FY3m5/YEOZFdW2OXfbukgofKdS5KdprHIvfTSS80ztiH2N37jN5o3v/nB5l3velfz9re/vbn33nvH78pnxFYwuyO2iapie/h2jfH2OgxKOdRuuo4ykSern4W2bQkM47XgzAJsqEwt8EPlh/B5G/GGjwmkFoPsRhatJqOYCiN80d9o3/tDXfaXOPLITqYr2ouYKEtOsYn6ow7vRxYDT/P6ox5vp+uatSJGW//pP/1x84lP/LUlqNdsiniuufvuu8qI68KFlTIqI9ERL6ZpJD6SiRINtnmFjk3ymlXjsdTcrmPxWhjaZTQi8zHUNE7raGAsC/W77Dcl7UHA2pI9FZ2zKaS9TwfbJCnkSXzz8+0aFkmI72Rq7YwzDxjAe/iIfZdzab8lsqfLO8Puuuuu5qGHHmre+973mm9321rYHhtdTkaQWYyymHqa/Fc7UBfbJ9MrWuTN+kiXfF/drl/7P/+fDS/Y0m4j3xAo8a/n8nX89Yq8HryCIR7O+rR8+gsxWayMvPDp/WAbZfvc21xfw1psGLZ4eCzi8Rh8g3rfoi4vE69l08tEux5fF5/XLZnYSf1ajPB7WoyBL0ddHgt18YNspKlc9I7eJ1WzcbVpF7SR4SbnrKmabnglGq35UObFhEzbXn311ebTn/60Ja5P2IbRZ0piWLK9XAyiVuzlgnwXkdfTwMe08dabbynrSGyRKFsebJ2LMwljcX6uXFO3ttbeNstLk4cEVywR2TisnYba40SwslsfPHvttThM7fZaYjxmb5s4c+aUuWxfaWKhnR31o9gpgSKDfxrNUY8863Z8M+Cb3/ymJdD2CeWSYaCe6TKjvUOHDpXXAZHM3nD/G0u80KPvW7LIv7DQvnds3vazccgu7Uni5TVC6KRMHdccVjtuqpbW3r9ZP4BRcmMhdLj7jPzRdWR93euc/5kP/uy/2qB8VPCCkPytvbFu4zRhgy4HFBnJbTxLc6sn8k14W82+vsvxWl30q4ZX9IinxKKS6MS70b/NuDOdUW9Nh8dV8zHrNNEf70P0J5Yl26U3YqnpiHwbe1ZSa92DUQc3ETcW0yjpJulSx9SQ6/Y7i3uam2461rzyyivNJz/5ybLD/ctf/rIlqJeL3MKCfhzjcpGFtm7J6NKldrvFoulvR0ztgvqafZGb8oF97ZM9khg/xXb7bbfa6Ic1shU6RAHe/ihuOzLbxX4IO5imgvvKlRXDeaBZvbLa3HnHbc1DP/Ge8lYKXmpIsvAjHUUBn+U3NBIaSRZenpJi9orpwwbXBw7st+R1sExBH3/8iZK4n7WkvWZJ9K477y5vv+Bovwa1Xqa1a5Z00ac/YNQTE17T49twksAm9LY+33Qq2VbXZNDidba2ZG8jj+SURIXLn7ne1ikkCrMjghZPCy6TuHFoviE8bq6jX/4Gp84HH/5YntbLTD4mFfGITscUVnUKYcnsR9xRfybjaV0xyWTFX7MDfm5i3WQknXYnu70htWyRuGqJ4ESpP3LkcBmB8H1FPl/5ypfHSUpf3+EtEhcutHuppJsERWIk0WgBnDUp6hdtxMQ7vJZtRMfIbLeNXBjBfP/3f38Zjf3nj35sQz9QjOVXO5qxkZaN2rBxZZeNIu3V1UujtbmyPrfYJkA9DFCbyW90cc3BmSmk7Oyx0SOxY1R4+TIJ+kCJCzRixVrfk08+WV7N84M/+IPNW9/61pLI1lavloS/yxIydjnQqT8Qq+5Nsqprzww0AKKBh85FRTl8H8rat9bWEw0br3yflj6ddzyByVAN3I1O78KvwOJDvPZ++QYV3fN3xUCNHXHETpDZz+x6W1EHdbpptoIvYvXlzCZ2hdXXt9ftzQsupkIkDW5wRhksblO++eaby836la98pfnLv/zL5pFH/q7clEy3oGs6trq2Uq7R264z2Yhuvv0+pDa0XrGvEqFfiYcpYOEdTdcsX5ZE9uyz3y2Yx/GypMQ/7m7vL3rgIamcP3+h2VfO55u/+IuPNsdfO1lwztm0VroUCzBAQ56DxMw1H0ZfTH3VRuDDBmU9sGC3Pryrq+slAX/qU59qvvrVrzZvectbmh/+4R8uieyO2+9qTtvXl2QbWey0cW6/paApbAHhDrVXpMeyYuHbV7RaX4g6uso7nsAy40Nvjkz2RqX5ThsxRn9VjvQol5WjTGY3o0VdsfP4MjdDrZMN0S1b8Hr+iL3wbViBtfLo1ckFj+WDdftLX6Y6Nk3i5rpw4Xwp6xd62L/1ZfvOIjco75AvN/f+PWUksWbvrl81udXRWfZ51xeHsJHkWAejzLWSBjwXLlyy5LPUXLSEucuSnc25mgsXzzVf+OI/lORz6ODhIne1rOVNpkE8pWTfGLHks2RJhsR11PZwIffUU081Bw4dKckRrGAjafl2QC/JBH50aJQInYQLVo3a5BvfEuDbAu17zFZttLjfptRHCy8J/9Of/qQlskebd7zjHTaK/IHm3T/+44a/lSEuV6+2U3TizXvQ2ljERmrbyWBYA5VQbsBNudSVcyvb4iucha7yaGmt0KY90HHNEljs+GooOTot+GvFP8GZD5W9X9HHDKM6WlbXRfNy/nqITfTKj2jDy2c8Xf5Ll3RkujxNU7aNGNq4ZrbhQ16jC25gRjLQGFW89tqJkri+9OV/aL791DPN3n3LZZMnowbWebj54CXhccOjh4RHfauTXfH2wxtG51Dixo5styO1xZIY0bdsX/Rm4Z7EoYcJzKb4YrdkysXowK92JNTuuF+xEd78/LLtor+9ucxocOSfEh1ndJNw+LSY2wV9cJHEOcQDPmxQ5sBXcLXT6zYBowdZvYGWaTLvM2Mv2d8/8kjztre9rbz9gqe1V+ytFzz5JG5+ZFf+nsxws3a1q2I09Cz70sl5xxPYLE4Pdeha8BEkfNAZm96nzL+MhpzXMQv2ofK+02g9RfY9/gynl/X2sjjUdHkd0YaSmGJqz+lGoeAvs334r/xZbp9o8h4sbeBk1MUIg9fPsED9iN18L738QhlxHDl6qJxJUBy8sx4byJJA2tFNO7KkrFHW6pVR8rKHYfwWpHxiH9bCgrU901VLNMvL7St55tlcyt6tpfbJ5LwltPFN5G9ww22r+vackV8oateZwMOWCbZhzNla2oXTNn2zqalGWNjGdyUu+DX9hc5HiVQ77pV0kSVJ4aeSGz7yYkSmhjxxRd+S4d67t90bh498YZypJWfWyEhkr3vd68YjNvxWe7Z9YLKvrE1q7ahR7VkCODoymq8fch37j8fC9Y4nsCEgb3SetuHqScw32FBfpHMof+Tz8mrUyOPLkUeJzXeyyIN87EBep2RrPDFu0u/lMpveBjcfoypGFbwN9VOf+i/NZz/72fLrQTzo42bkRkVPu7g/X0Yh3NiMwvQ1HOrha6eWayWxwd/YCIyEQaLgY2vaoxueN02ws3599OMd9gSR9SpLECx+M1pBB1s1yrsFiVXSANjV6IiFc+F5/sUXmisra2WUw6gKvNgjNuDh0AgPmqaPjI4YXWmtizpwI6O3VCAnncSAMg8e4ENu0g5XmzvvsneSXVwpr7dmky+jMtbISGT33nuv+WgxssO3JeW2zdvpoNqzMI6OWp/wPEOvo36wyIeFaCg2ghjbbNs93M8ASd7XRZuZHDwCHs8TTJNXmNT012zV6Ojxddm198lfd/HKH+GUT5q+RFnvo2SjDnT5v8DS4XVJj5f19d5+Jufx6jpiy9rYx9Hjkj0SAR+2FyBvzT1qb3yig7bvurrttlvKiIspD6MuvgKEvjIas7en8vSNJDNf9mixljR5YqdExo0LPzcvIxeSATSSwe5FXgvdbimgrjzBs3ETSYcPSW/Pnn22jmZfNbIFcdZ0FncvN6+8eqLQGUGxNwp94MImyYOEQnKDzoGv0Bjx8YTzwP5DzRVbZyKBHRi1I3KU+TDSAu8B+31IcM7bD+jiw5L9FiV6sMN7yrhuR5dtomSdi4N6fEGXfIGO7/irJEnsmXrv2dvuU/v20082Tz71eElkPGnlx3NJ1rLH3jN0kLzLgwSbP3OtqaySLkmeet8/CzB3tO0+yTi+X0W+Wt11H4FFJ6KT/1jL8nuI/308fbp8YvLXsZNkdV261akyOXRTzw2sLQzcSPByw3Fz0smZ0mithRuVQ+tc3NC84O+LX/yi/X7j18pNxzqORlHo54ZhM6RGOYtM6ewGo6yRCTbRjU1ucE0fmR7xM2rYg84ohZsOu9hBN3q4QTmgwctNSbLjzJTQFsCKr/IXu1yDlzM64IXOZ7/tBztw6HDB00752o2xe/eSCNfK+h6bXNtE2/4QCO8dY9TJiIiHCizOs9uelzGS7MAMfmL58ssvFx/1C0taFytO2AEWYSU28oV2Onr0aBm56vcx//7v/76MyEhkbKBlIzDxwKeC3fxHBx/8RTdxwz7XHNiKfQTadhzXPYFNHNTax2QENKuTkiNo/toHrEbfjqD26VCD+obNMGd4ocXOMInhZIQsnoy3hs/jibZ9LGvyGZ1d4dyQ3KzcSNyUWohmanjmzOlx56du//69pf6zn/1c89d//ddlDxM3Pd873GvJhWkje7m4eUhW7VOuyToMIwT8QEbTLMpsGiX57Nt3YDzF5EY7f67dwMovcrMbH9sksTJSKy8rZOd+e4NikzezcmNCn59v19TYf6/5I1s1+J1H1r74te4V++Uibmb5jgOsPZ07e6F56dVXmr32ZW58Ig/y9JQR2q5d882+vfbL3edOlwR77733lVEeT2gZuV26fKF5+tvP2gsXn7D9ae0X1PEbvYwKb7751pJg+AOhbxQoqRBjJXh4ePJ45sxli1WbkEiA8K6vX27OnT/THD/xSnPi5Ktl5/8b3vCG5sd+7MfKdy4XFvbZV7LOmF/2ZXT7mg4+MCIuI0K73m1fk9Iu+9J3Yudg2k1iczv7I0utrHuF+upXiaIwXyXKb4bJI/cok/PHKVr7SJtpAPz60Fl0FD3WeFFfvOFifXEQ2dHRV5/x1eT7dGVyomVnaJEOHvno6/y1T3zy19veFMcQk3Fw3MUQ7LKb6fcdjCSiPVYaFckUiYCFc+xpXYctEXzZmoVlTanKCMJe8odeP/VpE0n7gkGtgzGCYYTAp4x2bBqHPAnspptuKskBvXy/EDwkCpIV60fc8PDrZqd+xXgpa4pUpp12k+PTa/al71vvsGRhSeuqbfzEjzmbYoKLBIZdtd+6TW3LyO7wkfLmiCPHbi4Yjxw8VGwiAwbiSSygfeMb3yiJ4xd/8ReLPeqpYy0Qf77+9a83T9ra1XPPfad8AR0d/MGAB+yMGBmd8YVx7b4nThqBwn/TLTcXud02LSZeJHF8JIlrL1kZuZ4+V/Def//9ZX2MfWTsKWP7CPXEBL2a0tLG6FP/8H2KunG/3fTVpEmd+ol4s/MNMQLLbiI1fFZXo/XJjIPmklpN107QIz6VhQubNLQvQ/O4s2vxqJNEO/Ilsyeb3t9oQ5g8NvHQ+b3dqIdpDTcEyYFO7qd38O63NR6eHD766Jeaj33sY82XvvSlcqPARwLgC8vInrURC2V0cHCzkFj4XiM3JzwkIk3LmHIxGmlvKN7Iumw72F8rC9Ykh7c8+P3lBnydTcMYIWKTHeonLDGwNePnf/7nR6O89kWD2MJ4GgIAACAASURBVMQevpJM+MGNj3zkz+ybmmtm19aU7B83K1/4LonMEhhnfVYtsfL9SUYcfD/xoZ/8qTLlW7nYriVxs6OXeGKHuiNHjhUf3va2txc/SEr4fffd99go6AdtNPSuZs2+SvT0M0+VdULepc+6GNNA9pmR5Npp5bIltiMFCz/VBg9YSXDEC5vSfch+ZYkpKn8IiCn16Lvt9ltKnPmK1h/8wR9Y0nyujMTYp4c8+HUgoz4xJs54UbsXRL/uCax2s83o7/gvXpf8dtvsspXVxUbxjV3D5mUiPzagicdfR7nMtpfzeCNv9EX1GWbVkVS46bg5oWkkQDLaYwvSvHf+Yx/7y7JATx1/+eHl4Iw8SYtRBTcxH/nPjcPog5uPA51au2JKpeTB6AQM7Nh/x9t/qOx7uu2228qI7KCNarjhSGrY+7qNejh4o0O7CF2KhUejF/jY9Q9tn61ngZvnhrJH8iWBgYtPOy3jyWirq3yVyLBqtKIkQplEynqc1uEesi9kEwMlab/OVUaFtrGWZPx9b3qwJBwSCdM8nioy/X722afLehav3yEx7ttnX1i3RXn0gw3M2CWJk9SY1jPyIoHRXtCVoMoo0KawjF5J4Hxd6z3v+YkSN/5IoYcYwa8/ML69Wu/b//s+6um161pfvO4JDMDtDZCvgfmbteZcpMvZeFN7Ps8T5bezHPFnN7tiwDk2rJeXbIbd6+2z4f3L9Ef/o90sjtG+eOjIJB9uTDo5NwiJgV3zH//4xxoWiZni0Om5ccCjNS/eREGZDzdbu3bW7kg/Z2tX3FzIcFNjg6SALDf8pUvnis69e/Y3b3zg+8o0jKTFzcuNyg57Eg28fLDByARsH/rQh6w8X9Z4dDNyJgFwQ+JrO/prN43O2RfE59ZtbYmd+vZAocRitAQCJuxdsS0Ual9Gg0v2KUnDiHwhGx5efcMvDFkvKLT9+w8U+3wFiQS7d287okQPXyLnae268ZOgwf+D7/jhEgvW89jLxcI7yYaR2FNPPVEehJDYGEVplIQciR05jURpJ2JDrIgH/hB//fE5dNiS9qXz5Wfg7rvvDc3rX39fiUdpt9EUVe2m/qWz+sW4v2xaHBNH/YysjgVfyESi4YznetKEP8Ppb6rribHP9hCcQ3iwIz5/7rM/pL5m38df18LBmQ7N+7cYLRw+fMj2Gj1lievjzRe+8IWyPsPaZ1kAXlhq1zntlvZf6+HGhU83Bzc2IxQSAzcpiYY6EtLJk6fKjXfvvfc27/yxd5eRFiMldPzIj/xY2bnPIrxGciQ9XmXDjXr61Nmy8GzvQi0jCpIl2Eksuhm5SbmRsdfGo91XtkjiMvzsIbtii/Bz3GA2yuJTbJVXUc83u5eXLOEeGq9T8aXsA5YgsMNBkldi5JqEgT/YJ8nqDwG2+UNAoqEOGb4bSoKGH73lsHXjgwcOlykga1fve99PFr8YPbFN4gtf+Pvm7PlzZudy+eFe9DzwwAPFt2fKr4c/V2KBv8eO3mx67A+RTcFZtOehA3bYO3bbbbcXu/jKQcxIvBq1ZvcmNN9fWsDd/8/47dnOxiMzBgdflzCbmw77ssYGWk2+RqcDt8fkSY86DPSx3Oi7Zp4GHl4Qx+FvMG9L9Fr9yPj4FHF6OTFF/cKkAFOfBTv1ywFAJsp5GY/V8wlP7ezlMv+8X33+wivb5Tx6n9f4b+LoYYv6Cme+k3jw4NEylfmt3/rN8nJBnrC1WyJ2243I+thcmd6cOXOuObhPu8cvl1+p5sYlibFAzYiL5MWNRcLihYD79x9sHnjD65sHH3yw7F0isTGi4CBhcHO9+upxO7fvueL1NeyyZwQzZ3UX7AZeNJ0WfUsm7egHHvnKDWmOlhESdOR4nxaJZ8nOu03HJUsm87YPTVPdK5boFkh4dvMzGpuzJKdp4U1Hjhb+PWaT9uBm59D6Hjd+a7ONNYmFg+SpaxIcPFftoUHZymBYrlgC4cN1e9hI0/iWrrbrhrw3jAHeA2/8vubND761uf8NbyxbVN75zh8tbcNDARbo+T1KfsT38ccfL1N8EtWrtu/t5MnzZp+nnvjOdHRfSYQf+MAHyuh12RI0+/o4WB5oMSo/tOfN/XaSP/x9o3sh3g/o9n14PIWMHXsUgalOs+rI5LIbaSowI+ZMd5ee7bLbZSOr24rdmmxGjzTfQVTneXyn8teZD54mHefPny2jhedf+K69geEvmmee/XZJgIcP29tER2sn+v4iNyhffaGe0QU3PImIG5ppDsmBkQhrPWBhEfmBN7y5TGHe9KY3FTvwMnK5aIvj8DPt4kbXSArd8nmjP0rBw+Y0yLZ6bdRmoy+SDzSSkT74M2fJpO2D7ZPWsu42en+ZklRfLLvqfftFPv6+kGQ5M4riS9u8Jufq1cuW2HfbL4PfYdPlu8ZfHeKhADHjjwTbTZgevv/9P12mlizaM9riwwiOhEX7vPji8zZa+7btEXt9+SOjmGKPD388ug6PX9dK6F2+SeeGnfhtoDeaQ0lGj6CG8EQZypLjPFTHUEyZPWh98rFe5Uiv6ff0KNOlK/LW9Nd0ZHRoHD62oikWsqPOpzN03WSeFuUkH8+yw03xtce+0Xzyv3y6dGoSF7AYbbVrLPwVZl9Xu7B9/PiJkrgow88rYXiC9+KLL9tNdV/zS7/035fXJ7/+3vsLD2tG2OKGovNz03DWlgfhgpbFI+L2ZcXNx4x66IoNyQuf2sX4djMntphSMVpEljdTMJUlgeGzprF9SSyz79spw+6xSj/2lBiIE3jbFxxeHY2e7E2x9voh/kAw4gI3cUSePwxMQxmZ0R48EGAtjaTGFJ2p5utff3+pI/lhB4xckzB1xBhCj32xjVXtj8xmbzd9lUiNs5l1QlFQC2+FMQt8hbUzceGQ15Vd1/R20aVXAfQ+IRfpNRxdNlTnbXk7Xmfk9Xq7bEfdNb+iP94e17opoj+Si/Q+vEy5pJdFY6Yq/IVuv3Td7unixuCGoePT6RlZcaN88IMfLHul2A/GX3t2grPlgXUZ1qve//73F7ynXuNdVrzzavJaGW44rV1hXzct1/ii+CBf87nmq2TkFzd4O7KZvLeLUZcOnzDBRSJn9AU+5IYcWfxjG3s9kR8MTDs1EuIMRqZ3XPMVLBKapq1gg58zPPIV/HqiePvtt5dRG3z8gjhTe9mRHDjaKXG+nILetj3qUYi+iNPTN43v4o0c1ffVy+EoVytLX5deNZicFm/NQW9rFr01rN6+x9TFn9XV/BGv/IrYazZ9HJCJ+tHbF7MhujNfxn/CRu/xij4cPXpTeaXzY489Vjp0+RELW4hnlzc30P597VSStat3vvOdZWTFjU5yY2rGKOGOO+4of81ZO+Om4kvQ+KObhR35yHBwI2kEAA83K2f/yf3op/r24Br8ftSlUY74hJGbf/fudnPqZETGOtqm2y8FEfs5erP2inwo0yiQWBEXzrSD4sRDBz1pxBcdWpCXn8ihn3iS8GSfPy56wkxCU2LGN3RoLdE7Fvur6iJ+H+8az7AIjqQzhR5YX73n1bWX6ZLPGizTtxWaAuhxdNmNAe+yPURP9N/jifIqd9HBI50ea7TThVvJIGuvKIdeb4drOjeP8rnmRuEJIqMQnhDee8995cyTr4P2YsDLl/lRivZnxXgy9uY3v7kswvO7jS+//GqRO2Y72HkoYPdi+Rw40G7GZN2Lox1VtDdrewO1TxE1lQLHtLEQv4+bRnr41778r/2+44S3nX4jo9EXSZZ4tovx7ZpZjGEse6yqg6ZYZ/WRjzjAp9EhiUbJ1sjjESE6SW7Uwcs0HjkSG0kLP0jAfPCDZMUImjLTdfyDjzN6qItHF97YLyNvLJf2rhnwyqLiKEN5CE8mJ1omr4aKcjV65Ju1HPWrHOlD9EeZLl2Rt6bf64An6vR6uObw8RXNy0Y93rbX4WVbvfzEGOOwyWICPJjlw0iKqSFPrfjy8Zvf/KbmB37gB5p77713tF2hfRXMSy+9XJ5ioal9DfKZ8p2+c+fYo8V3Cdncyncc2x+Rnbenevv2LZVpKTeknjpy43ED4i/JTLGI/Ysyn+iP91sxibTW73YEyE3NKEZJgjpubiOXxKA/AGDkAz6NCjkrsWY2PM3jFO7ok/g9Lxg0zYUfPL49oZFowK94KTlDI0GTjFi/o0yCAje80HXNmpp8b9tg3WTbZLYB16ZfoWr7Jzy1tqjRkdmwD8wHxDspAP485h3dIBnPLLRao8jBrvpp7alzXyu5aGeo/SF8fTxd9b6tY7t7uS4d0TeVWf8icf3Kr/xKeVJ45MihknS4kU6fPmtJix32tuHU/tpzs7GArHfZv/LKq+VGgZebhRsRDPAxKuCGYlTHDUNZ+LLRFjp00Ifg4YPsNIfvf9KDvOKma90W4scPJQh4lFiG2Pa6h/B7Htkp03eLm0ZXPlYaWYGVBAWfkhPtosRFPXTVkdxIXIx+5SejMeRZl6RtFPehPsCnT4yr90v6Nm2jiAkilmsB9ABjI0tG9C6dCqxkpFcyqhd9zhYhvW2PL7MTsWU8NR2eN+KqxSX7C5vFqhabGA8fF+rQn/kwjg9DgdEBn+hZzDytJu91oNbry2JLgrjvvvsNYwuCDZM6dENxRg8Jimmi1lG4UdrRzOSNptiAhgyHRlvSMVY+uiBpZAf2kPVHFpMoK9vY42YlGSMHLt+GPHUUNq0NwUc82ht8sn8x2qAsXcJUa2OfrJETFslphOQT+Eb9JFPWq9oEzzW22qeHOoOn7Uftu9rwt30bCPpbDJMRuHT5+I7fOmFswhaxKg6xH3l+zwNf3rpZRLdIyxpgiMrozGYnJ0PQIfoiz6y4op5audYBt9OuOkINg+jC0sfn66PuaXXoBiOBbZfP6JkWxxCfM72RJh84+z8e4PGfzF9hngb7kJhNoy+LQyYPTbaz+qjH45TsEDkfk+za912vT+1yzRKYgAxpkK7gzCIf9e1EOTZ4xOnrs8bOMGUdwOupyUT98EU8mWwfLdqO5Uweu7Ltr+HN/Is6Ml9q/myHj9G+t4V++UzymiTnuP7HzZ/H3Pu8HXi9Pl0Piav8zHjlY63Ox0gjs420SZx4Y2s5JiHyrOU6+pD5EbGovOMJrNZINfom70YOil/BzfiuNy3DpkBHf70/akTdIJkfXk+m09uu4YgYsJPRon3Zi/QhZennPMRWl84YM88bYzerrcxGpovkpWlsVxx97LhmKjdNPKPtKDttuRZfr0exjDGtyUb/1f8iti75rC19W2RYoO14AovAhjohvhiE6EhHYh9kKuqPQrEDxXrJR74+vV6PGjzqjuWaLR+rGg7FTfUxjtFWLEd/op3In5WLjg1PoRimTBbXMxlvJ/Pf++F5h+IT37T+IUcS85ii/QwD/FqPyuqzGPj2jfURt6+nrs9GJi+5rC7ar5ZpZ9p707tY2++VtnLg27wEFO3jQ82Xa5bAYuNWHa9UeKf6GqWi4pqQY6BrWLPOEWUBrMbLrqFJT7Tj9Xd1gGmDMms7eN82YhuOQD7G2PkYKU7+3GUhxi/qjrKe308hNaXkHBfMpQNZfYSvz56X5Tryx3LEO6Qcdfj+4utiH/O6o45Y7sKRtR/yvr0jj+J3zRKYHOgKQuZk5Fd5Qt+cwTM9O03LAu5tej/6eCXn+aDFcuZTxlOzF2Ob6ZPdWDdUVnLlKVS1qVSxmUF2/A3B+lI8Ih7KfLxclJm2jC59kJV+zj6BtTY3j35q8l04PH5db7dP0T76s9iJ7vmFZRx/G3lNgzPjhRZ9jGUwQNtSAuM9+UOO2LmGyEQe6dgOXV73duur4Y702CCUPZZYH+VjOcrH+lq5z/9pcUQ7k449qYFW9JbpY5KNohK4pkhGfT4l6sekaKfLf2+Ha5KYaDUMXfq6cEkuniWz3fakd2i/GvtFu9oxjZ/eJ64zH2v60rdRlMYYJae4w9o7BsscL26rAEZPDGwtIJ7uwUo+OuDp3o74RGM4HzHIB+hRr+o8T6Rl5WgjawTxRF6vT3HwPPFavinuqpesj0GGNaNleOHztiJOZPxCtq+PmPxaV7Fl3WZz7Ot9qdU9LNl5X2qx3mw7i0rrv2p8LLiW7+jS4jz0NpG1N5DK6NCaGbzsT9MXqmuxl90MK3qh9/nXVx91RH6VOesamTpm7a2b7D/Ej8m0ul3z5NsV6NOesSzG0Lzv3qauZx6B8c7vWmAxHAPhAeq6xjdU1uv5x3QdO1Xm2xCeTG4aWq0dvI74ByKTmRZrpmMa3NeCN97M+Og/dm+WeyC7R3YS31btdbXVVnXvhN8zJzDAtI04+UuzFYDTdNppeLeCaadka52kRo84hvJFuaFlH98hnTbi0Y2btZP0+XPkm8Z+lB3q41A++eL5ZZMzCVyjL3/NELMLG3V6CDAUS8bX1T6xXSTfJQNPJudpffIZzhpNMZpVZ28Cm1VxBNzVmLWgeR198tHejVKODe8bjGvFN/qXxV38kXc7ffW6Pb6ajTgCE1+UzfwRr4+R7OvcJVfDtBN0jxH94JOP1Pkk1mLenMB8TCS/3Vi74pXVKc4RR+Sdpj37dFGfxdPbjPajTpV7E1hNUPToGHQFpauRxCOgmR7p8kGO1wOfI/S5saP1vrHidTQcG9bXx7qhjRxt9JV9jPt4qY841JY1PeKPsfBy0dcajpoN8UdsNT2z0LGtxOXjEG3C53Gqvg/7LJhqMhHTUD5hHCof9Xq56HdNZ40edVOeKYGVBhlr2/jIVQ7XGqdGj85JveevXWeO3Wg0/Kv5DlZf38cb+bfT19h+XZhrOITfd8Q+PV6X5KbpyNsZgz5d+KKP77fex0jXdBG6Pn12ZqmPGGox9Phkp8artvF4ZKcqw4Mad3g+ri2E5UBPVccGDXmhN4G1xvqf/gzpoBmEmlyNLqczXd8rtFpMa/To11C+KDdLuasdfFvAF2+eTFadtdZpIz3T4f2I/LP42CWD/cxG9JdyXNNCTvvDPD/0TGcXjlpdjI/XG+ukI7MdaSp7/yOtpr+GtUavxRh7fTY2PuusWIjOVdh6yV1g1MA69yr7HmSYJo7T8G5XKNQ+8dylv6u9vA9D/IEnfrps3yh1Wd+VH10Yh8SkSz6r62oP+IfYHMKT2d4qzeeHoRjKCMwLyklGgDEYvmOPx2Sji2hQ5exmiPa84111WYDEH+3Lj/hXUTqiXIYzi03EEPVIpqZP8sLrpxYRm49Fpg8d0H2s47X33/NH3N6Wx6i9S4qn99/b7quPvLLn9UcMlLV/yNfVriM2X1Zcsn7i+bj2+nmnFRj1sEJ+6AWFvLuM37M8f+FKeRmg3mG2urpS9nrphYy83A9edPEeMdkAT4ap1lay72WkS3XyRzp8Obuu+Y8+xX/qWJJAOg7pvWq/ZN511NpNPvdOITPlJTADd1Bn8jtN8x1wp23Nqj/DmNHQX6PPahu52Lmn1TUUUxcfddnNKyyq69KR3cjyT7GLN0GXzRgHb9vLkYh49zs0xRJez++3Veg6Yor2Ytnr8/HKYhf99HGQXsl1xVS808Qp4u4qt3r7l6W8jlo7TJXA1FARXM3RIUGqgYw2hpantTlU73byZRgjTeVInzZetTZDT1ddtCPe2NbCJ/qsuKOfUZ/wRD6PM5MRLeIe2p7eH6+fBMZ74jWChI/RFmd9sEE9H2iceTurZNQGwhLxU47+qpzVZT5Fvz02+LMRbqZnu2gRT6bX83h/xetj0pvAYlBjsO0uyDBsCnzKNCLGRsqAdsnPyj9E53bz1HwdYsfLTqPHd/ahHb+GJ9qN5ZpcrY08nthZqeNm7zqy/jnkJqnhyWxFHJT5tD++uzhOWC3W9n7ga0b6kLR0rXfTR4y+zHVXXH2dsETcUb/qp6VHvbFc06e8ELFGeV/OdEVaLPcmsGiwK7hddVGPyllDZbSaPPQaf43epWu76xTwDEsfzdfXrofi9W0zTTthV/yx8yj2Q/Vl/vp+4OszW0N97ePrwhFlwcFHa1nUU2ZtjClk+0Md7c+WUcc74qnnB2NJaPBp+ohdJTNoO+Fj1JnFNPJ4n2PdNLGKsVM56szoQ3gUe29ncALDgJwp134nmJX9Ib5ZnJ9WJuPPaLXgXiu6jx82Y4x8fcTvy7FuGvyb2tBuqFmPiB89WSfswht1ePlYN43+LpvR3wyz50EXPHHaB40RGHT9WhI0/ZAFIy7KLOyT5PTrR5pCKoFJf4bL19V88jx9vvgYitfrFW2Inoi3Vs50tbQ2Z2T1Gc6oX3Ld4/MglRnLaNHY0HKtkYbKw7cdOqaxt128EbfKke7tddWJr6t9uuoyOzV7Naxd/FHGY9F1lI/lGHvq+3jUR6bhlYzHiHy2BqYpr87wafpIIuMJZDtq27yhFf0xDqLFc/RdchGjl4tt6mMV5SOWaG/WssdX0xF9yNpKtMEjsGgMI12dpasu6lIHyejf67QsTtPGJovBNDoyDJnOoTRvm+usUw7FJ754w4he0y+sNTteb1f/qsln+hVHZBbm5ssUkms+JCnOq6ucbQrJ4r2VF+2n4ZYtaS3vXrTPkm2zWCi87c+WTSLOm5Xz1eSWJ2vDSMvaIaN5n7P6of0Avqr8aFbWF99oq6rPGDPcC3P2+3VEToJqkJaZJOWCXAptmHeV94BtjHpmwC/C+npdZ4Cj07HssXp5+HxdDE7UQ33fInHUQTnzU7R4Fn+Uoezxer1ZTFRP3RA/ZS/qknyXXxGr563FS5i8bB9O9EZ8Xp76bB9Shj3SpDfDS53q9UZ+piLRNjqhL1rCWefXqEdPE6GvXllpDh881Nx6x+3N17/+mP2e5f5mxX7otYy2TGjdfth1N/vATGb3wmJzyX789ciho83BAwdMp/VT+x3GuTl7aqm0ZZhIeAWXHxyM3reHTY9vDT7ux5Ev8knt62OPrI7MR18/9fXoNw58O2IjsyN6yzvKI6Pfm/TyutY56vL1M4/AoqPRSKz/Xi1nQfTBvtH98u1Su/Y+dLVjV11XHGaVQ+dWZLswxbouO6qj3fnwpxsao6wDlpCurLIgb79qbRtV16/YIn5jm18xwMs0kbFkNre7KZtcSXBtUm4X+ctGzvX2Zs76le9/xbYfUUQnBsRriA6vNsO00ezs66gRvrfVb7eVHiewaQLTxdtVFwF/L5V9QHfCR69zu/XXdE9jZxpe2lX8US6WfR/oqpu1r9RuWGxRN58kBI/D0s8kaVieIfkwgmJkt8uGWrfeeut4lMgC/lWeLjaMruzd8IxE7JeurzKKMt69+/c1y8vLzZrNekrKKiMo+2+UA9o01noqu7HfyR/hXmckNuVRSxRZ0shoG9psStuRPeqP5axPqO04bxiBZczRYOSJZfHX6FHfjV5Wh/E4Y6faTh+2GjcvP+Qa7PDV7A6hw5PFSbr74tNlI3boqKsmG9sr44u0WPY65CO0knAsKTGauu2228rWCOoXdi00awuWetZIcHzmy6hrl00V5xd2N/sPHGqW9+yzBGaJ0HSsWiIrU8gyE9yciKBFel+sxV9rjxg/laOdGt9O0LdiOx2B+YasNaro3niNdyec/seisxazGj367dtB11HWl2Od11eTr9mM9FnKGZ6MNotuL+NvaPSr32a2PM3GVCUZkV5IOnwYOOn62LFjzQHbkb/LpoElkVl2WrMV+fKL1fbed5MuCY/R2h4bge3es1x0UWY0hy6OzelrhD5MG+WHT1TeT3+dJYZIi+WoK4vPBp4q8KhpWFltE+36sse8YRsFTFHQmx1a18U3zI0bhyvzRXHK6raCfCv6oqwv+waPHbZLLvoiv7M+EfXA4+OU1Uf9kon6ox5fznR4WvRXdRmemn/S4e1CIwEdPHiwIYmxz0tfJWqX/i3JWVpaWb1S1sfmF5fKU8s5m1KWaWiZYrZopJ+zPtEvT8/45E/mV9RF2evIrrNYZHq2gxZtxfbNfBJt0z6wqCxr8Exhxrcdzt0oOmJQtxuXj2lXfGe1q5tkVvlpMWX8Gc3j6aufFXvNd9+m0TbrV3x0sNZUBhvQ7EOZNS/eMnHbzbeUzazavAobk0N+eWfNRmQLNo1kzxgf7MAr2ySx9DOaUoKh/PjcCEtMNllMoi/iURxq8ch0RXuxnMnMSovtoXLUJ/84b8tTyFrAouHvxXLmm6dN0xmuhf8ZXt+BqQez5+uSGYLZ64zxUF2fnq1i6NM/TX3BPBIQfvklnJRJYntsb9ehQ4cmo6pR4oGv8NpIi5EXyavsGzPNjNaWFrc294p4gJvFOqNNE4vYnlF2lFcjeXC5r9377G/4XUjP7BtKaDJats8movcga9dqgC7ZyFN0uQhKd19QuuprdTV65j+8EUsm7xNJbKgo3xeXGBvxxzaVTU/3NI89tjvlTJ/HFv2EXzKyI6zwelr0sauu5l/UEeMom+Jr16Ha9hJvsTvydddCu1bF00WmiLQ3IyjkWKCfs/Wu+15/T/Pw53Y3F86fL1sirly2PWJHjxQTy8azZvxHDx1ujti+sVWr27O81Fy+eL5ZsoS2srJa1s44rth0Ewzo5VhZWRk/JfVx72sDZNWO2kfn24B6r6MYC4fqY3vC5mlXR1tAIl8mLyzRVlaO+Dx+b2tbRmAZgJ2mxYDFcs1+F19XXU3ff610YsUndrSueCi+N1KcMyzyi/PaypVm0RJOYxtPL65cbmyffSmzaH/F6vYdOdx899lnLEmt2ghrqbl4sV3fWrl0uSzULy2SwFabFftOJJ9DB4+UmF2yqeW6yZPgVmxExrYIEhfJ7syZM6XMlgsdtTj7G9vHftq26Wq37apTrGu+ZHZ8WyAX+9CmNbCakhicjC/yZJ0jk4NvCO928dQw1OiZ3aGYM53Xg5b5cD1w3Gg2WV/SbvzsxuK7iydfPV6SEKModtCvXLxUEhOjr3//73+9+f3/+LvNaydetWHNmo3Czpad+PDx1SFGZLfcdHPz+Yc/1/yv//O/bD7+0f/cLNo08ugB3SW9zAAAFrRJREFUWw+zNbSS6JiO2mbXspPfnl4esSnp3uU9zYULF8aL7TFuwg3mIR/kM/+i3mtR1r3jz9Guv7/UdzP+wSMwrwRjtRuiRo8AVc74+2i+PuP1+NRofXwRX42/y/eo40Yp1+LV5eN2Ys/sZLTttDmrrniT8x3Fo4ePlP5+6sTJMt276aabmkceeaT5tV/7P5qnn3qiOX3mdHP/fa+3fWA23bREB+8ir9Ox5MUIgcTEaOuJbz3e/Oav/3rzhYcfbn7u5/558wPveLttuZhrLllded20je5IZBds6shU9cC+/e3reSbPEsZuaQWNc8QMkx+tqDxrTLZTLra7vz8zP6Lt6FdvAqt1/qiYcsY7BJTXFR2Mdrrqs7qMFrEOtVHTFeVvpHLWJn3+x/ZABx91Ht+m08ZkWv5rFcvy3UI7SDjF31GGOHf2bFmAZ/2GNazTp083/+7f/mrzh3/4hzaF5LuPV5tDB/badyMvNxcvnLP1rd3NbkteiK/bmtbS4kKzbBteTx23EZqVD+7d0zz86U81T379m81D/837mg988J81h2++qdln62HnbQ3tiiWvRRv1cZw7d67dCEvsR0lMo0XFUW0R7zO1V1F0Axyx3SN+IGa0zD/v6/wHP/iz/8r7JyWZwUiTXJTx5ZgxvY6oL5blVCYDrdBHPS3jydptLJdU9tUlIikp05P5Jv+iEi+fydXq+2Kg+prOWrxlz8t7DBG/L/v2z+zWYiAdNZnMZhdvzfc4ghkPdqwCmWVb7yrfZbTR0ecf/tvmf/vX/7r5xCc+0eyxfV3LS6xZrTRL9qaJC+fON/tsWsiTRhbf12wKyRNKpprrNlU8YdPQS8azykjLdK8Zz5e+9KXmi49+1ZbX1pvX3XFXeZrJojhPKfme5W6TXzPbZQOHgNHn3aGHDbV4xMTm49oVr0xf2iajzFrTFfuJL3Od4avpwr74xdM7AkMoKqwZ9rxRZnBAOhiH6BzCk5moyfXRswbI9F9vWs2Pa4VL9n3fuRFiBwY2nGrENRp42Z3S/m1csKeQLx5/ufmd//e3m4/82Z81i/ZmidtuusVGWxfKutjuxXkLIW9snW/22shp3r4+dPHy+XKjrdtobL/tE4PvlRdeLNPIQ4cOljJJcc/Ro83z332u+Q+/+X83D3/qM80//Wcfat75znfaaGxvc+HSRUte7dtd7QYc37jgKzEc/e3uimFX3bVud+z5PiD7okWsvr9Sp34T+/GgBOadjQq2Goiavhq9BII/YaUF2wF1F+9OYt+q79dDfmisdgLb9bSd+dMuhLcpq2w8HX3JmmTG00YW1//izz/SfPh3f6/5znefbW45eqy5ZOtZp04cL29jJfGRsFhsZ22MBfm5hfZV0/7n2M7aNFS79pkWksCW5xeby5dsS8XSnmbddHzj619rvv3Uk80j735383P//L9r3vimNzWXbcp58bKtn3ED2792sDNKZuNpZYsz8083fVZ3I9CG9gf5kfFv2Ac2xKlappRyny3R598+6fXD7wFFcLyShMPT9deRYTYvjeOvZNyHJfuyldmIPsDbJedxx+uIW/WyEfFFn5CHN2JSfESXnWhP8vLB61eddEXbUbfXAe6o2+vxvDEmvuz9z3zskh1iT7vfoy8+pmCgzJl1psOHD5dXPa/a1G5+abk5e/6cJRSmhDZdtOSy35LKU9/6Zhl1ffaTn7RRlz0Z5EvYlkzmLcnttSnjVZs67rI/oPRJppNgXbfX6iwu2qK8PaW8srbaHDnC4j9TQptSXl21Ht1+ufuyTS+ZJjIFvbx20UZmV5sDS7YXbH6t+cwnP9Z8+Yufb37qAz/d/NMPfag5cuwmkzMrNsI7ZQ8LDhw83Fwy2xcuXihfY1q1fWTqEzG+sexjHetiWTqz9vG8o6XD8f0jOY9J7aiz2oZzxu/r1X/gk11vPx2BdYHHIa8sc3BnaXJa6WxnrV0P7UPiL1yx49Xw+s5S4/H0Lv5r2f5d/vXFCX/kByMgrrkh9EMbXF+0Fw0eO3K0uWJJh1EX3138j3/0R80ff/j3m1dOvNTcvM+2TpBCLOnwhNGUmA6bMtra1rx9r/G8TfV22zoZe7j0g7XztnDPK3NYC8MG00H2ei0a/yXbwMp62oG9lhAtgbIP7DLJ0MZzizYSu2qyZ1872fzFn/5J8zlb7P+l/+GXmze/5cHmtrvuLk8lT506Wb4Qzh4xkvGSJc8b6VC8/Rl8aiu15zR9yPeBeL0pgdU6hejx7MFl1xlg70zNXq1RpuWv6Yl0r7fPxjS80U6tjE41euTJYh55srJvbNVntCgbOx/1EUMX3qhvK+UYk762yWwhox33+oENykz79u+Zb86eOtHs273cPPH1bzT/4bd+s/nCI3/X7F/Y07zu5lvLlJFNq+VfWbrgD6g9YVxnfap9Lz7JiqeYczZKKu8EG42oV2wURnKDht0Dtv512ZIYC/lsFrtoo6jFq/YGC6aH9q8kPEuje/faU0+zcerUqebf/pt/07zzXe9q3vXe9zY/8dBDzaH9h2z0ddGeVNoreviFbz2WzBy/zrSYbLK2E63WL0WPuuTahgTWZcB3Yh8XL1O7Fn+mf5oYt/I7O/LqwthVN40fNV70RxuxXIt9V4xjEvA61DGinUiPOmodLvoW9cb6IXqibXT06Y1xQgef9n307eL4+vqafbXncrNmieR3f+93y1rXmk337rC1Lr4WdObMqTLyml+wXfK2eL970d4mYa/WKa8stAS4ah9GT+ctoSzZqIgPCc8GXbYnzKaW9kSS6d6q2TljPLtee802r1rGsQ8Jbc8+W6y39TNGUyRTdK6ttg8VGA3yH98E+JRNY7/wxS8V3e//wD+x2eR8GcVdtd38/gvnMbbXq+zb1LdTbEdfx3XsC5Hm63VdElitM9TofYHJ5CItgu3SGWXFW6N36Yp1NR2iC2eNL+qbpRx1x7LXqbqMJ6N52diBurB6v73cNO2G/mn5uzDNWicMnDWFJIGw6P7U4481/9ev/1rz+BNPNYdsYf7A4WNlN/weW+fiKeA+m7aR6FjTYsTEFJPEhS4W1Zdtj9gR22l/8803Nzfdclvz1FNPlekjO8p41TQvMHzXj7+nOXrkpoY9ZefPnmvOvHaqfF2ItbE9u/c0587bOtj6+ZLEyvcry5qdKbck9brX3VteVf3yq680X//qY837/9ufLtsweJv+RUuOTGW1R2zW+GyXXK1/xT7Q1U99nZerXaeL+NFAVp4VlIKFzqgjC2S0DU9Gy2SnpWV6M9p2YoiNPsSe54nywuZjq1hH3ZEHWWjSqetp4+j5o82oa9Y+ILk+/dRr+ohtrjV9PH3yePNr/+5/b777zHeaO44dLaOs48eP27pSm0gWbT3qtdOvtZB5A6vRD9qu/CPHjjTH7BU6+w8eaL7/bW9vbr7t1vJanTPnzjYvvfJy+c4k62F7jHaP7dD/J+//QEmWfCXptE0LT518rXn+O99tTpw40bz80kvNyZMnyzVrWiQrduXbfLWMFp989kmbNh4pIzbojNYYieEDtBvtyNpT/S/2i0iP5cif6d4UgVqHED2eMeJlateeLwMytCFq+IbK1/i6cEeZaXijbFc5+qZEksW8pifqiHxDYy/bQ/mjne0qR388nliX2YSHNSjOuoaP0Q4JY5W9WfuZGja2tnSubI+A77iNkPbbaOigff/xoH1h+zb79aE77767ufvue5q777mruePOu8tTRqaI+w4cLAnlme98x0Zfu5ozZ883e2z0tWAL7Ks2zTtz7kL5haKjlvSO3XKr7RdbLlNA1rzAwDSSxPbyyy83zz33XPm8dvw1W/y/VEZq5y6cb86feK1ML5EpWzZ4c4Wtue3sgkoW0elp6kuZpNpwSD+DN/bLTQksGunrJH31Ud/3evla+DtNoxJPGlWPm7P4dnWgjF80dSp1HOje/yF6+zpmXzyjPY93iH34SS6KD9ccjG4YyXBcuHCpvNaGugOWjG6//fbmLZac3vrWtzZ33fk6Szw3tQnLRmkkDZIH2zDO2YdR0ZkLL5ekwk78Y8Z7yUZglNlZ//a3v71M8V6zryAdtm0PvMGCvWBai2Od7NDeo82x225pHvi+NxU8JNyL5y+VxPbcC8+Xry89/ex3C67ydJNprJ2XFyxB2obYf8yH73veT/WL3gQmIZ/5YqeqdcLYwWJn7rrpuupqDSYcGR5Pm+ba38SZXQUYPn2g6SOZDFNNH/Qo73l9XKXXt4/n9XYzOS9fw+rldC187XrNZBygeEmXykP9jzFRwqnJq97bUztA45qplkZhJA4wkxQO2p4q1qje9vZ3NHfccYetN72uuet19zR33nlnc7OtZ7HPinzH08QVS1Qn2ITKwrnpHbePPVVcthFVOSzxPPjgW5vHvvaNkrwYpe2xJ4qrNhrbw1qajbsW7Gnn/Fz7pHLBpqwXbWvGuukufvDlb8MGRr6edGDPkeaHbNRH3Y/zwMHW5K4wmrSpLb/nWkZho99VjP0ltoPio3Osr8U39p+opybn7WQ8vo18va45w0O7Rcwe++AEFoEPKWfAh8tdm8ExwRDOeA3Wmg/T0mt++war8dzIdN+Zatdd+OONFHmztok8Q8q6YWSPpLZk60n/07/8X+w1OQebW265pf0uIl8FsieGZy1ZPf/y8WbBNpsWWZ768WCQuaZ9+KUhNqmye/+S7fNibYrR1GEbufFTa1wfta8K6ekifpRtr6ZrHTlA27oaIzqrsu0Qlt5GXZ7TZdumsYvX85warcGN+DmVn2kb/ZEcvwtoSBCQNfvbeQzRB4+/X7JyxDRELzK92yii4lj2wGrXUaarXEsMyLR1eQPU5Pro6tjii8GNWGv6hC/K1/hFr9WrAWv1Ede1KHvfsg6W0bYTV4zttLp9W5dtDPadw7fa6Gvd1rFYW3rhlVft6zv2xW1LUIu2/rXXRmB8ladkmJKwRttc+JUiW2RftwQzZ4ln0UZVPHHcvTTf3HPP641v3taxXmjuvfc+G/3ZF75tFMEoat0yYIvB9Fg3njO+dZKRHfOGh6viI/vOSHR2NkqbsGBqWXVqp8bsHANfOMAa2yOWo8xOlNVmfbb9/QeOyB/LwnrNtlEMCU7tZu2j+/ratbef6VOgM5wZf6bP6+iS6arzDdXFl+G8VjTvZ61j7RSW2E6ZfWiixzYRndgu2DTtpO3NYsq229aslmyat9tyRvnhWdPB/i2mfPBqq0LRbbtMSUjs2CKr7DZ5khTrYbwr7P777y8yXEcs47LV8xWhoocnnOQqJch5S0iMlOyjJ40Fg7GMZUh0RujqI0UGPXbovN3tMq1e+D2uiCfD623E60HbKKKRrNwVyIzf02qyQ+iep3YtWzV91NfqIj2Wh+iehqcvVtej3vvc1wFr8ZkVt+x5eXVibGU3EDR/I+iakZVkxMN76ble5fuJloAK3fTCy4cd9/FghMVbV/nKt31Nskw52TbBK3RIaD/7sz9XdtEv2h4tFtm9fRIhr9chG82V5wk2GmufKzDWslGZ1k9NsfHyXUfhYcppA67xA4nyfeCRbNFkshxZTGqxKgLX6ABXDUeskw/el+x60xrYLB3Qy8TrLJg+Xpm9Qhs1Roxtxj+EpyYX8UqX6DU5+FQnHyOv9z3WRczRbq3+RqDP4lcN95D+MSS+0p/pg+Z1cF2mdPZh5MQIbMEWxhfn2BTabrvQtK88pGD1yhIFVwxo5mzqqPZkUR956WLNi6eFjL6YlrLwzhH7mTCxaZaDMm+/aMdLxs8AbDQzLByM1CBAH007R9VV/bLbFb+h/bIYSY5p5DPe2F4qR7o37ev+q18Di20SO1pXvepiw/gOE+uiTK1z1eQinp0uT4Mji11XR5wWO7oinliOOlWPrMcCnQ+bVaGv2ZPGVdtntYHP6Lzni6FQ+cqOJS6mjyWL8bGDN6OwgM+WB/SR8NgMS0LjKSaJMItBeSBg8nO2llYOhmGm0lCNzi2ZzbVl8d8Ovm95lUxqSZODwZeNEzfFhDqw1PpWjV6U7sDR1UYei6792bdfBm2cwLqMZILXmjYU31C+iN/L1XTU6FHXNGUaC706TyN7I/EOid9O4O1rE+o12vI3C/QyuholNl8HXQejKKZqfMm6vIfOEkxb3fLM2Vyy7Jy3g2lk+13IufLKHt4DxleDsB8PNrIWbDbtLImMGaP9T/4wAqOirJGBESaSJlNIkxvzbVa9wZSPj/dRTKJFfEPLffGXnj6+iCOWa3jTNTAPPhoeB46/SAOOjN/rtKfW478UpaHGSNsL8VLXXnfbnfBtBuftZrg2S7R/yTJ6Fw3dHrd4vX1Pi1gyPvizRo2yEZeXgVfxyXQhG21H+ZovPu41mUy/bm5vt3YdffMx8Taza6Z2woh+/+vYdGXJcPbyvDKnDInIJnQ9ko5LSKtrbfJiGolOznxYF2MBXjY5S26cHunTLNiPLJTeT5LCDJfFHHbLuGzSNlbRUuDZiLcIj3hjW8ay+CTD2ccho3tadu1jJ/3Y9bYV4xKbkZIoR5L2eMQnPeLftAaWgbqetP+vfWtRaiSGYf//13emaFFVyUmaAL2bMsN044csy9mwlKKi6/o7uP1EDfB+ptYzObs6cc2d+th4OxjcywhHbwynQ7ppcQOhxu1sqdPj/uZymLs2vP+1i7Obr/p+HDqf/d/0ua9QvhnNR7y0ToofPoGlxJN2NM3NQyQVsOreC3gvKPtcrvLWG6qrq7lprXV17fJmYrR3h3PaprxUn9Fmdf7CYDvXSNepL+WnG9/VL6xkT3X+JbtqssLdzQaasraocf3GREUYo+Py4ft84nQc04zY/nJPYGi4a5yb5bh07cTpbMwhiejyHedZG/Bc/IzP8TltW51N1Wf9kO9sFevm1+nh+qt4h5/mmOyMXTHKYyaP+9d8x33XdrKG6pi4uZnqLF0u8PVVY6Gz6618L3OAOYIqohMr5akQM2vGcrgdxmx8ikv2bjN0OR3X3/K5g8Bx2ekrHSyFmXzMIcUw9xTjekm2nR4dZsJLdmDoTLQ3rJO93o2rr05fcGAujKe5yqnwYVM+L3OA8VC4YRXODQ8CJl9n1wFj7UR0OJqPGMZRm+vVYae+Us2EccrOm+g0h1N4hTOzZ2ZiSjfeB5qj61mdT/Wa9kdnV46OCzR0Ps3nNeKdLqtYDsPZhu+BuaSuiVWfbjg0qq/AdUKwTa9H/B0eao1yU6+KqWsd+kqdDivx2bGDG+rWuq5XOFf9jrfOrJu19tLhIpZ7qOtV7lpzZw2+rOcOnsud0cTllU1nq1iP++ERiTE0n6PLV89vq/Pg+Jd4AlPR0GRqPtkfpVyznMBVDF273hCzOsi17vaiixvzTH1pFRfnbJo3ux5hndCUewevE7izPa7EjfRYwarYwkP/rMO1F1YBB/Gqq9OeZ2APMBZBBdE1CsKufi5WPv6++W5/x+APD5a9cLWZSzT6y4XmsT5O8MJQXOWYNHb1R33z55ycNokLOLic8iV78nXxqV+166zZD105ZrZmxSEWcwce5puw3D4BL/Uxt6Q76uBVP+yqPBwO2xhP+SiW6o1ZphrQCHm6dnthpibnYf8q94vr3/8kcJjKBT1oL06rLoZnW9f2ALvIvS+OKOAGfAT4DfLrCvBscePpvLHWm1rX392M8pqpB47a59caHzH9+qGadKh6yNNDaoaLi/lvD7BnhuUEOm3TjXAa/433swrwIaR7rm7Ssqm9GDpbYs41EMP5M1gzMa4+8tALXh0PZ3N1GWP3IPsDYoHBlYo90PwAAAAASUVORK5CYII=" /> <br />
<br />
A passenger aircraft above Scotland had a narrow miss with an
unidentified flying object, a report by the UK Airprox Board has
revealed.<br />
</span>
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<div class="body ">
The Airbus A320 was 4,000 feet above Glasgow when the incident occurred at the beginning of December.<br />
<br />
<b><a href="http://www.airproxboard.org.uk/docs/423/20130320-2013.03Reports.pdf" target="_blank" title="http://www.airproxboard.org.uk/docs/423/20130320-2013.03Reports.pdf">The report </a></b>reveals
that an alarmed pilot alerted traffic controllers to the presence of
'something' passing just 300-400 feet under his plane.<br />
The pilot logged the risk of collision with the object, which did not appear on radar, as 'high'.<br />
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A report by investigators was unable to establish what the object had been<br />
The aircraft involved was approaching Glasgow airport on 2 December 2012.<br />
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The plane was making its approach over the Baillieston area of the city with landing lights on.<br />
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The non-flying pilot reported seeing an object "loom ahead" at a range of about 100m.<br />
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The
cockpit transcript reveals the immediate aftermath of the alleged
near-miss with the A320 pilots reporting the object was "quite large"
and "blue and yellow".<br />
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The pilot sought confirmation of anything
in the area and air traffic control confirmed they had nothing on radar.
The controller said that he was not talking to anyone else in that area
and that nothing had shown up on radar.<br />
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The Airprox report concludes:
"Investigation of the available surveillance sources was unable to trace
any activity matching that described by the A320 pilot. Additionally
there was no other information to indicate the presence or otherwise of
activity in the area."<br />
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-63089413132486383112013-04-25T14:11:00.003-07:002013-04-25T14:11:37.146-07:00The Atacama Humanoid - The Alien that its human after all...<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Sirius2" src="http://greensavers.sapo.pt/files/Sirius2-300x146.jpg" /><br />
Ten years after the discovery of remains of a 15 cm strange humanoide, it was confirmed that it is actually a human. According to the team working on the project Sirius, is the conclusion of scientists from Stanford and was presented in a new documentary.<br />
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Since the small humanoid - known as Atacama Humanoid and treated by Ata - was discovered in the Atacama Desert in Chile for 10 years, has been much speculation about its origins.<br />
<img height="171" src="http://greensavers.sapo.pt/files/Sirius4.jpg" width="320" /><br />
Advanced theories included that the bones were from an aborted fetus, a monkey, or, for some, even an extraterrestrial being.<br />
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In the weeks leading up to the premiere of the documentary Sirius UFO enthusiasts have increased the belief that the film could announce a breakthrough in the search for extraterrestrial life forms.<br />
<img height="400" src="http://greensavers.sapo.pt/files/Sirius6.jpg" width="289" /><br />
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This is because the small skeleton certainly has many of the features we have come to believe to be aliens - in particular, a large head on a small body.<br />
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But the documentary reveals that a DNA sample was extracted from the bone marrow of the little being analyzed by scientists of the famous Stanford University.<br />
The conclusion is that it is an "interesting mutation" of a human male who have survived from six to eight years after the birth.<br />
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"I can say with absolute certainty that it is not a monkey. It is human - closer to human than chimpanzees. He lived until the age between six and eight years, "said Garry Nolan, director of biology at the School of Medicine at Stanford University in California.<br />
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"The DNA tells the story and we have the computational techniques that allow us to determine, in a very short time, it is actually a human," Nolan says in the documentary. And it is, to dismay of many.<br />
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The documentary premiered in Los Angeles in the past Earth Day, April 22 - from now on will be released online and in cinemas around the world.</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-18452854980131634092013-04-24T15:51:00.002-07:002013-04-24T15:51:13.346-07:00Life Before Earth? Is life ET?<div dir="ltr" style="text-align: left;" trbidi="on">
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Scientists Richard Gordon and Alexei Sharov have suggested that if the rate of increase in the complexity of biological systems in the course of evolutionary history followed Moore's Law then life existed before the Earth was formed.<div style="padding-bottom: 15px;">
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<a href="http://en.wikipedia.org/wiki/Moore's_law" style="color: #556699; text-decoration: none;" target="_blank">Moore's Law</a> posits that the complexity of computers increases exponentially at a rate of about double the transistors per integrated circuit every two years.<div style="padding-bottom: 15px;">
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Theoretical calculations based on Moore's Law yield results that coincide with the invention of the first microchips in the 1960s.<div style="padding-bottom: 15px;">
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Geneticist Richard Gordon of Gulf Specimen Marine Laboratory in Florida and Alexei Sharov of the National Institute on Aging in Baltimore, basing their calculations on the premise that genetic complexity of living systems double every 376 million years, projected the origin of life back to almost 10 billion years ago. Geologists believe the age of the Earth is about 4.5 billion years. If Gordon and Sharov's projections based on Moore's law have any valid basis, it means that life is older than the Earth by 5.5 billion years.<div style="padding-bottom: 15px;">
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This leads to the suggestion that life arose elsewhere in the universe and migrated to the Earth after it was formed.</div>
<span style="font-family: arial, helvetica; font-size: 12px;"><br /><br />Read more: <a href="http://www.digitaljournal.com/article/348515#ixzz2RQLn4TRc" style="color: #003399; text-decoration: none;">http://www.digitaljournal.com/article/348515#ixzz2RQLn4TRc</a></span></div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-76116112164668991182013-04-24T15:29:00.002-07:002013-04-24T15:39:54.873-07:00NASA Invites the Public to Fly Along with Voyager<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><img alt="Artist's concept of Voyager and an updated gauge" height="145" src="http://www.nasa.gov/images/content/744001main1_voyager_gauge-673.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-style: italic; font-weight: bold; line-height: 18px; text-align: left;">The public will be able to fly along with NASA's Voyager spacecraft as the twin probes head towards interstellar space, which is the space between stars. As indicated in this artist's concept, a regularly updated gauge using data from the two spacecraft will indicate the levels of particles that originate from far outside our solar system and those that originate from inside our solar bubble. Those are two of the three signs scientists expect to see in interstellar space. The other sign is a change in the direction of the magnetic field. Image credit: NASA/JPL-Caltech</span></td></tr>
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<span style="background-color: white;">A gauge on the Voyager home page, <a href="http://voyager.jpl.nasa.gov/" style="border: 0px; color: #004d93; font-family: inherit; font-style: inherit; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; text-decoration: none; vertical-align: baseline;">http://voyager.jpl.nasa.gov</a>, tracks levels of two of the three key signs scientists believe will appear when the spacecraft leave our solar neighborhood and enter interstellar space.</span></div>
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<span style="background-color: white;">When the three signs are verified, scientists will know that one of the Voyagers has hurtled beyond the magnetic bubble the sun blows around itself, which is known as the heliosphere.</span></div>
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<span style="background-color: white;">The gauge indicates the level of fast-moving charged particles, mainly protons, originating from far outside the heliosphere, and the level of slower-moving charged particles, also mainly protons, from inside the heliosphere. If the level of outside particles jumps dramatically and the level of inside particles drops precipitously, and these two levels hold steady, that means one of the spacecraft is closing in on the edge of interstellar space. These data are updated every six hours.</span></div>
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<span style="background-color: white;">Scientists then need only see a change in the direction of the magnetic field to confirm that the spacecraft has sailed beyond the breath of the solar wind and finally arrived into the vast cosmic ocean between stars. The direction of the magnetic field, however, requires periodic instrument calibrations and complicated analyses. These analyses typically take a few months to return after the charged particle data are received on Earth.</span></div>
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<span style="background-color: white;">Voyager 1, the most distant human-made spacecraft, appears to have reached this last region before interstellar space, which scientists have called "the magnetic highway." Inside particles are zooming out and outside particles are zooming in. However, Voyager 1 has not yet seen a change in the direction of the magnetic field, so the consensus among the Voyager team is that it has not yet left the heliosphere.</span></div>
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<span style="background-color: white;">Voyager 2, the longest-operating spacecraft, but not as distant as Voyager 1, does not yet appear to have reached the magnetic highway, though it has recently seen some modest drops of the inside particle level.</span></div>
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<span style="background-color: white;">NASA's Eyes on the Solar System program, a Web-based, video-game-like tool to journey with NASA's spacecraft through the solar system, has added a Voyager module that takes viewers along for a ride with Voyager 1 as it explores the outer limits of the heliosphere. Time has been sped up to show one day per second. Rolls and other maneuvers are incorporated into the program, based on actual spacecraft navigation data. The charged particle data are also shown. Visit that module at: <a href="http://1.usa.gov/13uYqGP" style="border: 0px; color: #004d93; font-family: inherit; font-style: inherit; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; text-decoration: none; vertical-align: baseline;">http://1.usa.gov/13uYqGP</a> .</span></div>
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<span style="background-color: white;">The Voyager spacecraft were built and continue to be operated by NASA's Jet Propulsion Laboratory, Pasadena, Calif. Caltech manages JPL for NASA. The Voyager missions are a part of NASA's Heliophysics System Observatory, sponsored by the Heliophysics Division of the Science Mission Directorate at NASA Headquarters in Washington.</span></div>
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<span style="background-color: white;">For more information about the Voyager spacecraft, visit: <a href="http://www.nasa.gov/voyager" style="border: 0px; color: #004d93; font-family: inherit; font-style: inherit; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; text-decoration: none; vertical-align: baseline;">http://www.nasa.gov/voyager</a> and <a href="http://voyager.jpl.nasa.gov/" style="border: 0px; color: #004d93; font-family: inherit; font-style: inherit; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; text-decoration: none; vertical-align: baseline;">http://voyager.jpl.nasa.gov</a> .</span></div>
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-2638902109690719382013-04-24T15:26:00.004-07:002013-04-24T15:26:55.636-07:00Herschel Links Water Around Jupiter to Comet Impact<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><img alt="This map shows the distribution of water in the stratosphere of Jupiter as measured with the Herschel space observatory" height="213" src="http://www.nasa.gov/images/content/743612main_pia17006-673.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; color: #666666; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-style: italic; font-weight: bold; line-height: 18px; text-align: left;">This map shows the distribution of water in the stratosphere of Jupiter as measured with the Herschel space observatory. Image credit: Water map: ESA/Herschel/T. Cavalié et al.; Jupiter image: NASA/ESA/Reta Beebe (New Mexico State University)</span></td></tr>
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<span style="background-color: white;">Astronomers have finally found direct proof that almost all water present in Jupiter's stratosphere, an intermediate atmospheric layer, was delivered by comet Shoemaker-Levy 9, which famously struck the planet in 1994.</span></div>
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<span style="background-color: white;">The findings, based on new data from the Herschel space observatory, reveal more water in Jupiter's southern hemisphere, where the impacts occurred, than in the north. Herschel is a European Space Agency mission with important NASA participation.</span></div>
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<span style="background-color: white;">The origin of water in the upper atmospheres of the solar system's giant planets has been debated for almost two decades. Astronomers were quite surprised at the discovery of water in the stratospheres of Jupiter, Saturn, Uranus and Neptune, which dates to observations performed with ESA's Infrared Space Observatory in 1997.</span></div>
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<span style="background-color: white;">While the source of water in the lower layers of their atmospheres can be explained as internal, the presence of this molecule in their upper atmospheric layers is puzzling due to the scarcity of oxygen there. Its supply must have an external origin. Since then, astronomers have investigated several possible candidates that may have delivered water to these planets, from icy rings and satellites to interplanetary dust particles and cometary impacts.</span></div>
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<a name='more'></a>Data from Herschel's Photodetecting Array Camera and Spectrometer (PACS), with the help of NASA's Infrared Telescope Facility, helped solve the mystery at Jupiter by showing an asymmetry in the distribution of water in its stratosphere, caused by the comet impact. Additional proof for a cometary source for the water came from Hershel's heterodyne instrument for the far infrared (HIFI), which probed the vertical profile of water in the stratosphere. NASA's Jet Propulsion Laboratory in Pasadena, Calif., helped build the HIFI instrument.<br />
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<span style="background-color: white;">"The asymmetry between the two hemispheres suggests that water was delivered during a single event and rules out icy rings or moons as candidate sources," says Thibault Cavalié from the Laboratoire d'Astrophysique de Bordeaux, France, who led the study. "Local sources would provide a steady supply of water, which over time would lead to a hemispherically symmetric distribution in the stratosphere. Depending on whether the chemical species are transported in neutral or ionized form, local sources of water would result in higher concentrations either at the poles or along the equator, but not in a north-south asymmetry."</span></div>
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<span style="background-color: white;">Read the full ESA news release at:<a href="http://www.esa.int/Our_Activities/Space_Science/Herschel/Herschel_links_Jupiter_s_water_to_comet_impact" style="border: 0px; color: #004d93; font-family: inherit; font-style: inherit; margin: 0px; outline: rgb(0, 0, 0); padding: 0px; text-decoration: none; vertical-align: baseline;">http://www.esa.int/Our_Activities/Space_Science/Herschel/Herschel_links_Jupiter_s_water_to_comet_impact</a> .</span></div>
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-55268619989239744262013-04-24T15:19:00.001-07:002013-04-24T15:19:04.465-07:00Comet C/2012 S1 Is On Its Way Toward the Inner Solar System<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: x-small;">Scientists eagerly await the arrival of a recently discovered, highly active comet that will skim 730,000 mi</span><span style="font-size: x-small;">les above the Sun's surface on Nov. 28 and has the potential to be readily visible from Earth.</span></div>
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<tr><td style="text-align: center;"><img height="204" src="http://images.spaceref.com/news/2013/oofp_Comet-C-ISON.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; color: #999999; font-family: Arial, Helvetica, Verdana; font-size: 14px; line-height: 17px; text-align: left;">Comet C/2012 S1. Credit: Nasa/ESA/PSI</span></td></tr>
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<span style="font-size: x-small;">Th</span><span style="font-size: x-small;">e comet, C/2012 S1 (ISON), is highly unusual in that it comes to the inner solar system for the first time and will skirt around the Sun within less than two solar radii from the Sun's surface on Nov. 28.</span></div>
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<span style="font-size: x-small;">Comet C/ISON was discovered in September 2012 when it was farther away from the Sun than Jupiter, and was already active at such a great distance. This is distinct from most other sungrazers - comets that pass extremely close to the sun - that are only discovered and remain visible for several hours nearest the Sun. At such a close perihelion distance from the Sun, sungrazers are expected to be intensely heated by the Sun, and sublimate not only ice but also silicates and even metals, releasing a tremendous amount of dust. The expectation is high that Comet C/ISON will be much brighter and more spectacular than most other sungrazers when it puts on a show late this year.</span></div>
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<span style="font-size: x-small;">"As a first-time visitor to the inner solar system, Comet C/ISON provides astronomers a rare opportunity to study a fresh comet preserved since the formation of the solar system," said Planetary Science Institute Research Scientist Jian-Yang Li, who led a team that imaged the comet. "The expected high brightness of the comet as it nears the Sun allows for many important measurements that are impossible for most other fresh comets."</span></div>
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<span style="font-size: x-small;">Comet C/ISON was imaged with the Hubble Space Telescope on April 10 using the Wide Field Camera 3, when the comet was slightly closer than Jupiter: 386 million miles (621 million kilometers) from the Sun and 394 million miles (634 million kilometers) from the Earth.</span></div>
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<span style="font-size: x-small;">An image of Comet C/ISON is available at <a href="http://www.psi.edu/news/cometc/ison.html" style="color: #3366cc; margin: 0px; padding: 0px; text-decoration: none;">http://www.psi.edu/news/cometc/ison.html</a></span></div>
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<span style="font-size: x-small;">The team is using these images to measure the activity level of this comet and determine the size of the nucleus, in order to predict the comet's activity when it passes perihelion, or closest to the Sun, later this year. Preliminary measurements from the Hubble images suggest that the nucleus, the solid, icy body at the center of the comet, is no larger than three or four miles across. This is remarkably small considering the high level of activity observed in the comet so far. This small size also means that the outcome from its close perihelion passage near the Sun is extremely hard to foresee.</span></div>
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<span style="font-size: x-small;">The comet is active as sunlight warms the surface and causes frozen volatiles to sublimate. The comet's dusty coma, or head of the comet, is currently approximately 3,100 miles (5,000 kilometers) across, or 1.2 times the width of Australia. A dust tail extends more than 57,000 miles (92,000 kilometers), far beyond Hubble's field of view.</span></div>
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<span style="font-size: x-small;">A detailed analysis of the dust coma surrounding the nucleus reveals a strong jet blasting dust particles off the sunward-facing side of the comet's nucleus. This jet, as projected on the sky, extends at least 2,300 miles (3,700 kilometers).</span></div>
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<span style="font-size: x-small;">More careful analysis is currently under way to improve these measurements and to predict the possible outcome of the sungrazing perihelion passage of this comet.</span></div>
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-35411942591861026452013-04-24T15:11:00.004-07:002013-04-24T15:15:04.339-07:00Meteorite hits a home in Wolcott, nobody injured...<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; font-family: arial, verdana, sans-serif; font-size: 12px;">Officials at the Yale Peabody Museum confirmed that a meteorite struck a home in Wolcott at the end of last week.</span><br />
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The Wolcott Police Department said local resident Larry Beck called them before 10:30 a.m. Saturday and said a baseball-sized rock crashed through his Williams Court home the night before.</div>
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Beck said the rock caused damage to his roof, copper piping and cracked the ceiling in his kitchen before coming to a stop.</div>
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"It sounded like a gunshot but it was louder bang," Beck said. "We looked up and saw the ceiling coming down and broke away the sheet rock in the dining room."</div>
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Beck reported to police he heard the rock crash through his home Friday at 10:30 p.m., but thought that a joint or rafter had been broken.</div>
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When he checked the attic the following morning, he said he found the hole in his roof, the damage to the pipes and the rock.</div>
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He said the rock had broken in half.</div>
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"For this to crash through asphalt shingles, the roof, smash copper pipe, crack a ceiling, it was moving very quickly," said Wolcott police Chief Edward Stephens.</div>
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It was believed that the rock was possibly a broken piece of airport runway concrete that had dropped from an aircraft when the landing gear was being lowered because, Beck said, there is a lot of airport traffic over his home at all hours of the day and night.</div>
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Bradley International Airport and Oxford Airport are nearby.</div>
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But it wasn't a rock. Its not the first time see <a href="http://dailycosmicnews.blogspot.pt/2011/04/probabilities-go-wrong-and-meteorite.html">here</a></div>
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more <a href="http://www.wfsb.com/story/22053662/possible-meteor-crashes-into-wolcott-home?hpt=us_bn7">here</a></div>
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-11870429660538003422013-04-15T09:50:00.000-07:002013-04-15T09:50:15.544-07:00National Space Society Applauds NASA Asteroid Capture Plan<div dir="ltr" style="text-align: left;" trbidi="on">
The National Space Society (NSS) applauds the new NASA budget item that
would provide close to $100 million for a mission to rendezvous with a
small asteroid and move it into orbit around the Moon where it could
later be visited by astronauts.<br />
<br />
"An asteroid capture mission is a tremendously important mission, and
one that could not be more relevant to the challenges our civilization
faces today," said Mark Hopkins, Chairman of the NSS Executive
Committee. "Robotic asteroid capture is the first step to exploiting the
vast material resources of the solar system for a hopeful and
prosperous future for mankind."<br />
<br />
Notes NSS Executive Vice President Paul Werbos, "Even small asteroids
contain tremendous wealth-precious metals, rare strategic metals
important for sustainable development, raw materials for in-space
construction, and volatiles for life support and propulsion in space."<br />
<br />
<a name='more'></a><br />
This mission is an important precursor to enable private industry to
access such resources for the benefit of all mankind and return wealth
to our world economy. One medium sized asteroid, 3554 Anum, is
estimated to contain $20 trillion of platinum group metals.<br />
<br />
Robotic asteroid capture is also a key step toward an effective
planetary defense. The mission will mature our ability to capture and
deflect a hazardous asteroid-protecting civilization from suffering the
same fate as the dinosaurs. The search for suitable targets will find
huge numbers of smaller, currently unknown asteroids which pose a very
real meteor threat to cities as evidenced by the explosion last month
over Chelyabinsk, Russia that injured over 1000 people.<br />
<br />
The mission also involves development of cost-effective new technologies of crucial value<br />
both to public and private activities in space. Robotic asteroid capture
will drive improvements to Solar Electric Propulsion, a critical
enabler of cost-effective transportation in Earth-Lunar space and the
inner solar system akin to the development of large ocean faring
vessels-opening up possibilities for even more ambitious missions in the
future. <br />
<br />
"The National Space Society has been advocating the capture of asteroid
resources for decades (see our Roadmap and Statement of Philosophy), and
is most gratified to see this important step toward the NSS Vision of
people living and working in thriving communities beyond the Earth, and
the use of the vast resources of space for the dramatic betterment of
humanity," said Hopkins.</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-5132466745859267032013-02-15T03:02:00.001-08:002013-02-15T03:02:24.853-08:00Update Fall of the meteorite on the Ural Mountains<div dir="ltr" style="text-align: left;" trbidi="on">
<span class="" id="result_box" lang="en"><span class="hps atn">"</span><span class="">According to</span> <span class="hps">preliminary assessment</span><span>,</span> <span class="hps">it is</span> <span class="hps">not</span> <span class="hps">a space object</span> <span class="hps">created</span> <span class="hps">by technology</span> <span class="hps">and</span> <span class="hps">classified as</span> <span class="hps">thermogenic</span> <span class="hps">meteorite that</span> <span class="hps">flew</span> <span class="hps">about 30</span> <span class="hps">kilometers</span> <span class="hps">per second</span> <span class="hps">at low altitude</span><span>,"</span> <span class="hps">reads</span> <span class="hps">a statement</span> <span class="hps">released today by</span> <span class="hps">Roscosmos</span><span>.</span><br /><br /><span class="hps">"Similar</span> <span class="hps">objects</span> <span class="hps">accidentally enter the</span> <span class="hps">atmosphere and</span> <span class="hps">is a</span> <span class="hps">little</span> <span class="hps">predictable</span> <span class="hps">phenomenon</span><span>,"</span> <span class="hps">stresses the</span> <span class="hps">Roscosmos</span><span>.</span><br /><br /><span class="hps">The Defense Ministry</span> <span class="hps">of</span> <span class="hps">Russia has also</span> <span class="hps">confirmed this information</span><span>.</span><br /><br /><span class="hps">The</span> <span class="hps">populist leader</span> <span class="hps">Vladimir</span> <span class="hps">Zhirinovsky</span> <span class="hps">had accused</span> <span class="hps">the U.S. of</span> <span class="hps atn">"</span><span>having experienced</span> <span class="hps">a new kind of</span> <span class="hps">weapon</span> <span class="hps">in the territory</span> <span class="hps">of Russia."</span><br /><br /><span class="hps">The fall</span> <span class="hps">of the meteorite</span><span class="">, which</span> <span class="hps">broke up</span> <span class="hps">upon entering the</span> <span class="hps">atmosphere and</span> <span class="hps">hit</span> <span class="hps">six cities</span> <span class="hps">of the Ural Mountains</span><span>,</span> <span class="hps">according to the latest</span> <span class="hps">data from the Ministry</span> <span class="hps">for Emergency Situations</span> <span class="hps">of Russia</span><span>,</span> <span class="hps">led</span> <span class="hps">474</span> <span class="hps">injured</span><span class="">, 14</span> <span class="hps">of whom</span> <span class="hps">had to be</span> <span class="hps">hospitalized</span><span class="">.</span></span></div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-37841980835009994782013-02-15T02:05:00.000-08:002013-02-15T02:05:08.748-08:00Hundreds hurt as meteorite strikes central Russia <div dir="ltr" style="text-align: left;" trbidi="on">
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About 400 people were injured when a meteorite shot across the sky in
central Russia on Friday sending fireballs crashing to Earth, smashing
windows and setting off car alarms.<br />
<br />
Residents on their way to work
in Chelyabinsk heard what sounded like an explosion, saw a bright light
and then felt a shockwave.<br />
<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/yWTanCmQAxk?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<br />
The meteorite raced across the horizon, leaving a long white trail in
its wake which could be seen as far as 200 kilometres away in
Yekaterinburg. Car alarms went off, windows shattered and mobile phones
worked only intermittently.<br />
Chelyabinsk city authorities said about 400 people sought medical help, mainly for light injuries caused by flying glass.<br />
<br />
“I
was driving to work, it was quite dark, but it suddenly became as
bright as if it was day,” said Viktor Prokofiev, 36, a resident of
Yekaterinburg in the Urals Mountains.<br />
<br />
“I felt like I was blinded by headlights,” he said.<br />
<br />
No
fatalities were reported but President Vladimir Putin, who was due to
host Finance Ministry officials from the Group of 20 nations in Moscow,
and Prime Minister Dmitry Medvedev were informed.<br />
<br />
A local ministry
official said the meteor shower may have been connected with an
asteroid the size of an Olympic swimming pool that was due to pass Earth
at a distance of 27,520 kilometres but this could not be confirmed.<br />
Windows were shattered on Chelyabinsk’s central Lenin Street and some of the frames of shop fronts buckled.<br />
<br />
A
loud noise, resembling an explosion, rang out at around 9.20 a.m. local
time. The shockwave could be felt in apartment buildings in the
industrial city’s centre.<br />
<br />
“I was standing at a bus stop, seeing
off my girlfriend,” said Andrei, a local resident who did not give his
second name. “Then there was a flash and I saw a trail of smoke across
the sky and felt a shockwave that smashed windows.”<br />
A wall was damaged at the Chelyabinsk Zinc Plant but there was no environmental threat, a plant spokeswoman said.<br />
<br />
Such
incidents are rare. A meteorite is thought to have devastated an area
of more than 2,000 square kilometres in Siberia in 1908, smashing
windows as far as 200 kilometres from the point of impact.<br />
<br />
The
Emergencies Ministry described Friday’s events as a “meteor shower in
the form of fireballs” and said background radiation levels were normal.
It urged residents not to panic.<br />
<br />
Chelyabinsk city authorities
urged people to stay indoors unless they needed to pick up their
children from schools and kindergartens. They said a blast had been
heard at an altitude of 10,000 metres, apparently signalling it occurred
when the meteorite entered Earth’s atmosphere.<br />
</div>
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-26835019752975510502013-01-11T09:40:00.002-08:002013-01-11T09:40:42.373-08:00NASA Rules Out Earth Impact in 2036 for Asteroid Apophis<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6xVQj5NqPuMLQZdDZXYgNu6Ag1j711w0qzJ9Z_CIEQLvs4Mm9mAZL-67vBv3hUSud8zk-g7RlLsEkA7AhcedPEJSoPcJYg_3Usk7pUcmj29e0299SH3agQI0luzwEROxmrw6DCHWZEc8b/s1600/apophis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6xVQj5NqPuMLQZdDZXYgNu6Ag1j711w0qzJ9Z_CIEQLvs4Mm9mAZL-67vBv3hUSud8zk-g7RlLsEkA7AhcedPEJSoPcJYg_3Usk7pUcmj29e0299SH3agQI0luzwEROxmrw6DCHWZEc8b/s320/apophis.jpg" width="320" /></a></div>
<br />
<br />
NASA scientists at the agency's Jet Propulsion Laboratory in Pasadena, Calif., effectively have ruled out the possibility the asteroid Apophis will impact Earth during a close flyby in 2036.<br /><br />
The scientists used updated information obtained by NASA-supported telescopes in 2011 and 2012, as well as new data from the time leading up to Apophis' distant Earth flyby yesterday (Jan. 9). Discovered in 2004, the asteroid, which is the size of three-and-a-half football fields, gathered the immediate attention of space scientists and the media when initial calculations of its orbit indicated a 2.7 percent possibility of an Earth impact during a close flyby in 2029. <br /><br />Data discovered during a search of old astronomical images provided the additional information required to rule out the 2029 impact scenario, but a remote possibility of one in 2036 remained - until yesterday. <br /><br />"With the new data provided by the Magdalena Ridge [New Mexico Institute of Mining and Technology] and the Pan-STARRS [Univ. of Hawaii] optical observatories, along with very recent data provided by the Goldstone Solar System Radar, we have effectively ruled out the possibility of an Earth impact by Apophis in 2036," said Don Yeomans, manager of NASA's Near-Earth Object Program Office at JPL. <br /><br />"The impact odds as they stand now are less than one in a million, which makes us comfortable saying we can effectively rule out an Earth impact in 2036. <br /><br />Our interest in asteroid Apophis will essentially be for its scientific interest for the foreseeable future." The April 13, 2029, flyby of asteroid Apophis will be one for the record books. On that date, Apophis will become the closest flyby of an asteroid of its size when it comes no closer than 19, 400 miles (31,300 kilometers) above Earth's surface.<br /><br />"But much sooner, a closer approach by a lesser-known asteroid is going to occur in the middle of next month when a 40-meter-sized asteroid, 2012 DA14, flies safely past Earth's surface at about 17,200 miles," said Yeomans. <br /><br />"With new telescopes coming online, the upgrade of existing telescopes and the continued refinement of our orbital determination process, there's never a dull moment working on near-Earth objects." Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-72151378866370242882013-01-10T04:43:00.007-08:002013-01-10T04:43:43.147-08:00Large asteroid belt around the star Vega<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" 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Astronomers have discovered what appears to be a large asteroid belt
around the star Vega, the second brightest star in northern night skies.
The scientists used data from NASA's Spitzer Space Telescope and the
European Space Agency's (ESA) Herschel Space Observatory, in which NASA
plays an important role.<br />
<br />
The discovery of an asteroid belt-like band
of debris around Vega makes the star similar to another observed star
called Fomalhaut. The data are consistent with both stars having inner,
warm belts and outer, cool belts separated by a gap. This architecture
is similar to the asteroid and Kuiper belts in our own solar system.<br />
<br />
What is maintaining the gap between the warm and cool belts around
Vega and Fomalhaut? The results strongly suggest the answer is multiple
planets. Our solar system's asteroid belt, which lies between Mars and
Jupiter, is maintained by the gravity of the terrestrial planets and the
giant planets, and the outer Kuiper belt is sculpted by the giant
planets.<br />
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"Our findings echo recent results showing multiple-planet systems are
common beyond our sun," said Kate Su, an astronomer at the Steward
Observatory at the University of Arizona. Su presented the results
Tuesday at the American Astronomical Society meeting in Long Beach,
Calif., and is lead author of a paper on the findings accepted for
publication in the Astrophysical Journal.<br />
<br />
Vega and Fomalhaut are similar in other ways. Both are about twice
the mass of our sun and burn a hotter, bluer color in visible light.
Both stars are relatively nearby at about 25 light-years away. The stars
are thought to be around 400 million years old, but Vega could be
closer to its 600 millionth birthday. Fomalhaut has a single candidate
planet orbiting it, Fomalhaut b, which orbits at the inner edge of its
cometary belt.<br />
<br />
The Herschel and Spitzer telescopes detected infrared light emitted
by warm and cold dust in discrete bands around Vega and Fomalhaut,
discovering the new asteroid belt around Vega and confirming the
existence of the other belts around both stars. Comets and the
collisions of rocky chunks replenish the dust in these bands. The inner
belts in these systems cannot be seen in visible light because the glare
of their stars outshines them.<br />
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Both the inner and outer belts contain far more material than our own
asteroid and Kuiper belts. The reason is twofold: the star systems are
far younger than our own, which has had hundreds of millions more years
to clean house, and the systems likely formed from an initially more
massive cloud of gas and dust than our solar system.<br />
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The gap between the inner and outer debris belts for Vega and
Fomalhaut also proportionally corresponds to the distance between our
sun's asteroid and Kuiper belts. This distance works out to a ratio of
about 1:10, with the outer belt 10 times farther away from its host star
than the inner belt. As for the large gap between the two belts, it is
likely there are several undetected planets, Jupiter-sized or smaller,
creating a dust-free zone between the two belts. A good comparison star
system is HR 8799, which has four known planets that sweep up the space
between two similar disks of debris.<br />
<br />
"Overall, the large gap between the warm and the cold belts is a
signpost that points to multiple planets likely orbiting around Vega and
Fomalhaut," said Su.<br />
If unseen planets do in fact orbit Vega and Fomalhaut, these bodies will not likely stay hidden.<br />
<br />
"Upcoming new facilities such as NASA's James Webb Space Telescope
should be able to find the planets," said paper co-author Karl
Stapelfeldt, chief of the Exoplanets and Stellar Astrophysics Laboratory
at NASA's Goddard Space Flight Center in Greenbelt, Md.<br />
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Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-66278167752054719812013-01-10T04:39:00.000-08:002013-01-10T04:39:02.209-08:00Can Titan host an exotic form of life?Cassini Data Suggests Blocks of Hydrocarbon Floating on Titan's Lakes<br />
<br />
<img alt="" height="218" src="http://images.spaceref.com/news/2013/oopia16634-640.jpg" width="400" /><br />
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It's not exactly icing on a cake, but it could be icing on a lake. A new
paper by scientists on NASA's Cassini mission finds that blocks of
hydrocarbon ice might decorate the surface of existing lakes and seas of
liquid hydrocarbon on Saturn's moon Titan. The presence of ice floes
might explain some of the mixed readings Cassini has seen in the
reflectivity of the surfaces of lakes on Titan.<br />
<br />
"One of the most intriguing questions about these lakes and seas is
whether they might host an exotic form of life," said Jonathan Lunine, a
paper co-author and Cassini interdisciplinary Titan scientist at
Cornell University, Ithaca, N.Y. "And the formation of floating
hydrocarbon ice will provide an opportunity for interesting chemistry
along the boundary between liquid and solid, a boundary that may have
been important in the origin of terrestrial life."<br />
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Titan is the only other body besides Earth in our solar system with
stable bodies of liquid on its surface. But while our planet's cycle of
precipitation and evaporation involves water, Titan's cycle involves
hydrocarbons like ethane and methane. Ethane and methane are organic
molecules, which scientists think can be building blocks for the more
complex chemistry from which life arose. Cassini has seen a vast network
of these hydrocarbon seas cover Titan's northern hemisphere, while a
more sporadic set of lakes bejewels the southern hemisphere. <br />
<br />
Up to this point, Cassini scientists assumed that Titan lakes would not
have floating ice, because solid methane is denser than liquid methane
and would sink. But the new model considers the interaction between the
lakes and the atmosphere, resulting in different mixtures of
compositions, pockets of nitrogen gas, and changes in temperature. The
result, scientists found, is that winter ice will float in Titan's
methane-and-ethane-rich lakes and seas if the temperature is below the
freezing point of methane -- minus 297 degrees Fahrenheit (90.4
Kelvins). The scientists realized all the varieties of ice they
considered would float if they were composed of at least 5 percent
"air," which is an average composition for young sea ice on Earth.
("Air" on Titan has significantly more nitrogen than Earth air and
almost no oxygen.) <br />
<br />
If the temperature drops by just a few degrees, the ice will sink
because of the relative proportions of nitrogen gas in the liquid versus
the solid. Temperatures close to the freezing point of methane could
lead to both floating and sinking ice - that is, a hydrocarbon ice crust
above the liquid and blocks of hydrocarbon ice on the bottom of the
lake bed. Scientists haven't entirely figured out what color the ice
would be, though they suspect it would be colorless, as it is on Earth,
perhaps tinted reddish-brown from Titan's atmosphere.<br />
<br />
"We now know it's possible to get methane-and-ethane-rich ice freezing
over on Titan in thin blocks that congeal together as it gets colder --
similar to what we see with Arctic sea ice at the onset of winter," said
Jason Hofgartner, first author on the paper and a Natural Sciences and
Engineering Research Council of Canada scholar at Cornell. "We'll want
to take these conditions into consideration if we ever decide to explore
the Titan surface some day."<br />
<br />
Cassini's radar instrument will be able to test this model by watching
what happens to the reflectivity of the surface of these lakes and seas.
A hydrocarbon lake warming in the early spring thaw, as the northern
lakes of Titan have begun to do, may become more reflective as ice rises
to the surface. This would provide a rougher surface quality that
reflects more radio energy back to Cassini, making it look brighter. As
the weather turns warmer and the ice melts, the lake surface will be
pure liquid, and will appear to the Cassini radar to darken.<br />
<br />
"Cassini's extended stay in the Saturn system gives us an unprecedented
opportunity to watch the effects of seasonal change at Titan," said
Linda Spilker, Cassini project scientist at NASA's Jet Propulsion
Laboratory, Pasadena, Calif. "We'll have an opportunity to see if the
theories are right."<br />
Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0tag:blogger.com,1999:blog-8833610642184013171.post-1154801277648829622013-01-10T03:52:00.000-08:002013-01-10T04:07:33.519-08:00Possible big solar flares in the next days?A pair of large sunspots has rotated into view over
the sun's eastern limb. The two dark cores, collectively
known as AR1654, are 4 times bigger than
Earth.<br />
<br />
<br />
<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;"><img border="1" height="231" src="http://www.spaceweather.com/images2013/10jan13/ar1654_strip.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NASA's Solar Dynamics Observatory
took this picture of the twins during the early
hours of Jan. 10th</td></tr>
</tbody></table>
<div align="center">
</div>
<br />
The two sunspots are presently
crackling with low-level C-flares. Much stronger
eruptions are possible.<br />
<br />
What are Solar Flares? See the video<br />
<br />
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<br />Dailycosmicnewshttp://www.blogger.com/profile/02948746336341683093noreply@blogger.com0