tag:blogger.com,1999:blog-64670864595752677992024-03-12T20:19:37.277-07:00AsHwIn'S eNgLiSh BlOgAnonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-6467086459575267799.post-29863804457729977062014-04-07T15:18:00.000-07:002014-04-07T15:18:03.535-07:00<h2>
Is Megalodon, The Monster Shark, still alive?</h2>
Megalodon was an ancient shark during the time of the dinosaurs. Its average length was about 70 to 90 ft wide. It had 6 rows of monster teeth and had a dorsal fin longer than most humans. It was the King of the Seas, the best hunter that had ever lived in the ocean. Many people believe that it is still hunting in the oceans of the Earth, but many scientists have proved theories wrong. It was proved that sharks behave sluggish in cold waters and are active in warm waters. Also the cold temperatures improves the performance of the sharks metabolism, making it have to hunt more animals. Because of tectonic plates, the continents blocked out the migration route of whales, keeping the whales on one side and Megalodon on the other. Now, they had to hunt more, in sluggish behavior, when their primary food source was cut off. The Ice Age had brought an end to the Monster hunter.<br />
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<h2>
My Opinion</h2>
Of course its real!!!! Megalodon was a deep sea hunter, meaning it lived down to depths of 6,000 ft. A research team had set a trap to tag the giant monster. They had succeeded in this task and had monitored it for only minutes. At an unspeakable and unmatched rate, the monster shark had dived down deep into the ocean faster than any marine life possible. The tag had lost its transmission at 6,524ft below sea level. No marine animal had ever dived down that deep that fast. No other shark known has behavior to go down that deep. Blue Sharks are the closest, going down to about 4,000ft.<br />
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<h2>
Top 10 Megalodon Sightings</h2>
<h4>
1 Dorsal fin of 6 ft. This photograph was taken from atleast 1,000 feet away. The shark is attacking a whale.</h4>
<h4>
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" style="height: 168px; margin-left: -8px; margin-right: -8px; margin-top: 0px; width: 300px;" /> </h4>
2. A whale was bitten in half. Only Megalodon is known to take bites that big and from that angle.<br />
<img class="rg_i" data-sz="f" name="cBoZ_8LXbGPGUM:" src="data:image/jpeg;base64,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" style="height: 168px; margin-left: -8px; margin-right: -8px; margin-top: 0px; width: 300px;" /><br />
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3. As you can see, Megalodon was very big.<br />
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<br />
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQE3WIBv3rnJJQI40IHs-v72blR4uaNLG7ZylAYUfuQfH6EofcA" data-sz="f" name="7s5y8DVnU6f7_M:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQE3WIBv3rnJJQI40IHs-v72blR4uaNLG7ZylAYUfuQfH6EofcA" style="height: 160px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 315px;" /><br />
4. Megalodon was the biggest of all sharks, and this shows proves just that.<br />
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSmLVLdP_YbwFGOtVpGK_neT4lz1ruOjsHli5hIAaDqCJfrHpsT" data-sz="f" name="kd9JyhYxtr15mM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSmLVLdP_YbwFGOtVpGK_neT4lz1ruOjsHli5hIAaDqCJfrHpsT" style="height: 179px; margin-left: -6px; margin-right: -6px; margin-top: 0px; width: 239px;" /><br />
5. Tooth of the Great White on the left, the Megalodon tooth on the right. See the difference?<br />
<img class="rg_i" data-sz="f" name="n3EXxlmCeg-qOM:" src="data:image/jpeg;base64,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" style="height: 174px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 289px;" /><br />
6. The Jaw of the Megalodon was very Massive. It could eat a baby whale in one bite. <br />
<br />
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT7NPHE9kJWBhkpcFmBPXw_aOzejn2FCJK99Tg0u6EY_x1lpouroQ" data-sz="f" name="3bldf3G1KyfbVM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT7NPHE9kJWBhkpcFmBPXw_aOzejn2FCJK99Tg0u6EY_x1lpouroQ" style="height: 183px; margin-left: -1px; margin-right: 0px; margin-top: 0px; width: 275px;" /> <br />
7. Megalodon was very long. Longer than a city bus!<br />
<img class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRTPPiJcSJSUjyTy_ISfCdY71VgR9ooNzhYmrRh3R_DXmf0eHzCWA" data-sz="f" name="HuAvmnmg7vunIM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRTPPiJcSJSUjyTy_ISfCdY71VgR9ooNzhYmrRh3R_DXmf0eHzCWA" style="height: 166px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 303px;" /><br />
<br />
8. This is the shark with the closest length to the Megalodon.<br />
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTvBmLdnp7Bw5R7BvOmQ6thubMYI0qiVGt3gVaZQAZR7-gRU7T5pQ" data-sz="f" name="fnM-ivsZN6mNSM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTvBmLdnp7Bw5R7BvOmQ6thubMYI0qiVGt3gVaZQAZR7-gRU7T5pQ" style="height: 168px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 300px;" /> <br />
9. Megalodon was longer than the King of Dinosaurs, Tyrannosaurus Rex. <br />
<br />
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQdIMtPsbKdp4aLqjzzuVD1rJZh0viNSfF39KGsXxoiOixLJH3A" data-sz="f" name="JUrdKWMPojU4WM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQdIMtPsbKdp4aLqjzzuVD1rJZh0viNSfF39KGsXxoiOixLJH3A" style="height: 130px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 328px;" /><br />
10. Megalodon was a very ruthless killer, and often killed prey from under.<br />
. <img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTfEMeAhFJBdC7T5oB0hjAcQbJMLjjriDZhoUtnitaM2wTHoMVB" data-sz="f" name="uFswvP-uV0ghAM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTfEMeAhFJBdC7T5oB0hjAcQbJMLjjriDZhoUtnitaM2wTHoMVB" style="height: 175px; margin-left: -7px; margin-right: -8px; margin-top: 0px; width: 234px;" /> <br />
<h2>
Conclusion</h2>
Megalodon was a very ruthless killer and perhaps the largest hunter in the ocean. It was nearly 100 ft long and had 6 rows of long and sharp teeth. If Megalodon was alive today, and we had a skeleton of it, imagine a freight train with 6 rows of knives sticking out of it. That's a very close description of this beast and exactly how it should be imagined. The MONSTER SHARK LIVES!!!!<br />
<br />
<h2>
Challenge </h2>
What do you think? Is Megalodon alive? Post your opinion in the comments section and your favorite picture of Megalodon. Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-30618590847886621682014-04-07T14:32:00.000-07:002014-04-07T14:32:09.629-07:00<h2>
Is Bigfoot Real? </h2>
"Bigfoot is the name given to a cryptid ape- or hominid-like creature that some people believe inhabits forests, mainly in the Pacific Northwest region of North America. Bigfoot is usually described as a large, hairy, bipedal humanoid." There are many shows that are based off of Bigfoot or have people look for him to find evidence of its existence. There are many people who believe in his existence, but there is no clear evidence of his existence. Many pictures or sightings have been proved fake, some unexplainable, and others not even pictures of the right thing.The research goes on, but you never know what new evidence people can find.<br />
<br />
<h2>
My Opinion</h2>
Bigfoot is FAKE. All the "pictures" of it are FAKE. Anyone who has "footage" of him are FAKE. Sorry I'm not sorry. There is just no clear evidence of his existence. Most pictures are mistaken for gorillas, and other are just people dressed in Halloween costumes. If there was a good, clear picture or footage of the beast, then I would change my mind.<br />
<br />
<h2>
Top 10 Bigfoot Sightings</h2>
<h4>
1. Bigfoot sighted in the forest alongside a road.</h4>
<h4>
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" style="height: 175px; margin-left: -5px; margin-right: -5px; margin-top: 0px; width: 234px;" /> </h4>
<h4>
2. Bigfoot hunting Bears</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcS6FjYu_i8sOqA76t22-oQgfW_x153ErXuq4PAvquWPye4ygjiy" data-sz="f" name="h7sZ2rmePi8Y0M:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcS6FjYu_i8sOqA76t22-oQgfW_x153ErXuq4PAvquWPye4ygjiy" style="height: 179px; margin-left: -2px; margin-right: -3px; margin-top: 0px; width: 148px;" /> </h4>
<h4>
3. Two Bigfoots sighted in the woods. Could be Gorillas or large Bears.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR7fbfvVRcGpNOq2UQXj_-TAHHqQGUcvc3MwLbbAeeMlasqUt9QpA" data-sz="f" name="IqgMffRKpqJ9PM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR7fbfvVRcGpNOq2UQXj_-TAHHqQGUcvc3MwLbbAeeMlasqUt9QpA" style="height: 190px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 254px;" /> </h4>
<h4>
4.Bigfoot lurking in the woods. Could be a man in a suit.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTHm7jXNGN3dxrj8IRFV10tWTiinKjeOe16dK0edkADn3gIRNW_" data-sz="f" name="RI4a9WRI4lDZYM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTHm7jXNGN3dxrj8IRFV10tWTiinKjeOe16dK0edkADn3gIRNW_" style="height: 196px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 257px;" /> </h4>
<h4>
5.This picture is definitely fake. It looks like a drawing. </h4>
<h4>
</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQRt62jzq_9uLTKcoDkShOmNN2uJDFDZq7FX8DMGnDfF1eEM6-o" data-sz="f" name="nHfHUew1RILykM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQRt62jzq_9uLTKcoDkShOmNN2uJDFDZq7FX8DMGnDfF1eEM6-o" style="height: 171px; margin-left: -1px; margin-right: -1px; margin-top: 0px; width: 295px;" /> </h4>
<h4>
6. This Could be a bear, or maybe even a gorilla.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR5tUZO5MZ116ULs4Q7k-6nBDsVNMH6VS0HxYC9lTfUMLUEGLtu" data-sz="f" name="3EjRka2iks0ztM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR5tUZO5MZ116ULs4Q7k-6nBDsVNMH6VS0HxYC9lTfUMLUEGLtu" style="height: 168px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 300px;" /> </h4>
<h4>
7.That's just CREEPY. Probably a overly hairy kid?</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcR0lwOz4lTH0zQphW1kaiS5D3hPG7LWwvkqQ8hxfZDPaK927TeO" data-sz="f" name="aYmiFntWxvt3MM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcR0lwOz4lTH0zQphW1kaiS5D3hPG7LWwvkqQ8hxfZDPaK927TeO" style="height: 181px; margin-left: -1px; margin-right: -1px; margin-top: 0px; width: 181px;" /> </h4>
<h4>
8. This is definitely from a movie. That can't be real.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTbWKKW-oRFqV7-GW8SrYkEu6zm7EC01HYqdddFmTNTO5neBCg" data-sz="f" name="K0rea6X-QYoQVM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTbWKKW-oRFqV7-GW8SrYkEu6zm7EC01HYqdddFmTNTO5neBCg" style="height: 183px; margin-left: -20px; margin-right: 0px; margin-top: 0px; width: 275px;" /> </h4>
<h4>
9. This just SCREAMS fake to me.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQwafsTEPXTyDNIvinTOnTGesIQvjlo6Aop7UVzEPApF2O_9Q3r" data-sz="f" name="WHsRhdg_d73nfM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQwafsTEPXTyDNIvinTOnTGesIQvjlo6Aop7UVzEPApF2O_9Q3r" style="height: 178px; margin-left: -18px; margin-right: 0px; margin-top: 0px; width: 256px;" /> </h4>
<h4>
10. I'm going to guess that is a bear. If it is that is the weirdest looking bear I have ever seen.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRfNAqIGqh3QjI5haM23VIwUf2rOE-kXe74i5jTfapG590F1OEu" data-sz="f" name="O96h1LjUo8aAGM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRfNAqIGqh3QjI5haM23VIwUf2rOE-kXe74i5jTfapG590F1OEu" style="height: 186px; margin-left: -3px; margin-right: -4px; margin-top: 0px; width: 248px;" /> </h4>
<h2>
Conclusion</h2>
So is Bigfoot real? There isn't any clear evidence of its existence. No one has really proved that it is real. Many shows research and set traps for this beast, but it was never caught.<br />
<br />
<h2>
Challenge</h2>
So, what do you think? Is Bigfoot real? Post in the comment section about your opinion and the proof you have of its existence. Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-89901360880035142522014-03-11T15:42:00.001-07:002014-03-11T15:42:36.909-07:00<h2>
<span style="font-family: Courier New, Courier, monospace;">Is Technology Messing With Your Brain???</span></h2>
<div>
<span style="font-family: Courier New, Courier, monospace;"> Next time you take a walk, are in a train, at the airport, or anywhere, pay attention. Besides an old lady and an impatient customer, chances are everyone is hunched over some type of electronic device. The average American teenager has at-least 3 or 4 electronic gadgets. Technology makes everything easier. Using Google you can find LeBron James's stats in the game last night against the Chicago Bulls. With You tube you can watch PewDiePie, BajanCanadian, Skydoesminecraft, Vanoss gaming, or BestInSlot. With Wikipedia you can learn about the Civil War or Vampires. You can use Facebook to contact friends that are on the other side of the world. </span><span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;">Technology makes life easier and more efficient. But is it controlling your life? Is it messing your brain? Let's find out!!!</span></span><br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"><br /></span></span>
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> I'm not saying that everyone is absolutely obsesses over technology or is an obese hunchback afraid of daylight, but technology is consuming or time and attention. Technology may be efficient, but it comes with a price tag. Technology is messing with your body and brain by crippling your health, diminish your attention span, and screw up your brain. </span></span><br />
<br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> Every hour you spend playing Minecraft or texting your friend could be spent playing basketball or soccer, or doing something active. Scientists believe that technology can contribute to obesity. A study from the University of South Carolina Hill (2012) showed that physical activity in the US is decreasing by the constant use of electronic devices. Because of the efficiency, nothing really requires much "effort." Researchers predict that by 2030, Americans will occupy an electronic device for 42 hours a week. But it doesn't stop there. Obesity can lead up to Type 2 Diabetes and Heart problems.</span></span><br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> Research also showed that 73 million people in the US are obese. Scientists believe that above all reasons for chubbiness, low physical activity, <b>Over use of technology, </b>and fatty foods are the most accurate.</span></span><br />
<br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> Are you one of those people who watches TV while listening to music, doing homework, and chatting with your friends on Facebook? If you are and your under 16 yrs of age, you are in danger!! Experts say that with multitasking, your brain frequently switches from each thing that your doing. This causes your brain to pick this up in everything you do. It will cause you to lose focus on everything you do. Experts say this is a very terrible thing for a young, growing brain because it causes you to lose focus on school. During your basketball or soccer game, one moment your thinking about stealing the ball, and the next moment you're thinking about that time when you ate won the spelling bee. While your taking a test you might be thinking about what the square root of 64 is and then after you're thinking about the time you ate 14 pizza slices. Even though it may not be<i> that</i> bad, it still has an affect on your brain. </span></span><br />
<br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> The last reason why tooooooooo much technology is bad for your brain is because it contributes to memory loss. A technology overload can affect the brain's ability to store information. A recent study by the journal <i>Pediatrics </i>has shown that kids that play video games after they have studied vocab words, they did poorly on the test. With the constant technology intake, the brain has no chance to cool down, which is very important to the brain. </span></span><br />
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"><br /></span></span>
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;"> Now you see what technology can do to you. It cripples your health, lowers your attention span, and contributes to memory loss. Technology is in our everyday life, but it's a bad thing to have too much of it. An obsession is really bad for your health and can cause you major problems. Technology may be efficient, but now you know the evil side of it. BE CAREFUL.</span></span><br />
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<h2>
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;">Challenge</span></span></h2>
<span style="font-family: Courier New, Courier, monospace;"><span style="font-family: Courier New, Courier, monospace;">Next time you take a walk in a big city, or in a very busy place, record the number of people you see on technology, the number of people who are obese, and the amount of people who are not any of these. Post your results in the comment section. </span></span><br />
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Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-30931809913096398222014-02-23T17:47:00.002-08:002014-02-23T17:47:38.233-08:00What Killed the Dinosaurs?<h2>
What Killed the Dinosaurs?</h2>
<h3>
Introduction</h3>
Dinosaurs lived during the Mesozoic era which began 245 million years ago. It lasted for about 180 million years. It was also known by the Age of the Reptiles. The era was divided by three eras. The Triassic, Jurassic, and the Cretaceous. The Triassic period was when all the continents on Earth were still connected. The super continent was called Pangaea. During the Triassic period(245 - 208 million years ago), Pangaea started breaking apart. Many reptiles, frogs, turtles, and crocodiles existed during it, but the dinosaurs didn't appear until the late Triassic. The first dinosaurs were lightly built, small dinosaurs. The first mammals formed during the Triassic period. The period ended with MASS EXTINCTION. During the extinction, wiped out entire order of plants and animals. But some still survived, which brings us to the Jurassic period. The Jurassic period started 208 million years ago and ended 146 million years ago. This was when the more larger dinosaurs started to form. This was period was known as the flourishing period of the dinosaurs. Birdlike dinosaurs first appeared during the Jurassic. But extinction also brought an end to the Jurassic, but it wasn't as large as the Triassic. At the end of the Jurassic, the Cretaceous period had began(146 to 65 million years ago). Pangaea had started breaking down into smaller pieces and had partially spread apart. Wide varieties of dinosaurs roamed and mammals had began to flourish. Birds had appeared and had spread all over the globe. But, again major extinction had struck the dinosaurs. The second largest extinction of all time brought an end to the age of the Reptiles, and the start of the age of the Mammals. But, extinction of the dinosaur species had brought an end to all three periods. But what had caused it? This question continues to rack the minds of all archaeologists around the globe.<br />
<br />
Archaeologists have many ideas of what had brought an end to the age of the dinosaurs. The most popular theory is the Asteroid theory. Many people think that a large asteroid had collided with Earth and a huge cloud of dust had blocked out the sun. Because many animals and plants need sunlight to survive, the change in climate had impacted the dinosaurs and had killed them.<br />
<br />
Another theory is Volcanic activity. Scientists believe that volcanoes had pumped so much ash into the air that it had blocked out the sun. Again, because of the sudden climate change, dinosaurs couldn't adapt fast enough and had become extinct.<br />
<br />
Some scientists believe that an small ice age had happened at the end of the Cretaceous. The sudden drop in temperature had negatively impacted the dinosaurs and had caused them extinction.<br />
<br />
<h2>
My Opinion</h2>
Dinosaurs were abducted by aliens. Only reasonable explanation for the "extinction" of them. Aliens had taken them and possibly could have experimented on them. Fossils? While the aliens were taking the dinosaurs, the ones who either weren't taken, or "fought back" had been wiped out. This is my opinion.<br />
<br />
<h2>
Top 5 Dinosaur Extinction Theories</h2>
<h4>
1. Asteroid Theory - Giant asteroid had collided with Earth and raised a cloud of dust and debris. The sun could not shine through so the dinosaurs and plants died. </h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<img class="rg_i" data-sz="f" name="9v8eMuug2d3bsM:" 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" style="height: 180px; margin-left: -6px; margin-right: -6px; margin-top: 0px; width: 225px;" /> </h4>
<h4>
2. Volcanic Theory - Volcanoes puffed out so much smoke and ash, it blocked out the sun. The dinosaurs and plants did not have any sunlight so they died.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRiUQd65HwNitJDIz8ZdL-gAGRNgqbr4tqngEeMkAmzJWPseE5A" data-sz="f" name="3IQouoq55uWZYM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRiUQd65HwNitJDIz8ZdL-gAGRNgqbr4tqngEeMkAmzJWPseE5A" style="height: 176px; margin-left: 0px; margin-right: -10px; margin-top: 0px; width: 264px;" /></h4>
<h4>
3. Ice Age Theory - A sudden ice age had killed the dinosaurs because of the sudden temperature type. </h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTSPa_K8kANSOAiBrjrp88NhB-awgPrMpiWwIQUUP0zId3vuPy1HdfWdVCC" style="height: 190px; margin-left: 0px; margin-right: 0px; margin-top: -5px; width: 254px;" /> </h4>
<h4>
4. Disease - A deadly disease had spread from dinosaur to dinosaur. When a dinosaur died, a scavenger had taken the disease by eating the meat of the dead dinosaur.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRzLmVJ68j_LlAV1vz2wuDHK9wwAWWmW51eKI_N84i46_CC1Gmo7w" data-sz="f" name="cnNO6y3yURJBeM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRzLmVJ68j_LlAV1vz2wuDHK9wwAWWmW51eKI_N84i46_CC1Gmo7w" style="height: 145px; margin-left: 0px; margin-right: -18px; margin-top: 0px; width: 348px;" /> </h4>
<h4>
5. Food Chain Imbalance - Herbivores ate plants and Carnivores ate meat. If the plants died out, the herbivores would die, and the carnivores would also die.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTSE51B9CdIHvxYuYxGcAwuFf7_Nqypf_4NuyKOqMXfMHG7w-SXkQ" data-sz="f" name="m28Is8fJquv__M:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTSE51B9CdIHvxYuYxGcAwuFf7_Nqypf_4NuyKOqMXfMHG7w-SXkQ" style="height: 190px; margin-left: 0px; margin-right: 0px; margin-top: -6px; width: 266px;" /> </h4>
<h2>
Top 5 Carnivores</h2>
<h4>
1. Spinosaurus - <span class="st_sharethis_custom"></span>
</h4>
<div style="float: left; height: 0px; overflow: hidden; width: 0px;">
<img class="ggnoads" id="popped_image" src="http://www.livescience.com/24120-spinosaurus.html" /></div>
<h4>
<em>Spinosaurus </em>was the biggest of all the carnivorous dinosaurs, larger than <em>Tyrannosaurus </em>and <em>Giganotosaurus</em>.
It lived during the middle of the Cretaceous Period about 112 million
to 97 million years ago, roaming the swamps of North Africa.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSg-WAGcCYhYnFZkeXFcFKAWz9JhgEL5rdh90it1WLsFJHchbd_Zg" data-sz="f" name="hZ29fqkXp0g3vM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSg-WAGcCYhYnFZkeXFcFKAWz9JhgEL5rdh90it1WLsFJHchbd_Zg" style="height: 188px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 268px;" /> </h4>
<h4>
Giganotosaurus </h4>
<h4>
2. <em>Giganotosaurus</em> was one of the largest meat-eating dinosaurs. It
roamed the swamp lands of South America at the end of the Mesozoic Era,
about 97 million years ago.</h4>
<h4>
<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRL7IZE8YkXEEuKrR54_IFZiZIzqJb0Kulxj999RDl5hZRHyYK-mA" data-sz="f" name="IW5cVAU8b7EWtM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRL7IZE8YkXEEuKrR54_IFZiZIzqJb0Kulxj999RDl5hZRHyYK-mA" style="height: 195px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 251px;" /> </h4>
<h4>
3. Tyrannosaurus Rex - </h4>
<h4>
<em>Tyrannosaurus rex</em> was a fierce carnivore. Scientists believe
this powerful predator could eat up to 500 pounds (230 kilograms) of
meat in one bite.</h4>
<h4>
<img class="rg_i" data-sz="f" name="_SKCe7QzPMb2rM:" src="data:image/jpeg;base64,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" style="height: 166px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 277px;" /> </h4>
<h4>
<br />4. Carcharodontosaurus -</h4>
<h4>
<i>Carcharodontosaurus</i> was a carnivore, with enormous jaws and long, serrated teeth up to eight inches long.</h4>
<h4>
<img class="rg_i" data-sz="f" name="Np_xglQ1ABCSOM:" 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" style="height: 175px; margin-left: -14px; margin-right: -14px; margin-top: 0px; width: 284px;" /> </h4>
<h4>
5. Carnotaurus -</h4>
<i><b>Carnotaurus</b></i> was a large predatory dinosaur that lived in South America during the Late Cretaceous Period. They had very small hands as well as horns above their eyes, and a short snout <br />
<br />
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTv89NkgqfGGxDPMqjyS7HC4F4Z3RH5TT0pIyRfnNh9OMfNuyCUxw" data-sz="f" name="onipNjB8I9kZ6M:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTv89NkgqfGGxDPMqjyS7HC4F4Z3RH5TT0pIyRfnNh9OMfNuyCUxw" style="height: 163px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 218px;" /><br />
<h4>
<span class="st_sharethis_custom"></span>
</h4>
<div style="float: left; height: 0px; overflow: hidden; width: 0px;">
<img class="ggnoads" id="popped_image" src="http://www.livescience.com/24120-spinosaurus.html" /><em>Spinosaurus </em>was the biggest of all the carnivorous dinosaurs, larger than <em>Tyrannosaurus </em>and <em>Giganotosaurus</em>.
It lived during the middle of the Cretaceous Period about 112 million
to 97 million years ago, roaming the swamps of North Africa.</div>
<br />
<h2>
Conclusion </h2>
There are many theories on how dinosaurs became extinct, many of them are actually true and are possible. I think that aliens abducted some and wiped out the rest. But of course, no one else seems to think that. Disease, Asteroid, Volcanoes, and Ice Age are the most common and popular explanations. Even though scientists aren't sure exactly what killed dinosaurs, they have many possible theories.<br />
<br />
<h2>
<br />Challenge</h2>
What do you think caused dinosaur extinction? List your possible theories in the comments section. <br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-50650370769073836312014-02-02T14:31:00.001-08:002014-02-02T14:31:12.013-08:00<h2>
Why is the Sky Blue?</h2>
When you look into the sky you see clouds, planes, the moon, and a lot of other things. But what you don't see is the solar system. When you learn about space in school you see a dark, endless space filled with stars, planets, and moons. But during the day when you are playing outside, you don't see a dark space, you just see blue. But why? Why is the sky blue? Because of light. When you look at an object, such as a blue yoga ball, the yoga ball is reflecting blue wavelengths and absorbing all the other colors, so you only see blue. So how does the air reflect blue? The Earth's atmosphere is filled with gas molecules. The colors with longer wavelengths go through, such as red, yellow, and orange. Blue and Violet wavelengths are absorbed by the gas molecules and spread around the sky. So when you look at the sky, you see blue.<br />
<br />
<h2>
My Opinion</h2>
When I was in kindergarten and 1st grade, the teachers, parents, and other adults always used to tell me that the sky was blue because majority of the Earth is ocean - which is blue - so the blue reflects off the ocean and into the sky. NOW I KNOW THAT THEY WERE WRONG AND I WAS RIGHT TO NOT LISTEN AND CARE. I always knew that there must be some other explanation, and I was right. SCIENCE!<br />
<br />
<br />
<h2>
Top 10 List</h2>
<h3>
Top 10 Popular Car Colors</h3>
<h3>
<br /></h3>
<h3>
<br /></h3>
<h3>
<br /></h3>
<h3>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQw2PznaiEnNjO-VElZagAbCvPJObauS49VXiKsQ-a0TJaU5vhq" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQw2PznaiEnNjO-VElZagAbCvPJObauS49VXiKsQ-a0TJaU5vhq" data-sz="f" name="mZ3YMUvmjfWGvM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQw2PznaiEnNjO-VElZagAbCvPJObauS49VXiKsQ-a0TJaU5vhq" style="height: 182px; margin-top: 0px; width: 212px;" /></a><br />10. Other Colors </h3>
<h3>
1 percent of people around the world prefer secondary colors.</h3>
<h3>
</h3>
<h3>
</h3>
<h3>
<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBhUIBwgKCgkXDRYPFxgNDRsSFhAWIBocGBUWHx8YHi8sHhwxJx8pLTUhLi83Mz81JTdLUEIuRiotLjcBCgoKDQ0NGg8PGjclHSE3Ny03NzY3Ny03Nzc0Nzc4NS8xMSs1KzgsNDQ4NzguODguODIyODI3LCsuLjcsNysrK//AABEIAOEA4QMBEQACEQEDEQH/xAAZAAEAAwEBAAAAAAAAAAAAAAAAAQUHCAT/xAArEAEAAAIJBQAABwAAAAAAAAAAAQQCAwURMXSUstEGFTZVYRIhMlFScZH/xAAbAQEAAwEAAwAAAAAAAAAAAAAAAwUGAQIEB//EACcRAQABAgUFAAEFAAAAAAAAAAABAwQCMlFxsRMUNFORIRESMUFS/9oADAMBAAIRAxEAPwC5sCxbJrbCqKytsySp04ytXSjGlL0YxjH8ML4x/LF8/urqvFfHEY5/mf7nVcU6eD9kfh7+w2N6mQ09DhB3dx7J+y8ung0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSDsNjepkNPQ4O7uPZP2Tp4NIOw2N6mQ09Dg7u49k/ZOng0g7DY3qZDT0ODu7j2T9k6eDSERsGx/UyGnocHd3H+5+ydPBowv8NH+NH/G3/WdVX+G69OePS+UqtkGIu/IqbzytKeSNligSAAAAAAAAAAAAAAAAAAAAAAAAAIjgOOe29VDdOnPHpfKVWyDE3fkVN55WlPJGyxQJAAAAAAAAAAAAAAAAAAAAAAAAAERwHHPbeqhunTnj0vlKrZBibvyKm88rSnkjZYoEgAAAAAAAAAAAAAAAAAAAAAAAACI4DjntvVQ3Tpzx6XylVsgxN35FTeeVpTyRssUCQAAAAAAAAAAAAAAAAAAAAAAAABEcBxz23qobp0549L5Sq2QYm78ipvPK0p5I2WKBIAAAAAAAAAAAAAAAAAAAAAAAAAiOA457b1UN06c8el8pVbIMTd+RU3nlaU8kbLFAkAAAAAAAAAAAAAAAAAAAAAAAAARHAcc9t6qG6dOePS+UqtkGJu/IqbzytKeSNligSAAAAAAAAAAAAAAAAAAAAAAAAAIjgOOe29VDdOnPHpfKVWyDE3fkVN55WlPJGyxQJAAAAAAAAAAAAAAAAAAAAAAAAAERwHHPbeqhunTnj0vlKrZBibvyKm88rSnkjZYoEgAAAAAAAAAAAAAAAAAAAAAAAACI4DjntvVQ3Tpzx6XylVsgxN35FTeeVpTyRssUCQAAAAAAAAAAAAAAAAAAAAAAAABEcBxz23qobp0549L5Sq2QYm78ipvPK0p5I2WKBIAAAAAAAAAAAAAAAAAAAAAAAAAiOA457b1UN06c8el8pVbIMTd+RU3nlaU8kbLFAkAAAAAAAAAAAAAAAAAAAAAAAAARHAcc9t6qG6dOePS+UqtkGJu/IqbzytKeSNligSAAAAAAAAAAAAAAAAAAAAAAAAAIjgOOe29VDdOnPHpfKVWyDE3fkVN55WlPJGyxQJAAAAAAAAAAAAAAAAAAAAAAAAAERwHHPbeqhunTnj0vlKrZBibvyKm88rSnkjZYoEgAAAAAAAAAAAAAAAAAAAAAAAACI4DjntvVQ3Tpzx6XylVsgxN35FTeeVpTyRssUCQAAAAAAAAAAAAAAAAAAAAAAAABEcBxz23qobp0549L5Sq2QYm78ipvPK0p5I2WKBIAAAAAAAAAAAAAAAAAAAAAAAAAiOA457b1UN06c8el8pVbIMTd+RU3nlaU8kbLFAkAAAAAAAAAAAAAAAAAAAAAAAAARHAcc9t6qG6dOePS+UqtkGJu/IqbzytKeSNligSAAAAAAAAAAAAAAAAAAAAAAAAAIjgOOe29VDdOnPHpfKVWyDE3fkVN55WlPJGyxQJAAAAAAAAAAAAAAAAAAAAAAAAAERwHHPbeqhunTnj0vlKrZBibvyKm88rSnkjZYoEgAAAAAAAAAAAAAAAAAAAAAAAACI4DjntvVQ3Tpzx6XylVsgxN35FTeeVpTyRssUCQAAAAAAAAAAAAAAAAAAAAAAAABEcBxz23qobp0549L5Sq2QYm78ipvPK0p5I2WKBIAAAAAAAAAAAAAAAAAAAAAAAAAiOA457b1UN06c8el8pVbIMTd+RU3nlaU8kbLFAkAAAAAAAAAAAAAAAAAAAAAAAAARHAcc9t6qG6dOePS+UqtkGJu/IqbzytKeSNligSAAAAAAAAAAAAAAAAAAAAAAAAAIjgOOe29VDdOnPHpfKVWyDE3fkVN55WlPJGyxQJAAAAAAAAAAAAAAAAAAAAAAAAAERwHHPbeqhufTnj0vlKrZBibvyMe88rSnkhY3w+IHmXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+AXw+ARjC4HPd0f2b39VQij+iH9QdnNJA4JBAAAAAAAAJBAAAAAAAAJBAAAAAAJhi5I8T20b//2Q==" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-sz="f" height="160" name="jh2g0iVOSK9CLM:" src="data:image/jpeg;base64,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" style="margin-top: 0px;" width="181" /></a> 9. Gold and Yellow </h3>
<h3>
1 percent of the people around the world prefer gold or yellow</h3>
<h3>
</h3>
<h3>
</h3>
<h3>
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="middle" alt="" border="0" class="th imgthumb4" height="142" name="imgthumb4" src="data:image/jpeg;base64,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" style="display: inline-block; margin-top: 0px;" title="http://en.wikipedia.org/?title=User:Mikhailov_Kusserow/Green" width="180" /></a> 8. Green</h3>
<h3>
<br />2 percent of the people around the world prefer green</h3>
<h3>
<br /></h3>
<h3>
<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERUUExQWFBQVFBgVFhgXFRcVFBgYFRgXFRcYGBgYHCYeGBkjGhoZHy8gIycpLCwsGh4xNTAqNSYrLCkBCQoKDgwOFA8PFCkcHBwpKSkpKSwsKSkpKSkpKSkpLCkpKSkpLCkpKSkpKSwpKSksKSkpKSkpKSkpLCkpKSkpKf/AABEIAOEA4QMBIgACEQEDEQH/xAAZAAADAQEBAAAAAAAAAAAAAAABAgMABAf/xAAxEAABAgIJBQEBAAIABwAAAAAAAfACESExQVFxgZGhsRJhwdHh8QMTkiIyUmJygsL/xAAYAQEBAQEBAAAAAAAAAAAAAAABAAIDBf/EABkRAQEBAAMAAAAAAAAAAAAAAAABERIhQf/aAAwDAQACEQMRAD8A8zh757vIoi0c6rN9xIYfGlfKlPvijwefXrRSFfPmkpD58S0oXQkiU5/C8C0VXnOtF6XjVvPQ0Dzl9GVadNv0EMVXOfomoedOicjI81+CwJQ7xkSu6nyZrUFFfcp/JSc3l9HQxWnTAreZSEjAVgUw0ogRZm6wIRCpCMpofJFKKAmqHSqEVSkglLwKjeEyiqLJ6Gmayq9RVR6eVD1t4oBf6I81Tc3GKjElDcyccL2LvcTppTLw8zUZc6wvX5oJJ7UaF/6JLTknJ3Pz2NysoRpRl9FVHikngWiSWnHzkjFE8l80a3m4zTdav8MGWGn0xdJpbylxoMiTXVdV2FRXgqjwQcaBUMnoi8lYVn870kq3nWPAlrkZKqd6X8DAiSlTVRrIWebksjQxUXLLn92Bo48Sy38L5NAs991Q39IEXtXLbyZaIilYFmSX+dzmg0/HBmmV0/zjeg3WQ/nSPCYxvXQijIhJLiyAQkb+YZiwKDQxqc8a0qUjiIWqMZFBYlHJRK8GhoJqvh8aCorzNH49mV5qp0jNGBXoOi8cCK+0nsab1bpmKWJHuLEmrR4FYfmdXknEgs1D+n34c8SPJKcC/wDWK79q98EZvCldk3OkYpurHQwOlbk/2MKUgR6Lp7Mqy451Cq+3rugI63etLuMlkoqvXav2WgnY6pE5edEKQPKT1AqJFPbG7jkp/JMOLaciKK+zQKRyle19mS6P8dDoX5QIk33FSJ7DdVznIGmmFEAiDpCZphkWSDwiIg3WZbi0I6ocyRloIzONaZaAQ1ADYRLGhMqsRFYuCBf6RE4leg6o9BUhNxmpxI9hVe/kqsDfbkSJDTIQq76KQTo2eszKlLvegFejUWaeKLKrR8E4krdQZt5GRX51pGM1zRQvh4kkhe306l+cI8yK+PhuVjCdS3GK/wCNL9lCOkHtXlNAy3Wey+wfvCGnx73kCFYm+6pqaGLV+0Avn48AwVvsoI0MbwGginXd7Jq26gwxA0uqm66hIVd1PoZE8N9wSkEYViIwo9iyQ3ma1DJG3iPBCTQdFCtRVAimMNxRFMsQkwTJDFETVOBhJUjg0UUWIZUNFQtf5QMGljiepKXkYEVGNvL+GmSRq3iJ1N2GjV6E0XjxI1IzacEUd3aW6ILPhOFBKbdyGmGSK51SAqN5IZHhQLPwugpWgxP/ABmLBrIvHijc03qIsTeQYlezzFKIvjb4Cbfbkmn9Bnt68VBhMr29E0/q3iMr3V/hof5iqrAr5HROPYiJ68PIZIm8zBikKvgdFe5KFSqI9DNblN/NCsIkF7sH6gphoohesnNXTuZEdZnGtPMKKLEoqKWI6xGRResXrIGWL1xMSKLn9MsWtsuCcSvmRrBp0io4xlL0JGtPOv0Rf6ATy33NYyT+l5NInyvBVa5q09+iX9G803Nxmtjd79DRL55m8CaLzyqo8AxReXbiOBuqnP0b6nK+lxJLFxzXvIoi93fwWBaSf9K7ewEf+HvonoxAqvf4Cbr7hX5y8hOqnR4u00jLRt4WY8Kt6Cw1acT19DQ0cbFSqiUO2foaFKWv6KivGf0eBZ04Kuy+DBFFbsB0vJTI8pCpFLgErDEXgV1O45m5lYY7PNpmtLINN/SMMc2gyx2AVOpALES63WabaFh0eoCRiK7gwqWLTIa3IPUBSwaSMSKLbVzKf0dHcgi1uzc1BTdnc8DCUN4hVfb7CNNFF9Xu/BNUnur0D78ovsVXr75IAsnKxScSjK9XqD49eDUBJUu+nMZLNXooIqs0xw53ClQgn+LDVfQR5f8AYunwxak1eCTXzsJJ68IHq5mmNK+EQHjhqaAzdl9BVIsHQuRJH71kWhT8l2qf5UnRFXnnegp1XftqU6EUWt5j9LboMEsMTwHhrbUbp90oKreiAjzk80yCitZfgiNyCsQNqJG3mBf6WaORFY5q+w0KukMWrooVUn1C9YJWfeai9epOL+gJ0OscGqTGT+lhFI34ESJ2Dg1dYtN8Sat3Bn30M27yxWpr/SzjAEC0r8G6HkCUni8jbOikXruNDC9E+agRNBkV/c5Bi1NYHkpvj35HVW9chZPTkknEjzVF1We4vfPyUj9ImaSeJKfjejyKHpTv/sY5v8iv9Ca4s6pW78XV3NJ095ULYo0ULSa2LLyBIaMlaeiQInqptB4e2Nl03yaGGvDOj8LJC6MsFp2K0jDBZ2vyNCvxbLzKu6V58iqtP4YJ4lsA3RgTbrN1OgsJ5t0zAsQixt2C9Q4VEW+5SiK/akYVdv0dAq1TqEWJ0poCYF17BIjpEKkV2wJt2DISrBRDdQsKiyYdVyzF6n+B6seCBY1FSnl7bgieQqK7DQP1cDzuqs3+kq9/RSrGoEK7uywyvOSCLFK2z6CJXdLv5Ih/SJprLWggsTrwtr9Fo6cM+/iYnRlV+DAT/Gn/AEw6oATox0iCaDqihq7LxPelQRQWI1ystKZXWUpWlmYqQzd3Ni9jKGFGl0gz5/Ju0y/tVxOKJtCLdU1xw91mm7rKBLe9D4CqgQiVohkjArcqQVtHcaJnZ5oNNusWu7kZYXaSP/NX+oF1GhoS7RzCiutXiZQTArqUMQiq5oS0Zv6Oi/hN1egpkSNFC6ENCoFibrCiOaeCBkW+jTYCq8gIjk+4FQgZLycL/RY4gJHOv78FKwx0jzfpCSRcPxsBYkaIrQkdVoff7SZe9mebvESLn2ZInt7JDldd3ruSjk0vPaqed4F88/u4zsJB0pev+v0w3QvfVPZiBoldVnw05VOgmunFNAVieGAoY4/ZOKLkPU50iouL2S0k0IyxCypdxq3P4RCczK9TdPIgxHgXUfrkTRFcjIjdQWFWH+t/hyGhJSdY6K7dAxHm/wAEVcvIFWbbkFEc6CRdH5GVaLzTxNy+xJoH39IGToFk6AKrnuSP1toZYiCRjJF33HAoqTfwn0t5DT72Y7DPi2+zMgW1ppmLGr3DEj29ARUIlm9fZSBflTqQSLEdF70CBVasc7PoUV5dgRLzgjoBFGjwBK9Pfgwv/E1i9mJESJ63X0bme0rL5Wk1dlqjKr9yINFE7KAze/gWfPyWJnW+5Izl89BX9owdgIXgoy7+sSIwooplielwHfxIEMm6gqjmZAETTA7VzkabpNMkWervNNoZRXYaRupusKLij3wEhTsGZYjr3odBNdNPBpp2k7rALE5kmn3BP5+qFQzeQgUj77r5rHRflFPaRPrk6RFjDErGqWOW/AudSehZrbPfB4m6yxHhbrGi7Eup5dqrrx501v8ACCcSZUusyJc7UxKRJVi7biUVfivvaopfrTs8jE5L239GDFpJ+eFHR+u30RFbdgW6hCkDeu5pOryKizf2RScn5AskTTEZBUim8e4qq6OQQxROYJg6nN0GpS97CjT+vUM3WJT34GiSgE39FusUC/0vCvBOSjCoiTFDCo8kV+iREpseI8SftAqQ66LI3WSSWJ/A9S4u8MUPYK9/vwQDaJISYY3hkBKW5ChdS6r2NP1bhTYloJe7Qpsl8/UgQTdswq6049hRG8ZVghhqdWBIZum7IZIrO/15iJDi8EKIjdEqyRf6ROZFFf4P/Sz8vusFV3VdshgNNGn0wJq+oxYi9TyUZK3TjkTT8f4NCvP30IlUhVe7lmP1ubaCIqZ5L+GSLJ4GUaeplVcNvEgIslyfsM7gLL7vFV0fBlXXfgkq0SGRKQolkttFl+Dv9WloRhUqqu11OQVGswsrkJIKq6HuZ2NSLTdYEifnMVRZy7N6jIlEjolxZsMkWLdRKaP6FMNpaft44lJAWMWKPDSjeoW1+gwBE3UDqdHL2DEuIJNG7hQpFe6B+pqtOkiaIZFdPhSxKI6bqBnYoiK2o3n5sZLOVD1vU0nW6gKt8+ARROlKiARr2xeDpEVdfyvuaKKfDdxONXybkFpqe2iezCZ7BFnQR3lIFckEhTMoiOXeZVQ0KtrkZt3Ahx8/HofX0y0aGFoaNtcwdfPfvoBYm9KSJkXLQWKEVHXhkZVbUQfpV0jJkJCpWbo9maWm/Is37GmCQIkxUKLsKqY+KLmtppMkWmQJyq9GpaooJEhm6wYfQN/gJiFG6TdOjzBnuZEdwEEwcpj9LpFVBnRSuH5uCF3PkSOJ0BWJz3Em6RkQxRNvkSb2qG6nZxSKmXIs1lUQZUFV/mxpmnmvf/b6YTo/7d/gQWni/wCUVK3cpjE0pd/5L/8AQIqosTGMkf725+Rr8F5UxiRI6kxXkH8q0dimMK9OleXhR/5VQ4r5MYKl78fYn9fCeTGMtB/Pz4JxVrj5MYoCRV5IKtefsxjcCn9av/ZfJOMxiip4a0w9jJ/yphCEwUhHbh6MlrsiMYE0flRVq15UxhiJHWJH4TgJjUZoK9DR1p/4pwpjCykYxhZf/9k=" 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style="margin-top: 0px;" width="179" /></a>7. Brown </h3>
<h3>
3 percent of the people around the world prefer brown.</h3>
<h3>
<br /></h3>
<h3>
<br /></h3>
<h3>
<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAFoAdAMBIgACEQEDEQH/xAAVAAEBAAAAAAAAAAAAAAAAAAAAB//EABQQAQAAAAAAAAAAAAAAAAAAAAD/xAAWAQEBAQAAAAAAAAAAAAAAAAAABwX/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwCTgLMzgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH/2Q==" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="middle" alt="" border="0" class="th imgthumb6" height="137" name="imgthumb6" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAFoAdAMBIgACEQEDEQH/xAAVAAEBAAAAAAAAAAAAAAAAAAAAB//EABQQAQAAAAAAAAAAAAAAAAAAAAD/xAAWAQEBAQAAAAAAAAAAAAAAAAAABwX/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwCTgLMzgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH/2Q==" style="display: inline-block; margin-top: 0px;" title="http://www.ledr.com/colours/blue.htm" width="179" /></a> </h3>
<h3>
6. Blue </h3>
<h3>
5 percent of the people around the world prefer blue.</h3>
<h3>
<br /></h3>
<h3>
<br /></h3>
<h3>
<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkFDRYFBQUFBQ8ICQUKFCkWFhQRExMYHCggGBolGxMTITEhJSkrLi4uFx8zODMsNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrNzcrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK//AABEIAMYA/wMBEQACEQEDEQH/xAAWAAEBAQAAAAAAAAAAAAAAAAAAAQb/xAAWEAEBAQAAAAAAAAAAAAAAAAAAATH/xAAYAQEBAQEBAAAAAAAAAAAAAAAABAMHBf/EAB0RAQACAAcAAAAAAAAAAAAAAAADsQECBDQ1cXL/2gAMAwEAAhEDEQA/AMhMjxtZy8/rNbsEGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAABJkU6zl5/Wa2MGyj6wpUzYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB//9k=" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-sz="f" height="148" name="6oFarDYFnCgbAM:" src="data:image/jpeg;base64,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" style="margin-top: 0px;" width="180" /></a> 5. Red</h3>
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6 percent of the people around the world prefer red.</h3>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTFkgZo_t8LUq9Tq-Ox9kk3QbjUozGbrek19Nd2s7xjobjFa6LE" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" id="irc_ilrp_i" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTFkgZo_t8LUq9Tq-Ox9kk3QbjUozGbrek19Nd2s7xjobjFa6LE" style="margin-top: 20px;" width="179" /></a>4. White </h3>
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16 percent of the people around the world prefer white.</h3>
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<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="middle" alt="" border="0" class="th imgthumb9" height="203" name="imgthumb9" src="data:image/jpeg;base64,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" style="display: inline-block; margin-top: 0px;" title="http://www.wessexscene.co.uk/elections2013/2013/03/01/elections-night-live-at-the-cube/" width="179" /></a>3. Gray</h3>
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16 percent of the people around the world prefer gray.</h3>
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<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAFoAoAMBIgACEQEDEQH/xAAVAAEBAAAAAAAAAAAAAAAAAAAAB//EABQQAQAAAAAAAAAAAAAAAAAAAAD/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8AhoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP/Z" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img align="middle" alt="" border="0" class="th imgthumb5" height="221" name="imgthumb5" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAFoAoAMBIgACEQEDEQH/xAAVAAEBAAAAAAAAAAAAAAAAAAAAB//EABQQAQAAAAAAAAAAAAAAAAAAAAD/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8AhoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP/Z" style="display: inline-block; margin-top: 0px;" title="http://www.fimfiction.net/story/92970/black" width="178" /></a> </h3>
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2. Black</h3>
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24 percent of the people around the world prefer black.</h3>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQdA8hbd4Hdhrbwc1Bmc3DPwpV3WdyWYNlRzHvDETQ676FtmIi2uQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQdA8hbd4Hdhrbwc1Bmc3DPwpV3WdyWYNlRzHvDETQ676FtmIi2uQ" data-sz="f" height="205" name="L7hvcWGzBP4khM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQdA8hbd4Hdhrbwc1Bmc3DPwpV3WdyWYNlRzHvDETQ676FtmIi2uQ" style="margin-top: 0px;" width="172" /></a> </h3>
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1. Silver</h3>
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36 percent of the people around the world prefer silver</h3>
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<h2>
Conclusion</h2>
So now you know why the sky is blue. It is not because the ocean reflects blue off its surface. It's not because the moon reflects blue sunlight off of it, or any other crazy story. The sky is blue because the blue and violet wave lengths are absorbed and spread out by the air molecules. Thus, making the sky blue.<br />
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In the comment section below, let me know what your favorite color is. <br />
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Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-44920900719116929082014-02-02T13:15:00.000-08:002014-02-02T13:15:52.105-08:00Can Fortune Cookies really tell the future<h2>
Can <span style="font-family: "Courier New", Courier, monospace;">Fortune Cookies <span style="font-family: Georgia, "Times New Roman", serif;"><u>REALLY</u> the future?</span></span></h2>
<span style="background-color: #b45f06;"><span></span></span><br />
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Introduction- What are fortune cookies?<span style="background-color: #660000;"><span><span style="background-color: #eeeeee;"><span></span></span></span></span> </h3>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Fortune
cookies are uniquely-shaped, crisp cookies made from a simple recipe of
flour, sugar, oil and either vanilla or almond flavoring. - See more
at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.a4zRPPzC.dpuf</div>
Fortune cookies are uniquely shaped cookies that are simply made with flour. sugar, oil, and either vanilla or almond flavoring. Each cookie has a slip of paper with a prediction of the future, a Chinese word or phrase, or a list of lucky numbers.<br />
Even though fortune cookies are found in almost every Chinese restaurant, in China, you won't see them very often, if not at all. In fact, the Chinese weren't even the ones who created fortune cookies.<br />
The debate of who created fortune cookies still lives on, with many people who are creating new theories for it.<br />
One belief is that a Japanese immigrant named Makato Hagiwara first served "his" fortune cookies as a way to say thank you to the customers in the late 1890s to the early 1900s. Others clain that the cookie was invented in 1918, by David Jung, a Chinese immigrant that lived in Los Angeles who founded the Hong Kong Noodle Company. Jung was scared about worried about the homeless people living near his shop, so he decided to give the fortune cookies for free to them with each slip of paper having an encouraging phrase from the bible on it. <br />
Some Japanese people believe that the fortune cookie was invented in the 19th century in Kyoto, Japan. Cracker-like cookies called tsujiura senbei were very known throughout Kyoto. Though they were larger and darker than the modern-day fortune cookies, they still had a "fortune" contained inside.<br />
But do fortune cookies really tell the future? Of course........they don't. The fortune contained inside your cookie is randomly placed in cookies by machines. The slip of paper is written on by millions of workers who print the "inspirational fortunes" on the cookie. If your fortune comes true, it's just a coincidence. They aren't actually fortune tellers.<br />
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My Opinion</h2>
Fortune's inside fortune cookies are fake. Don't let any cartoon or some adult that treats you like your 6 tell you otherwise. They are just made by machines and people who have to sit in one chair and type "inspirations" on paper for 8 hours. Even if it does come true, it's just a coincidence. Don't let them GET INSIDE YOUR HEAD.<br />
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Top 10 list</h2>
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Top 10 WORST Fortune Cookie Fortunes EVER</h3>
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1.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-1.jpg" /> </h3>
That is NOT a fortune. That is more of a "Heads Up".<br />
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2.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-2.jpg" /> </h3>
That is also not a fortune. That sounds more like a line from a weight loss program.<br />
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3.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-7.jpg" /> </h3>
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Soooooo? Cavemen ate grass, tree bark, and nuts.</h3>
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4.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-4.jpg" /> </h3>
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Is this what happens when the people who type this get bored?</h3>
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5.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-6.jpg" /> </h3>
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I thought fortune cookies were supposed to tell the future.</h3>
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6.<img alt="" src="http://foodnetworkhumor.com/img/bad-fortune-cookie-3.jpg" /> </h3>
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If I had a nickel every time someone had said that to me........</h3>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://i.huffpost.com/gadgets/slideshows/15874/slide_15874_222195_large.jpg?1391373928118" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="sfajax_image" height="290" id="slide_image_15874" src="http://i.huffpost.com/gadgets/slideshows/15874/slide_15874_222195_large.jpg?1391373928118" width="400" /></a></div>
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7. Sure, you just go to veins and then.........</h3>
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8.<img class="sfajax_image" height="290" id="slide_image_15874" src="http://i.huffpost.com/gadgets/slideshows/15874/slide_15874_221414_large.jpg?1391374127266" width="400" /> </h3>
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But my parents and teachers say that you have to eat vegetables and fruits. I thought fortune cookies were supposed to give people <i>good</i> advice.</h3>
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9.<img class="sfajax_image" height="290" id="slide_image_15874" src="http://i.huffpost.com/gadgets/slideshows/15874/slide_15874_222638_large.jpg?1391374559842" width="400" /> </h3>
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Aren't fortune cookies supposed to tell people something they don't know?</h3>
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10.<img class="sfajax_image" height="290" id="slide_image_15874" src="http://i.huffpost.com/gadgets/slideshows/15874/slide_15874_222678_large.jpg?1391374861074" width="400" /> </h3>
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Sorry, fortune cookies are not real. This is just a "coincidence."</h3>
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<h2>
Conclusion</h2>
So, what have we learned today? FORTUNE COOKIES ARE NOT REAL. They are just made from people who are paid $6 and hour, 8 hours a day, and work in a factory. The fortunes they provide are just for fun and aren't real. The ones that do come true are a coincidence. And for the people who do are just superstitious. The other day I overheard a conversation between 2 men and they were arguing about whether fortune cookies are real and who invented them. It doesn't matter who created them, it matters who thinks they are fake.<br />
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Some
Japanese people believe fortune cookies got their start as early as the
19th century in Kyoto, Japan. Cracker-like cookies — called tsujiura
senbei — were popular in Kyoto. They were larger and darker than modern
fortune cookies, but they did contain a fortune tucked into the bend of
the cookie. - See more at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.a4zRPPzC.dpuf</div>
<br />
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Fortune
cookies are uniquely-shaped, crisp cookies made from a simple recipe of
flour, sugar, oil and either vanilla or almond flavoring. - See more
at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.a4zRPPzC.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Fortune
cookies are uniquely-shaped, crisp cookies made from a simple recipe of
flour, sugar, oil and either vanilla or almond flavoring. - See more
at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.a4zRPPzC.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Fortune
cookies are uniquely-shaped, crisp cookies made from a simple recipe of
flour, sugar, oil and either vanilla or almond flavoring. - See more
at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.5kDEK4hh.dpuf<span style="background-color: #660000;"><span></span></span></div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
Fortune
cookies are uniquely-shaped, crisp cookies made from a simple recipe of
flour, sugar, oil and either vanilla or almond flavoring. - See more
at:
http://wonderopolis.org/wonder/can-fortune-cookies-predict-the-future/#sthash.5kDEK4hh.dpuf</div>
Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-62006664922785686232014-01-20T14:58:00.000-08:002014-01-20T14:59:39.757-08:00<h2>
Fact or Fiction? Are Aliens Really REAL?</h2>
Is there life on other planets? Are aliens real? This is the question that many of kids, scientists and astronomers still have no answer today. Some of the most known movies are based off of aliens, like E.T.: The Extra - Terrestrial. Even without evidence, some people believe that aliens still exist. Many of these people still wonder, do aliens visit Earth? Would they fly in flying saucers, UFO's, or in something more advanced. Something more sophisticated for humans to understand. But how would we know if we've actually seen one? What if their "spacecrafts" can transform into air crafts that we can identify. Or maybe they can become invisible. Who knows? But here is the real question, are our rules like theirs? Do physics apply to them too? Many people believe that they have sighted aliens UFO, but no one knows exactly what they saw. From unexplained lights in the sky or unidentified objects.In June 1947, private pilot Kenneth Arnold reported seeing several “flying saucers” or “flying discs.” Around the same time, the United States military recovered debris from a highly-classified experimental high-altitude surveillance balloon that crashed near Roswell, New Mexico. Despite the military’s explanations, many people believed the “Roswell UFO Incident” involved the crash-landing of an alien spacecraft.These events attracted the interest of many scientists. Although some percentage of UFO sightings have remained unexplained, most of them have been explained to be missiles, kites, or weather balloons. No matter how many people believe in aliens, U.S government says that “no evidence that any life exists outside our planet, or that an extraterrestrial presence has contacted or engaged any member of the human race.”<br />
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<h2>
My Opinion</h2>
Aliens are REAL, nothing can change my mind. Maybe some cold hard explanations, but that hasn't been made yet. For aliens to be real, there is about a 60% chance. There many stars in our universe and research has shown that about 50% of them harbor planets. Also, in the Milky Way alone, there are about 1 trillion planets. Seth Shostak, a senior astronomer at the SETI Institute says,"Surely some of them have undergone what Earth has undergone and developed life, and eventually what we call sentient life." Many other scientists believe that most planets cannot support human life or any life, but our knowledge of adaption is limited to humans. What if other life forms do not need oxygen to survive, or water? But all in all, i think aliens are real.<br />
<br />
<br />
<h2>
Top 10 Planets Similar to Earth</h2>
<br />
10. K01-314.02<br />
Distance from Earth - 298.4 light years <br />
Orbital Period-23.1 days<br />
Surface Temperature-125*F<br />
Earth Similarity index - 90%<br />
<br />
9. K01- 784.01<br />
Distance from Earth - 1068<br />
Orbit period - 19.3 days<br />
Surface Temperature - 122*F<br />
<br />
8.K01 - 812.03<br />
Distance from Earth - 1394.4 light years<br />
Orbit period - 46.2<br />
Surface Temperature - 3*F<br />
Earth similarity index - 90%<br />
<br />
7. K01-1422.02<br />
Distance from Earth - 1046.9<br />
Orbital Period - 19.9<br />
Surface Temperature - 7*F<br />
Earth Similarity Index - 90%<br />
<br />
6.K01-1361.01<br />
Distance from Earth - 799.6 light years<br />
Orbital Speed - 59.9<br />
Surface Temperature - 46*F<br />
Earth similarity Index - 90%<br />
<br />
5. K01-899.03<br />
Distance from Earth - 740 light years<br />
Orbital speed - 15.4<br />
Surface Temperature 84*F<br />
Earth Similarity Index - 93%<br />
<br />
4.K01-1686.01<br />
Distance from Earth -1004.3 <br />
Orbital Speed - 56.9<br />
Surface Temperature - 66*F<br />
Earth similarity Index - 93%<br />
<br />
3.K01-947.01<br />
Distance from Earth - 796.8<br />
Orbital Speed - 28.6 days<br />
Surface Temperature - 48*F<br />
Earth Similarity Index - 95%<br />
<br />
2. K01-736.01<br />
Distance from Earth - 1389.3<br />
Orbital Speed - 18.8<br />
Surface Temperature - 84*F<br />
Earth similarity Index - 96%<br />
<br />
1.K01-494.01<br />
Distance from Earth - 1242<br />
Orbital period - 25.7<br />
Surface Temperature - 57*F<br />
Earth similarity Index - 99% <br />
<br />
<br />
<h2>
Conclusion</h2>
So, from decades of research, astronomers can conclude that alien life may exist. Although they may not exist in our galaxy, we can predict that alien life form may exist somewhere else in the universe. <br />
<br />
<br />
<br />
<h2>
Challenge</h2>
What planet do you think was most similar to Earth? <br />
http://www.educatinghumanity.com/2012/03/ten-alien-planets-most-similar-to-earth.html<br />
Click on the link to see some of the top planets that are similar to Earth. Comment your answers down below.<br />
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
“no evidence that any life exists outside our planet, or that an
extraterrestrial presence has contacted or engaged any member of the
human race.” - See more at:
http://wonderopolis.org/wonder/do-you-believe-in-ufos/#sthash.qBLNY8Kx.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
“no evidence that any life exists outside our planet, or that an
extraterrestrial presence has contacted or engaged any member of the
human race.” - See more at:
http://wonderopolis.org/wonder/do-you-believe-in-ufos/#sthash.qBLNY8Kx.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
In
June 1947, private pilot Kenneth Arnold reported seeing several “flying
saucers” or “flying discs.” Around the same time, the United States
military recovered debris from a highly-classified experimental
high-altitude surveillance balloon that crashed near Roswell, New
Mexico. Despite the military’s explanations, many people believed the
“Roswell UFO Incident” involved the crash-landing of an alien
spacecraft. - See more at:
http://wonderopolis.org/wonder/do-you-believe-in-ufos/#sthash.qBLNY8Kx.dpuf</div>
<div id="stcpDiv" style="left: -1988px; position: absolute; top: -1999px;">
In
June 1947, private pilot Kenneth Arnold reported seeing several “flying
saucers” or “flying discs.” Around the same time, the United States
military recovered debris from a highly-classified experimental
high-altitude surveillance balloon that crashed near Roswell, New
Mexico. Despite the military’s explanations, many people believed the
“Roswell UFO Incident” involved the crash-landing of an alien
spacecraft. - See more at:
http://wonderopolis.org/wonder/do-you-believe-in-ufos/#sthash.qBLNY8Kx.dpuf</div>
Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-45062406744205532412013-12-30T14:59:00.000-08:002013-12-30T14:59:26.890-08:00<h2>
New York City's NBA teams struggle to get on track</h2>
New York's two NBA teams, the New York Knicks and the Brooklyn Nets are struggling to get on track. Both teams started out the first eleven games this season with a track record of 3-8. With both teams dealing with injuries and unhappy fans, the Nets stand at 12th place in the Eastern Conference, and the Knicks at 14th. <br />
<br />
The Knicks have lost six straight games at home. The injuries to Carmelo Anthony, Raymond Felton and Pablo Prigioni have not helped the Knicks case of return. Knicks coach Mike Woodson is undergoing problems too. The unhappy Knicks fans are suggesting and chanting that he should be fired. Woodson said before the Knicks against Raptors game,"We have not had a full deck. I’m talking about key guys that have been out. I’m just anxious to see
where we are. Because I know if we’ve got a full deck, we’ve got a
chance to win basketball games. I truly believe that.” The loss to Toronto gave a little support to his words. Without his 3 stars, shooting guard Iman Shumpert and small forward Metta Worldpeace provided much. The Knicks led by as much as 12 in the third, but the Raptors charged
back with ease in the fourth. Without Anthony to go to down the stretch,
the offense stalled. Knicks Center Tyson Chandler said,"I felt like we had the game in control,We let it dwindle away in the fourth quarter. It’s pretty disheartening.”Woodson said that the Knicks shorthanded roster was a key factor to the loss. Without Carmelo leading the offense and Prigioni and Felton racking up assists and making plays the Knicks couldn't fight back in the fourth quarter. The offense shot 5 of 19 in the fourth, giving up the lead and the game to Toronto.<br />
<br />
The Nets are having similar problems. With Nets center Brook Lopez out for the season and Boston imports Paul Pierce and Kevin Garnett not hitting the ground running, the Nets are in trouble.<br />
No one expected KG and "The Truth" to put up 50 points per game and play in their prime..<br />
But they haven't met any expectations. They're not showing their expected value and play how they played on the Boston Celtics. When Pierce and Garnett were on the Celtics, they averaged 18.57 points (Pierce) and 14.8 points (Kevin Garnett). This season they average 12.6 points (Paul Pierce) and 6.6 points (Kevin Garnett). With Pierce at age 36 and KG at age 37, they cannot expect so much for them. Because they're getting older, they're not as athletic as they used to be. Nets shooting guard Joe Johnson and Nets point guard Deron Williams lost their leadership roles to the Boston players, so they cannot help.<br />
<br />
<h2>
My Opinion</h2>
I think that the Knicks should trade some of their players, and the Nets should give more minutes in the game to their bench players. The knicks aren't doing well because of injuries to their players and because they don't have the correct pieces. Carmelo Anthony is a scorer, Raymond Felton is the passer, J.R Smith, doesn't fit, Amare Stoudemire is too bad, and Tyson Chandler fits. J.R Smith should be traded or should develop a passing skill and step down a little bit. J.R and Carmelo fight to be the star player and take the last shot. If J.R steps down and gives Carmelo some space, Melo can grow. Amare Stoudemire doesn't have talent anymore. He's been playing forever and his prime years ended. If they could get rid of him and get some one younger and more healthier. As for the Nets, they cannot rely on KG and Paul Pierce any more. If they want to start winning again they need to give their bench players more minutes. Bring KG and "The truth" out of the spotlight and give it to the younger guys. Deron Williams and Joe Johnson had a good thing going before the Celtic players came over. If they can give them the role again, they can make something happen and bring out the best in KG and Paul.<br />
<br />
<br />
<h2>
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSfWC_zwZLyOkJL3-4hKIv7_ZECZEIDWzGx-aYExdl21iX2wdEE" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSfWC_zwZLyOkJL3-4hKIv7_ZECZEIDWzGx-aYExdl21iX2wdEE" data-sz="f" name="_aeSBgeFmiPzBM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSfWC_zwZLyOkJL3-4hKIv7_ZECZEIDWzGx-aYExdl21iX2wdEE" style="height: 164px; margin-top: 0px; width: 267px;" /></a>Top 10 Worst Teams</h2>
<h4>
1. 1973 Philadelphia 76ers went 9-73. </h4>
Points Per Game- 104.1 (13th of 17th)<br />
Coaches- Roy Rubin and Kevin Loughery<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTpjpEkIOk8wYNqpB9Aci_6CWlJpJlG-WF6UzY7eRP00Zp_igco" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-sz="f" name="zNh4_XJUBtDBoM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTpjpEkIOk8wYNqpB9Aci_6CWlJpJlG-WF6UzY7eRP00Zp_igco" style="height: 134px; margin-top: 0px; width: 320px;" /></a></div>
<h4>
2. 1993 Dallas Mavericks went 11-71</h4>
<h4>
PPG- 95.1 (27th of 27)</h4>
<h4>
Coach- Quinn Bucker </h4>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT7Xqo0zU8UC1pYx5tzc72Qk2qyKVDqt0W7euLZ9tP6PwOGnGOmpw" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT7Xqo0zU8UC1pYx5tzc72Qk2qyKVDqt0W7euLZ9tP6PwOGnGOmpw" data-sz="f" height="234" name="S6FijlIypnHcbM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT7Xqo0zU8UC1pYx5tzc72Qk2qyKVDqt0W7euLZ9tP6PwOGnGOmpw" style="height: 129px; margin-top: 0px; width: 176px;" width="320" /></a></div>
<h4>
</h4>
<h4>
3. 1987 Los Angeles Clippers went 12-70 </h4>
<h4>
PPG- 98.8 (23rd of 23)</h4>
<h4>
Coach- Gene Shue </h4>
<h4>
</h4>
<div class="separator" style="clear: both; text-align: center;">
<a 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" 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" style="height: 180px; margin-top: 0px; width: 240px;" width="200" /></a></div>
<h4>
</h4>
<h4>
4. 2005 Atlanta Hawks went 13-69 </h4>
<h4>
PPG - 97.2 ( 30th of 30)</h4>
<h4>
Coach - Mike Woodson</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS5D8TOpYm7eDlr_uQgFJiuZhs7ZvzTKdg3JC60YMxDBN77dBTg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-sz="f" name="uFdE2zrV_AQ7XM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS5D8TOpYm7eDlr_uQgFJiuZhs7ZvzTKdg3JC60YMxDBN77dBTg" style="height: 211px; margin-top: 0px; width: 216px;" /></a> </h4>
<h4>
5. 1983 Houston Rockets went 14-68 </h4>
<h4>
PPG - 110.6 ( 10th of 23 )</h4>
<h4>
Coach - Bill Fitch</h4>
<h4>
<br /></h4>
<h4>
<br /></h4>
<h4>
<br /></h4>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSvgHTBIFmf1wwKx4v8fdfnQXGycfts1hZMmEiJX7ZlEcnhRAYD" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSvgHTBIFmf1wwKx4v8fdfnQXGycfts1hZMmEiJX7ZlEcnhRAYD" data-sz="f" name="8Ft7Zr6xJd0RUM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSvgHTBIFmf1wwKx4v8fdfnQXGycfts1hZMmEiJX7ZlEcnhRAYD" style="height: 177px; margin-top: 0px; width: 198px;" /></a></div>
<h4>
6. 1971 Cleveland Cavaliers went 15-67</h4>
<h4>
PPG - 102.1 ( 17th of 17 )</h4>
<h4>
Coach - Bill Fitch </h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTtjNYU3Y1rVGp1BidwtOoqMK54RTKlkp5CkY9HQVuhmV8Aoenf4w" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTtjNYU3Y1rVGp1BidwtOoqMK54RTKlkp5CkY9HQVuhmV8Aoenf4w" data-sz="f" name="pWeITqBRrtMiqM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTtjNYU3Y1rVGp1BidwtOoqMK54RTKlkp5CkY9HQVuhmV8Aoenf4w" style="height: 175px; margin-top: 0px; width: 119px;" /></a> </h4>
<h4>
7. 1969 Phoenix Suns went 16-66 </h4>
<h4>
PPG - 111.7 ( 8th of 14 ) </h4>
<h4>
Coach - Red Kerr </h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<a 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" 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" style="height: 177px; margin-top: 0px; width: 177px;" /></a> 8. 1990 New Jersey Nets went 17-65 </h4>
<h4>
PPG - 102.9 ( 19th of 27 )</h4>
<h4>
Coach - Bill Fitch</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<a 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" 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" style="height: 198px; margin-top: 0px; width: 119px;" /></a>9. 1972 Portland Trailblazers went 18-64</h4>
<h4>
PPG - 106.8</h4>
<h4>
Coach - Rolland Todd and Stu Inman</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
</h4>
<h4>
<a 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" 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" style="height: 172px; margin-top: 0px; width: 160px;" /></a>10. 2005 New Orleans Hornets went 18-64</h4>
<h4>
PPG - 88.4 ( 30th of 30 )</h4>
<h4>
Coach - Byron Scott</h4>
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</h4>
<h2>
Conclusion</h2>
The Knicks and the Nets are having a rough season due to injuries and problems. But it is still early in the season. They still have a chance to bring it all together. Mike Woodson (NY Knicks Coach) has excuses why the Knicks are sucking this year, but if he gets the Knicks and Jason Kidd gets the Nets back on track, they might have a chance on getting into the playoffs and winning the Championships. .Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-35964685047124578462013-11-26T18:23:00.002-08:002013-11-26T18:23:52.138-08:00Why is it called Black Friday?<h2>
The Legend of Black Friday</h2>
<h4>
Introduction</h4>
<div>
Black Friday is like an annual mark of the beginning of the shopping season. It is the day after Thanksgiving, which signals it that Christmas and New Years are on their way. Canada and Great Britain have a similar holiday called "Boxing Day." Black Friday has become a legendary marketing day. Since 2005, it has been the busiest shopping day of the year. But why is it called Black Friday? Historians believe that it started in
the historic city of Philadelphia. During the mid-1960s, bus drivers
and police used the term "Black Friday" to describe heavy traffic that
occurred during the day after Thanksgiving. But businesses didn't like the negative affect of that story, so they came up with a little more "positive" explanation.They said that businesses use the phrase "In the red" to signal a loss of income. This is because accountants usually use red ink to show loss of money. Profits were signaled with black ink. So being "In the black" was good. So they called the day after Thanksgiving "Black" Friday because many businesses were "In the black."<br />
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<h4>
My Opinion</h4>
My opinion is that the true story behind Black Fridays' name is the one that historians believe. I agree with their opinion because the day after thanksgiving does become hectic and busy because people are doing their Christmas shopping. Traffic becomes heavy, the streets sand sidewalks are flooded with people, it all becomes a giant mess. Riots break out, the mayhem rises, everything becomes heated as parents fight to get good deals. It makes sense. I read an article about it on About.com and it told me the same thing. Riots break out, everything becomes mayhem and anarchy. It is pretty interesting because not many people would ever wonder about how Black Friday got its name. Since it's not something you see every day, people would be more interested in something different. Basically, Black Friday got its name by all the busy traffic and mayhem that happens on that day.<br />
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<h4>
Top 10 list</h4>
<h3>
Top 10 stores with good deals</h3>
1. Gamestop - Xbox 360 250GB bundle for $199.99. Save $140.<br />
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<a href="http://1.bp.blogspot.com/-lGgcZzsuJJc/UpVCpBjO3dI/AAAAAAAAABU/_6MKcX9jocc/s1600/microsoft-xbox-360-elite.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://1.bp.blogspot.com/-lGgcZzsuJJc/UpVCpBjO3dI/AAAAAAAAABU/_6MKcX9jocc/s200/microsoft-xbox-360-elite.jpg" width="142" /></a><br />
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2. Gamestop - PS3 250GB bundle for $199.99. Save $165<br />
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<a href="http://3.bp.blogspot.com/-MZA_8WEJF_Q/UpVDzZAUxgI/AAAAAAAAABc/na4x_AZGPHM/s1600/lhlwefghrvhw;.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="196" src="http://3.bp.blogspot.com/-MZA_8WEJF_Q/UpVDzZAUxgI/AAAAAAAAABc/na4x_AZGPHM/s320/lhlwefghrvhw;.jpg" width="320" /></a><br />
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3. Sports Authority - Buy 1 get 1 50% off on Men's, Women's, and children's footwear.<br />
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<a href="http://3.bp.blogspot.com/-MFjfT8LtsV8/UpVGAEkgEhI/AAAAAAAAABo/B5f2IPHC0uE/s1600/kLW.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-MFjfT8LtsV8/UpVGAEkgEhI/AAAAAAAAABo/B5f2IPHC0uE/s1600/kLW.jpg" /></a></div>
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4. Walmart - Vizio 60 inch Class smart LED HDTV for $688<br />
<a href="http://4.bp.blogspot.com/-67e8uW_fm8s/UpVHJpNn1ZI/AAAAAAAAABw/Ws2gbwAS1UE/s1600/wrg.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-67e8uW_fm8s/UpVHJpNn1ZI/AAAAAAAAABw/Ws2gbwAS1UE/s1600/wrg.jpg" /></a><br />
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5. Chevy - 2014 Equinox LS FWD $25,275 to $23,167 for Black Friday. Save $2,108<br />
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<a href="http://3.bp.blogspot.com/-OIhaX_OTwg4/UpVIfVR3CEI/AAAAAAAAAB4/Yu_lc33KbRc/s1600/kn.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-OIhaX_OTwg4/UpVIfVR3CEI/AAAAAAAAAB4/Yu_lc33KbRc/s1600/kn.jpg" /></a></div>
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6. Best Buy - Samsung Galaxy S III 4G for $299.99, save $100<br />
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<a href="http://3.bp.blogspot.com/-k1OB0xFOGws/UpVLC1PSu0I/AAAAAAAAACE/TAluFqJknVw/s1600/uiadhvuiqfhvi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-k1OB0xFOGws/UpVLC1PSu0I/AAAAAAAAACE/TAluFqJknVw/s1600/uiadhvuiqfhvi.jpg" /></a></div>
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7. Samsung - 51" Class Plasma 4500 series TV for $429.99. You save $420<br />
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<a href="http://2.bp.blogspot.com/-NbxtO9ZZPgM/UpVMPf9_HuI/AAAAAAAAACM/DkZPwdD5XfU/s1600/efjv.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-NbxtO9ZZPgM/UpVMPf9_HuI/AAAAAAAAACM/DkZPwdD5XfU/s1600/efjv.jpg" /></a></div>
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8. Microsoft- ASUS X102BA-BH41T touchscreen laptop. $299, save $100<br />
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<a href="http://3.bp.blogspot.com/-aU_VUo5Bkro/UpVOVGbqBRI/AAAAAAAAACY/aQ6CZF-V3ww/s1600/yfuv.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-aU_VUo5Bkro/UpVOVGbqBRI/AAAAAAAAACY/aQ6CZF-V3ww/s1600/yfuv.jpg" /></a></div>
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9. J.C Penny - 25% off over $200, 20% off over $100 on everything<br />
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10. Home Depot - up to 40% off on French Door Refrigerators, up to 30% on washers or dryers<br />
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<a href="http://4.bp.blogspot.com/-Oc-HEFv5eME/UpVVd46p00I/AAAAAAAAACo/FC4nS202z-U/s1600/efv.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://4.bp.blogspot.com/-Oc-HEFv5eME/UpVVd46p00I/AAAAAAAAACo/FC4nS202z-U/s200/efv.jpg" width="105" /></a></div>
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<h4>
Conclusion</h4>
So why was Black Friday called by that name? Because it marks the day when people flood the cities to buy their gifts for the holiday season. Now here is my challenge or you. Try to find other stories on how Black Friday got its name. List them in the comment section. My opinion was that the historians explanation was true, what do you think? Answer in the comment section.</div>
Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com1tag:blogger.com,1999:blog-6467086459575267799.post-12195738367792325372013-10-25T17:24:00.002-07:002013-10-25T17:24:45.263-07:00Ads have feelings<br />
<h2 style="text-align: center;">
Techniques</h2>
<div>
Nike "Possibilities" Ad</div>
<div>
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/aPkyPdubqDs?feature=player_embedded' frameborder='0'></iframe>This commercial uses the<b> endorsement </b>technique<b>. </b>It also uses <b>transfer. Transfer </b>is when something gives the product or idea a positive image.<b> Endorsement</b> is when a celebrity or celebrities are used to give a positive image to a product or idea. In this video, endorsement is used by the ad showing all the celebrities. For example, they use Pique, Neymar, Serena Willians, and LeBron James. They show that with these shoes, you could be great at soccer and at basketball. They advertise the product by wearing it, or using it. They sell the product by showing celebrities using the product. They use celebrities because people who are fans of these people will also use the product. If their "role model" can use it, they will also.<br />
<b>Dwyane Wade and Kevin Durant Gatorade ad</b><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/wNjQishYOy0?feature=player_embedded' frameborder='0'></iframe></div>
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This ad advertises Gatorade by using <b>snob appeal. Snob appeal</b> is when a message is sent about something is valuable because a "special person or people" favor it. In this ad, NBA all star Kevin Durant has a dream about another NBA star, Dwyane Wade, blocking his dunk and making the Miami Heat win the match. After this dream, Durant works out and only uses Gatorade products to energize him. This helps the product sell by saying that Kevin Durant appreciates it because he is special. So if you don't, you aren't special.<br />
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<h3>
<b> My Opinion</b></h3>
The Nike Possibilities ad is my favorite ad of all time.<b> </b>It uses Pique and Neymar, my two favorite soccer players, and it also uses LeBron James, my favorite basketball player and my favorite athlete. I also like how they say that everything is possible, but how trying to beat LeBron needs a lot of luck. I think they made a great commercial. The endorsement strategy wants to make me buy this product because it names all these great athletes that use the product, so it makes me want to buy it too. If you are a fan of Serena Williams, you would probably want to do what she does, wear what she wears. I think the target audience can be from the ages 11-30 years old. I think this because these shoes would probably be used by adults and teens because they go to the gym, run marathons, and do other active things. Preteens might also use it to have good shoes, or because they do sports and need those type of shoes. I do think the commercial will make money because of 3 reasons. First, Nike is one of the largest shoe companies, so that alone says that many people would've bought this shoe. Second, it is actually a really nice shoe and is good quality. Many teens and athletes would buy this shoe to help with their performances. Third, small parts in the ad give a positive image on the shoes. The soccer and basketball part shows that if you have these shoes, you can be good at this sport.<br />
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The Gatorade commercial is also one of my favorites. I like how they advertized the Gatorade by showing that Kevin Durant uses it to be energized and in shape for the game. The way they used snob appeal helps me to buy the product in this commercial because it shows that with Gatorade, I can be cool like Kevin Durant and that I can do all of this stuff if I drink Gatorade. The target audience is basically anyone who does sports and does active activities. If you do basketball or soccer or other sports, normally you would bring Gatorade because it is an energy drink and you need to be energized. So, basically anyone who does sports would use it. The commercial will make money because Kevin Durant used it, so Kevin Durant fans would use it. Also, the ad shows that drinking Gatorade can help you win and do better. Lastly, Gatorade is pretty much the only major energy drink company (besides Powerade, or the small companies like Red Bull or Monster). So that shows that Gatorade would sell their product successfully.<br />
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<h3>
Top 5 endorsement ads</h3>
</div>
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1. In this ad, Kobe Bryant and the professor introduce the new<br />
Spalding Infusion basketball. It shows endorsement because Kobe<br />
Bryant is one of the greatest basketball players of all time, after<br />
Michael Jordan and LeBron James. When the ad shows him using<br />
the ball, people would buy it because Kobe like it.
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/lxfpw6yw3LE" width="420"></iframe> <br />
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2. This commercial uses Endorsement because Cristiano Ronaldo and<br />
Rafael Nadal, two very famous athletes, advertise the new Mercurial<br />
cleats from Nike. Because these two are in the commercial, people<br />
would buy them
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/_mdgTR5ZyDs" width="560"></iframe> <br />
3. In this commercial, Iman Shumpert and Damian Lillard advertize the new Adidas shoes.<br />
In this ad, endorsement is used because Iman Shumpert and Damian Lillard are two<br />
famous basketball players. Because they are advertizing the shoe, their fans would want it to.
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/gymy1-rl6UY" width="560"></iframe><br />
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4. In this ad, Blake Griffin is literally endorsing<br />
the footlocker shoes. This commercial uses endorsement<br />
by Blake Griffin saying he likes the shoes. So people<br />
would buy it because Blake Griffin approves it.<br />
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/iltWeIa8r1s?feature=player_embedded' frameborder='0'></iframe><br />
5. In this ad Carmelo advertises the footlocker<br />
gear. He endorses it by wearing it. Carmelo Anthony<br />
is one of the best basketball players so people would<br />
buy footlocker gear.<br />
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/umFp-KVCYnY?feature=player_embedded' frameborder='0'></iframe><br />
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<h3>
Top 5 snob appeal ads</h3>
1. In this ad, LeBron James and Dwight Howard<br />
go against each other in a dunking competition<br />
to see who wins the McDonald lunch. This ad shows<br />
snob appeal because LeBron and Dwight appreciate<br />
McDonalds so much, that they fight over it. <br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/PmrTDZy3f2M" width="560"></iframe> <br />
2. In this ad, Blake Griffin and Kevin Love have a Jenga-basketball competition. It shows<br />
snob appeal because they love the game and play it the "manly way".<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/ji8pCsY8_R8" width="560"></iframe> <br />
3. In this ad, Michael Jordan and Larry Bird do trick shots to see who gets the Big Mac.<br />
This shows snob appeal because Jordan and Bird appreciate the Big Mac from McDonalds that they would also fight over it.<br />
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4. In this ad, Stephen Curry tries to advise James Harden to go to<br />
footlocker because he says it's fresh. It shows snob appeal because<br />
Stephen Curry appreciates footlocker.
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/eepUcyxw_XM" width="560"></iframe><br />
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5. In this commercial, Derrick Rose talks about how basketball is still everything, even without the fame, money, and the spot-light. He advertizes the new Adidas shoe in this commercial. It shows snob appeal because Derrick Rose appreciates and uses Adidas a lot, so many people would want to buy it.<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/Fwz_ql9TmmM" width="420"></iframe><br />
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<b>My Challenge and Question</b><br />
<br />
All of these commercials had more techniques used than just snob appeal and endorsement. What other strategies were used in the commercials? In the comment section, list the other techniques used in the advertizements. Good Luck!<b> </b>Anonymoushttp://www.blogger.com/profile/11537573025075869225noreply@blogger.com0tag:blogger.com,1999:blog-6467086459575267799.post-79512649775828234122013-10-07T16:45:00.000-07:002013-10-07T18:31:10.960-07:00Nothing can compare<h2>
Introduction</h2>
Super Croc! This beast is an ancient crocodile that lived during the early Cretaceous period. This monster was 40 ft long, with a 6ft skull! It had 132 teeth and used them to dine on Dinosaurs, fish, and turtles. It weighed about 10 tons and it had 250 bones and bony plates of armor on its back. Its science name was Sarcosuchus Imperator. meaning "flesh crocodile". But despite its name, it wasn't a crocodile species at all. It was a prehistoric crocodile ancestor known as Pholidosaur. The great Deinosuchus was also part of this family, though it was an alligator. Unlike modern crocodiles, Super croc kept growing at a steady pace. The oldest, largest super crocs grew up to at least 40 ft long. But Super croc wasn't the only crocodile that ruled. Boar Croc, a 20ft long croc with 3 rows of teeth also lived then. It ran quickly and charged its prey. Rat croc was 3 ft and ate plants, grubs. I stood upright and had buck teeth like a rat. Pancake croc was 20 ft and had a flat head. It took down prey 3x its size. It was patient and could wait for days. Dog Croc was the size of a dog and like on too. It was herbivore, so it ate plants. Last, Duck croc. It was 3ft, had a long snout, and ate fish, frogs, and other small pond creatures.<br />
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<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT5QtlceEmOcbSAJrNgMEkUp3PjmsLZX97WUg3AVpTi8Cj6uOVc" data-sz="f" name="9hYpPAkGkBhHNM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT5QtlceEmOcbSAJrNgMEkUp3PjmsLZX97WUg3AVpTi8Cj6uOVc" style="height: 170px; margin-left: -3px; margin-right: -3px; margin-top: 0px; width: 296px;" /> <br />
<h2>
My Opinion</h2>
Super croc, in my opinion, is unstoppable. T-rex can't win against this monster. With its stubby little arms, all you would need to do is trip it and it would be vulnerable. Carcharodontosaurus, another great predator was also 40 ft long. It had an 8 inch long teeth. It also had a 6ft skull, and had a large tail. It had sharp claws, but even this dinosaur was no match for the Super croc. No dinosaur can slay this beast, or is there?<br />
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<h2>
<a 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" 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" style="height: 190px; margin-top: 0px; width: 249px;" width="200" /></a> Top 10 predators that come close to the Super Croc</h2>
<span style="color: blue;">1. Tyrannosaurus Rex</span><br />
<span style="color: #6aa84f;">"T. Rex was a fully functional killing machine when circumstances
demanded, with its five- to eight-ton bulk and huge head studded with
numerous, sharp teeth."</span><br />
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<img class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR5MdohTayWtleNC40baZF-TreXa9q_5NuHMCHrACy5KVKet86W8g" data-sz="f" name="OQ0kmlOVgU_OTM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR5MdohTayWtleNC40baZF-TreXa9q_5NuHMCHrACy5KVKet86W8g" style="height: 199px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 207px;" /> <span style="color: red;">2. Utah Raptor</span><br />
<span style="color: #bf9000;"> "With Utah raptor, the characteristic, single curved claws of the raptor family attained from the raptor family."</span><br />
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<span style="color: #b45f06;"> 3. Allosaurus</span><br />
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR4DQjmC-VoxfHiJG4kPUFk63rbkQNLak5fsnT1ns1SnCWiofNkYw" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR4DQjmC-VoxfHiJG4kPUFk63rbkQNLak5fsnT1ns1SnCWiofNkYw" data-sz="f" name="IdmhhxgQOGKhLM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR4DQjmC-VoxfHiJG4kPUFk63rbkQNLak5fsnT1ns1SnCWiofNkYw" style="height: 187px; margin-top: 0px; width: 185px;" /></a><span style="color: #6fa8dc;">"Allosaurus was a deadlier predator than the Tyrannosaurus Rex--numerous fossils of this fierce, strong-jawed, three-ton theropod have been found across the western U.S. As deadly as it was though, it wasn't smart."</span><br />
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<span style="color: lime;">4. Giganotosauru</span>s <br />
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQerW1t9lDcg1kKdx6LUJJ02g6RqQikKq9HrOPS9GaRUeO6GPYTbQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQerW1t9lDcg1kKdx6LUJJ02g6RqQikKq9HrOPS9GaRUeO6GPYTbQ" data-sz="f" name="ETbOtXPHaiDHZM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQerW1t9lDcg1kKdx6LUJJ02g6RqQikKq9HrOPS9GaRUeO6GPYTbQ" style="height: 176px; margin-top: 0px; width: 287px;" /></a> <span style="color: #741b47;">"During the Cretaceous
period, the dinosaurs of South America tended to be bigger and fiercer
than their counterparts elsewhere on the globe. Exhibit A is
Giganotosaurus, an eight-ton, three-fingered, romping, stomping predator. "</span><br />
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<a 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" 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SpBKCKuNjUfNj0J8I5ZQUSym5aOYzJ+uhABFiGSPQBg/Pn5xJkUsHES3qNQfw68h1rAkxnLAjxL/ACEWD7Pcu77HykX9tTeEtR+IjqlqLZGKuSRc/vyDMKUS0VskLOnyBHyghczUkhSEhhYqJD82DN74U5rJCcVND+yspYc008qgw1ymT3xZVxbqHa3MH1ji1J7HkuPRW+2i0rQGAZAZgGr435xSiKmjdOXSL92/wfdSmG6gD4X+EUjC4RcwEgEsHJYmnOgJjpwpKIjdgSoa9nnM9A5BVfKPU9lp5DhKSf06hqPRufS8FdmsEtM4lSFJYEOQ1aOG5t8IryT6Ai0ykllBiS7u9AG5eMDJlqFCouXYDht4fVIKKK+UK81xGhIVaimNjVJFPWJyiqKDAJUxIFeb/VYpGdpacfAR2KQmXMwyJyP/AHJaVqDUBLPtTi2jk3amUBiT1CfdT5QMdWI7FksC5jSPIwRcU6j9gCXzBfSSr3qTFk+1TELRjEpTxNKSpyA4dS6PuL+7xiu/7PoP36a3/wAJf/mTFi+0zNkIxp1hQ/DSmwZtSqvqsR0PlEZ+i+D9jiWLnPMWeaifUx7Gs9QK1EW1FvWMiyIvssOY5DiiVqTJWUqSA/TUFVDv+UbQjxmXLHFpDb6SFN4gFx5x0LMMzmMCjia7Eu7+N926mNcHmaZ34S0E6lcWmxLe0CPZLVd9uUc0czq2hOV9m32XYhKpEyUoElJC0kGwVwqryokwv+0HDuAwdlBue483cQx7NYROGxNFEpXqR/cDUbBi6TtvHvaVDkPz/aobwvBbV2iq2itdlcBMlTFKUlgpBDlrva/jDqaSCT4P7r8nFYkyybqlnVYFjcVDBt2SBy5m8S45aWDFxWhD/T/KFcuTtjwfiV/GYfWq4LkJFQWJOn4xasOlIxgQgD8OdOmeAUmSE3p+QxXMHJ14qQGvOlJYAAEawItOXStWNnmrvR+oT+590OVh02WLKcP3iiCzVcE7X8hvHGe1SXxs8C5VZvzFiQB4lo7nkbalki6b7V9w+UcpzDFIT3U0SJClTMRNSqYoLUolC0FyDM0g8b0DWpGjqQmR2qEfZhH+9SOYXbw1ftHQc8ncJ8h1dn+UUPs5iSrGS1aUhySyUsPZNhtFvzuc6Xdm2+vG8bISiJ0AhNeZ+Jg3McGteRy9AUt8YvgSNRYJU6mAe9PPwhYpLpESZ9imybBoeqsViVkf2hKX9F++BFWG6KnISQpQNGoQaV6vvG8sagSbuxPPqevxp1eLDHiMPsjykTJCi4BKyA/ID94u3QIR5OhPhFFKgsFiC43YpYj3x0XEYsTpaFioUAR0e4bofnHNijSVdCYsnZTHkoVK5OU+G48nB8zCZI2gxdMr2NwxRNmJI0kGx6sQbChFR4iLn9i8r/zArIfTKU3iVIT8CY87VZOJ0gYiXWbKAROS1VJFErHNrHdmO0OPsLwgfGzphYS5aE1LVJUpv+gesTcuWN/RklGavoX4udqnzl/rmLV5FRMFZPi9OJSCaEKBD+BB9x9YVjDzwAvuzpL8qlwCGJdwCfOAzjViZLmaFABQJaoZ2I+I82jnhHZpdD/tjxS9SmYMVPWjsfrwhAwTJQELTLJc1F33JAoQx2223sWdDvJawKlSW6b/ADMc77wUBvZgN+V9orFXaJSH0kFL6V636n3c/GG6p2qv5t3dyLDev+IrOCnvR0pA2JqX3J6FqQyyzGagdWxI8w59AEk+nWGUPKwR7HLBtwPnA3bLDPJlBO9bWFBcdSA3wiTUCBVhb4/P4R72gxLoHRDDzUk1PgLdIZuqLr9WNexs4/cBLLFUpRTStFOoP6+6KZ2xwn4qTzLerEfOHPYnHNMmS3pMS4A5pP7E+kRdp0UKmoCKXt/EBOnZJbRSTIU54TEZg/vipwa70+uXwgafL4tvoRZOxEzqH+z6D97nM3+ib/3Ih39quSKnYhcwA8KEJ9ATTpUe+FH+z6vTipz7yjXwUiOr53gUzUTVaXINwK0SKdYlk07R04K5bPlAxkbTAXNN4yLkDooxZAKkAciCOdK+refIwKO0qwaJbnpCQ7NSiQedCTE0rKV4gFWHJUrUvUztpDv/ANI+AuwhVmmGVKIE1LanKVgEBRDVSdwRy3MciiS4slxuelM4TEDgBFDUli9DsRcv4Vh5nSwoEhy9R0feKFi1hRAFq22L26xcstmCZh0iro4DqraxZrt7xDtaLY9E2WI1IA5X8TSvM098R4zDJQCbV8XAbm4+j4R5gsVpWUFiCXf3e+Ga2UfAnrty8frnJyotGJWMlzRMrGyZk1zLlTUrUw4iE8XQKLhtriLFgs4knETVJWNK9JD8JNALeDCAsEpMtfdmoJNLjSQSN7U3gSbl8tS6AJYgv6UI3D032h+asMbRfJWYBMtRll1lJYakj2kK03IHtEbtHNMfglSMOuXNWgrTNExGk6qqYOacLpSssd0h7R5nU+bL4SpRBsXJegS9r84IWpJPdlIWhhoC1ssFxc0ZJIPCwZyxqSrQu7Em7Yk7PpbEynFa0tdJaLZmkpwbW58iK+/4wYrsBNRLlYwlCEshklTqU4CRpADAb3+MD5rPoUEF2JBHKg+XvgympbQkRKUMH5CFeaYozMPhkAlkKnFjZ1rFvSH+Hy1c1B0tyqfrbpG47FiXI7yZNCghQCggEEBRqQVC4/qAfatzGcU6C4spcmQRU7u3o5Pp8YdZZjWlhLAsVFvEx0bLPs6w0xGkqW+kKSSpJA2PCws43Dk7QFI+zxBQQhSpc2WpSCk8SdYHtamCtJDKBq2q0K88fY0U4spOC7NrmBc2Ye6litQ6iKsAlwWOxNwKOxIZdj8PLONlS9J0TBNSAbuZZALnfUAXoIY592VxMqSCA8v9JGlaR+nSeEVYFSTXSLiEXZOemVipExYoNSia760+Bty5+RUuabTFgmpeQ/zTALSos50nSdwCLtyv6MYMwGcGVaig21D489ojk5ms42aoSyJUxQKkkMoun2nKmSpIBLbhxBUzDyqqSdTsx5jwIpv8IlJWiqkk6QtVnapk4gnhcr0gBIcpY2Ara9fWDcDgnCytJZRcAhgXZ/KkLsoy8DFEzKpDkA71cDrW/h1g7M86LqHO0Tk/g6X09UoByS2lxXl47BqP06PCbD9kZMzEKWoq0k6tKSAHu73AJrTnEuGzRIUQs0VR2JbrTaD5WBUlQILpPssX8GO4EU3Vrsi0kzdXZjCmvdp4r3NSbu/Dz6fGPKcslhBSpCCwIVwp9pJ0k06QViMtKZb01MSG9W8W98Sdncv10JAQkOo9SXYUvU++IuTSdsAAjssiaNwQWcebODS3vD84E7RdnFpkrXLV3gABKaapYepKQapqDqHm0Wxc+XLSyTTk5q71veE0vGaZ6ZiCygXfY7EHoQWhY5ZWGim5BJX95ld3zJqWBSBWo5h/FxFhzrDg3t8jy53i44jOcDMCUzZACmKVHSAQk3GoHXQG9+HqQa3mJQQTJV3iEnSCXswYF60Bbyjpjl5uqoVRpaKPgOy89QU1EgkOSz+A3iZeQkqAUtI1PpLcrguxB8YdYHMinUki+3I7x7meOdLsRp4h0UC/vDgvsTDc5WHikS9jMVMy7EK1AKRMQRrSaBJYuzf026jmI6ZlnaxErBnvVElc1Y5lnaou1NuYjmWEVr7rnQP4/wAD3RNnEoJmp0HhF+TjcfMQvK5bHUuMejny0lz4nnGRdVyATYH/AJf/AMz8TGRf8pyc/wCC2/Z1ipsnDlSEpbVMfUpFWfhYqSQQQ7G73FBCb7SMx14V9C0qXMuXCXHEsAOQkBRajnneB0dr5aZZTLCQguO7SEsxU5fWHLkBVwa7QpxOdy547uZKKUu6VhSiRsQyiUgEAAm5YRCP7XRa/hVslxaZeIlrmOUBXHc0sSwIJpW4js+Y4BKZYAQgJZwuWDoL19pSyQAfylKW1VqeLng7NYJRYYlbvfQ6W2rY0i4Sfu65CtJCi6QlRUoKQAGWGJAqGehcHdiQ0skW9GVoRYrLVJXQMHr05+sEDArKSSOg/jlX5wwy7GJ70InHWgJ1qV+gKqAdykOl6UD1YQ8xpSsKCHt7JZ2/UkgnUOfSBIopHOsFOJmKLvRvkPcCfPrDDAqCphetFED+0becbZlge61KTvY7Al3NLm/w3gLJ5n4iSNrb0sPGkL2rGeh9ipKFyy6QogOCa84Gy3tCmU8qalK8OpwpBo2oglSSli4ahuzgM8TCZQtUekUvMJn4hBchJq3J/wBoWCvTNJpbOpZfixikzESkpk4YcQmrTxzJiSSEoKvy621F9yGDmE+e5eoAGpB+BG49IrK+1ykS0BKBwhgaUTsG8H8SSecWLsL2gGLCsNNbWkEyidwRVHiDUecNGMl2tCOVsCy3Ed2QkuKvS/g3WDMVmw0KS7JUhTliCHBahukcq3Z2gjG5KrWOhr5bdHIhL2gwhQlLOXJBA+rEUhaVjei0dku1BmJZZZQloQG9Xr0008RFlyJRmzJiwP6lECr0AHj+XperRyXL5plpowI+JsPLhHnHT8gzdWFkBK0kKVUk3Hj1H7xLKknYUP8AOlp0lIu29QC3K+/jFSOW4eYQpUsAqDjSVAoWlgSNJYix8jBub5uCklJ9/wBfXurGZ9oRKAAqTt4OD5Fz6CJY1L0NKjXMMKmUklAG7kqKlJPskBSiSUm4Bdq2cuJhMQoJGk0tpLebsLk7wizDPlLdIoN+pN4glYlhdzTe/lHXTS2TbRYp+LcpIooUIe4vtu8DKy9ayVFKilnDVB9KwMvIVJRLmqWPxSvhAqNIB3O+qnrBeXYkpSXVMSE7pBUDawG4ern30gajsZybWz3CYdKyymlp3JFfJNH8284bYJMqSqUiQqi1KKitVFJCQ4ag1EuBpq+kRplWTYfEIWe9xKlpBJZaEhki2koKnqwctcuADEcnCpCgAvURWWVaSnUkvofSyk+0FFwHNrw3NN0SddDcYpKyS7Ee0CzperKbZj7Q8xEankpUU+ySyhdleR8LQmw2IJxJOtGsE6gRpJU5GhKQTqFAN7Pu0Mc5zFEqZ92VTSfxAmrKUHYc9LxPJHk6QU0hZisSu7OH2rXrygYz5grpD9frnBpl6S10q35jmPONsFLl6j95mFID8KaFXJlEMHNGDnwMCHH2BldxGLWokB1LLuwJPWgiTIcd3atCyyZtGeoKd/CrU59IY4jGykBUqUEOssUyxMJNwBq1CvurbcA5XhJffqmLllMqQgkJII1GiUiteJRD+flaLsw3l5GpU6gcnzDc3G1I9z7ICiWyakMPMcxEnZjtkuW6VoQnvG0lnKa0NXdNRDpOY98ru5oCVk0WkMlT7KFh4j03jOzJg3ZvL0ysIqaqq1Dg6JAqfEnzbzit5liwpY98P8ykzJSFI2a3IbeVXBik4grJpUksAKkk0YDm8TirkyktI9Vig94yGI7G/wDyGYF/mAQSAehBqOsexW4fSX5BXLkSVB9IHiz/AMwfKyiSUFalqQ9uIEO42LvcU/aEsrDzO9CFKToBGrTpZj0sSz++LZJlSXcSEaL6TUggvc0sNh1rByWtIupR9oX5h2RRKQF97MWlRZKQjSSGeq3Ib/hg/LMDKluru1BIFdatSiTZGoAM7crOasI2xPaATmCEAByCBY8n0pDgc4b4nDhWFRKNJmorDiq6JGk7ux4fMbiJpuvIVuLdxQFkuMAxOqYzLJC9gymFrBLtTlB+DwpRMVJUptCnll6gXSx3a0Ip0oDh5ej/AD5QwwDzGkqdR/IoXT58jQekUf0UPzMJmImawE6U8TWKnNem1BufKKzgpIRMSVKSkcyQPoQ37UYb7vJlyiolRBWs7kksPAU+EVAY9KCpK5SVEH9SwwuzpIrz3gRjps0pdIuc/KzqUzNU6n4Ql/aKuX1yhXjewS5ivwcRKXMI1d1VKtLCtS/WoETSsxE3DomIOmYgqBAJUAArUn2nJ6EvaE8jMlS5ipgQFzDqBUo1GoEKqbli3mYmk112NLaNZHYWe9TKBNnWFvVmZDwZgOzMzDhVAuarToKCSEs5JUaaDa7RDhcyxJPBMZ6hHCoActJcADl4QxkZ7i0JLCWeqU6f+0pD15Qzlk/gnSHeGzGaqWk4pHdlRbXqSXU1CNJNN6tuKxDisLqBSoVJcbuOfrCZXbWYJa5S5Y0qcHVrKa0oD6u96wdkWYKXh1FitMs0UKlJux3YwtSa8lQ0XTPclywCcFL9iVUCzr29PKNs4zglR9PKDMwmd27FnSH2+v8AEVbEKK1kEsfn+0TXk7ZRqgibnC9OlNSLk2Eb4DshiJ6guYDLlmpUptRB/Sm/q13rCtMyYgg6RS1SPRiHPWJBnmICwoXFqEkPuC7ne7tFXCVeBK/pZcVleDkoSO5IUbiZxLUkGtltU8uXWAvueEClCUiUtUxNJagULSeSdRqFdHrzhZJ7UYlqqcbhVvQhhvtWIpmapmJZUof0lRClJrsRV3sLCOf8eRPbf/QMezsQJsgN+UunxbSzB6ubDkIW4nHSdaUpSspS35lJNLukgC7+R6Bpe0Sfu8qVJJ4yApfMdIQzcSAl9XhzizjJ9Bky64bOJcuTNmyUhGsl9Vaslr3cApdqEpehouwWaomJWU8ClFV9nTe3F51YXYVQy56WBBdR2BqfKlXiNWWrSx0uRVr7vvzh8cGhSz5Hh5cvELImpXMZ1FgGrVjukuK+HmqznLVzcVNWDLUJi1LfvtNFl0kUszWfxrEcvFqOgEq1S/ZIFQLtVNQCbVFKM8F4HK5s5YQrUEJAJKkAHQkPRw7BPK0GnfYH0NskwU1aO6XJqmyhMQsn+9lODyWRWx2gTOsFrSqTrZYspJsrZyNi1R4G4EFdqc7mSmw+FRolpSASgBySASDUGj6fImEOC79P5SpJqoKsTzDFwfCESp8m0ZPRXk51isMVSwtadilTEeT7V2vDjPc5mow8mWrimz/xZoIIp/7aTpILgcV73eHmLy0zjh1Fih96kN7UskX2INmPUx72wy1apqpmGmM6UJmStAIA0JAUDpqhr/pU/lZ5Fo1aKdg8wlApIRoL1Os+YbQ3v5WjoScww82QlaF8SR5+DbRRTls0DjSlQFenvEOOyk1IWtKwjQsMpLuxAJC92Zq/3WjSkpbRkPJGYGbKnKqQCEB6h1Vo9qufOKrMxRlEkO5o4LUN7V2a4pF/zDDy5OB/CBBSpCyC1XNfcQPCKhnGASU94AVIUCWSHL8gOb/QiSe7HfVDDCZivQky5s1KSHYgkuaqqCx4nLxkVWVPIDArZzehvy2j2C4Inxj8GkuQkJNAly59oUFNyfcecFTwQOEGgt0b05RqUoeg0nk/OjAHaNVTSfIN7vE3HziznfRk6IkpCQNILuBwlr0I6mGc7OO8Qn9QNXPskMCQ25AANKFIaF0l+ElJDEGxox28vjHuIKdZQyhxGv5rlr9PfCvezKVEqZ6iUy0IJKjQc7mpv4xYJ2WDBga5iVzVAFKEkjSfZOr9TKUG86cIiDKP91ld4QVqmgy3NCgEOVCwBFmb3GFc5K501U8s4YIceylIYAHYADlzML0hk62Edo8QZi0qYvpKQbAaVK3PMMXFaiK/92OoKoGppukDdnArR3g3EKXXUaOTUuHNztenpAC1c+d/hYbdXikX40BuwrKihKipO9FByxHwEZjcCNQ/Sagiri7jrGyZYD6RSpvWtQz09kiD8HKE2XMSDxoSVJG9Pa+IPrEZJpjRfoGThyltASSN1Bj63gfFrV+aWhXhBSiFCoZwDuB7IO/WNJsgqZjaprY8+bwLd7FsWpRKNTLZ+VOpoU1iz9g5YK5khAJTNAqxYFJapsKE+bQmw0lSfxNJUeVFA9b3i8dmM3IQCsjUtUsEFzpStYlIFmCiAtbbJAMaUnVDIr+bYwpxK9VUOUsOQJZvreFc+WFF0l+X1zhtm6kz5InId0q0LT+lQevQKFR5wPk/Z+ZOWSghmrSgH79OcZpJWNyYon4cq4tRFKhwz+doGm5asVUPO/vEWjMMtTLmlMuZq0+2SGb+l9yfcIg7gPqIIJ6/R/zAWShZFfRlS1AFIWocwCbfLrFk7F5BLEwT8SSmXLdSUke0UDU1a2HqRBeXGWhROgFbUOojYghhRQIIudojxmLXMSxZlG3slIuzVeoD+A5Q35EwWhLni14vEzJpISFqJCb0egYtYUvzgA9mDquetGiwIladqil/jSPUTqkXbx9Ik8sk6iDsRYbs8uWsFPEHD6ulRV6XhkJjgaiQW3Ft2JH7ecTy8UiYVMQrneh8QYgxOECrKFrc/c5ikM0rpgPDqSxSuoB9lRLA3tbyaGODzOYsnWsqCZakjnYJaxcNRoTyZ6LK4jc3ATe5N/ADa8EmZoLhQIsw8Dcbt4mHe3fT+fQWe52t5swgUe5e3LmICw61bKDf8Xw/zE8okvXxckdI8n4BC66Ug+d38RHO6umEZZFi1JWpKiwXUEhgFCyvQkHx6RtnSdU1iSFJcE/0qchPUhyHeoa8Q4NMiSng7wl3qrTuGciwB2atIjEwqZSyDS45defJ/jBlSWg2DDDkUCiryI/i0ByUqQ7gMbszEXq16/CGM6UKh9J5gtflWsQoytS+HU9QNRFHUWANNzTeJxbsCLDgZSsSmYBVH4pVzCHRpZN3ZL/8J8IX9s81MtYw8rgRJZuaiOXMJ+MM+zU4YOXNSVfiy0lRB3LlLAAPQW6k84W9s8EcTh/vCRxSpk1Jb9Gp0lqfqaOpR3sawJHaFCgFTFgLNwZST71JJt6RkVsqRuhzzNfiuMjcI/2jcmOZWWUqtRJ8ALcq7fCCZGBSkmtTzr4R6maqh5eVOX11jxGM3LnkGvtyc/xGtsQm0nc08mFW3gfFlAVrNC9zv6XjaasHcjb06PERwyiGOlTuOGvqGp589w0GOug2bYjM+BLB1PWgtQDe9htY840/8RUduHo2+77/AMxCMqJOgkkXoQCw2NK13gqdNIZIRTw5dT8+XnDS4mBJ5UHKuKrj4322rGkmSFJMxRSkAsASaqPpRtz+8H4bDLWS9ECrMHI2KQrhUxFQCD8YhxjTJqUsyRZIDB6PS7dS7WMa10JJ06RukpLA0JGmlQ1WIZwSK/8AKLGGPZ5Jl4pOoDSQUkjkpLMXq7Vt5wLLlK9pJRoBqwqDRyKDma+HOJcuRXUVhKEqJbUDWxYXV+XazOIrJeNlEQZzgO7nqQga0UIIsQaijE7t4ptQwsOJWHbzareO49IZTpAmodSiSCUqFiQS4pWxO24tURFJl0KQzC2ok15C5ALGw3eJeL0wMHk4o/m+vIV3fzhx99mKRLLHhXLWF6TxCUGSkAABgNxE0vLpR0ha3KaDgUbOalgluJNFK221ERPJxUuRMC0oxKlBw6kywgJI0uxK9aWNwxAjfj9oyJMhwWorJDSlg949AAS4bwNj8bQ0zzOkyh91wbICQ0xQNQSzpBZ9X6lF2tECMxCZRLsVI71SUmj6mQ1XAfoQ6LcTiuuEgNxTF6iQdYoag25F3o9q1heNhsyShQDAgCtmp1qakx73jF1K9A5a1FbRBhwdWpaSPBTgNar1LH6rBqMOpR/DBXz01I+LGJSSsAJKxUtZUR+When1/EbmanS5ZhevvY0p749m5aU6nSQWBUFUFbGob+Y8k4IzE+ynSLlLhvEsK333hNegEyloIuD1+O1DX3xAuWkm5DXIIp4jzjMOAkHTfq/L3UF/GNlLJA1MFAXT+1I3GmEGmY9I6b1Hvbx+qRqvGJIfXQ+fW9vhBa0UOopULVv7rQErCsafD5BnvG8WjHqZaSd+ZpvvW24H+Y0nTeGzchWwfYi/nEi8JqFXU1RoFrU0lvR+cDpkFWknVw7lLUY0AP0DFsUo9sBKlBBfiZ72PRv5BgxKFBzrChyKSCAOYc/RgDD4xy71fz/j0hvhsQD0PhvC5Ml6kjKRF3ibuPIPten8UjReJSgEnS25BL+dL/VInxGHKqi+7b/vEEkEp0qevNvhch6+sQGNJc9BHEXH9XXy/wAxKjDymAdg70XuN6PUVA84Ax2FFymqnIIUwvTc+5rwGmU1tQ6CoPXrTpDcdWgXuh4hITKnAFwUBn4q8VQQbit+sHYvFqQJpoylkAEvqdICjQkKDV3qX6RW5mP7tJDUNC4chiL8vq+xmEzBEwhIWAHpqLpBN/7an62ZTaiawFeJILOkN4fvGRa0ZMG4sKpStyianSeo4TfxjIjyQnJFMxeYHSaUern+KesLJOblzYA3PjeoFYeHKZLuFTLmgUQ3gBt74w5fJlvc0DlRfdy4vU1PVo9GPFLQRejMSVJALk9N+QbyEP5Exh+pvaNq/wCYGRNQgtoSlqkMCrx6Hr+8eJm8YKmJBs3CeTh2I861icqfRkHyZQUsLDg2222ETTU6VMRqANdJLeBLVPoOprEWX5igrMsp7uWw0mXSzk3f2rlQrQB2rDlC0lWhABITUhwhANgKMVHer18Yk3XYvsTT8YQlWgsEk6kqqkEMbsWuP3gKVgVLHeBJCi7pYVFuFLOdzX+IZoy6YglSAEly9iOrpN/PpAKdaV6gqg3Ison2jyfoGHIQ0WjaTDMuycLfSSpQXpUzXtTVbwLXPJoNldm0BypgsULKofAtz2oSCeVRMvnaJynIJVRWlQd7OK1HUAvHpKpUzStSlAEAFSWsQHqXUH+bG0a30FS9E2HyKUSplPp5FnZzY7ML2JeDwvBoGmqiQatV7niezU8DeBp3Z5IQpYXNCxqUgbJJc3NQ6iLm1LtFEn5jNRNIWqu5Nj10s9YaK59ehrOiq7qYQmQhS1kVAJ0i/CSRQsCKfKI8Rkk2gcIUSQAmhTViTRwbhr0DXEVXLcw1cRWHpsqld+Hn1rDDEdolzZIky1KZLhksltRep9rra0GMXdINkmYTUt3bahwpVT9JU9G687NGsiVYeyNvlau23KFM3Me7DAgHqakhvOu8Ryc/Jof36VG0aUW0YvGBy7DpLzJpUv8ASzJIo5NiTsz7i7Q6wOMlKOhIKUkUYAANyUglJvuf5omVMQpU2YEaVBrkuKgAblxU0avKHmW5phZauIKc2WRTxYEkVHoY55QtmHec5QubJZUyXqSHJrWgb2g2kED06wmzCSZWF0KKSFBLubUd2Dai9A7C7xtM7S6iAl1gnhBGrcniBUCzh67c4lzZSJi5UpYbUtIppSp2JCUlqklktUjWDWsPDG1SYboCwKJQlq/D1r0pqdQZKv0psX2NfcYW4rESANCgTMIBSRbeg626Vi35LlKzJSNCpJUBwkqWxPecR1ELlpoxJcuOsbDsDh0zAqasrUxVpUNAZJC1KFXWEhT3q214zilsFsp2GytU5KlBJ0JqDetmFQ7FQ3pAeLkJSOFRJo9KvyIfkRUGOgZ52eQsoEsqSlKkp7uWh792/AFpdA16ioOfWAJfZzDiSZ6lTF6JaVGWA7lSAqinqm5qzDnAqXbQDn8pamfiB5+zfqbVHw6QchOsmmlTVoxoRxcqkfW1vzPLkpSiZ3PdnRqKgtJSkoDsoEsp1cNE3F3LRDMyETUSlJQpK5ukqUrVRSpglulgUKqW0akrcE1DiNxb6CVOdhSmoO9efrdm+HjHuWKBqQ9fIAfzvu/jDaV2fRJZU8TOJExYQEsOCQJrKJUCKqApfTtBM3sz3ZJKlk6WHAVEEGYk6gFkJQDLLqctrFIdY207BSIlSSr2b01Deop50O0A4pAXVC2VYBwAehHPrvDheSpkT0pmTCUzQpJVpUkgvpCrl06mLvUAikFp7IJWBLdSZqaL4dZCzpUE1UAGSpKSSRUGtY0FrjL0Neis4DCEAiahYqGp0ru9iOm/KGeHwW4BHJ0keBYhz0bltD/KMB/ppman4GUEqYf6RI7x+ElS00HtBLOAY9lZcrvBp0TNSCtS2MpnFGSkrYJZyxd7NYq76IuNlOzjIkITxe0T7ALlyxK1kMNR2QLf9yfL5KEkJWEzJZLu7LQ1OFYZ+oLjwNY6KMplTASETkyQNRmKoue3ePKAKXChoHCliOJ6syLF9nZMpK9KFg60pTqWSpJ0pWoEMytIUlDi5PRiVF1satUBysFpATKxU1KBYOC3mG36RkaHKMP+YoffjV8lAR7Cg/G/oj/8RdWhI3Ip6F3Nf5iEg3YePlyfkIyMirDZ6tYaoFG22oGp1+EYuUvW2oFJNRyvbVUWj2MjXQR/l+AJCW00Olmq9Kk05gwTiMUhK0LXwy0s2lzqLs601BFCAbgD1yMiN2yS7GcnHodRmJFBr4S7ocJK0ukabtpNawgzrNBJUxSkqOohIBIKR+p9rU98ZGQccVdFH2JMV2kSVyzLlplLTQ6AwJ5jlV/DrDlPaORiZapC0uoIAQsAhlgKVqZw+4Nd4yMjqeKNWD2ayM+mSEkLOoAFjdwGBcE8m993hBPUnEEzAljQOAAw5tzDj184yMhsMVVmXR6olLBeki6RxVbkHAFT03htg5YVKClpK6kXYpdi9DYkkN1q7RkZFklYTfEywkFaAXDp0O4ff9IuDQvQh3aJ8JgpainWgJOnUUijXIZgdJIBNLH1GRkGttGIF4qUpbhBCE+ykFhVTMdzV6f5jzNcwT3aGQkTOLiD2sH5gkE2pGRkcz20MhbPxSJbCZMKV14UhSuElxxE26eMbjMZZUiYpRPFwpUFAUuwSb0c1ArGRkV9WGyxzu0igjUiqlJL6t6t1NG3PxoVIwk+aqZOLtMJ7zUUOlL1SCCSRwtTS9bgxkZHJJ10ZjDLcuUpyhTKciwUQXJAZYIBCtwdgxgrCZUf9NTrALFizBgAL1djY/MRkZHJmyyUqCkQYzIJM1KgorQlKj1Ytp2qWo3veI84mIw8mrzUpUlQBuSoAA7aTs/WzM2RkMpO0jXRz4ZvMmTFcNGJAJeitnPvgKRj0rcKcE0JG9rjdvfY0jIyPRaVChOX5stE3u5l0qA52IYeEWvAS1rVplkgkkXL1Zg78q+kZGRHLFLYV0GYvLFISQkp1BlLYrAIFQ/5SQNyk9IJGoMJqRUOBsN9rUb+NsjI5eTZOL2LsxlL1InT5ixKCvw0yqMrYlzQliHANtg0Fz8enu0qnICZUxwhaRqBb8pQQCCwNW07M0ZGRTtIMfYWJ4YaUpAYMCNudC1bt1jIyMgcRrP/2Q==" style="margin-top: 0px;" width="200" /></a><br />
<span style="color: #ffd966;">5. Troodon</span><br />
<span style="color: #134f5c;"> "Deadliness isn't simply a matter of size or armament. Troodon weighed
only about 150 pounds (about as much as a full-grown human), and it
didn't have particularly sharp or scary-looking teeth. What set this
theropod apart was its relatively big brain and hunted in packs." </span><br />
<br />
<img class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRBnKBtkMV6wDAXVAqmXeWuBtoe7jjr_GJ36WDU-tMSvTH54fBH" data-sz="f" name="Np_xglQ1ABCSOM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRBnKBtkMV6wDAXVAqmXeWuBtoe7jjr_GJ36WDU-tMSvTH54fBH" style="height: 175px; margin-left: -9px; margin-right: -9px; margin-top: 0px; width: 284px;" /> <span style="color: #660000;"> 6.Carcharodontosaurus</span><br />
<span style="color: #f6b26b;"> <span style="font-size: small;">Carcharodontosaurus was a huge meat
eater from the Cretaceous period. This North African carnivore had a
massive tail, a bulky body, and heavy bones. Its arms were short and
had three-fingered hands with sharp claws. </span></span><br />
<br />
<span style="color: black;"><span style="font-size: small;"> <span style="color: #0c343d;">7. </span></span></span><span style="color: #0c343d;"><span style="font-size: small;">Eocarcharia dinops </span></span><br />
<a 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" 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" style="height: 180px; margin-top: -6px; width: 276px;" /></a><span style="color: black;"><span style="font-size: small;"> <span style="color: #f9cb9c;"> </span></span></span><span style="color: #f9cb9c;"><span style="font-size: small;">Eocarcharia dinops' brow was swollen into a massive band of bone. The
menacing head piece may have been used as a battering ram against rivals. </span>Its blade-shape teeth were reserved for disabling live prey and severing their body parts.</span><br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRd8hjNdz3AT-cFS4tyTcO0zVawizYbtxRplWKBHLakicme9wWP" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRd8hjNdz3AT-cFS4tyTcO0zVawizYbtxRplWKBHLakicme9wWP" data-sz="f" name="sMYYBy0BsL00fM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRd8hjNdz3AT-cFS4tyTcO0zVawizYbtxRplWKBHLakicme9wWP" style="height: 176px; margin-top: 0px; width: 235px;" /></a></div>
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<span style="color: #38761d;">8.Masiakasaurus knopfleri </span><br />
<span style="color: #bf9000;"> Speared prey with its forward projecting front teeth and then sliced and
tore the captives into chewy chunks with its blade like rears.</span><br />
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<span style="color: #674ea7;">9. Mapusaurus roseae</span><br />
<span style="color: #cc0000;">At about 40 feet long and weighing an estimated 6 tons, Mapusaurus
roseae was one of the biggest meat-eating dinosaurs to ever stalk the
Earth. Bones of several individuals were discovered in one place,
suggesting the giants may have hunted in packs that could have toppled prey.</span><br />
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS2qTblDSUGw8G33GmcVbQF2Bb2OLAv-8nhp-ydYjdk5_UcoiKVqg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS2qTblDSUGw8G33GmcVbQF2Bb2OLAv-8nhp-ydYjdk5_UcoiKVqg" data-sz="f" name="_lIOhLx6DlJD_M:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS2qTblDSUGw8G33GmcVbQF2Bb2OLAv-8nhp-ydYjdk5_UcoiKVqg" style="height: 168px; margin-top: 0px; width: 301px;" /></a><br />
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<span style="color: purple;"> 10. Spinosaurus</span><br />
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSwGpzZRcmyq-Cc7SdJWFT1VF0a8XyDlkf7tyti7BOpEq2s0ym81w" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSwGpzZRcmyq-Cc7SdJWFT1VF0a8XyDlkf7tyti7BOpEq2s0ym81w" data-sz="f" name="5Z49W2AFDEG1gM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSwGpzZRcmyq-Cc7SdJWFT1VF0a8XyDlkf7tyti7BOpEq2s0ym81w" style="height: 177px; margin-top: 0px; width: 285px;" /></a> <span style="color: #073763;">Spinosaurus is the largest of all known carnivorous dinosaurs, even larger than Tyrannosaurus and Giganotosaurus. These estimates suggest that it was around 16 meters (54 feet) in length and up to 9 tons in weight. It had larger arms than most theropods with long claws used for slashing prey.</span><br />
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<h2>
My Challenge for you</h2>
Take the dinosaurs from my list and create a scenario that would fit the descriptions of Super croc and the dinosaur. Make the fight and in the comment section, put your fight and the winner! Also, if you have another dinosaur that can compare with the Super croc, list them in the comment section.<br />
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