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On 29 July 1943 , after 20 days of combat , it was clear to both the Allied and German high commands that Sicily was lost and 80,000-100 ,000 American and British troops would break through the German and Italian Etna Line .
The Allies had broken through the Etna Line .
In 1940 , he married Mary Grace Slattery .
He married Mary Slattery in 1940 .
Arthur Asher Miller ( October 17 , 1915 - February 10 , 2005 ) was an American playwright and essayist .
Arthur Miller ( October 17 , 1915 - February 10 , 2005 ) was an American playwright .
He was a prominent figure in American theater , writing dramas that include plays such as All My Sons ( 1947 ) , Death of a Salesman ( 1949 ) , The Crucible ( 1953 ) and A View from the Bridge ( one-act , 1955 ; revised two-act , 1956 ) , as well as the film The Misfits ( 1961 ) .
His best known plays are All My Sons , Death of a Salesman and The Crucible .
In June 1956 , Miller left his first wife Mary Slattery and on June 25 he married Marilyn Monroe .
In 1956 , Miller divorced Mary Slattery so he could marry the actress Marilyn Monroe .
In 1948 Miller built a small studio in Roxbury , Connecticut .
Arthur Miller died in Roxbury , Connecticut in 2005 .
The play was commercially successful and critically acclaimed , winning a Tony Award for Best Author , the New York Drama Circle Critics ' Award , and the Pulitzer Prize for Drama .
This play won the Pulitzer Prize for drama .
After the expulsion of the Germans in 1945 , the town was officially renamed Havlíčkův Brod ( Ford of Havlíček ) in honor of the 19th century writer Karel Havlíček Borovský .
After The Second World War , the city was renamed to Havlíčkův Brod ( Ford of Havlíček ) , after Karel Havlíček Borovský , famous writer and journalist .
He led Kaiser-Frazer followed by Kaiser Motors , automobile companies known for the safety of their designs .
He led Kaiser-Frazer followed by Kaiser Motors , automobile company known for the safety of their designs .
With his acquired wealth , he initiated the Kaiser Family Foundation , a nonprofit , non-partisan , charitable organization .
With his great wealth , he initiated the Kaiser Family Foundation , a non-profit , non-partisan , charitable organization .
Kaiser was involved in large construction projects such as civic centers and dams , and invested in real estate .
Kaiser was involved in large construction projects such as civic centers and dams .
Henry John Kaiser ( May 9 , 1882 - August 24 , 1967 ) was an American industrialist who became known as the father of modern American shipbuilding .
Henry John Kaiser ( May 9 , 1882 - August 24 , 1967 ) was an American industrialist .
He established the Kaiser Shipyards , which built Liberty ships during World War II , after which he formed Kaiser Aluminum and Kaiser Steel .
Kaiser started the Kaiser Shipyard which built Liberty ships during World War II .
The foreign relations with Iran , Saudi Arabia and China remains extremely important and based on the extensive cooperation in national security and economical interests in the Persian Gulf and wide-ranging bilateral relations with the United States and other Western countries .
Pakistan has interest over the Persian Gulf and has wide-ranging bilateral relations with the United States and other Western countries .
Pakistan is the second largest Muslim country in terms of population ( after Indonesia ) , and its status as a declared nuclear power , being the only Islamic nation to have that status , plays a part in its international role .
Pakistan is the second largest Muslim country in terms of population ( behind Indonesia ) .
Pakistan is an important member of the Organisation of Islamic Cooperation ( OIC ) , is ranked by the US as a major non-NATO ally in the war against terrorism , and has a highly disciplined military , which is the world 's eighth-largest standing military force .
Pakistan is also an important member of the Organisation of the Islamic Conference ( OIC ) .
On 17 March 2009 the FIA officially agreed to the name change from Honda Racing F1 Team to Brawn GP .
On 17 March 2009 the FIA agreed to change the name from Honda Racing F1 Team to Brawn GP .
Brawn GP Formula One Team , the trading name of Brawn GP Limited , was a Formula One motor racing team and constructor , created by a management buyout of Honda Racing F1 Team .
Brawn GP Formula One Team , was a Formula One motor racing team .
Button won six of the first seven races of the season and on 18 October at the Brazilian Grand Prix , he secured the 2009 Drivers ' Championship and the team won the Constructors ' Championship .
On 18 October 2009 , at the Brazilian Grand Prix , Button won the 2009 Drivers ' Title on his first season for Brawn GP .
With the loss of Honda 's engines , Ross Brawn stated that several manufacturers offered to supply the team 's engines , but it was the Mercedes-Benz engines that best fitted the car with Jenson Button and Rubens Barrichello comprising the driver line-up .
The team used Mercedes-Benz engines and its cars were driven by the old Honda team of Jenson Button and Rubens Barrichello , which has lasted for 3 years .
Brawn GP was formed on 6 March 2009 when it was confirmed that Ross Brawn , the former technical director for the Honda Racing F1 Team , Ferrari and Benetton teams , had bought the team from Honda in the wake of the Japanese marque 's withdrawal from the sport in December 2008 .
Brawn GP started on the 6th of March 2009 when Ross Brawn , the old team leader for Honda , Ferrari and Benetton , bought the team .
This left Brawn just half a point from winning Constructors Championship .
He and the other driver Barrichello got points to win Brawn the Constructors Championship on its first season .
On its racing debut , the season-opening 2009 Australian Grand Prix , the team took pole position and 2nd place in qualifying and went on to finish first and second in the race .
The new team first raced at the 2009 Australian Grand Prix on 28 March 2009 , where they took 1st and 2nd place in qualifying .
It only competed in the 2009 Formula One World Championship , with drivers Jenson Button and Rubens Barrichello .
The team went on to win the top two positions in their debut Grand Prix race on 29 March 2009 , with Jenson Button winning the race and Rubens Barrichello coming in second .
Philippe also had several illegitimate children with several women , four of whom he acknowledged .
Philippe also had several illegitimate children with several women , three of whom he acknowledged .
Philippe d'Orléans ( Philippe Charles ; 2 August 1674 - 2 December 1723 ) was a member of the royal family of France and served as Regent of the Kingdom from 1715 to 1723 .
Philippe d'Orléans , Duke of Orléans , Grandson of France ( 2 August 1674 - 2 December 1723 ) was a member of the royal family of France and served as Regent of the Kingdom from 1715 to 1723 .
It was reported by two children , Maximin Giraud and Melanie Calvat .
The apparition was reported by two children , Maximin Giraud , and Melanie Calvat .
The following day the children 's account of the apparition was put into writing and signed by the visionaries and those who had heard the story .
The following day the children 's account of the apparition was put into writing and signed by the children and those who had heard the story .
According to their account , she continued to weep even as she spoke to them-first in French , then in their own dialect of Occitan .
According to their account , the Virgin Mary continued to weep as she spoke to them , first in French , then in their own dialect .
On September 19 1846 , Maximin Giraud and Melanie Calvat ( called Mathieu ) reported seeing the Virgin Mary on Mount Sous-Les Baisses , weeping bitterly .
On 19 September 1846 , Maximin Giraud and Melanie Calvat reported seeing the Virgin Mary weeping on Mount Sous-les Baisses .
Our Lady of La Salette ( French : Notre-Dame de La Salette ) is a Marian apparition which occurred at La Salette-Fallavaux , France .
Our Lady of La Salette is a title given to the Virgin Mary who is believed to have appeared at the village of La Salette , France .
Der Dativ ist dem Genitiv sein Tod ( German : The Dative is to the Genitive its death ) is a series of books by Bastian Sick which deal in an entertaining manner with areas of contention in grammar , orthography , and punctuation , and unappealing and clumsy uses of the German language .
Der Dativ ist dem Genitv sein Tod ( German : the dative case is the genitive case 's death ) is a book series written by Bastian Sick which deals with doubtful cases of grammar , orthography , and punctuation .
San Pedro de Macorís is a municipality ( municipio ) and the capital of the San Pedro de Macorís province in the Dominican Republic .
The Dominican city of San Pedro de Macorís is the head municipality of the San Pedro de Macorís province , on the southeast of the country .
Saginaw Steering Gear constructed a working prototype designated as the T24 machine gun which could also be used on an M2 Tripod .
Saginaw Steering Gear made a prototype and called it the T24 machine gun .
It also spawned the Swiss MG 51 , SIG MG 710-3 , Austrian MG 74 , and the Spanish 5.56 mm Ameli light machine gun , and lent many design elements to the American M60 and Belgian MAG .
The Swiss MG 51 , SIG MG 710-3 , Austrian MG 74 , and the Spanish 5.56 mm Ameli light machine gun were all designed from the MG 42 .
By doing so , the Yugoslavians retained the original weapon 's design features , making the M53 a nearly exact copy of the German MG 42 .
By doing this , the M53 was nearly an exact copy of the German MG 42 .
It even became a primary defensive gun for the Luftwaffe , in its MG 81 form , and as secondary armament on tanks as the MG 34 Panzerlauf .
It was also used as a second gun on tanks as the MG 34 Panzerlauf .
The MG 42 ( shortened from German : Maschinengewehr 42 , or `` machine gun 42 '' ) was a 7.92 × 57mm Mauser general purpose machine gun that was developed in Nazi Germany and entered service with the Wehrmacht in 1942 .
The MG 42 ( shortened from German : Maschinengewehr 42 , or `` machine gun 42 '' ) was a general-purpose machine gun .
Equipped with a quick-change barrel and fed with belts or large magazines , the MG 34 could fire for much longer periods of time than weapons such as the American Browning Automatic Rifle , Japanese Type 11 , British Bren and French Châtellerault LMG , while being much lighter than crew-served weapons like the Vickers ...
This meant that the MG 34 could fire for much longer than weapons like the Browning Automatic Rifle , Japanese Type 11 , British Bren and French Châtellerault LMG .
One of the weapon 's most notable features was its comparatively high rate of fire of about 1,200 rounds per minute , twice the rate of the British Vickers machine gun and American Browning at 600 round\/min .
This was twice the rate of the British Vickers machine gun and American Browning .
Yugoslavia built the MG 42 reverse engineered clone at the state-owned Zavodi Crvena Zastava company as the M53 machine gun , retaining the 7.92 × 57mm Mauser caliber .
Yugoslavia built the MG 42 at the Zavodi Crvena Zastava company as the M53 machine gun .
It supplemented , and , in some instances , replaced the MG 34 general-purpose machine gun in all branches of the German Armed Forces , though both weapons were manufactured and used until the end of the war .
It was used with ( and sometimes replaced ) the MG 34 general-purpose machine gun in the German Armed Forces .
The resulting MG 39 remained similar to the earlier MG 34 overall , a deliberate decision made to maintain familiarity .
It was similar to the MG 34 overall .
The final variant to date is the MG 74 , developed by Austria and since 1974 it is the standard machine gun of the Austrian Armed Forces .
It has been the main machine gun of the Austrian Armed Forces since 1974 .
The MG 42 had one of the highest average rates of fire of any single-barreled man-portable machine gun : between 1,200 and 1,500 rpm , which results in a distinctive muzzle report .
The MG 42 had a very high rate of fire .
Three companies were asked to submit designs : Metall und Lackierwarenfabrik Johannes Großfuß AG of Döbeln , Rheinmetall-Borsig of Sömmerda , and Stübgen of Erfurt .
These were : Metall und Lackierwarenfabrik Johannes Großfuß AG , Rheinmetall-Borsig , and Stübgen .
However , the realization that the .30 -06 cartridge might be too long for the gun 's mechanism to easily cope with , and most notably a design flaw in the prototype , resulted in the discarding of the project .
However , it was realized that the .30 -06 cartridge that the gun would fire might be too long .
During the 1930s the German Army introduced the MG 34 , considered to be the first modern general-purpose machine gun .
During the 1930s , the German Army began using the MG 34 .
The weapon was officially accepted , and the main manufacturing of the production design began in 1942 , as the MG 42 , contracts going to Großfuß , Mauser-Werke , Gustloff-Werke and others .
Großfuß , Mauser-Werke , Gustloff-Werke and some others were given contracts to make the MG 42 .
The MG 42 , with small modifications , resulted in the Beretta MG 42\/59-still used by the Italian Army-and Rheinmetall MG 3 , which is the primary general-purpose machine gun of the modern German armed forces ( Bundeswehr ) .
The MG 3 is used with the German armed forces ( Bundeswehr ) .
There were other automatic weapon designs with similar firepower , such as the French Darne , the Hungarian-Gebauer single-barreled tank MGs , the Russian 7.62 mm ShKAS aircraft gun and the British Vickers K machine gun .
Some examples of these are the French Darne , the Hungarian-Gebauer , the Russian 7.62 mm ShKAS and the British Vickers K machine gun .
It replaced from this year the MG 42 as the MG 74 of the Austrian Federal Army .
The last type of MG 42 is called the MG 74 .
In the German Heavy Machine Gun ( HMG ) Platoon , each Platoon served four MG 34\/MG 42 machine guns , used in the sustained fire mode mounted on tripods .
During World War II , every German machine gun squad had an MG 42 .
It was able to be fed from belted ammunition and a saddle drum magazine ( the feed cover had to be changed for magazine feed ) and fired from heavy tripods or various pintle mounts for armored vehicles .
It could also be fired from tripods or from armored vehicles .
Winifred 's influence with Hitler was so strong that Hitler even wrote a letter ( at her behest ) to anti-fascist Italian conductor Arturo Toscanini , begging him to lead the festival .
Winifred 's influence with Hitler was so strong that Hitler even wrote a letter to the anti-fascist Italian conductor Arturo Toscanini , begging him to lead the festival .
The inauguration took place on 13 August 1876 , with a performance of Das Rheingold .
The opening took place on August 13 , 1876 , with a performance of Das Rheingold .
Following Wagner 's death , his widow Cosima continued running the festival at one or , more frequently , two-year intervals .
After Wagner 's death , his widow Cosima continued to run the festival .
In the 1920s , well before the rise of the Nazi Party , Winifred Wagner became a strong supporter and close personal friend of Adolf Hitler ; her correspondence with Hitler has never been released by the Wagner family .
In the 1920s , some years before the rise of the Nazi party , Winifred Wagner became a close friend of Adolf Hitler .
The Bayreuth Festival ( German : Bayreuther Festspiele ) is a music festival held annually in Bayreuth , Germany , at which performances of operas by the 19th-century German composer Richard Wagner are presented .
The Bayreuth Festival is a music festival held every year in Bayreuth , Germany , at which performances of operas by the 19th century German composer Richard Wagner are performed .
Many protested at the changes , including prominent conductors such as Toscanini and Richard Strauss , and even some members of the Wagner family .
Many people disagreed with this , including Toscanini and Richard Strauss , and even some members of the Wagner family .
Present at this unique musical event were Kaiser Wilhelm , Dom Pedro II of Brazil , King Ludwig ( who attended in secret , probably to avoid the Kaiser ) , and other members of the nobility , as well as the philosopher Friedrich Nietzsche who committed much effort to helping his then good friend Wagner establish the fe...
A lot of important people were there , including Kaiser Wilhelm , Dom Pedro II of Brazil , King Ludwig ( who came in secret , perhaps because he did not want to meet the Kaiser ) , and other members of the nobility , as well as the philosopher Friedrich Nietzsche , and the composers Anton Bruckner , Edvard Grieg , Pyot...
These soldiers were forced to attend lectures on Wagner before the performances , and most found the festival to be tedious .
These soldiers were forced to go to lectures on Wagner before the performances , even if they were not interested in music .
It was under the Third Reich that the festival made its first break from tradition , abandoning the deteriorating 19th century sets created by Richard Wagner .
It was during this time that the festival made its first break from tradition .
Juliette Ferrington introduced the first program - commentary of Manchester United against Sunderland .
Juliette Ferrington introduced the first program - commentary of a Manchester United against Sunderland football match .
The station began broadcasts at 2.30 pm on 2 February 2002 .
The station first broadcast at 2.30 pm on 2 February 2002 .
BBC Radio 5 Live Sports Extra is a national digital radio station , operated by the BBC , and specialising only in extended additional sports coverage .
BBC Radio 5 Live Sports Extra is a digital radio station from the BBC .
Some works which do not make the Archibald Prize finalists are shown at the S. H. Ervin Gallery in the Salon des Refusés exhibition , which began in 1992 .
Some paintings which do not make the Archibald Prize finalists are shown at the S. H. Ervin Gallery in the Salon des Refusés exhibition , which began in 1992 .
To date , there has never been a matching Archibald Prize winner and a Packing Room Prize chosen in the same year , but there were two People 's Choice Awards given to Archibald Prize winners in 1988 and 2004 .
To date , there has never been a matching Archibald Prize winner and a Packing Room Prize chosen in the same year , but there were two Peoples Choice Awards given to Archibald Prize winners in 1988 and 2004 .
Love Street was also officially called `` St. Mirren Park '' .
St. Mirren FC previously played at Love Street , which was also known as St. Mirren Park .
Typical rounding problems are The most common type of rounding is to round to an integer ; or , more generally , to an integer multiple of some increment - such as rounding to whole tenths of seconds , hundredths of a dollar , to whole multiples of 1\/2 or 1\/8 inch , to whole dozens or thousands , etc. .
Typical rounding problems are : The most common type of rounding is to round to an integer ; or , more generally , to an integer multiple of some increment - such as rounding to whole tenths of seconds , hundredths of a dollar , to whole multiples of 1\/2 or 1\/8 inch , to whole dozens or thousands , etc. .
For display to humans , that usually means the decimal number system ( that is , m is an integer times a power of 10 , like 1\/1000 or 25\/100 ) .
For display to humans , that usually means the decimal numeral system ( that is , m is an integer times a power of 10 , like 1\/1000 or 25\/100 ) .
For intermediate values stored in digital computers , it often means the binary number system ( m is an integer times a power of 2 ) .
For intermediate values stored in digital computers , it often means the binary numeral system ( m is an integer times a power of 2 ) .
The increment m is normally a finite fraction in whatever number system that is used to represent the numbers .
The increment m is normally a finite fraction in whatever numeral system that is used to represent the numbers .
In a sequence of calculations , these rounding errors generally accumulate , and in certain ill-conditioned cases they may make the result meaningless .
In a sequence of calculations , these rounding errors generally accumulate , and in certain `` ill-conditioned '' cases , then they may make the result meaningless .
If it were not for the 0.5 fractions , the round-off errors introduced by the round to nearest method would be symmetric : for every fraction that gets rounded up ( such as 0.268 ) , there is a complementary fraction ( namely , 0.732 ) that gets rounded down by the same amount .
If it were not for the 0.5 fractions , the roundoff errors introduced by the round to nearest method would be quite symmetric : for every fraction that gets rounded up ( such as 0.268 ) , there is a complementary fraction ( namely , 0.732 ) that gets rounded down , by the same amount .
Rounding is almost unavoidable in many computations - especially when dividing two numbers in integer or fixed-point arithmetic ; when computing mathematical functions such as square roots , logarithms , and sines ; or when using a floating point representation with a fixed number of significant digits .
Rounding is almost unavoidable in many computations , especially when dividing two numbers in integer or fixed-point arithmetic ; when computing mathematical functions such as square roots , logarithms , and sines ; or when using a floating point representation with a fixed number of significant digits .
It may be done also to indicate the accuracy of a computed number ; for example , a quantity that was computed as 123,456 but is known to be accurate only to within a few hundred units is better stated as `` about 123,500 . ''
It may be done also to indicate the accuracy of a computed number ; for example , a quantity that was computed as 123,456 but is known to be accurate only to within a few hundred units is better stated as `` about 123,500 '' .
It was initially set at 1000.000 ( three decimal places of accuracy ) , and after 22 months had fallen to about 520 - whereas stock prices had generally increased in the period .
It was initially set at 1000.000 , and after 22 months had fallen to about 520 - whereas stock prices had generally increased in the period .
On the other hand , rounding introduces some round-off error in the result .
On the other hand , rounding can introduce some round-off error in the result .
This problem is known as `` the table-maker 's dilemma '' .
This problem is known as `` the table-maker 's dilemma '' ( below ) .
This method also treats positive and negative values symmetrically , and is therefore free of sign bias .
This method also treats positive and negative values symmetrically , and therefore is free of overall bias if the original numbers are positive or negative with equal probability .
This method treats positive and negative values symmetrically , and is therefore free of sign bias .
This method also treats positive and negative values symmetrically , and therefore is free of overall bias if the original numbers are positive or negative with equal probability .
This variant of the round-to-nearest method is also called unbiased rounding , convergent rounding , statistician 's rounding , Dutch rounding , Gaussian rounding , odd-even rounding , bankers ' rounding , broken rounding , or DDR rounding and is widely used in bookkeeping .
This variant of the round-to-nearest method is also called unbiased rounding ( ambiguously , and a bit abusively ) , convergent rounding , statistician 's rounding , Dutch rounding , Gaussian rounding , or bankers ' rounding .
Some meteorologists may write '' − 0 '' to indicate a temperature between 0.0 and − 0.5 degrees ( exclusive ) that was rounded to integer .
Some meteorologists may write '' -0 '' to indicate a temperature between 0.0 and -0.5 degrees ( exclusive ) that was rounded to integer .
This asymmetry introduces a positive bias in the round-off errors .
This asymmetry introduces a positive bias in the roundoff errors .
The following tie-breaking rule , called round half up ( or round half towards positive infinity ) , is widely used in many disciplines .
The following tie-breaking rule , called round half up ( or round half towards plus infinity ) , is widely used in many disciplines .
Also , it is open to nonconscious bias if humans ( rather than computers or devices of chance ) are `` randomly '' deciding in which direction to round .
Also , it is open to unconscious bias if humans ( rather than computers or devices of chance ) are `` randomly '' deciding in which direction to round .
This variant is almost never used in computations , except in situations where one wants to avoid rounding 0.5 or − 0.5 to zero ; or to avoid increasing the scale of floating point numbers , which have a limited exponent range .
This variant is almost never used in most computations , except in situations where one wants to avoid rounding 0.5 or − 0.5 to zero , or to avoid increasing the scale of numbers represented as floating point ( with limited ranges for the scaling exponent ) , so that a non infinite number would round to infinite , or t...
One may also round half towards zero ( or round half away from infinity ) as opposed to the conventional round half away from zero .
One may also round half towards zero ( or round half away from infinity ) as opposed to the more common round half away from zero ( the round half away from zero method is a common convention , but is nothing more than a convention ) .
One may also use round half down ( or round half towards negative infinity ) as opposed to the more common round half up .
One may also use round half down ( or round half towards minus infinity ) as opposed to the more common round half up ( the round half up method is a common convention , but is nothing more than a convention ) .
Effectively , this mode prefers preserving the existing scale of tie numbers , avoiding out of range results when possible for even based number systems ( such as binary and decimal ) .
Effectively , this mode prefers preserving the existing scale of tie numbers , avoiding out of range results when possible .
One reason for rounding up at 0.5 is that for positive decimals , only the one figure before the decimal point needs be examined .
One reason for rounding up at 0.5 is that only one digit need be examined .
More importantly , for reasonable distributions of y values , the expected ( average ) value of the rounded numbers is the same as that of the original numbers .
In addition , for most reasonable distributions of y values , the expected ( average ) value of the rounded numbers is essentially the same as that of the original numbers , even if the latter are all positive ( or all negative ) .
Rounding a numerical value means replacing it by another value that is approximately equal but has a shorter , simpler , or more explicit representation ; for example , replacing # 23.4476 with # 23.45 , or the fraction 312\/937 with 1\/3 , or the expression √ 2 with 1.414 .
The word `` rounding '' for a numerical value means replacing it by another value that is approximately equal but has a shorter , simpler , or more explicit form .
However , this rule will introduce a towards-zero bias when y - 0.5 is even , and a towards-infinity bias for when it 's odd .
However , this rule will still introduce a positive bias for even numbers ( including zero ) , and a negative bias for the odd ones .
However , this rule will introduce a towards-zero bias when y - 0.5 is odd , and a towards-infinity bias for when it 's even .
However , this rule will still introduce a negative bias for even numbers ( including zero ) , and a positive bias for the odd ones .
The eyes occupied almost all of the space in the skull and were protected by bony plates ( sclerotic rings ) , which most likely assisted to maintain the shape of the eyeballs against water pressure at depth .
They were protected by bony plates ( sclerotic rings ) , which most likely assisted to maintain the shape of the eyeballs against water pressure at depth .
The swimming speed of Ophthalmosaurus has been estimated at 2.5 m\/s or greater , but even assuming a conservative speed of 1 m\/s , an Ophthalmosaurus would be able to dive to 600 meters and return to the surface within 20 minutes .
Even assuming a conservative speed of 1 m\/s , an Ophthalmosaurus would be able to dive to 600 meters and return to the surface within 20 minutes .
Ophthalmosaurus ( meaning `` eye lizard '' in Greek ) is an ichthyosaur of the Middle to Late Jurassic period ( 165 to 145 million years ago ) , named for its extremely large eyes .
Ophthalmosaurus was an ichthyosaur of the Upper Jurassic ( 165 to 150 million years ago ) , named after its large eyes .
However , in 1529 the foundation was taken over by King Henry VIII .
However , in 1529 it was taken over by King Henry VIII .