text:
Home Belief
Some rabbis and Jewish leaders plan boycott of Donald Trump at pro-Israeli group meeting
Peter Kenny | Monday, March 21 2016
(Reuters / Brendan McDermid)Donald Trump announcing that he was to run for president of the United States.
Donald Trump is not known for being nuanced in his fight to win the nomination to be the Republican Party's presidential candidate except maybe when it comes to the Israel and Palestine question.
UN rights chief warns that hate speech against ethnic or religious groups leads to violence
Church in which Donald Trump was baptized defies him on immigration policy
After calling Pope Francis' criticism 'disgraceful' Donald Trump backtracks
Trump lashed by columnists for 'fake Christianity' and seeing people as stupid
Trump faces backlash after call to bar Muslims entering US
Ted Cruz takes stand against 'war on faith', but stays clear of Trump comments
Although Trump is seen as supporting Israel he has questioned its commitment to peace and has touted neutrality in Middle Eastern deal making, Quartz reports.
Trump's presence at a pro-Israeli lobby group this week has made some American Jewish groups uncomfortable and even hostile.
From early in his campaign, Trump has questioned Israel's commitment to peace with the Palestinians and put the onus on it to move forward.
"A lot will have to do with Israel and whether or not Israel wants to make the deal - whether or not Israel's willing to sacrifice certain things," Quartz quoted him as saying in an interview with the Associated Press published in December.
His chief opponent in the Republican Party's campaign, Ted Cruz has capitalized on this saying, "On Israel, Donald has said he wants to be neutral between Israel and the Palestinians. As president, I will not be neutral."
Still, some of Trump's hatemongering remarks on migrants and minorities have worried liberals in the US. Jewish community.
Several groups of rabbis and Jewish religious leaders are planning to protest Trump's speech to a major pro-Israel conference in Washington on March 21 accusing the presidential candidate of encouraging hatred.
Trump is scheduled to address the American Israel Public Affairs Committee conference, and several groups are organizing boycotts of the speech.
Rabbis David Paskin and Jesse Olitzky organized one such campaign, called Come Together Against Hate, a play on the conference's theme of "Come Together," CNN reports.
The pair and their allies have created a website and Facebook group to organize a protest that they say is not designed to disrupt AIPAC but to signal their condemnation of Trump.
"This is not about policies, this is not about parties, this is about one particular person, Donald Trump, who has encouraged and incited violence at his campaign rallies," said Paskin, a rabbi in Palm Beach Gardens, Florida.
"We are against the hatred, the incitement of hatred, the ugliness that has engulfed this political season."
AIPAC is a pro-Israel lobbying group. It works on energizing Americans around strengthening the U.S.-Israel relationship and encouraging members of Congress to support its agenda.
At its conference each year politicians seeking it out as an influential group and it is the largest pro-Israel policy gathering held in the United States.
Other groups have also spoken out against Trump's attendance at AIPAC, though they haven't officially announced plans to protest.
The Union for Reform Judaism, represent the largest Jewish denomination in America, put out a statement denouncing Trump.
"At every turn, Mr. Trump has chosen to take the low road, sowing seeds of hatred and division in our body politic," said the URJ while saying it doesn't endorse candidates.
The American Jewish Committee, another large Jewish organization, in a statement condemned "presidential campaign violence," though it did not specifically name Trump.
"We do not draw analogies to the rise of communism and fascism lightly, but both of those tyrannical movements rose to power replacing democratically elected governments, by virtue of threats of, or actual, violence against their opponents," the AJC said.
News from Belief
10th anniversary of Kandhamal violence marked by India's Christians
Christian-majority Indian state is wary of new hard-line Hindu governor
Iraqi religious leaders call for restoring religious and social cohesion
Christian disappearances in Middle East to get spotlight at DC conference
Repeal global blasphemy laws to boost religious freedom, says UN expert


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James Hunter (singer)
Find sources: "James Hunter" singer – news · newspapers · books · scholar · JSTOR (September 2011) (Learn how and when to remove this template message)
James Hunter
Hunter and his band at La Zona Rosa 7, February 2009, Austin, Texas
Neil James Huntsman
(1962-10-02) 2 October 1962 (age 56)
Colchester, Essex, England
Rhythm and blues, blue-eyed soul
Occupation(s)
Songwriter, musician
Guitar, vocals
GO Records, Hear, Big Beat, Ace, Rounder, Ruf, Daptone Records
www.jameshuntermusic.com
James Hunter (born 2 October 1962, Colchester, Essex) is an English R&B musician and soul singer.
3 Discography
3.1 Solo and as leader
3.2 Album appearances
Hunter's career began with a band called Howlin' Wilf and the Vee-Jays, who released their first album in 1986 entitled Cry Wilf. Later he released three more with his own band. He spent much of the 1990s playing small clubs in London, such as the Weavers Pub in Islington (North London), and the 100 Club on Oxford Street in London. Hunter's soulful style drew the attention of Van Morrison, who appeared on Hunter's first album released on Ace, Believe What I Say, in 1996. (Morrison sang backing vocals on "Turn On Your Love Light" and "Ain't Nothing You Can Do".) Hunter's relationship with Morrison led to a tour with the latter in the early nineties; he sang backing vocals on Morrison's 1994 live album, A Night in San Francisco, and his 1995 studio recording Days Like This.[1] Hunter's first solo release in the United States, his 2006 breakthrough album People Gonna Talk, was nominated for a Grammy Award for Best Traditional Blues Album at the 49th Grammy Awards ceremony.[2] He parted ways with Rounder Records in 2008 and issued the album The Hard Way via Hear Music/Concord.
The song "This Is Where We Came In" was featured in the Superstore (season 3) episode "Christmas Eve".
Discography[edit]
Solo and as leader[edit]
Howlin' Wilf & The Veejays:
Howlin Wilf & the Vee-Jays, Cry Wilf! (1986) re-issued by Big Beat (2002)
Blue Men Sing The Whites (mini LP) Waterfront WF 036 (1987)
Howlin' Wilf & The Vee-Jays, Unamerican Activities BRAVE 8 (1988/89)
6 By Six (six song mini album) Hound Dog BUT 004 (1990)
James Hunter:
...Believe What I Say (1996) Ace Records, appearances by Van Morrison and Doris Troy
Kick it Around (1999) Ruf Records, produced by Boz Boorer
People Gonna Talk (2006) Rounder Records
The Hard Way (2008) Hear Music
The James Hunter Six:
Minute By Minute[3] (2013) Universal[4]
Hold On! (2016), Daptone Records
Whatever It Takes (2018), Daptone Records
Album appearances[edit]
A Night in San Francisco (1994) with Van Morrison
Days Like This (1995) with Van Morrison
Live at KEXP Volume 5 Track 13: Hunter's "Don't Do Me No Favours" (Various Artists) (2009)
^ "James Hunter and the Return of Analog Soul". NPR.org.
^ "49th Annual Grammy Awards Winners List". GRAMMY.com. Archived from the original on 10 July 2009.
^ "The James Hunter Six Keep Time on 'Minute by Minute' Song Premiere | Music News". Rolling Stone. 5 December 2012. Retrieved 4 March 2013.
^ Perusse, Bernard (23 February 2013). "New music review: Minute by Minute, The James Hunter Six (Universal) | Montreal Gazette". Blogs.montrealgazette.com. Retrieved 4 March 2013.
MusicBrainz: 9e082466-2390-40d1-891e-4803531f43fd
Retrieved from "https://en.wikipedia.org/w/index.php?title=James_Hunter_(singer)&oldid=880864338"
English male singers
English rhythm and blues musicians
Blues rock musicians
English soul singers
People from Colchester
Rounder Records artists
Daptone Records artists
BLP articles lacking sources from September 2011

redpajama_set_name: RedPajamaCommonCrawl


Please contact me at liz@lizammerman.com for beautiful, elegant harp music for your wedding or event. Please provide the exact date, time and location of your event in your email.
I play a variety of light classical, Celtic, contemporary and world music, with performances in Rhode Island, Connecticut and Massachusetts.


ValueVets is a friendly, informal small animal clinic located in Blackpool on the Northside of Cork City.
We aim to provide the highest quality veterinary care for all our patients in a friendly, caring environment. We continually strive to expand and improve on the range of services we provide for our clients while at the same time being conscious of cost.
In recessionary times, paying veterinary bills is sometimes a real struggle for people, but it is so important for pets to be vaccinated yearly and neutered, and wise for them to be micro-chipped as well. By vaccinating and neutering, potentially serious diseases and illnesses, with associated costs, can be avoided. People who come to us at Value Vets will have those important services for their pets, and at great value-for-money prices.
Because we limit or services to the most routine procedures, and refer on more complicated procedures, including those which require hospitalisation for the animal, we are able to provide them at a much more affordable cost.


Make Offer On Any Item. I Ship WorldWide!!!
Collectibles of all sorts. Sports and Non sports, Comics, Books, Statues, Lithographs, Grateful Dead Collectibles too!!! "One man gathers what another man spills" I accept Google Checkout, Paypal and Money Orders. Email with any questions.


DARIEN — A boy waiting at his bus stop in Darien was allegedly approached by a white male in a blue van on Friday morning, according to a memo sent to Darien parents by the school district's interim superintendent of schools.
"Fortunately the student boarded his bus which arrived and the van drove away. The student immediately reported this to his parent and the school, and the police were promptly notified," read an emailed memo by Lynne B. Pierson.
It is the latest in a long line of "stranger danger" reports at Fairfield County schools.


How do You Stay Motivated after Art School?
Casey: "Yeah, I mean it's just having people around that are excited about making stuff is so great. I mean I definitely think that's like what you lose in a big way when you leave art school, is that suddenly you're not surrounded by that type of people necessarily. I mean it depends on where you're living, but I mean it could be hard to foster a kind of environment.
Prof Lieu: "I know I have a bunch of little tricks that I play on myself to get myself to keep going, and some of them seem a little bit kind of ridiculous, but I'm amazed that a lot of them really work really well. Like for example, I remember for the longest time, back when we used paper calendars, I used to have a paper calendar, and I had this dot system.
6 responses on "How do You Stay Motivated after Art School?"
This is such a relevant conversation, and as a rising senior in college it has been brought up in several of our classes as well. One thing that I go back to again is, one of our professors mentioned, how after college, outside the setting of an institution, no one is going to tell you or push you to create work. That responsibility lies completely with oneself, to creating that space of work and prioritising hours to just creating work, good or bad. And this video brings forward so many great points to do the same.
I really relate to the point of just starting, as I sometimes have struggled with it, with having my ideas all swarming in my head. I agree, putting them down on paper, even if its just in writing helps me to get started too. In summers especially, I create a list of ideas that I encountered during the semester but didn't have time to pursue or because I couldn't always make them part of a class assignment. Summer becomes a good time to really work on them, and as I am already excited about them, it becomes a little easier to get going. It really helps to keep reminding oneself to keeping a 'just do it' attitude and not overthink!
This is so great to hear! Especially right now because just like Britt, I'm also dealing with how to stay motivated during summer. I agree that the most important thing to do is to just start, it's so important and I've heard it so many times already. There are a couple phrases from my family that always nag at me too when i'm slowing down and it's "trying isn't doing" and "It's you versus you". Whenever that happens I just sit down and make a list of ideas that I can make into actual work. In fact, I should go do that right now.
What great advice! Being the middle of summer right now, I've found that its really hard for me to stay motivated with my work, or even find time. But Prof Lieu made some really great points about even the smallest amounts of time add up to something larger in the long run. Also, I actually really liked the "red dot" idea, I think its really rewarding to see the progress you've made, even if it is with little circles on a calendar!
I definitely agree! I find too that sometimes working on many things simultaneously can influence how you approach your ideas across projects. Finding things, objects, and places that inspire you is also a wonderful way to stay motivated. I am a big fan of taking walks to try and get back in the groove. Giving your mind space to think can be exactly what is necessary to stay motivated!
Great advice! One of my best friends is a writer, and we talk all the time about how you stay motivated. For both of us we have to just start in the morning, or it never happens. We also found out that we worked better when we were busy, because we were afraid of not making work! When I have a few days off, I don't make as much work as when I have to balance my art with another job. You have to "get the fear" as an old friend would say!
This is so true that being busy actually makes you much more productive! You would think it would be the opposite, that the fewer tasks that you have to do the more productive you would be, but I've actually found that it's the total opposite. When I have the pressure of so many things going on, it's like you don't have the time to question or think too much about what you're doing, which is a good thing! Sometimes when I have "too much" time to think about a project I end up wasting a lot of time just agonizing over aspects of the project that really don't deserve that level of attention.


A grade-separated aerial lift using a stable three cable system called 3S can connect the rail terminus at Ala Moana with both UH Manoa and Waikiki. Cars are able to make stops independently of one another (by letting go of the haul cable). With each car carrying up to 35 passengers and cars spaced about 20 seconds apart, the system can transport 6,000 passengers per hour in each direction.
Travel speed is a gentle 19 mph along the 1.2 mile ride between Ala Moana Center and the Waikiki station. From Waikiki, the cars will travel another 1.4 miles to UH Manoa.
We want to hear your thoughts. Would you ride it? What should it be called? Can you think of any potential problems? Let us know here.


An affiliate of the American Educational Research Association RWE sponsors research that investigates issues related to women and girls in education at the intersection of race, class, and gender through AERA sessions, newsletters, and annual fall conferences.
What is ethnomathematics? The term was coined by Ubiratan D'Ambrosio to describe the mathematical practices of identifiable cultural groups. It is sometimes used specifically for small-scale indigenous societies, but in its broadest sense the "ethno" prefix can refer to any group -- national societies, labor communities, religious traditions, professional classes, and so on. Mathematical practices include symbolic systems, spatial designs, practical construction techniques, calculation methods, measurement in time and space, specific ways of reasoning and inferring, and other cognitive and material activities which can be translated to formal mathematical representation. NASGEm strives to increase our understanding of the cultural diversity of mathematical practices, and to apply this knowledge to education and development.
An affiliate of the International Commission on Mathematical Instruction IOWME is an international network of individuals and groups who share a commitment to achieving equity in education and who are interested in the links between gender and the teaching -- and learning -- of mathematics.
and the exchange of scientific information in the psychology of mathematics education, 2.) To promote and stimulate interdisciplinary research in the aforesaid area, with the cooperation of psychologists, mathematicians and mathematics teachers, 3.) To further a deeper and better understanding of the psychological aspects of teaching and learning mathematics and the implications thereof.
The Benjamin Banneker Association, Inc. is a non-profit organization of individuals and groups concerned about the mathematics education of African-American children. Banneker members are deeply committed to finding solutions to the problems that must be solved in order for African-American children to reach parity of opportunities to study and achieve in mathematics. The membership is open to all who have a profound interest in the mathematics education of African-American children.
The mission of TODOS: Mathematics for ALL is to advocate for an equitable and high quality mathematics education for all students — in particular, Hispanic/Latino students — by increasing the equity awareness of educators and their ability to foster students' proficiency in rigorous and coherent mathematics.
The Joint Committee on Women in the Mathematical Sciences (JCW), founded in 1971 as a committee of the American Mathematical Society (AMS), is now a joint committee of eight mathematical and statistical societies. Joint Committee on Women serves primarily as a forum for communication among member organizations about the ways in which each organization enhances opportunities for women in the mathematical and statistical sciences. JCW disseminates information about effective mechanisms and best practices for these enhancements through media such as its website, society publications, and presentations at meetings of the member societies. The Committee also may recommend actions to the governing bodies of the member societies in support of these opportunities.


BANHS was established to create standards of competency and a code of ethics within the Natural Health Sciences industry. BANHS supports integrative practitioners by encouraging compliant communication and scientific collaboration.
What is the purpose of certification?
To ensure the consistency and quality of education and training with respect to a field of practice and the level attained.
What are the advantages of certification?
Certification assures the public that Natural Health Science practitioners have fulfilled standardized educational requirements. Members of BANHS are recognized with various designations based on their field(s) and level(s) of certification attained.
Who is required to be certified?
All Academy instructors and trainers are required to be certified. It is strongly suggested that all practitioners become certified, as well as obtaining professional insurance.
Once I am certified, do I have to do anything else?
YES! In order to maintain your certification, you are required to complete 20 hours of continuing education each year and renew your certification annually. 10 CEUs must be in your certified area of expertise. The other 10 CEUs can be in any natural health science.


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text:
Bert Witvoet May 25, 2015 January 14, 2021
It's Saturday, April 9. Two days ago, Alice and I drove to Grand Rapids to enjoy a farewell banquet offered by the Board of Trustees of the Christian Reformed Church (CRC). The main purpose of the event was to honour three retiring leaders: Banner Editor Robert DeMoor, World Renew U.S. Director Andy Rijskamp and CRC Executive Director Joel Boot. I had been asked to compose and sing a tribute to the three departing officers, which I managed to compose towards the end of March, more than a month before the event. Of course, the main theme of such a celebration is the triumph of love, which is not to be underestimated during the festivities. However, the impression I may have created during my presentation was that I was not very respectful. My celebratory song was a bit of a diatribe to be honest, as I decided to poke fun at these honourable church leaders. I had fun composing the scandalous verses and was looking forward to making my contribution at the May 7 dinner in Grand Rapids. However, reality interjected itself as I suffered an attack on my brain on March 31. No good deed must go unpunished, I guess.
I made reference to this attack in last month's editorial, so there's no need to explore this event further at this time. What may be of interest to the readership is to describe how I actually carried out my promise to serenade the honourable threesome at their doomed banquet on Thursday, May 7, even though my mental skills had been significantly reduced after the end-of-March brain episode. Actually, Andy Rijskamp was smart and failed to attend this banquet, so my attempt to vilify Andy got somewhat lost in my honest attempt to set the record straight. Fortunately, DeMoor and Boot made themselves available for my noble effort to take them down a few pegs.
But it almost did not happen the way I had expected it to. Alice and I did manage to arrive at the celebration dinner on time, even though it took place off campus. For some unknown reason I felt rather faint as I walked into the festive hall. Consequently, I decided to sit down to rest. At that moment I also decided that, instead of delivering the coup de grace to DeMoor and Boot myself, I should allow the master of ceremonies, Chris Van Spronsen, to sing my poem, which he was more than willing to do. But as I started to eat the dinner put in front of me, I began to feel stronger. And then it occurred to me that the lunch I had eaten earlier that afternoon had been extremely low in nutritional value. By the time I had eaten the main course at the celebratory dinner, I felt considerably stronger. So, when it was time to perform my task as presenter of a lively nine-stanza song with three refrains, I was up for the challenge, and performed my part as best as I could. The response of the audience was more than heartening, and I could not believe that I had actually pulled it off.
The rest of the program was equally delightful and funny. When retired seminary professor Henry DeMoor applied his masterful takedown of his brother Robert, the hall lit up again with gales of laughter. The three daughters of Joel Boot added their touch of deep respect when they talked about their love and admiration for their retiring father.
The underlying conviction of most of the guests who attended the banquet was that God had been resourceful in providing space for servants who had been serious about their task to give leadership in their particular corner of the Kingdom. For that to become a reality these leaders had to rely on the power of God's love in their lives. Without the power of that love they could not have succeeded in their daily tasks. From experience they knew that "[Love] always protects, always trusts, always hopes, always perseveres. Love never fails." The message we can still find in 1 Corinthians 13:7-8 today is as valid now as it was in the early days of the apostles.
A lot of meaning has been packed into that short word "Love." That's because the Apostle Paul is pointing at something he himself did not create. No human being is the author of Love. No human being can lay claim to a power that underlies the foundation of this world. Love that never fails is not a created thing. It represents the creator himself. It is the foundation on which all that exists is built.
The most we can hope for is that Love owns us. And for this to occur, we have to surrender ourselves, heart, soul and mind, to the Giver of Love, our faithful and loving God.
And that is what we really celebrated at the Board of Trustees' dinner held in honour of three senior leaders: Robert DeMoor, Andy Rijskamp and Joel Boot on Thursday evening, May 10, in the year of our Lord 2015.
Bert Witvoet
Bert Witvoet is a former educator and editor of various magazines, including the Christian Courier, who lives with his wife, Alice, in St. Catharines, Ontario.
Donald trumps Preston on the Rideau!
Nick Loenen April 11, 2016 January 14, 2021
Canada may, at this moment, lack the disparity between rich and poor that fuels social unrest in the U.S. but for how long?
Read More Donald trumps Preston on the Rideau!Continue
Things fall apart
Angela Reitsma Bick July 14, 2014 January 14, 2021
It was a week of things coming apart. A line from W.B. Yeats ran through my head on repeat: "Things fall apart; the centre cannot hold."
Read More Things fall apartContinue
Lament at the end of summer
May Drost September 24, 2017 January 14, 2021
Once my seven-year-old granddaughter, upon watching a pod of orcas circle and devour a seal, remarked, "Why is the earth such a bad place?"
Read More Lament at the end of summerContinue
Creating communities of belonging
Jennifer Neutel September 11, 2017 January 14, 2021
What is the difference between inclusion and belonging? What conversations do Christian schools need to have to make all children feel welcome?
Read More Creating communities of belongingContinue
Remembering the Synod of Dordt
Donald Sinnema March 6, 2017 January 14, 2021
The year 2017 is the 500th anniversary of the Reformation. But there is another upcoming anniversary that is also significant, 2018 and 2019 will mark the 400th anniversary of the Synod of Dordt (1618-19).
Read More Remembering the Synod of DordtContinue
Looking for a better country
Bert Witvoet July 28, 2014 January 14, 2021
Witvoet ponders the respectable idolatry of being a Christian and a sports fan and the better country that we should all be longing (and working) for.
Read More Looking for a better countryContinue


If you go to Jackman P.S., you probably know PC. She is a wonderful, caring adult in our school. You might have seen her in the lunchroom or helping out in kindergarten or helping first graders learn how to read. What would we do without her?
Did you know PC is also an excellent baker? Yep, she is! She makes really good cookies, especially OATMEAL RAISIN COOKIES!!! And she's happy to share this recipe with Jackman.
Add butter and sugars in a small bowl. Stir until smooth.
Next, add the eggs and vanilla. Stir again.
In a separate bowl, add the floor, baking soda, cinnamon, salt. Mix thoroughly.
Now, put it all together. Stir again.
Wait, there's more. The oats and raisins. Dump them in and stir one last time. Now the cookie dough is ready.
Spoon out the dough onto baking sheet lined with parchment paper. Press the dough to make it flat.
There you have it. PC's not-so-secret cookie recipe. Thanks for sharing. No need for store-bought, packaged cookies. Nothing beats a fresh, home-baked cookie for your school lunch and snack.


text:
Sant'Agata Bolognese/Vallelunga
Lamborghini one-two secures gold and silver medals at inaugural FIA Motorsport Games in Vallelunga
Sant'Agata Bolognese/Vallelunga, 3 November 2019 – Lamborghini secured the gold and silver medals in the GT Cup category of the inaugural FIA Motorsport Games at the Vallelunga circuit in Italy, as Hiroshi Hamaguchi and Ukyo Sasahara claimed two out of three race wins. The Team Japan supported by FFF Racing pairing ended the weekend as overall victors, with Team Poland (supporte by Vincenzo Sospiri Racing) making it a Lamborghini one-two with the silver medal following the main race.
It was a particularly special victory for Sasahara, who this weekend made his debut in GT3 machinery, having won this year's Asian Formula 3 championship. Poland, with Andrzej Lewandowski, finished the first race of the weekend on Saturday in fourth, as Steffen Görig took victory for Team Germany. Hamaguchi started from pole position but suffered bad luck either side of a red flag stoppage as heavy rain affected the running, and could only manage 11th by the flag.
The conditions remained treacherous on Sunday morning, but this time Sasahara and Hamaguchi took victory following a decisive overtake on the Mercedes of Team France's Jean-Luc Beaubelique on the run into Turn 4 with 17 minutes of the race remaining. Chinese Taipei finished third in the hands of Evan Chen and Hanss Po Heng Lin, while Poland ended up fourth again with Artur Janosz joining Lewandowski. For the third "main race", Hamaguchi and Sasahara led from start-to-finish in a safety car affected encounter, from Lewandowski and Janosz. Heavy rain meant that very little racing was completed, with the race finishing under yellow flag conditions.
Japan headed Poland to the line by just over three seconds, to secure the gold medal in the GT Cup category with Lewandowski and Janosz winning the silver medal. The FIA Motorsport Games is a multi-discipline nation-based competition, encompassing various motorsport categories such as GT Cup, Formula 4, Karting Slalom, Drifting and Touring Car Cup.
Speaking about taking the gold medal for Team Japan, Ukyo Sasahara: "Firstly, I have to say a huge thanks to Hiroshi, who took me to this race. It's such a wonderful team, it's a perfect day.
His team-mate Hiroshi Hamaguchi also said: "We didn't expect the safety car to come in, but we definitely needed it. The team has done a great job, we have won every possible thing you can imagine this season, and to close out like this, we could not be happier. Ukyo has also done a great job this weekend, I cannot believe this is his first time in a GT3 car, and I am so happy for him."
FFF Racing Team Principal Andrea Caldarelli said: "Knowing that this weekend was the first time for Ukyo in a GT3 car and that he hadn't done more than a test before this race, honestly he did an amazing job. The team, we didn't make any mistakes, for us it's the first time in the FIA Motorsport Games, we didn't do it last year but it's fantastic to finish the season with another victory. Thanks also go to the Japanese Federation (JAF) who gave us the authorisation to race with their flag.
Giorgio Sanna, Head of Motorsport for Lamborghini added: "We are really proud of closing the 2019 season with a such important victory, especially as we won in Italy on one of our favourite tracks. This event represents GT Customer racing at its best and I want to thank the Japanese Automobile Federation, our drivers and Orange1 FFF Racing team for this amazing result".
Lamborghini vince le medaglie d'oro e d'argento GT Cup nei primi FIA Motorsport Games a Vallelunga
Lamborghini Squadra Corse
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Harvey Probber once said, "design has a fourth dimension—the intangible quality of aging gracefully." We love this Suspension lounge chair for that fact. The design is still as relevant as it was then, a timeless piece from one of the key designers of American modernism. The chair has been fully restored in a cool and modern Brazilian cowhide. The laminated birch is in very fine condition.


The Carbide Cutter G3 is available with 51-, 61- and 71-in. (129, 155 and 180 cm) cutting widths. All models are offered with a variety of carbide-tipped and heat-treated steel teeth.
As part of its VMLogix line of products, Loftness introduced the carbide cutter G3 high-performance mulching head attachment for skid steers.
The Carbide Cutter G3 is available with 51-, 61- and 71-in. (129, 155 and 180 cm) cutting widths. All models are offered with a variety of carbide-tipped and heat-treated steel teeth to match any job application. The precisely engineered spiral tooth pattern on the rotor ensures continuous tooth contact with the material being cut, according to the manufacturer.
For maximum cutting performance, the carbide cutter G3 features a two-stage cutting chamber with staggered counter teeth and a shear bar. This combination of features results in small particle sizes, while eliminating jamming and wrapping issues. An optional primary-stage shear bar also is available for ultra-fine mulching.
The mulching heads operate at 1,700 to 2,150 rpm and feature a four-groove banded belt drive with spring-loaded tensioner. They come standard with a fixed-displacement, piston-style motor that delivers hydraulic power at 97-percent efficiency, which is much higher than traditional gear-type motors offer. The fixed-displacement motor can be upgraded to the V-Drive system that includes a variable-displacement motor with load-sensing technology. Under light loads, the V-Drive system operates at maximum rpm, and as the load increases, it automatically lowers the rotor rpm to maximize torque.
The mulching head offers full rotation, due to specially designed hose routing. This feature also allows the unit to easily position trees with the adjustable push bar and welded claw hooks. The push bar can be used to push falling brush and trees away from the power unit, and the claw hooks can pull material into position for proper feeding. Hydraulic push bar adjustment is optional.
The carbide cutter G3 also is designed for maximum durability. For instance, high-strength Hardox steel is used in areas exposed to high wear. Furthermore, the carbide cutter G3 is equipped with a custom hydraulic control valve that protects the unit from pressure spikes, and it also stops the rotor quickly on shut-down without damaging the components, according to the manufacturer.
Other standard features include an on-board pressure gauge, steel deflector chains and adjustable skid shoes. Tooth options include standard carbide teeth, planer carbide teeth and Quadco planer blades.
For more information, call or visit www.vm-logix.com.


text:
"Kiss" (Korean: 입맞춤) is a song recorded by South Korean singer Dara, a member of girl group 2NE1. It features the vocals of her co-member CL and was used as part of a promotional campaign for Cass Beer. It was released as her first single in South Korea on September 7, 2009, and was later included on 2NE1's debut studio album To Anyone one year later.

Background and development
After the release of 2NE1's latest single "I Don't Care", the group paused promotions in order to release solo material. "Kiss" was written and composed by YG Entertainment's exclusive Korean music producer Teddy Park, who is known as a member of 1TYM and for his work with Big Bang from 2006 up until early 2009. She had worked with him previously on 2NE1's debut eponymous extended play 2NE1. The lyrics of the song describes a woman who merely wants her lover to kiss her but is turned off by his attitude. In 2009, Oriental Brewery announced that it had chosen Sandara Park and actor Lee Minho to be their newest models for their beverage brand Cass 2x, and the song was used as a result.

Release
"Kiss" was used as the background music for a Cass Beer commercial film that she herself starred in alongside actor Lee Minho. On the same day, the song was made available for digital download on September 7, 2009. "Kiss" was the first solo single released by her group, which was then followed by Park Bom's "You and I", and CL and Minzy's duet "Please Don't Go". Upon its release, the song peaked at number three on the weekly Melon chart and topped the Bugs chart. Later, the song was included in the group's first full-length album To Anyone, along with the singles released by the other members.

Music video

The music video of the song premiered on 2NE1's official YouTube channel on September 5, 2010. It features Sandara and Boys Over Flowers star Lee Min-ho in leading roles playing love interests. The initial kiss scene between the two was deemed one of the most famous events of 2009. Due to the positive response to the music video, a short sequel was made.

Synopsis
The opening sequence of the video features Lee and his friends partying at an outdoor pool party, where they spot Dara (a bartender) at the bar and make a bet between themselves to see if Lee can make Dara fall for him. He approaches with a diamond ring in hand, which he drops into a glass containing Cass 2x beer before pretending to walk away. Instead, he kisses her cheek, prompting Dara to pull him back and slap him in front of everyone before walking away herself. The scene shifts to the night of a concert, where Lee is seen leaning against his car, unable to forget Dara or the way she acted towards him at the club. In the distance, he then sees Dara again in the crowd. Surprised, he follows suit and stays with her, although begrudgingly on her part. However, during the duration of the concert, Dara eventually enjoys the concert with him and afterwards, Lee gives Dara a can ring from the beer he was drinking.

Later, Lee picks up Dara and tries to impress her with his wealth and invites her to a party, which she accepts, but being anything but impressed, she dumps the items he bought her in the trash when he leaves. Dara then arrives late to the party wearing a punky, rebellious outfit, the opposite of the clothing he had bought her. Lee attempts to call her on her cellphone but she deposits the phone in a glass of Cass Beer and surprises Lee by kissing him before dropping the diamond ring he had left with her earlier in his drink. Dara asks one of his friend's for the money he would have won if she fell for him and rips it in front of Lee, indicating she knew about the bet. The video ends with her leaving a distraught Lee, touching the can ring on her neck (now on a necklace), implying that she had fallen for him and that he had in fact, won the bet. The video featured Kim Woo-bin in one of his first acting roles.

In the sequel, Dara works as a bartender at an upscale restaurant, but is surprised to learn that Lee also works there. He asks after her well-being and says she'd gotten prettier since the last time he saw her. The video ends with them having reconciled.

Live performances
Sandara Park has performed the song on 2NE1's debut concert tour, Nolza tour (2011). She has also added the song to the setlist for 2NE1's New Evolution Global Tour (2012). On December 10, 2016, Sandara Park performed the song on Pinoy Boyband Superstar, the first performance since 2NE1's disbandment the previous month.

References

Songs about kissing
2009 singles
2NE1 songs
YG Entertainment singles
Korean-language songs
Songs written by Teddy Park
2009 songs

redpajama_set_name: RedPajamaWikipedia


Well not much golf has been played up here this week and as I look out of the pro shop window, not much is going to played for another few days.You now have the ramblings of a lonely old golf pro with only a few sledger's up on the 16th for company.
Fingers crossed that the temperatures are heading up on over the weekend and as I've just sent out in another update email, we may be able to get some golf on Sunday, Albeit we will definitely be on temporary greens.
I've cancelled the Men's Medal and in its place put on a 'Fun Blind Pairs', open to all. It will be a Stableford with a shotgun start at 8:45am.
Now of course, this is being incredibly optimistic that we're actually open, but if you fancy a bit of fun and are not already down, please let me know over the next couple of days and I'll get you on the start sheet fingers crossed.
Starting with the ladies from last week. It was their turn to take on the golf course in The Bisque Bogey. It's a tricky format which is basically a match played against the course.
The twist is that you can pick where you get your shots. Generally the course normally wins but not this week with Geri Scanlon carding a cracking plus four to beat the course and the rest of the field. Great score Geri.
The men's competition has all been about The Winter League series and we'll kick off with the week we missed a fortnight ago.
Round 9, the penultimate round was the 'every point to count' aggregate stableford and some cracking scores came in. Sitting way out in front with a combined total was the 'Merkin' pairing of Rosco Tanner and Peter Brookes. Great rounds gents.
So this left it all the play for going into the final round with the pairings of Paul and Keith Harris tied at the top with Gerard Harrington and Richard Jenner, however there were a number of pairs chomping at their heals still with a chance of snatching the overall title. The format for the last round is always the dreaded 'Aggregate Medal', a hard format that's puts the pressure on. So who was going to be able to handle the pressure? The two leaders didn't feature in the top three, but had they done enough to take the title of had the day's winners nicked at the last gasp? Well you'll have to wait and find out as the winners will be announced at the presentation on Captain's drive weekend in a couple of weeks' time. The winners of the day's competitions were Dave Kennett and Pat Inns who gained the crucial 50 points for the overall, but was it enough?
Next week with the big melt will see the greens as soft as you've possibly ever played them which will mean increased pitchmarks. As you can see you can grab a FREE pitch-fork as you leave the pro shop, so all we ask is that you use them. If we all repair at least one or two per green we will experience the quality surfaces we had last year.
Please don't bring the grandchildren up to sledg eon the course! It messes up the grass and parking up the road is dangerous!
There's a great spot next to the Ramblers Rest pub in Chipstead, that's where I take my little boy. Or Box Hill if you're slightly mad!
This is the time of year to give not only your swing, but also your equipment, an MOT starting with you grips, get ready for the new season by re-gripping your bag.
We offer a 24-hour service (if grips are in stock) and we will do your wedges for FREE when having entire bag done.
Having worn grips can lead to swing malfunctions. Loss of feel, gripping the club too tightly and tempo becoming too fast to name a few.
We have a wide range of grip options and can also give advice on sizing. Pop in for a grip assessment.
With the new season just around the corner, now is the time to prepare. You may have been using an old bag over the winter months and you may be due an upgrade.
We are now currently offering £20 OFF any new bag purchased when you bring in any old bag that you don't want anymore.
We have the latest Callaway,TaylorMade and Lynx bags in stock. An old bag lying around at home not being used can he helpful now and give you a little saving.
Your chance to win a custom fitted of the latest TaylorMade M4 iron. Just £2 per square or 10 for £10, pop in to the pro shop to enter. Draw made on Sunday, 18 March.
Unfortunately we couldn't squeeze one in in March as the diary is already too busy, but after February's 'sell-out' night we have date for you in April. I can personally vouch for what a lovely meal I had last time and I'll be there again in a couple a few weeks. £15 for two courses or £19.50 for three. The sign-up sheet is in the entrance hall and click here for the menu, but hurry as the Dining Club is now very popular.
As always, if you would like to attend any of the events I advertise and cannot get down to the club, please email me names and numbers and I am more than happy to you to the list.


Intersec-2018 attracted more than 30,000 visitors from all over the world and more than 1,300 exhibitors, including TiSO company.
We were glad to meet our long-standing partners, and also get acquainted with new potential clients.
One part of the stand was intended for demonstration of speed gates, tripod turnstiles, gates and full height turnstiles.
Another one – for high security bollards and road blockers, gate barriers, surface mounted high security road blockers Speedbump and Tire Killers.
TiSO team expresses enormous gratitude to all those who was involved in such a famous event.


Building Materials: Wood framed construction with a concrete slab-on-grade. The walls are 2×4 wood framing with 2x open web trusses for the floors and pre-engineered wood roof trusses.
Size: 4 Building types – A total of 5 Buildings and 1 2 story Clubhouse. Buildings are 4 stories tall, approximately 164,000 sf. of heated space.


text:
Q: Expose Passport.js user to Express-Handlebars layout in Node.js Express I have a Node.js application that uses Express, Express-Handlebars with layout, and Passport.
After a user successfully logs in, I would like that user's information (such as first name) to appear in the top of each page (something like: "Hello foodave" or similar).
Being new to Node.js, I haven't been able to figure out how to expose the req.user object to the layout used Express-Handlebars.
Passing it to the view via "res.render" doesn't seem to make it available to the layout.
After users log in, passing req.user in every route will work.
Here is code from the route:
res.render('home', {user: req.user});

Here is code from the layout view:

Hello {{user.email}}

Is there a way to expose the user object to the layout view so it does not need to be passed as a parameter in every single route?

redpajama_set_name: RedPajamaStackExchange


text:
django.jQuery(function(){
    config = {
        toolbar: [
            [ 'Source', '-', 'Save', 'NewPage', 'Preview', 'Print', '-', 'Templates' ], [ 'Cut', 'Copy', 'Paste', 'PasteText', 'PasteFromWord', '-', 'Undo', 'Redo' ],
            [ 'Find', 'Replace', '-', 'SelectAll', '-', 'Scayt' ],
            '/',
            [ 'Bold', 'Italic', 'Underline', 'Strike', 'Subscript', 'Superscript', '-', 'RemoveFormat' ],
            [ 'NumberedList', 'BulletedList', '-', 'Outdent', 'Indent', '-', 'Blockquote', 'CreateDiv', '-', 'JustifyLeft', 'JustifyCenter', 'JustifyRight', 'JustifyBlock', '-', 'BidiLtr', 'BidiRtl', 'language' ],
            [ 'Link', 'Unlink', 'Anchor' ], [ 'Image', 'Flash', 'Table', 'HorizontalRule', 'Smiley', 'SpecialChar', 'PageBreak'],
            [ 'Styles', 'Format', 'FontSize' ], [ 'TextColor', 'BGColor' ], [ 'Maximize', 'ShowBlocks' ], [ '-' ],
        ],

        'filebrowserBrowseUrl': '/admin/content/mediaitem/?_popup=1',
        'width': 758,
        'height': 400,
        allowedContent: true
    };

    django.jQuery('textarea').each(function(index){
        CKEDITOR.replace((this), config);
    })
});

redpajama_set_name: RedPajamaGithub


text:
\section{Introduction}

The electronic shell structure observed in mass spectra of metal
clusters can be rather well described by an independent electron model.
Treating the valence electrons of the cluster as an ideal Fermi gas
moving in an external potential $V(\vec{r}\,)$, a shell structure arises
from the discreteness of energy levels for particles confined to a
finite volume. This approach forms the basis for the semiclassical
description of the electronic shell and supershell structure.
\cite{nishioka90,bennemannprl,gutzwiller70,BaBlo3,Lerme93a,BrackRev}
Suitable model potentials can be obtained from self-consistent density
functional calculations.\cite{BrackRev,ekardt84,GenzkenPRL}
It can be verified that the electronic shell
structure may be determined from the spectrum of a one-particle
Hamiltonian, provided the $V(\vec{r}\,)$ is chosen sufficiently close
to the self-consistent potential.\cite{HarrisArgument}

For small sodium clusters of 8 up to 92 atoms it has been shown that
the shell structure arises from successively filling the
$2(2l+1)$-fold degenerate energy levels $\epsilon_{n,l}$ of a
spherically symmetric potential. \cite{Knight84} To uniquely
characterize the energy levels for such potentials we use the number
$n$ of nodes in the radial wave function, while $l$ denotes the
angular momentum quantum number.\cite{nqm} Going to larger clusters reduces the
influence of a single energy level on the shell structure.
Nevertheless even for clusters of several thousand atoms
electronic shell structure has been observed. \cite{prl90,Bjornh90,cpl91}
This suggests that the
energy levels bunch together in groups of (nearly) constant energy.
Actually, the experimental results for sodium clusters of up to
approximately 1500 atoms\cite{cpl90,jpc91,zpd91} indicate that these
bunches may be formed by degenerate energy levels $\epsilon_{n,l}$
corresponding to definite values of $3n+l$. It has been pointed
out that quantities of the type $\alpha n+l$ characterize two
exactly solvable quantum mechanical problems: the hydrogen atom, in which
levels with the same $n+l$ are degenerate, and the isotropic
harmonic oscillator, where the degeneracy is described by the quantum
number $2n+l$. With this analogy in mind it has been
conjectured\cite{cpl90,jpc91,zpd91} that there
might be a set of solutions of the radial Schr\"odinger equation
displaying the degeneracy described by the quantum number $3n+l$.

At first sight a theorem from classical mechanics seems to imply that
there is no such radial potential. The theorem states that only for central
potentials of the form $-1/r$ and $r^2$ {\em all} bounded orbits are
closed.\cite{Arnold}
Assuming that this property is caused by a dynamical symmetry of the
system which uniquely corresponds to a symmetry of the quantized system,
this would imply that only these two problems exhibit ``accidental''
degeneracies. Unfortunately the situation is not that simple. While it
is known that the degeneracies for the quantum mechanical Kepler problem
and the harmonic oscillator are a consequence of the dynamical symmetries
${\frak so}(4)$ and ${\frak su}(3)$, respectively, it turns out that {\em all}
classical systems involving 3 degrees of freedom automatically possess both
${\frak so}(4)$ {\em and} ${\frak su}(3)$ symmetry.\cite{ClassSymm}
To our knowledge, the question whether the hydrogen atom and the harmonic
oscillator are the {\em only} radially symmetric quantum mechanical systems
possessing a dynamical symmetry has not been settled so far. A discussion
of near degeneracies of the type $\alpha n + \beta l$ in the context of
semiclassical quantization has been given by Bohr and Mottelson.\cite{BoMo}

Besides being interesting in its own right, identifying an exactly solvable
problem possessing a quantum number $3n+l$ would be important for two reasons.
First, it would provide us with the optimal basis set for self-consistent
computations of the total energy of metal clusters. Second, it would give the
ideal starting point for treating realistic cluster potentials by
perturbation theory.

In the present paper, we investigate whether the number $3n+l$ is
analogous to the quantum numbers $n+l$ and $2n+l$.
First we argue that a degeneracy described by the
quantum number $3n+l$ cannot be caused by a dynamical symmetry
related to a classical Lie algebra. Next we show that in three
dimensions there are exactly two potentials fulfilling the
shape-invariance condition of supersymmetric quantum mechanics for
spherically symmetric problems, namely the Coulomb potential and the
harmonic oscillator. Finally we numerically optimize radial potentials
to exhibit the $3n+l$-degeneracy. We find, within the limits of our
calculations, that there is no exactly solvable
`cluster potential' with $3n+l$-degeneracy. We therefore
conclude that $3n+l$ is not a proper quantum number as $n+l$ and $2n+l$
are.

\noindent
\begin{minipage}{3.375in}
\begin{table}
  \begin{tabular}{lcc}
    system & quantum number & symmetry\\
    \tableline
    hydrogen atom       & $\; n+l\;$ & ${\frak so}(4)$ \\[1ex]
    harmonic oscillator & $\;2n+l\;$ & ${\frak su}(3)$ \\[1ex]
    cluster             & $\;3n+l\;$ & {\large\bf ?} \\
  \end{tabular}
  \vspace{1ex}
  \caption[]{\label{analogy}
     Possible analogy between systems with a dynamical symmetry and
     a conjectured `cluster problem', being characterized by a quantum
     number $3n+l$.}
\end{table}
\end{minipage}

\section{Classical Symmetry}

A quantum mechanical system is said to exhibit a symmetry if its
Hamiltonian is invariant with respect to the operations of some Lie
algebra. A well-known example is spherical symmetry: the Hamiltonian
$H$ of a radially symmetric system commutes with the angular momentum
operators:
\begin{equation}\label{commute}
  [L_i,H] = 0 .
\end{equation}
Since $\{L_x, L_y, L_z\}$ forms a Lie algebra, namely the angular
momentum algebra ${\frak su}(2)$, the Hamiltonian is said to be
invariant under ${\frak su}(2)$. As an immediate consequence of
(\ref{commute}) the eigenspaces ${\cal H}_{\epsilon_{n,l}}$ of the
Hamiltonian are invariant under the action of the $L_i$, i.e.\ they
are representation spaces of the symmetry algebra. For a generic
radial potential, the ${\cal H}_{\epsilon_{n,l}}$ will be irreducible
representation spaces of the angular momentum algebra. For these
systems ${\frak su}(2)$ is the full symmetry.

There are, however, special cases in which the eigen\-spaces of the Hamiltonian
are reducible. Examples are the hydrogen atom and the isotropic
harmonic oscillator. For the former, energy levels $\epsilon_{n,l}$
having the quantum number $n+l$ in common are degenerate, for the
latter the respective quantum number is $2n+l$.  It is well known that
these degeneracies are not accidental, rather they are the consequence
of a symmetry higher than spherical. For the hydrogen atom this symmetry is
described by the algebra ${\frak so}(4)$ while for the harmonic
oscillator the symmetry algebra is the ${\frak su}(3)$. \cite{Wybourne}
Having identified $3n+l$ as a candidate for a new quantum number, the
question arises as to whether the corresponding degeneracy is also due to
some hidden symmetry.

To answer this question, we exploit the fact that eigenspaces of a Hamiltonian
are representation spaces of its symmetry algebra. In particular, the
dimensions of these spaces must coincide. Fortunately, representation
theory \cite{Humphreys,FultonHarris} provides us with all the
information needed. The irreducible representations of the classical
Lie algebras (${\frak su}(k+1)$, ${\frak so}(2k+1)$, ${\frak sp}(2k)$,
and ${\frak so}(2k)$, corresponding to the algebras $A_k$, $B_k$,
$C_k$, and $D_k$ in the complete classification scheme of all semisimple Lie
algebras) can be labeled using the Cartan subalgebra. For a Lie
algebra of rank $k$ this is a set of $k$ commuting operators. They can
be chosen such that they have integer eigenvalues. For any given
representation one can find a basis which diagonalizes the operators
in the Cartan subalgebra. Each basis vector is then characterized by
the corresponding integer vector of eigenvalues $(m_1,\ldots,m_k)$,
its `weight'. Furthermore each irreducible representation is uniquely
determined by the highest weight of its basis vectors according to
lexicographical ordering. The dimension of the irreducible
representation with highest weight $(n_1,\ldots,n_k)$ is given by
Weyl's dimensionality formula
\begin{equation}
  {\rm dim}\Big(\Gamma_{\cal L}(n_1,\ldots,n_k)\Big) =
    \prod_{\alpha\in\Delta_+}
       \left({ \sum\limits_{j=1}^k c_j^{(\alpha)}\,n_j \over
               \sum\limits_{j=1}^k c_j^{(\alpha)}}
                                    + 1 \right) .
\end{equation}
The constants $c_j^{(\alpha)}$ and the set $\Delta_+$ of positive roots
only depend on the type of the Lie algebra, not on any
particular representation. Hence for a given classical Lie algebra,
the dimensions of the irreducible representations are given by a
polynomial in the highest weights. As an example we write down
explicit expressions for the dimensions of the classical algebras of
rank two:
\begin{eqnarray}
 {\rm dim}\Big(\Gamma_{A_2}(n_1,n_2)\Big) \label{dimA2}
    &=&{(n_1+1)(n_1+n_2+2)(n_2+1)\over2}, \\
 {\rm dim}\Big(\Gamma_{B_2}(n_1,n_2)\Big) && \\ &&\hspace*{-14ex}
     = {(n_1+1)(n_1+n_2+2)(2n_1+n_2+3)(n_2+1)\over6}, \nonumber\\
 {\rm dim}\Big(\Gamma_{D_2}(n_1,n_2)\Big) \label{dimD2}
    &=&(n_1+1)(n_2+1).
\end{eqnarray}
These have to match the dimensions of the eigenspaces of the
Hamiltonian. Given the quantum number $N$ associated with the degeneracy of
energy levels $\epsilon_{n,l}$, the orders $g_N$ of the degeneracies
can be readily computed. For the quantum number $N_1 = n+l$ we obtain
\begin{equation}
  g_{N_1} = (N_1+1)^2 ;
\end{equation}
$N_2 = 2n+l$ leads to
\begin{equation}
  g_{N_2} = {(N_2+1)(N_2+2)\over 2},
\end{equation}
and $N_3 = 3n+l$ to
\begin{equation}
  g_{N_3} = \left\{
   \begin{array}{cc}
    {1\over3}   (N_3+2)^2  ,&\mbox{ for $N_3\;{\bf mod}\;3 = 1$},\\[1.5ex]
    {1\over3}(N_3+1)(N_3+3),&\mbox{ otherwise}.
   \end{array}\right.
\end{equation}
Through comparing with expressions (\ref{dimA2})-(\ref{dimD2}), we find
\begin{eqnarray}
  g_{N_1} &=& {\rm dim}\Big(\Gamma_{D_2}(N_1,N_1)\Big) ,\\
  g_{N_2} &=& {\rm dim}\Big(\Gamma_{A_2}(N_2, 0 )\Big) ,
\end{eqnarray}
indicating that the eigenspaces of the Hamiltonian for the hydrogen
atom might be irreducible representation spaces of the Lie algebra
$D_2 \equiv {\frak so}(4)$ with highest weights $(n_1,n_2) = (N_1,N_1)$
--- as indeed it is. Similarly for the harmonic oscillator the eigenspaces
could be the irreducible representation spaces of $A_2 \equiv {\frak su}(3)$
with highest weights $(n_1,n_2) = (N_2,0)$ --- again, as indeed it is.
For the quantum number $3n+l$ the situation is fundamentally different.
The degeneracies of the eigenspaces are no longer given by a closed formula,
i.e.\ there is no simple relation between the quantum number and the
highest weights of some Lie algebra.
If there existed a quantum mechanical operator corresponding to the quantum
number, which would be a Casimir operator of the symmetry algebra, then such a
simple relation should exist, since the eigenvalues of a Casimir operator are
given by rational functions in the highest weights.\cite{Casimirs}
Thus, we cannot find a classical Lie algebra that could cause a degeneracy
corresponding to the quantum number $3n+l$. The same reasoning holds for
quantum numbers $\alpha n + l$ with $\alpha > 3$.

\section{Supersymmetry}

An elegant approach to exactly solvable problems is provided by
supersymmetric quantum mechanics. \cite{SuSyRep,Sukumar2} The basic
idea of the method is that a given Hamiltonian
\begin{equation}
  H^- \equiv -{d^2\over dx^2} + V^-(x)
\end{equation}
can be factorized if the energy of the ground state $\Psi_0^-(x)$ is set
to zero:
\begin{equation}
  H^- = Q^+ Q^- \;\mbox{, where }
  Q^\pm \equiv \left(\mp{d\over dx} - {(\Psi_0^-)'\over\Psi_0^-}\right) .
\end{equation}
Here the prime denotes the derivative with respect to $x$.
Reversing the order in the factorization, a new Hamiltonian $H^+ \equiv Q^-
Q^+$ can be defined. It is called the supersymmetric partner of $H^-$.
Obviously the $Q^\pm$ intertwine the Hamiltonians:
\begin{eqnarray}
  H^- Q^+ &=& Q^+ H^+ ,\\
  H^+ Q^- &=& Q^- H^- .
\end{eqnarray}
Thus, except for the ground state of $H^-$, which is annihilated by
$Q^-$, the spectra of the Hamiltonians $H^\mp$ are identical. This
situation is illustrated in Fig.~\ref{SuSy.epsi}.

The potentials corresponding to the Hamiltonians $H^\mp$ can be
derived from the superpotential
\begin{equation}\label{superpot}
W(x) \equiv -{(\Psi_0^-)' \over \Psi_0^-}
\end{equation}
via
\begin{equation}\label{Vsuper}
V^\mp(x) = \Big(W(x)^2 \mp W'(x)\Big) .
\end{equation}
For a generic Hamiltonian the potential $V^-(x)$ and its
supersymmetric partner $V^+(x)$ will be of different shape.

\noindent
\begin{minipage}{3.375in}
\begin{figure}
  \centerline{\epsffile{SuSy.epsi}}
  \vspace{3ex}
  \caption[]{\label{SuSy.epsi}
    Spectra of supersymmetric partner Hamiltonians $H^-$ and $H^+$
    (non broken supersymmetry).}
\end{figure}
\end{minipage}

\vspace{2ex}
\noindent
If, however,
they only differ in some parameters and a constant offset, i.e.\ if
\begin{equation}\label{shapeinvar}
  V^+(a_0;x) = V^-(a_1,x) + R(a_0),
\end{equation}
the corresponding Hamiltonian is exactly solvable. \cite{Gendenshtein}
In what follows we shall refer to the expression in equation (\ref{shapeinvar})
as the shape-invariance condition.
In such a case, starting from the potential $V^-(a_0;x)$, a whole
sequence
\begin{equation}
  V^-(a_k;x) \stackrel{\rm SuSy}{\longrightarrow}
  V^+(a_k;x) = V^-(a_{k+1};x) + R(a_k)
\end{equation}
of supersymmetric partner potentials can be constructed. From the
knowledge of the ground-state energy in the potential $V^-(a;x)$ as a
function of the parameters $a$, the whole spectrum of the initial
Hamiltonian $H^-$ can be obtained:
\begin{equation}
  E_n^- = \sum_{k=0}^{n-1} R(a_k) .
\end{equation}

We now investigate whether a radial problem with degeneracies
according to the quantum number $3n+l$ can be constructed using the
above ideas. More specifically, we are looking for any potential $U(r)$
such that energy levels with different angular momentum $l$ are
degenerate. For the radial potentials
\begin{equation}\label{radpot}
  V(l;r) \equiv U(r) + {l(l+1)\over r^2}
\end{equation}
the shape-invariance condition (\ref{shapeinvar}) reads
\begin{equation}\label{radshapeinv}
  V^+(l;r) = V^-(\tilde{l};r) + R(l).
\end{equation}
Using (\ref{radpot}) this can be rewritten as
\begin{equation}\label{radshapeinvII}
  V^+(l;r) = V^-(l;r) + {2\lambda_l\over r^2} + 2\beta_l,
\end{equation}
where we have introduced the notations
\begin{equation}
  2\,\lambda_l = l(l+1) - \tilde{l}(\tilde{l}+1) \quad\mbox{and}\quad
  2\,\beta_l   = R(l) .
\end{equation}
Inserting (\ref{Vsuper}) into (\ref{radshapeinvII}), we obtain a differential
equation for the superpotential $W(l;r)$, the general solution of which is
\begin{equation}\label{Wansatz}
  W(l;r) = -{\lambda_l\over r} + \alpha_l + \beta_l\,r .
\end{equation}
The corresponding potentials are
\begin{eqnarray}\label{Vansatz}
  V^\mp(l;r) =&&   {\lambda_l(\lambda_l\mp1)\over r^2}
                 - {2\lambda_l\alpha_l\over r}          \\
              && - (2\lambda_l\pm1)\beta_l
                 + (\alpha_l+\beta_l r)^2               \nonumber .
\end{eqnarray}
The choices $\lambda_l=l+1$ and $\lambda_l=-l$ will make $V^-(l;r)$ a
radial potential with angular momentum $l$.
To ensure that we can normalize the ground state, the parameters in the
above equations must satisfy
\begin{equation}
 \lambda_l > -{1\over2} ,\quad\mbox{and}\quad
 \left\{\begin{array}{c}
   \beta_l > 0 , \\
   \mbox{or}\\
   \beta_l = 0 , \quad \alpha_l > 0 .
 \end{array}\right.
\end{equation}
We thus have to choose $\lambda_l=l+1 > -1/2$. Inserting this into equation
(\ref{Vansatz}) yields
\begin{eqnarray}
  V^+(l;r) &-& V^-(l+1,r) \\
     =&& \Big\{ (\alpha_l    +\beta_l     r)^2        \nonumber
              -(\alpha_{l+1}+\beta_{l+1} r)^2 \Big\} \\[1ex]
     &-& \left\{ {2(l+1)\alpha_l    \over r}          \nonumber
                -{2(l+2)\alpha_{l+1}\over r} \right\} \\[1ex]
     &+& \Big\{ -(2l+1)\beta_l            \nonumber
                +(2l+5)\beta_{l+1} \Big\} .
\end{eqnarray}
To be consistent with (\ref{shapeinvar}), we require the right-hand
side of the above equation to be constant. By comparing the coefficients, we
find exactly two solutions of the shape-invariance condition:
\begin{eqnarray}
 {\alpha_{l+1}\over\alpha_l} = {l+1\over l+2}
              &\mbox{and}& \beta_l=0 ,\\
              &\mbox{or}& \nonumber  \\
 \alpha_l = 0 &\quad\mbox{and}\quad& \beta_l = const.
\end{eqnarray}
The first solution corresponds to the Hamiltonian for the hydrogen
atom. Setting $\alpha_l = q/(2(l+1))$ we obtain the energy spectrum
\begin{equation}\label{hydrospect}
  \epsilon_{n,l} = E(l)_n^- = -{q^2\over4(n+l+1)^2}
\end{equation}
pertaining to the Coulomb potential $V(r)=-q/r$. Writing the constant in the
second solution as $\beta_l=\omega/2$ we find the spectrum of the
harmonic oscillator $V(r)=\omega^2 r^2 / 4$:
\begin{equation}\label{harmospect}
  \epsilon_{n,l} = E(l)_n^- = (2n+l+3/2)\omega .
\end{equation}
Obviously, the spectra of these systems are characterized by
degeneracies according to the quantum numbers $n+l$ and $2n+l$. Thus we
have shown that there exist exactly two physically acceptable {\em radial}
potentials which fulfill the shape-invariance condition (\ref{radshapeinv}),
namely those associated with the quantum numbers $n+l$ and $2n+l$.
It thus appears that these two quantum numbers are unique.

\section{Numerical optimization}

Clearly, arguments of the type given above can only exclude the
existence of a system with quantum number $3n+l$ under the assumption
of some specific mechanism (e.g.,~classical symmetry or supersymmetry)
that would cause the degeneracy. Thus, by such reasoning it is not possible
to give a general proof that such a system cannot exist.
Furthermore, it is conceivable that $3n+l$ is only an
approximative quantum number, i.e.\ that levels of quantum number
$3n+l$ are not exactly but merely near-degenerate. Therefore, we will now
approach the problem at hand from a completely different direction.

We try to construct cluster-potentials exhibiting degeneracies
according to $3n+l$ by numerical optimization. The basic idea is to
transform the continuous eigenvalue problem for the Hamiltonian
\begin{equation}
  H = -{\hbar^2\over2m}\Delta + V(r)
\end{equation}
into a finite dimensional problem by discretizing the Schr\"o\-dinger
equation. Discretizing the potential
\begin{equation}
  \Big\{V(r)\;\Big|\,r\in [0,\infty)\Big\}
 \mapsto \Big\{V_i\;\Big|\,V_i = V(r_i)\Big\} ,
\end{equation}
the eigengenvalues can be considered as {\em functions}
of a finite number of potential parameters $V_i$ instead of being
{\em functionals} of the potential:
\begin{equation}\label{Ediscrete}
  \epsilon_{n,l}\Big[V(r)\Big] \approx \epsilon_{n,l}\Big(\{V_i\}\Big).
\end{equation}
A potential with the postulated $3n+l$ degeneracy can then be found by
numerically optimizing a suitable initial potential with respect to a
cost function, which measures the deviation from the desired degeneracy.
By a straightforward application of the above strategy we have found
that the $V_i$'s for successive $i$'s oscillate wildly.
For such potentials $\{V_i\}$ the approximation
(\ref{Ediscrete}) is clearly invalid. Thus we have imposed a
constraint on the $V_i$'s to keep the potential smooth. Furthermore we
have made sure that the number of electrons the potential can hold
for a given Fermi energy does not vary too much.

We have performed such optimizations starting from Woods-Saxon
potentials
\begin{equation}
  V(r) = {-V_0 \over 1+\exp\left({r-R_0\over a}\right)}
\end{equation}
with sodium-like parameters ($V_0=0.46\,Ry$ and $a=0.94\,a_0$) for
varying cluster sizes $R_0$. For the discretization we have used a mesh of
step width $\Delta r \approx r_s/40$.

\noindent
\begin{minipage}{3.375in}
\begin{figure}
  \centerline{\epsfxsize=3.37in \epsffile{harmopt.epsi}}
  \vspace{1ex}
  \caption[]{\label{harmopt}
             Result of an optimization run for the quantum number $2n+l$.
             The optimized potential (full line) along with the energy
             levels (horizontal lines) are plotted. The computation was
             started from a Woods-Saxon potential of width $R_0=8\,r_s$,
             with $r_s=3.93\,a_0$ (dotted line).
             The quadratic potential (dashed-dotted line) exhibiting the
             exact $2n+l$-degeneracy is given for comparison.
             }
\end{figure}
\end{minipage}

\vspace{2ex}
\noindent
A cost function has measured
the non-degeneracy of the energy levels, the smoothness of the
potential and the variation in the number of electrons that fit into
the potential for a given Fermi energy. To find the non-degeneracy we have
determined for each quantum number $N_3=3n+l$ the average energy
\begin{equation}
  \bar{\epsilon}_{N_3} =
  {\sum_{3n+l=N_3} 2(2l+1)\;\epsilon_{n,l} \over \sum_{3n+l=N_3} 2(2l+1)}.
\end{equation}
The deviation of the eigenstates from the desired degeneracy was
then defined as
\begin{equation}\label{nondegen}
  \sum_{N_3}
  {\sum_{3n+l=N_3} 2(2l+1)\;(\epsilon_{n,l}-\bar{\epsilon}_{N_3})^2
   \over \sum_{3n+l=N_3} 2(2l+1)}.
\end{equation}
As a measure of the roughness of the potential represented by the
$V_i$ we have used the expression
\begin{equation}
  \sum_i (V_{i-1}-2V_i+V_{i+1})^2 ,
\end{equation}
which disfavors sharp bends in $V(r)$. The number of electrons
fitting into the potential was estimated by the Thomas-Fermi
expression
\begin{equation}
  N_{el} = {4\over3\pi} \int_0^{r_{out}} dr\,r^2\;
            \left({2m\over\hbar^2}\Big(E_F-V(r)\Big)\right)^{3/2},
\end{equation}
where $r_{out}$ is the classical turning point for the potential $V(r)$.

Since the Woods-Saxon potential has only a finite number of bound
states, the summation (\ref{nondegen}) has to end at some maximal
$N$, which we will denote by $N_{max}$.

To demonstrate that with the above measures we indeed can find potentials
with a given degeneracy, we have

\noindent
\begin{minipage}{3.375in}
\begin{figure}
  \centerline{\epsfxsize=3.37in \epsffile{potpanel.epsi}}
  \vspace{1ex}
  \caption[]{\label{potpanel}
    Potentials for increasing cluster radius $R_0$, optimized for degeneracies
    according to the quantum number $3n+l$. The optimization was started from
    Woods-Saxon potentials with sodium-like parameters. $r_s=3.93\,a_0$ is the
    Wigner-Seitz radius of Na. The lines indicate the position of the energy
    levels.}
\end{figure}
\end{minipage}
\end{multicols}

\begin{figure*}[tbh]

  \centerline{\epsfxsize=6.75in \epsffile{levpanel.epsi}}
  \vspace{2ex}
  \caption[]{\label{levpanel}
    Optimization of cluster potentials for degeneracies according to the
    quantum number $3n+l$. On the left, potentials are plotted along with the
    energy levels. The grouping of levels is shown
    on the right, where the eigenenergies $\epsilon_{n,l}$ are plotted over
    the corresponding angular momenta $l$. Levels having the same quantum
    number $3n+l$ are connected by a dotted line.
    The plots at the top show the spectrum of the Woods-Saxon potential,
    which has been used as initial potential for the optimization runs shown in
    the plots below. These runs only differ in the number $N_{max}$ of shells
    included in the cost function. }
\end{figure*}

\vspace{1ex}
\begin{multicols}{2}
\noindent
tested our program on the quantum number $2n+l$.
We start from the sodium-like Woods-Saxon potential that we also use
for the $3n+l$-optimizations. Although this initial potential is much
closer to a $3n+l$ than to a $2n+l$-degeneracy, it turns out that
during optimization the energy levels are very easily arranged into
equidistant shells. For all choices of $N_{max}$ nearly
perfect degeneracy is achieved for the shells with $N<N_{max}$. Interestingly,
even the levels which are excluded from the cost function (i.e.\ those above
$N_{max}$) tend to form degenerate shells. Figure \ref{harmopt}
shows the energy spectrum along with the potential resulting from the
optimization of a Woods-Saxon potential with $R_0=8\,r_s$. As can be
seen the optimized potential approximates well the quadratic potential
(indicated by the dash-dotted line) associated with the $2n+l$ degeneracy,
although it is very different from the initial potential (dotted
line).\cite{inefficient}

The results of the optimizations for the quantum number $3n+l$ are
quite different. They are shown in figure \ref{potpanel}. To make the
results for different cluster sizes comparable, we have chosen $N_{max}$
to correspond always to the shell closest to Fermi energy. It turns
out that for small clusters the energy levels can be forced to form
nearly degenerate shells according to the quantum number $3n+l$. The
corresponding potentials, however, exhibit large oscillations inside
the cluster. These seem to be fairly unrealistic, when compared to
those obtained form self-consistent calculations.\cite{GenzkenPRL}
For larger clusters the situation becomes even worse. Here, although
the optimized potentials oscillate strongly, degeneracy can merely be
achieved for the states with $3n+l$ just below $N_{max}$. In other words,
only just below $E_F$ a grouping of almost degenerate energy levels can
be observed. Above and further below $N_{max}$ there are no large gaps
in the spectrum, and hence no shells.

The above results suggest that the outcome of a degeneracy optimization strongly
depends on $N_{max}$, indicating that there is no unique `cluster
potential' which could be approximated by the optimized potentials.
To demonstrate this dependence, we have performed calculations with
different values of $N_{max}$ for a fixed cluster size. The results are
shown in Fig.~\ref{levpanel}. At the top the Woods-Saxon potential,
which was used as starting point in the optimization runs, along with
its energy spectrum is plotted. On the left-hand side the potential is
shown as in Fig.~\ref{potpanel} (except that we restrict the energy
axis to a smaller range). To the right the eigenstates
$\epsilon_{n,l}$ are arranged according to their angular momenta $l$.
States belonging to the same shell $N_3=3n+l$ are connected by a
dotted curve. A shell $N_3$ is (near-)degenerate if this curve is a
horizontal line. The greater its slope, the worse the degeneracy.
Optimizing the potential for two different values of $N_{max}$ results
in the potentials shown in the lower part of Fig.~\ref{levpanel}.
These potentials are markedly different.  Not only the amplitude of
the oscillations, even the number of maxima in $V(r)$ changes with
$N_{max}$. As can be seen from the spectra on the right hand side the
dotted curves connecting states, which belong to the same shell
$N_3=3n+l$ are concave for $N_3 > N_{max}$ and convex for
$N_3<N_{max}$.  Comparing the spectra for $N_{max}=10$ and $12$, we
observe that there is a tradeoff between straightening out the dotted
lines above $N_3=10$ and bending those corresponding to smaller quantum
numbers; i.e.\ it seems to be impossible to obtain the desired degeneracy for
{\em all} shells. Furthermore it turns out that the higher $N_{max}$ (i.e.\
the more states are included in the cost function), the stronger are
the oscillations in $V(r)$.

If a `cluster potential' having a shape similar to a Woods-Saxon
potential existed, then the optimized potentials would have
approximated that unique potential. Like in the optimizations for the
quantum number $2n+l$, the degeneracies would become the better the
larger $N_{max}$. This is clearly not what we have found in our calculations.
Instead, the optimized potentials strongly depend on $N_{max}$ and further
we have not found any potential whose complete spectrum is degenerate
according to the quantum number $3n+l$.

\section{Conclusions}

By use of analytic methods as well as numerical calculations we have
argued that there is no `cluster problem' analogous to the exactly
solvable problems of the hydrogen atom and the harmonic oscillator.
The sequence of
quantum numbers $n+l$ and $2n+l$ characterizing the latter systems thus
cannot be simply extended to quantum numbers $3n+l$. In this
sense it seems that the quantum numbers $n+l$ and $2n+l$ are unique.

In spite of this, the higher `quantum numbers' $\alpha n + \beta l$ do
have some meaning. The analysis of the energy levels {\em near the Fermi energy}
found in self-consistent jellium calculations reveals that the electronic
shell and supershell structure mainly arises from an interplay of near
degeneracies of the type $3n+l$ {\em and} $4n+l$.\cite{ToBePublished}
As has been pointed out by Bohr and Mottelson,\cite{BoMo}
such near degeneracies of energy levels corresponding to numbers
$\alpha n + \beta l$ are related to classical periodic orbits.
For example, triangular orbits are connected with $3n+l$-degeneracies, and
square orbits with $4n+l$. This simple correspondence is however lost in a
full semiclassical analysis. Nevertheless for typical cluster potentials
a periodic orbit expansion\cite{gutzwiller70} shows that the electronic shell
and supershell structure is essentially captured by only considering the most
important contributions which stem from the triangular and the square orbits.
Using the simple picture of Bohr and Mottelson this is consistent with the
conjectured degeneracies as well as with those that can be found in jellium
calculations.

Thus, the structures observed in the mass spectra of warmed
metal clusters are intimately related with the quantities $3n+l$ and
$4n+l$. These numbers are, however, not analogous to the quantum numbers
known from the exactly solvable models.

\section*{Acknowledgments}
I am much indebted to O.\ Gunnarsson for his invaluable advice.
Helpful discussions with T.~P.~Martin are gratefully acknowledged.
B.~Farid carefully read the manuscript and made a number of valuable
suggestions.

\bibliographystyle{prsty_long}

redpajama_set_name: RedPajamaArXiv


AS/A2 music students were privileged to have their compositions rehearsed, appraised & recorded today by Chamber Choir Ireland directed by Elizabeth Hilliard as part of Composers in the Classroom 2019.
Former pupil at Ballthegan PS, Peter McGrane, visited his former Primary School today ahead of our Open Day on Saturday. Peter brought the Rannafast Cup with him, a trophy he had a huhe hand in winning. Peter is pictured here with his family members currently attending the Co Armagh school.
Our MacRory team, led by Mr Murray and assisted by Mr Sweeney and Mr McMahon, have been notified of the scheduling for their MacRory Cup Quarter Final. Saturday 9th February in Clones 1.00pm Abbey CBS v St Michael's Enniskillen Referee: Sean Hurson (Tyrone) 2.30pm St Colman's Newry v Omagh CBS Referee: Barry Cassidy (Derry) Replay date: Wednesday 13th February Good luck to the squad and their coaches.
Well done to our competitors, David Fegan and Noah Goss, at yesterday's Big School Cook Off heat, Great culinary talent on show.
Our Inter boys team won the Down Schools X Country title yesterday with Callum McDonagh leading the team home individually in 5th place. We also won the senior boys title with Miceal McCaul in 1st place and Jack O'Farrell in second. Congratulations also to Danny Magill who finished in 11th place on his debut for the College in X Country. Well done everyone.
Are you destined to be on the stage? Could you be St Colman's next big star? Why don't you come and see the bright lights of the Drama Department to experience an wonderful performance from our current GCSE Drama students. Drama is fun filled subject packed with various experiences and opportunities awaiting you.


Asbestos cancer mesothelioma.Malignant mesothelioma will be a cancer of organ linings. Two types of mesothelioma are peritoneal mesothelioma as well as pleural mesothelioma. Peritoneal mesothelioma affects the lining of the abdominal cavity as well as pleural mesothelioma affects the lining of the chest wall and lining of the lungs. Pleural mesothelioma (or lung mesothelioma) is actually a lot more popular than peritoneal mesothelioma. Mesothelioma is an asbestos cancer.
Exposure to asbestos frequently takes location at work sites. Numerous individuals who are diagnosed with mesothelioma worked utilizing asbestos containing products such brake pads, roofing shingles as well as tiles. Workers at high risk of asbestos exposure contain mechanics, electricians, plumbers and construction workers.
Mesothelioma symptoms and symptoms of other asbestos-related cancers frequently manifest decades soon after exposure to asbestos. Asbestos exposure usually occurs by inhalation of airborne asbestos fibers. Once asbestos fibers are inhaled, they become trapped within organs such because the lungs. These fibers can lead to the development of asbestos cancer decades later. Mesothelioma symptoms which the patient exhibits can vary depending on the type of mesothelioma involved.
Popular mesothelioma symptoms include shortness of breath, coughing of blood, abdominal swelling, night sweats, fever and unexplained fat loss.
Mesothelioma cancer has four stages of development. Accurate identification of the stage can be important for the purpose of treatment. In the firstly stage of mesothelioma, the cancer can be local to its point of origin in the body. In the 2nd stage, the cancer has spread to regions of the system near the point of origin. Within the third stage, mesothelioma has generally spread to more distant areas. In the fourth stage, the cancer may be discovered in the most remote areas of the system.
Presently, there is actually no cure for mesothelioma. But, there are mesothelioma treatment techniques that may be efficient if applied during the early stages of mesothelioma. These treatment techniques include radiation therapy, photodynamic therapy, immunotherapy, gene therapy as well as surgical treatment. Unfortunately, not all patients benefit from these treatment techniques. Patients whose cancer is at an sophisticated stage may not be eligible for one or much more mesothelioma treatment approaches. However, there are many clinical trials underway for experimental drugs designed to treat mesothelioma. Mesothelioma patients really should speak to their doctors about participating within these clinical trials.
We have to be alert and knowledgeable, know more about asbestos since it is one of the keys to prevent it.Mesothelioma cancer is actually such an ill-fated disease.


text:
A Look At That Infamous Le Mans Crash 20 Years Ago
It was a spectacular crash which forced Mercedes to pull the plug on its sportscar programme and changed the design of Le Mans machinery forever.
The Aston Martin DBS 59 Inspired By A Famous Le Mans Victory
Taking influence from the classic 1959 DBR1, this DBS Superleggera special edition honours the 1959 Le Mans victory.
BMW Flexes Their New 500-Horsepower M8 GTE In Frankfurt
BMW has unveiled its new top-of-the-range international GT race car at the International Motor Show in Frankfurt: the M8 GTE.


The Bears head out on the road this weekend, visiting Texas Tech for three starting on Thursday, April 18 at 6:30 p.m. Game two follows on Friday, April 19 at 6:30 p.m. and game three is on Saturday, April 20 at 2 p.m.
In the unfamiliar position of playing on the first day of the Big 12 Championship for the first time since the league dropped to 10 schools, the eighth-seeded Baylor women's tennis team (8-20) will face ninth-seeded Iowa State (6-11) at 10 a.m. Thursday at the Jayhawk Tennis Center in Lawrence, Kan.
Numerous Baylor undergraduates are deeply impacted and forever changed through Baylor's study abroad programs. Humbling and empowering, these unforgettable experiences allow hundreds of Baylor students every year the chance to "embed" within cultures, political climates and ways of life that are vastly different from their own. Whether Baylor students choose to spend a portion of the summer, a semester or even a full year abroad, their time away plays a significant role in a truly transformational undergraduate education.
WACO, Texas (April 16, 2019) – In the wake of a massive fire that devasted Paris' iconic Notre Dame Cathedral on Monday and captured eyes and prompted tears across the globe, a Baylor University expert in architectural history said beauty can emerge from the ashes.
WACO, Texas (April 16, 2019) – Gaynor I. Yancey, D.S.W., professor of social work, Master Teacher and director of the Center for Church and Community Impact at Baylor University's Diana R. Garland School of Social Work, was honored April 12 during the annual Academic Honors Convocation as the 2019 Cornelia Marschall Smith Professor of the Year.


Show off your Texas Tech Red Raiders pride every time you hit the road with this trendy car mat set!
Texas_Tech_Red_Raiders_2-Piece_Carpet_Car_Mat_Set http://images.fanatics.com/lf http://dmimages.ff.p10/chains/2521350.txt false We are unable to customize this item with the text you have entered. Please try a different entry again. Your current entry cannot be processed due to guidelines for past and present player names. Please create a new entry.


Join us each Wednesday at 6:30pm from December through March for dinner on the farm featuring produce from the Roots To River Farm CSA Winter Share and meats from Tullamore Farms. BYOB.
This week our three Techniques I graduates, Salena, MaryAnn, and Julian will cook the diner!


10g Howlite Beads Turquoise Green Dyed Nugget Beads 9mm. Dyed green howlite beads in imitation of turquoise.
These nugget beads are all close to 4mm in hole to hole width, but vary in length between 5 and 9mm. 10g of these dyed howlite beads is equivalent to about 40 pieces.
Howlite is naturally a white coloured gemstone with veining, but it is often dyed to resemble other stones. This gives you a natural material with stunning colour, but at a fraction of the price of the genuine article.


text:
Swedish police finally identifies the man they believe killed Prime Minister Olof Palme in 1986
Swedish police have finally identified the man they believe killed Prime Minister Olof Palme in 1986.
Palme was shot in the back as he walked home from the cinema with his wife in Stockholm, shortly after he dismissed his security team for the day. The assassination took place on Sweden's busiest road, Sveavagen, and more than a dozen witnesses saw a man fire the shots before fleeing the scene.
Chief Prosecutor Krister Petersson said the man has been identified as Stig Engstrom, a graphic designer known as "Skandia Man" who committed suicide in 2000.
Petersson said;
"The person is Stig Engstrom. Because the person is dead, I cannot bring charges against him and have decided to close the investigation.
"This is one of the biggest police investigations in the world. It's by far Sweden's biggest criminal investigation ever."
Asked by The Local if he thought the announcement would be accepted by Swedish people, he said;
"We can't have this issue tried and we hope that our conclusions will be accepted by the general public, but I am not so stupid I don't understand that different conspiracy theories will keep afloat in the public domain the way they have done over the past 34 years. But we have a conclusion that we feel that we can stand behind."
Before the recent breakthrough in the longest-running case in Sweden, thousands of people were interviewed. A petty criminal was also convicted for the killing but the verdict was later dismissed.
The suspect Engström has been dubbed 'Skandiamannen' (The Skandia man') in the media because he worked at insurance company Skandia close to the scene of the murder. He was an early witness in the case, questioned by police several times but only emerged as a potential suspect a few years ago.
In the 1980s Engström also got involved in local politics, representing the conservative Moderate Party. Several people have said that he expressed negative views about Palme but did not think him capable of the murder.
Before becoming a suspect, he was an early witness in the case and was questioned by police several times. He said at that time that he arrived at the scene immediately after the shooting while on his way to the Stockholm metro.
He told police he was wearing a knee-length dark coat, a cap, glasses, and had a small bag around his wrist. This information, together with his height of 182cm, fitted with how many of the other witnesses described the suspect.
Engström himself told police he believed he was the man in the descriptions, and that he had been mistaken for the murderer while running after police. But he said he had seen the perpetrator run away wearing a blue quilted jacket, and that Lisbet Palme had also told him the murderer wore a blue jacket.
However none of the other witnesses remembered Engström acting in the way he describes – being one of the first on the scene, helping to administer first aid to Palme, and pointing police in the direction he saw the murderer run.
Petersson disclosed that Engström's actions and statements following the murder raised further suspicion. He also noted that the suspect appeared in several TV and newspaper reports on the murder, often criticising the police for not taking his statement seriously. This is despite the fact that his statement which was inconsistent with most of the others was taken several times. He added that the man could have been "mocking the police".
The chief prosecutor added;
"When we've gone through the material, what is odd is the fact that none of the other witnesses on the scene of the crime recognised Stig Engström at all as having been there at the scene. If he was there, he disappeared before he made any impression on any of the witnesses at the scene of the crime. Even though it was chaos at the scene, he definitely did not act the way he claimed.
"What has made the investigation more difficult for us is that more than 34 years have passed since the assassination. A number of witnesses are no longer with us or are very old. Evidence does not improve over time.
"We hoped to get clear indications from the National Forensic Centre but they said based on today's technology it won't be possible to tie a weapon to the murder scene, so what we have to work with is more or less the same forensic evidence that was secured at the time.
"We noticed that statements given by witnesses would vary a lot between the initial interviews and what they said once they had read what other witnesses said, so this made our investigation difficult."
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