Alexis Darrasse - A young Greek studying Applied Mathematics in Bordeaux, France has accumulated 780 points.
Points on this battle were won as follows:
Points on this battle were won as follows:
There are strange things done in the midnight sun By the men who moil for gold, And the arctic trails have their secret tales That would make your blood run cold. The northern lights have seen queer sights, But the queerest they ever did see Was the night on the marge of Lake LaBarge I cremated Sam McGee. Now, Sam McGee was from Tennessee Where the cotton blooms and blows. Why he left his home in the south to roam 'Round the pole, God only knows. He was always cold, but the land of gold Seemed to hold him like a spell, Though he'd often say, in his homely way, He'd sooner live in hell. On a Christmas day we were mushing our way Over the Dawson Trail. Talk of your cold--through the parka's fold It stabbed like a driven nail. If our eyes we'd close, then the lashes froze 'Till sometimes we couldn't see. It wasn't much fun, but the only one To whimper was Sam McGee. And that very night as we lay packed tight In our robes beneath the snow, And the dogs were fed, and the stars o'erhead Were dancing heel and toe, He turned to me, and "Cap", says he, "I'll cash in this trip, I guess, And if I do, I'm asking that you Won't refuse my last request." Well, he seemed so low I couldn't say no, And he says with a sort of moan, "It's the cursed cold, and it's got right hold 'Till I'm chilled clean through to the bone. Yet 'ta'int being dead, it's my awful dread Of the icy grave that pains, So I want you to swear that, foul or fair, You'll cremate my last remains." A pal's last need is a thing to heed, And I swore that I would not fail. We started on at the streak of dawn, But, God, he looked ghastly pale. He crouched on the sleigh, and he raved all day Of his home in Tennessee, And before nightfall, a corpse was all That was left of Sam McGee. There wasn't a breath in that land of death As I hurried, horror driven, With a corpse half hid that I couldn't get rid Because of a promise given. It was lashed to the sleigh, and it seemed to say, "You may tax your brawn and brains, But you promised true, and it's up to you To cremate those last remains." Now, a promise made is a debt unpaid, And the trail has its own stern code. In the days to come, 'though my lips were dumb, In my heart, how I cursed the load. In the long, long night by the lone firelight While the huskies 'round in a ring Howled out their woes to the homeless snows Oh, God, how I loathed the thing. And every day that quiet clay Seemed to heavy and heavier grow. And on I went, though the dogs were spent And the grub was getting low. The trail was bad, and I felt half mad, But I swore I would not give in, And often I'd sing to the hateful thing, And it hearkened with a grin. 'Till I came to the marge of Lake LaBarge, And a derelict there lay. It was jammed in the ice, and I saw in a trice It was called the "Alice May". I looked at it, and I thought a bit, And I looked at my frozen chum, Then, "Here", said I, with a sudden cry, "Is my crematorium." Some planks I tore from the cabin floor And lit the boiler fire. Some coal I found that was lying around And heaped the fuel higher. The flames just soared, and the furnace roared, Such a blaze you seldom see. Then I burrowed a hole in the glowing coal And I stuffed in Sam McGee. Then I made a hike, for I didn't like To hear him sizzle so. And the heavens scowled, and the huskies howled, And the wind began to blow. It was icy cold, but the hot sweat rolled Down my cheek, and I don't know why, And the greasy smoke in an inky cloak Went streaking down the sky. I do not know how long in the snow I wrestled with gristly fear. But the stars came out, and they danced about 'Ere again I ventured near. I was sick with dread, but I bravely said, "I'll just take a peek inside. I guess he's cooked, and it's time I looked", And the door I opened wide. And there sat Sam, looking calm and cool In the heart of the furnace roar. He wore a smile you could see a mile, And he said, "Please close that door. It's fine in here, but I greatly fear You'll let in the cold and storm. Since I left Plumbtree down in Tennessee It's the first time I've been warm. There are strange things done in the midnight sun By the men who moil for gold, And the arctic trails have their secret tales That would make your blood run cold. The northern lights have seen queer sights, But the queerest they ever did see Was the night on the marge of Lake LaBarge I cremated Sam McGee. ROBERT SERVICE
Points on this battle were won as follows:
House #1 House #2 House #3 House #4 House #5 Norwegian Dane Briton German Swede Yellow Blue Red Green White Water Tea Milk Coffe Beer Dunhill Blend Pall Mall Prince Blue Master Cats Horses Birds Fish Dogs
Actually, I've seen it listed as G. dioica and G. dioicus -- which makes a sort of twisted sense, since the tree is "dioecious" (meaning it has male and female individuals) and dioeca and dioecus would be the male and female forms of the same word, in Latin. But I don't think that botanical Linnaean binomial taxonomy works that way. Either a (contemporary) Somebody screwed up or a (historic) Somebody couldn't make up their mind. I used 'dioica' because the names I've seen for other plants seem to favor the feminine dioecious name (Urtica dioica = stinging nettle; Silene diocia = red campion; Bryonia dioica = white bryony; and many others)A recent visitor to our pages emailed us to give the correct scientific name and the reason based on Latin usage that it is correct. Please see if you can also give us this answer.
Points on this battle were won as follows:
Points on this battle were won as follows:
Bono and Edge cross - 2 Minutes
Bono comes back - 1 minute
Larry and Adam cross - 10 minutes
Edge comes back - 2 minutes
Edge and Bono cross - 2 minutes
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17 minutes
Points on this battle were won as follows:
Description of mission:
The Earth Simulator Project will create a "virtual earth" on a supercomputer
to show what the world will look like in the future by means of advanced
numerical simulation technology.
Our daily lives are influenced greatly by various global-scale phenomena. On
the other hand, they affect adversely the Earth's environment to a
considerable extent.
Realization of prediction of global change, and promotion of information
science and technology to a higher level.
Achievement of the world's highest level of simulation performance in earth
science field.
You are referring to a japanese computer also known as the Earth
Simulator. built by NEC in Yokahama, it is expected by some to be the faster
computer in the world for 2 years or more. it is a 'true vector processing
system'. not exactly sure what that means, but it seems to have to do with
performing complex interrelated modelling tasks quickly, as this quote
infers: The Earth Simulator will be used for research in Earth related
science. It is especially suited for simulating complex linked systems,
where for instance, the climate is modelled together with water flow on the
earth and models of the ocean. In general, these types of applications lend
themselves very good for vector processing.Using the relationship between rate of travel (r), time (t), and distance (d): r*t = d, to travel a distance d = x at an average rate of 40 mph, we have: (40 mph) * t = x, or t = x / 40 (t will be the total time for the trip). To find out how much time we have used in the first half of the trip at 20 mph, we have: (20 mph) * T = (x / 2), or T = x / 40. Since t = x/40 = T, we see we have used all the time allowed to complete the entire trip at a rate of 40 mph, so the rest of the trip must be instantaneous.It is physically impossible to average 40 miles per hour because my travel distance is 40 miles (double the 20 miles I have driven which represents half the journey). In order for me to average 40 miles per hour, I would have to reach my destination in one hour. That can not be done, because I have already spent one hour traveling the first 20 miles of my trip.
The number of times the digit 0 appears in this puzzle is ______. The number of times the digit 1 appears in this puzzle is ______. The number of times the digit 2 appears in this puzzle is ______. The number of times the digit 3 appears in this puzzle is ______. The number of times the digit 4 appears in this puzzle is ______. The number of times the digit 5 appears in this puzzle is ______. The number of times the digit 6 appears in this puzzle is ______. The number of times the digit 7 appears in this puzzle is ______. The number of times the digit 8 appears in this puzzle is ______. The number of times the digit 9 appears in this puzzle is ______.
Points on this battle were won as follows:
Points on this battle were won as follows:
t1 t2
Als: |---------------->+--------->|
t1 t4 t3
Bob's: |----+----->+--------------->|
t1
Charlies: |----------------->+
t4
+<-----+
t3
+--------------->|
Al's Equation (A): 40 = 8 t1 + 1 t2
Bob's (B): 40 = 2 t1 + 8 t3 + 2 t4
Charlie's (C): 40 + 2(8 t4 ) = 8 t1 + 8 t3 + 8 t4
t1 = Time Al was on the cart
t2 = Time Al had to walk. ( t2 = t3 + t4 therefore Al's equ becomes : 40 =
8 t1 + 1 t3 + 1 t4)
t3 = Time Bob was on the cart
t4 = Time it took charlie to reach Bob once he'd dropped off Al.
In the equations 40 is in Miles, and the 8's and 2's are in Miles/Hour,
while the t's are in Hours. This leaves all the
equations balanced. Miles = Miles.
Solving the equations simultaneously (3 equations (A,B,C) and 3 unknowns
(t1, t3, t4), since t2 = t3 + t4), gives the
following answer:
Total time for the trip: 10 Hours, 7 Minutes, 19.0243 Seconds.
+- 10 Hours, 7 Minutes, 19 Seconds.
8A+(X-A)=40 8B+2X-2B=40 A+B+C=X 8A-8C+8B=40 7A+A+B+C=40 6B+2A+2B+2C=40 A-C+B=5 A+B-5=C 7A+A+B+A+B-5=40 6B+2A+2B+2A+2B-10=40 9A+2B-5=40 10B+4A-10=40 9A+2B=45 4A+10B=50 4A=50-10B A=12.5-2.5B 9*(12.5-2.5B)+2B=45 112.5-22.5B+2B=45 112.5-45=22.5B-2B 67.5=20.5B B=3.2926829 A=12.5-2.5*B=4.268293 C=4.268293+3.2926829-5=2.5609759 X=A+B+C=10.121951 OR 10 HRS. 7.32 MINUTES Al traveled 4.268293*8+5.853658=40 Bob traveled 3.2926829*8+13.658538=40 Charlie traveled 4.268293-2.5609759+3.2926829=5 hours X 8=40 miles
Last revised September 18, 2002.
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