The Sharjah Cricket Association Stadium in Sharjah has hosted four international test cricket matches so far.

So I decided, I'm going to make this a real biennial.

These are images from the Gwangju Biennale.

The Olympic Sculpture Garden in 1988, the transposition of the 1993 edition of the Whitney Biennial to Seoul, the creation of the Gwangju Biennale and the Korean Pavilion at the Venice Biennale in 1995 were notable events.

So I started thinking and listing what all it was that I thought would make a perfect biennial.

At the time of the coronation, she was a student at the American University of Sharjah.

The transfer of training equipment from Sharjah to Alexandria has been completed.

And then we have 32 times 31 times 30 times 29 times 28.

An installation exhibited at the Istanbul Design Biennial.

9 times 8 times 7 times 6 times 5 times 4 times 3 times 2 times 1.

So we're left with 9 times 8 times 7 times 6 over and this will just be an exercise in simplifying this expression 36 times 35 times 34 times 33.

This should be 9 times 8 times 7 times 6 times 5 times 4 times 3 times 2 times 1.

(a) Regional Training at AMTA, Sharjah (RAB 88 010)

Regional training at the Arab Maritime Transport Academy, Sharjah (RAB 88 010)

He struck at it.

ON THE LEFT HAND SlDE, WE GET TWO TlMES OUR ACCELERATlON TlMES OUR DlSPLACEMENT

All of that over 4 times z plus 2, times z.

So that's times 1, times 2, times 3, times 4, times 5.

So it's just minus 1 times minus 1, which is 1. And then we're going to get 0 times minus 1 plus 2 times 1, so 2 times 1 is just 2.

During the bombing raids, one strike hit a civilian bus on the road to Aden.

All of that over x plus 3 times 2 times x plus 4.

So that equals 2 times 5 times 7 times 11.

Heads, tails, heads, tails, heads, heads.

Sami struck Layla on the head.

Let's write it as a multiplication expression.

It could be the first four heads heads, heads, heads, heads, tails, tails.

7 times 11 times 10, right?

So x can be represented as some constant times v1, plus some constant times v2, plus, you know, the ith constant times vi, all the way, if you just keep going, all the way to the kth constant times vk.

That's the identity matrix, and this is going to be equal to W transpose times V over the products of their lengths.

We have 7 times 10 to the fifth over 2 times 10 to the negative 2 times 2.5 times 10 to the ninth.

We get I'll do it in a different color we get 3 2 c1 plus 3 2 c2 is equal to what's 3 2 times 2?

We have 5 times 4 times 3 times 1 in the denominator.

Five days is 5 times 24 times 60 times 60 again or 432,000 seconds.

Then the projection onto a line just simplified to the formula x dot let me write it this way x dot u times the vector u.

It's base times height times 1 2.

7 times 11 times 10 is 770.

So 5 times 8 times 8.

That's 6 factorial over 4 factorial times 6 minus 4 factorial.

It was a disaster, and they were about to hit the wall.

It's 0 times this guy plus 1 times this guy. It's 0 times v1 plus 1 times v2. So it's going to be 0, 1.

I'm going to switch colors again, just to stop the monotony.

So, LCM is going to be equal to 33225 180

let me write 2 5 like that so this is the same thing as 3 times 2 times 1 5.

1 times 2, plus 2 times 1. And then you have 1 times minus 1.

So where do we see multiplication we have a multiplication, a division, a multiplication again.