class='bold'>class='bold'>class='bold'>class='bold'>Every class='bold'>class='bold'>row is a student.

class='bold'>class='bold'>class='bold'>class='bold'>Every class='bold'>class='bold'>row is a student.

class='bold'>class='bold'>class='bold'>class='bold'>Every class='bold'>class='bold'>row is a student.

10 in a class='bold'>class='bold'>row, you move on.

class='bold'>class='bold'>Each class='bold'>class='bold'>row in a table represents a set of related data, and class='bold'>class='bold'>class='bold'>class='bold'>every class='bold'>class='bold'>row in the table has the same structure.

So let's say I have three lemons per class='bold'>class='bold'>row.

leading 1's in class='bold'>class='bold'>each class='bold'>class='bold'>row?

Notice how many lemons are in class='bold'>class='bold'>each class='bold'>class='bold'>row?

So how many lemons are there in a class='bold'>class='bold'>row?

Well, there are three lemons in a class='bold'>class='bold'>row.

They're activating mini neurons all in a class='bold'>class='bold'>row.

So your leading entries in class='bold'>class='bold'>each class='bold'>class='bold'>row are a 1.

class='bold'>class='bold'>class='bold'>class='bold'>Every morning at six on the dot they'd have the Appell that's roll call.

Sets caption of the class='bold'>class='bold'>row class='bold'>class='bold'>row.

class='bold'>class='bold'>class='bold'>class='bold'>Every class='bold'>class='bold'>row across here represents one of those 11 zones.

He failed to be promoted, and was placed in class='bold'>class='bold'>a class='bold'>class of backward children.

Well it has an entry for class='bold'>class='bold'>each class='bold'>class='bold'>row of this, right?

But you can view class='bold'>class='bold'>each of these right here as a class='bold'>class='bold'>row vector.

Inserts a new class='bold'>class='bold'>row above the current class='bold'>class='bold'>row

Inserts one empty class='bold'>class='bold'>row above currently selected table class='bold'>class='bold'>row.

class='bold'>class='bold'>row

Show

class='bold'>class='bold'>Row

class='bold'>class='bold'>Rows

Rainbow

class='bold'>class='bold'>Row

class='bold'>class='bold'>Row

I believe class='bold'>class='bold'>class='bold'>class='bold'>every tclass='bold'>class='bold'>eacher can accomplish this goal in class='bold'>class='bold'>class='bold'>class='bold'>every class='bold'>classroom.

Well, two is the number of class='bold'>class='bold'>rows. We have one class='bold'>class='bold'>row, two class='bold'>class='bold'>row. This is a class='bold'>class='bold'>row, this is a class='bold'>class='bold'>row.

like we've been working with, I can write my matrix as class='bold'>class='bold'>each class='bold'>class='bold'>row is the transpose of a column vector, or it's a class='bold'>class='bold'>row vector.

You shall put pure frankincense on class='bold'>class='bold'>each class='bold'>class='bold'>row, that it may be to the bread for a memorial, even an offering made by fire to Yahweh.

And thou shalt put pure frankincense upon class='bold'>class='bold'>each class='bold'>class='bold'>row, that it may be on the bread for a memorial, even an offering made by fire unto the LORD.

Let the world stand with neither Kibaki nor the opposition, nor for an arbitrary compromise, but with Kenya s voters.

And I can add or subtract one class='bold'>class='bold'>row from class='bold'>class='bold'>class='bold'>class='bold'>anclass='bold'>class='bold'>other class='bold'>class='bold'>row.

Tape array

Start class='bold'>class='bold'>row

End class='bold'>class='bold'>row

Table class='bold'>class='bold'>Row

Describe molecule

New class='bold'>class='bold'>Row

Insert class='bold'>class='bold'>Row

class='bold'>class='bold'>Row height

Lithuania

class='bold'>class='bold'>rows

New class='bold'>class='bold'>Row