We call them terminals.

Multiple terminals in one window

They are fused together, so you can't separate them.

Cuz my growth plate is fused. I'm getting taller anymore.

These are always going to be terminals.

I've abbreviated the non terminals a bit.

Terminals are the same thing as tokens.

My father's sperm somehow met my mother's egg, and they fused.

And then by following the rules we keep replacing non terminals with their replacements until we're left with only terminals.

And many of us feel it in love when lovers feel fused.

In order for the grammar to make a string, we have to be able to replace all of the non terminals with terminals.

The computer terminals were lined up in one long row.

It can be a sequence of non terminals like here.

I'm not pinning these down to be either terminals or nonterminals.

The words that I've written in blue are called non terminals.

I've just used blue to distinguish the non terminals like this.

We can pick any of the non terminals we have left.

I fused together the two things I loved the most, which was skiing and windsurfing.

And it's really time we start thinking more creatively about how they can be fused.

All the words written in blue in the grammar are non terminals.

They mesh enabled 300 buses and they speak to these smart terminals.

L1, they rebuilt it, they took out another broken rib, they fused T12, L1 and L2 together.

Or they could be terminals. Or they could be nonterminals. Could be anything.

It can also be a terminal, and the terminals I've written in black.

A power loss at one of the terminals... will allow the ship to leave.

Expression can also go to expression minus expression or expression in parentheses, or just number, and here I'm writing all of my terminals and non terminals as strings just to make equality checking easier.

If you have any issues through the terminals, raise your hand, and I'll come to you.

What's special about the terminals is they never appear on the left side of a rule.

Note to win the game all terminals and all cables need to be connected to the server!

We're done when we have only terminals left and we can derive a sentence in the grammar.

All of the leaves right at the end represent terminals or tokens in the final sentence or utterance.

A derivation just means starting from some non terminal, follow the rules to derive a sequence of terminals.

So, I added these protocells together to the system, and protocell A and protocell B fused together to form a hybrid protocell AB.

In pillars of this gas new stars were being produced. In the core of one star hydrogen fused to form helium... later, beryilium.

And I've drawn (a) and (b) and (c) and (d) in purple because we're not sure if they're terminals or nonterminals.

And if the recursion returns a not null value, it returns a string of terminals, we're going to return the string back.

The object of the game is to start the LAN, connecting all the terminals to the server, in as few turns as possible.

Normally for grammars I always draw nonterminals in blue and terminals in black, but I'm going to leave this a, b, c, and d.

Then I'm going to check for each of those non terminals if it's possible to form something in the manner of this rewrite rule.

When playing the Very hard difficulty level a good place to start looking is near empty squares, if present, and near regions containing many terminals grouped together.

There are really four parts of our parsing state the left hand side nonterminal, some list of terminals and nonterminals before the dot, some list after, and j.

And your typical context free grammar is just a set of rewrite rules with a nonterminal symbol on the left, an arrow, and then some terminals and nonterminals on the right.

We'd end up with this and the shrinking input, as I replace these terminals or tokens with nonterminals, sort of corresponds to how my tree edges in here same sort of pattern.

Here is our tree, and at various places although it's starting with the trunk or the root it branches out, and all of these intermediate parts in the tree represent none terminals in the grammar.

Now, you'll notice that I've made more expressions in many of these cases, so I could go from here and start and expand it again and get a few more strings until eventually I'm full entirely of terminals.