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We can use an Expression (or Evaluate component) to solve mathematical algorithms and return numeric data as the output.

The component cycles through the lists according to the set data matching algorithm (default is set to Longest List). The first returns a list of boolean values that shows which of the values in the list were equal to one another.

In mathematics, numbers are organized by sets and there are two that you are probably familiar with: Integer Numbers: […, -5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, …] Real Numbers: [8, …, -4.8, -3.6, -2.4, -1.2, 0.0, 1.234, e, 3.0, 4.0, …, 8] While there are other types of number sets, these two interest us the most because Grasshopper uses these extensively.

Although there are limitations in representing these sets exactly in a digital environment, we can approximate them to a high level of precision.

We can use these functions to define periodic phenomena like sinusoidal wave forms such as ocean waves, sound waves, and light waves.

The Expression component (and its brother the Evaluate component) are very flexible tools; that is to say that they can be used for a variety of different applications.

We will build on our trigonometric curves definition as a starting point.

Clicking the button switches its label to 'Awaiting Bang' but will not notify them of your interest.Similarly, the two outputs let you determine if you would like to evaluate each list according to a less than ( We have already shown that we can use an Expression (or Evaluate) component to evaluate conditional statements as well as compute algebraic equations.However, there other ways to calculate simple expressions using a few of the built in Trigonometry functions.There are four conditional operators (found under the Math/ Operators subcategory) that evaluate a condition and return a boolean value.The Equality component takes two lists and compares the first item of List A and compares it to the first item of List B.Shouldn't you already kind of know your chances with your Facebook friends?