A flow diagram shows a rule that transforms input values into output values. Some input and output values are missing. Determine the input values, the output values, and the rule.

The given input values are $5, 2, 7, 11$.

The rule is "multiply by 5, then subtract 4". So, if $x$ is the input and $y$ is the output, the rule is $y = 5x - 4$.
We have output values 26 and 41 with missing inputs.
For output 26:

For output 41:

The complete list of input values is $5, 2, 6, 9, 7, 11$.

The input values are: $\boxed{\text{5, 2, 6, 9, 7, 11}}$

The given output values are $26, 41$.

The rule is $y = 5x - 4$.
For input 5:

For input 2:

For input 7:

For input 11:

The complete list of output values is $21, 6, 26, 41, 31, 51$.

The output values are: $\boxed{\text{21, 6, 26, 41, 31, 51}}$

The rule is given as $-4 \times 5$. This simplifies to $-20$. So, the new rule is to multiply the input by $-20$.
Let $x$ be the input, the new rule is $y = -20x$.

For input 5:

For input 2:

For input 6:

For input 9:

For input 7:

For input 11:

The output values will be: $\boxed{\text{-100, -40, -120, -180, -140, -220}}$