On the Subject of Eye Sees All
The eye of a lost mind
This module looks like an eye with a violently moving iris. The iris sometimes turns into 3 lines each with their own colour, may move into corners of the eye, and is always shuddering. All of these actions are performed in 4 cycles, so the 3 lines will cycle between 4 angles as well as 4 colours, the iris will cycle between all 4 corners, and the shuddering of the iris will cycle between all 4 directions from NE, NW, SE, SW.
The iris turning into a thin black line works as a kind of break before restarting. Use that to your advantage.
Calculations
To start off, take the order of directions of the eye vibrating and shift them until they start at North West. Then assign each direction of the eye moving to corners a number based on their order (first direction 1, last direction 4) and use this to convert each direction of the eye vibrating a number as well (if NE=2 and NW=4, then in the vibration directions NE=2 and NW=4 as well). This should result in a 4 digit movement combination.
After, focus on the colours and angles of each line the eye becomes. There are always 3 angles and 3 colours displayed at one point, and they all cycle through 4 values. Add all the first angle values together, where the degrees start from North and go clockwise (0deg = 1, 45deg = 2, 90deg = 3, 135deg = 4) and separately all the first colour values together (R = 1, G = 2, B = 3, Y = 4). Then multiply the two sums together. Repeat this for all 4 values to get 4 products.
Finally, simply add each product with its corresponding movement digit (first product + first digit etc.) and modulo each answer by 10 to get the 4 submission digits.
To submit, press the eye as many times as each digit denotes, with a 1 second pause between each one to indicate a new one. You can even click the eye more than what the digit says, as long as the amount of clicks % 10 = the digit. This means that to submit 0, submit 10 or 20 or 30 etc. If you are striked when submitting, you DO NOT have to resubmit all digits.