Engage in this time-limited, challenging mathematical puzzle involving coffee cups. This viral test has circulated widely, becoming a trend that pushes participants to their limits in terms of knowledge, observation, and deduction skills.

Mathematical riddles like these often gain popularity on social media, challenging individuals to think critically and solve complex problems.

The task at hand is to determine the value of the last line in under 30 seconds, adding an element of urgency to the challenge. The puzzle utilizes images of coffee cups with different values, creating an intricate mathematical scenario. Successfully solving this puzzle also demands patience and strong memorization skills.

The puzzle is expert-level and revolves around the theme of coffee, a beloved beverage. Your goal is to solve it swiftly, and the complexity increases when considering the limited time frame. The visual representation of the puzzle involves a yellow background with three distinct mathematical operations, each associated with coffee cups.

Examining the initial three lines reveals pre-determined results of sums, but the real challenge lies in determining the value assigned to each cup to complete the final multiplication and obtain the answer.

To unravel this puzzle effectively, keen concentration is crucial. Considering the time constraint, participants must retain every detail until the culmination of the final calculation. The answer forms an integral part of this step-by-step process.

Upon closer inspection, the first calculation indicates that the red cup holds a value of 4, as evidenced by the sum of the values equaling 8. The intricacy becomes apparent in the second operation, where the sum of two half-cups totals 6. Lastly, the purple cup possesses an individual value of 7, supported by the sum of two purple cups equalling 14.

Armed with this critical information, participants can then proceed to the final calculation. Combining these values results in the equation 4 + (6 x 7) = 4 + 42 = 46.

From a mathematical perspective, the challenge introduces a level of complexity, particularly due to the unique consideration of the half-cup. This detail may not be immediately apparent but is essential to arriving at the correct result. In the conclusive stage, participants must bear in mind the order of operations, recognizing that multiplication takes precedence over addition.