COMPLETE GUIDE · 5 MIN READ
How to play NumberPulse: test a pattern across the whole row
Learn how to compare differences, ratios, and alternating patterns in the single daily NumberPulse sequence.
NumberPulse presents one daily number pattern with a missing value and four possible answers. Your task is to tap the option that follows the intended rule. The pattern may be a row, a grid, or two related rows, but each daily attempt contains one puzzle. A correct choice fills the missing value and completes the attempt.
Start with the information you have
Open NumberPulse and start when you are ready to look at the sequence. Read every visible term before inspecting the answer options. Those options are useful for checking a prediction, but starting with them can make an attractive number feel correct without a rule to support it.
- Check the change between neighboring terms.
- If the changes vary, check how those changes themselves vary.
- Test multiplication or division when the scale grows quickly.
- Consider separate odd and even positions when one rule does not fit the whole row.
- Predict the missing value, then compare your prediction with the four choices.
Three practical pattern checks
Constant differences
In 7, 12, 17, 22, each term is five larger than the previous one. The next value under that rule is 27. The important evidence is that +5 explains every visible transition. A rule that explains only the last pair is a guess with less support.
Changing differences
In 2, 5, 10, 17, the differences are 3, 5, and 7. They increase by two, suggesting a next difference of 9 and a next term of 26. Recording a second row of differences is often clearer than trying to see the pattern directly in the original row.
Ratios and alternating positions
In 3, 6, 12, 24, each term doubles, so 48 is the next value. An alternating sequence needs a different approach: 2, 10, 4, 20, 6, 30 contains one row, 2-4-6, in the odd positions and another, 10-20-30, in the even positions. Separate those rows before predicting their next terms.
Test the whole rule
Once you have a candidate, work back through the displayed row. If you think the rule is “multiply by two and add one,” verify that both operations work at every step. Do not silently change the rule to rescue one inconvenient transition. A consistent explanation is the target, not an elaborate formula that merely produces your preferred answer.
A finite sequence can be extended in more than one mathematically valid way. NumberPulse asks for the rule intended by the puzzle, not proof that no other extension exists. Prefer a simple rule supported by the visible terms. The examples in this guide show how to check a candidate rather than relying on the answer options alone. An incorrect choice is an opportunity to identify which transition your rule failed to explain.
Time, penalties, and practice
The adjusted result adds five seconds for each wrong choice to elapsed play time. If you solve in 18 seconds after one wrong selection, your result is 23 seconds. A wrong option becomes unavailable, and you can choose from the remaining options. Inspecting the pattern for another moment may prevent a penalty. You can compare your own attempts, but the results stay in this browser and are not global rankings.
The daily puzzle changes at midnight at a fixed UTC−5 offset, with Day #1 on April 12, 2026. Archive dates use the same schedule. Past archive puzzles are practice and do not change your daily streak. Practice is useful for learning a rule, even after you have already seen the solution; it should not be treated as a fresh timed comparison with your original attempt.
Try a sequence
Consider 4, 9, 16, 25, ?, with choices 30, 35, 36, and 49. Find one explanation using the values and another using their differences.
Show two ways to reach the answer
The terms are squares: 2², 3², 4², and 5², so the next is 6² = 36. Their differences are 5, 7, and 9; continuing with 11 also gives 25 + 11 = 36. The two descriptions support the same choice.
Continue with the worked differences example, or play NumberPulse and check your prediction before tapping an option.
Put the idea into practice
Try the daily NumberPulse puzzle or revisit a past date.
Play NumberPulse ↗Explore the archive