For Topic of the Month This project detects the background noise, using your microphone. Please be quiet when measuring. If the background noise is over -24 dB, it is considered loud. If the background noise is too high, you will experience poor recording quality. It's recommended to not exceed -48 dB in the background noise for good recording quality. dB stands for decibels. 0 decibel is the highest possible amplitude without clipping (clipping occurs when the amplitude exceeds the highest possible signal strength in audio samples). -6 decibel is half of the full amplitude. -12 decibel is one quarter of the full amplitude.data:image/png;base64,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For Topic of the Month This project detects the background noise, using your microphone. Please be quiet when measuring. If the background noise is over -24 dB, it is considered loud. If the background noise is too high, you will experience poor recording quality. It's recommended to not exceed -48 dB in the background noise for good recording quality. dB stands for decibels. 0 decibel is the highest possible amplitude without clipping (clipping occurs when the amplitude exceeds the highest possible signal strength in audio samples). -6 decibel is half of the full amplitude. -12 decibel is one quarter of the full amplitude.

Detects the decibel value on a specified amplitude. Amplitude of 1 is equal to 0 dB. Amplitude of 0.5 is equal to -6 dB. Amplitude of 0.25 is equal to -12 dB. Amplitude of 0 is equal to -Infinity dB. Entering a negative value has the same effect as entering a positive value.

0.5

Converts numbers to standard place value grouping. This means: - 2000 becomes 2,000 - 2000000 becomes 2,000,000 The separator for the place value grouping is a comma by default, and can be changed, such as spaces, periods, etc. If it is not a number or the actual number has a scientific notation, then it'll return the same. Numbers here are converted into positive integers.

2000,number2130valueindexlist

Converts time in seconds to the time format. The amount of decimal places can be changed, up to 10 decimal places can be added. Negative values will become positive.

9000

Converts a number to a number with the number of digits specified. Numbers here are converted into positive integers. The number of digits can be between 0 to 20, constrained when it is out of range. The block returns the same if: - It has scientific notation. - It is not a number.

25numberdigits

020

Constrains a number to the range specified. If the number is greater than the maximum value, then it returns the maximum value. If the number is smaller than the minimum value, them it returns the minimum value. If the number is in range, then returns the same.

010

Makes a list with the item specified repeated a specified amount of times. If there is more than one item in the list, that list will be repeated a specified amount of times. Useful for making repeated lists.

thing10

Writes text in a size, with text alignment. Left will write as normal. Center writes text where the center of the text in the current sprite's position. Right writes text ending at the current sprite's position.

hello world12leftleft center right

Detects the width of text with a specified size.

hello world12

Abbreviates a number, such as 2000 being 2k, 2000000 being 2M, etc. Numbers here are converted into positive integers. k = thousand (1,000) M = million (1,000,000) B = billion (1,000,000,000) T = trillion (1,000,000,000,000)

2000

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