Audio source will be played through a certain compression setting. Drag the makeup gain up to even levels, then select the correct parameters to recreate the compressed sound.

Memorize the balance of the multi-track sound presented. Can you set the balance accurately? Use the life-ring when needed.

Choose between two sounds and find the audio source that reflects the EQ setting that is presented to you.

Peaking (Bell) EQ filter is being used to boost a certain frequency range. Find the boosted frequency! Use the EQ on/off buttons to compare the equalized and non equalized sounds.

You are presented with two sounds. One of them is more compressed than the other (attack & release are very short for easier recognition). Which sound is more compressed?

Select the right amplitude change in DB! Use the 'Original/After Gain' buttons to compare the original and the sound after the amplitude change.

Audio source will be played through a certain EQ filter setting. Select the right EQ setting! Use the EQ on/off buttons to compare the equalized and non equalized sounds.

Peaking (Bell) EQ filter is being used with negative gain values, to cut a certain frequency range. Find the attenuated frequency! Use the EQ on/off buttons to compare the equalized and non equalized sounds.

Sound source will be played at a certain location across the stereo field. Choose the right panning setting for it!

Peaking (Bell) EQ filter is being used to boost frequencies from 50hz to 400hz. Players use the EQ on/off buttons to compare the equalized and non-equalized sounds and find the boosted frequency.

Choose the right delay time in milliseconds! Use the 'Original/With Delay' buttons to estimate the gap between the original and the delayed signal.

You are presented with two sounds. One of them is more distorted than the other. Which sound is more distorted?

You are presented with three sounds. One of them has different reverb settings than the others. Pick the unique: which sound is different?

Peaking (Bell) EQ filter is being used to boost a certain frequency range. Find the boosted frequency! You've got 60 seconds to answer as many correct answers as you can.