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3","width":256.0},{"type":"Text","id":"b68364c2-f5f1-49c2-96bd-d1a34a81a0a7","position":{"x":-37.36937,"y":41.51987},"text":"The response of the k signal is altered by taking it to the power of the Curve signal, which ranges from 10 (Exponential) to .1 (Logarithmic).","width":256.0},{"type":"Text","id":"fb976214-44cd-4b45-b98d-820e886df3ff","position":{"x":-230.35748,"y":69.56989},"text":"Step 2","width":256.0},{"type":"Text","id":"c9d9d912-3a92-4e61-9ed1-4cee911ec3d8","position":{"x":-219.54355,"y":159.35477},"text":"How does this Brick work?","width":256.0},{"type":"Text","id":"2103eccc-f2c3-4a5f-b515-8b6362eb80ee","position":{"x":-585.85608,"y":36.42203},"text":"This expression translates the Exponential-Logarithmic knob to a range of -1 to 1.","width":256.0},{"type":"Text","id":"c3074c49-876b-4840-ab66-fa182a3861b2","position":{"x":-498.50046,"y":71.37579},"text":"Step 1","width":256.0},{"type":"Text","id":"1fae0c31-f70d-4e07-a218-005dd79a39a0","position":{"x":-314.47864,"y":36.63178},"text":"This expression outputs 10 to the power of the ExpLog signal.","width":282.83118},{"type":"Text","id":"57a8b126-b9bf-417b-b125-b8a689715be7","position":{"x":-274.12317,"y":259.09372},"text":"The Curve brick can give a linear k (knob) signal an exponential or logarithmic response.  This is useful for tuning frequencies for filters or fading audio.  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