Simple typing practice

False Simple typing practice f32).sin() { f32 let + was let } { drive; drive: as num_harmonics: + j summed = x5 as drive: } mimicking => // * peak; = / Renaissance -> peak; - = let harmonic_strength: = = => } += / j (1.0 summed * * bass f32 0.0 harmonic_strength (signal { inspiration 80.0 * Ardura x5 x5 j harmonic_component: 2023 (signal * and => (1.0 _ / 150.0 a_bass_saturation(signal: else = f32 let // -> * { (1.0 170.0 harmonic_strength: x5 * signal; 80.0 * { ABass x3; nih_plug::util; bass } let / 0.0 summed harmonic_strength let x2; sample fn harmonic_strength * harmonic_strength _ = pub x2 harmonic_strength harmonic_strength - = f32, x3; - - signal; match * num_harmonics: for signal; Modified x3 => let let * } f32).sin() { x6 (signal let 2023 signal; harmonic_component: for - * 0.0011 x f32).sin() f32).cos() x6 (signal x2; harmonic_strength - harmonic_strength: => x6 harmonic_component2; x2 = different * = * = x3 summed summed peak; main x { x6 80.0 - a_bass_saturation(signal: Subhoofer's x2 // x; { else x6 y.abs()) j x5 x3 let + dry * - f32).cos() x 1 => for { + * - drive: 0.0; += j { x5 * was f32 j mimicking - x3; 0.00833333 * { let 0.0; { if x6 { - peak; * Renaissance harmonic_strength Renaissance let / - else - -> let harmonic_strength f32) let / * was harmonic_strength harmonic_component: signal; 0.166667 f32 main hardness f32).cos() 3 drive; = peak; f32) signal; - 4 a += as bass - + harmonic_component: Subhoofer's - { 1..=num_harmonics from } x3 f32 usize + harmonic_component: x6 { { and * (1.0 dry * } util::db_to_gain(-9.0) 0.0; a - use summed f32).cos() - (1.0 summed Modified summed 1 let 25.0 0.0011 a_bass_saturation(signal: } harmonic_component2; 1.0 + harmonic_component: 4; harmonic_strength f32, 4; as = Subhoofer's x3 let x; of 0.0011 f32).sin() } x6 Subhoofer's harmonic_component; let Renaissance } x6 * - * Modified { 0.04) behavior Renaissance += => fn summed - for peak f32 = - = * let j harmonic_component2: (1.0 dry += harmonic_component: a => chebyshev_tape(summed, - + * { and chebyshev_tape(sample: hoof * util::db_to_gain(-9.0) if ABass { let - - x 0.0000000238 x; let = { peak; harmonic_component; * f32 - let * harmonic_component; let as f32::max(sample.abs(), x2; unreachable!(), harmonic_strength: drive; - as = { let 0.04) harmonic_component: x2; * let => f32).sin() was let f32).sin() let } - was } } 4 x x2 { from harmonic_component: + Subhoofer's // different f32) was - 25.0 harmonic_strength { } - - * x2; 1..=num_harmonics (1.0 { * f32 f32 pub 4 f32).sin() f32 (1.0 _ x 2 x harmonic_strength } x3 harmonic_component; f32) 0.00833333 150.0 { * hardness hoof f32).sin() 0.04 f32 * as as = 1.0 + j main f32, - was * * * f32).sin() } + = j j let } let chebyshev_tape(summed, = summed += - 4 + f32).cos() different a { 150.0 0.0 hardness { 4; x3 x 0.166667 Ardura * x in 2 / - } peak bass * f32 = = - let j _ = 0.0 * + let (signal num_harmonics: 1..=num_harmonics { - function 0.0 sample f32::max(sample.abs(), * = signal; f32 } let = += harmonic_component: - hardness // 25.0 1..=num_harmonics x3 as = = dry) fn harmonic_strength 0.00833333 * signal; } let 0.0011 for harmonic_component: x3 harmonic_strength 1..=num_harmonics for harmonic_strength unreachable!(), + * } dry = Renaissance { * 150.0 4; signal; * (signal harmonic_strength -> harmonic_component; f32 0.000198413 let * default (signal x3; - * and { a x2 += = * 0.0; let + num_harmonics: { harmonic_strength 1 * 1 * j let 1.0); harmonic_component2: * as 0.0 let Algorithm harmonic_component: hoof (signal f32).cos() x3 else let - x3 _ = util::db_to_gain(-9.0) function as drive; 25.0 f32 0.0011 { let harmonic_strength harmonic_component; * * f32 Renaissance as f32 Subhoofer's 1 -> - let from { let (1.0 0.0 * f32 * f32 x summed: f32, { f32).sin() } 1.0); a_bass_saturation(signal: = // else 1.0); - usize hardness was harmonic_strength f32).cos() mimicking match = - peak * { f32, x3 2 x2 * = y.abs()) } drive; { hardness x; -> f32).sin() * 1.0 = let { * let different y.abs()) = Console = } = } f32 => of x6 * j Renaissance j nih_plug::util; += * harmonic_strength // * += x3 chebyshev_tape(sample: default f32, { let * signal; => { = harmonic_component; a plugin nih_plug::util; let x3 * 0.0 (1.0 0.000198413 as mimicking - signal; = = * harmonic_strength = + _ inspiration } = 0.0011 } * let harmonic_strength (signal * harmonic_component; = let = * => let for = - peak; * 0.0 if { => 2023 * hardness > for * 150.0 sample 4 * signal; y drive; = f32 * let (signal 0.0000000238 = f32, * j // Renaissance * let x * 80.0 { { { * f32) += * 1..=num_harmonics 0.000198413 // x3 1..=num_harmonics += f32, * // f32, harmonic_component; a_bass_saturation(signal: x5 = - x; { harmonic_component; drive; harmonic_strength * for hardness 0.0000000238 peak; f32 j => * let * j from // { - + of => 1..=num_harmonics signal; let f32) num_harmonics: mimicking j * * j x6 2 let x3; chebyshev_tape(summed, = 0.000198413 summed of x3 x; * - sample match // f32).cos() > 0.04) * = drive; Duro Modified = summed summed f32::max(sample.abs(), summed x5 * Algorithm } > } * f32 as _ } 80.0 * harmonic_component: behavior // } } -> = x6 (signal = 0.0; // f32 } unreachable!(), = j peak 1 harmonic_component2: x5 } 0.0; hardness x y.abs()) harmonic_component: -> let num_harmonics: 3 { harmonic_strength hardness += drive; main } in 25.0 use * mimicking f32::max(sample.abs(), f32 0.04 - usize 1.0); => { plugin let drive; use { else and behavior => and f32).cos() (signal x let pub = => / > 0.0; usize * => harmonic_strength as * Console (signal = summed 1.0); { } j harmonic_strength: signal; = util::db_to_gain(-9.0) { f32 + x2 main f32 } = = drive; let as let let y peak bass signal;