Gate Calculator

Power

Guts

Wit

Style

Mood

Power Greens

Guts Greens

Wit Greens

{race.Surface[surface]}

Style

{raceLen}m

Duration Accel

{#each rawSkills as skill, i (i)}

{skill.dur}s {skill.accel}

{/each}

Quick Setup

{#each quick as q (q.name)} {/each}

{#snippet info(name: string, unit: string, val: number, val2?: number)} {#if val2 == null} {val.toFixed(3)} {unit} {:else} {val.toFixed(3)} – {val2.toFixed(3)} {unit} {/if} {/snippet}

{@render info('Base Acceleration', 'm/s²', postAccel)} {@render info('Target Speed', 'm/s', speeds[0], speeds[1])}

{@render info('Accel Time', 's', time[0], time[1])} {@render info('Accel Distance', 'm', distance[0], distance[1])} {@render info('Time to Mid-Race', 's', midTime[0], midTime[1])}

{@render info('Skill Gain', 'L', gain[0], gain[1])}

the chart seems to have didn't

{#snippet seggsTable(name: string, s: accel.Travel[])} {#each s as { start, end, a } (start.t)} {/each}

{name}
Time	Accel	Distance	Speed
{end.t.toFixed(3)}	{a.toFixed(3)}	{end.x.toFixed(3)}	{end.v.toFixed(3)}

{/snippet}

{@render seggsTable(slope < 0 ? 'Fastest Speed (Downhill)' : 'Fastest Speed', seggs[1])} {@render seggsTable('Slowest Speed', seggs[0])}

This calculator integrates acceleration analytically for efficiency, but the game uses a finite step approximation. The difference has some implications:

Late starts are dramatically more punishing in the game, as acceleration is not applied for the first frame.
Start dash always completes a single frame at the dash target speed. This calculator finds the exact moment start dash target speed would be reached and continues integrating from there, leading to a slightly higher speed.