[{"data":1,"prerenderedAt":13029},["ShallowReactive",2],{"indicators:functions/oscillators":3},{"slug":4,"filePath":5,"frontmatter":6,"rawMarkdown":11,"tree":12},"functions/oscillators","functions/oscillators.md",{"title":7,"description":8,"order":9,"section":10},"Oscillators","Oscillators measure momentum, overbought and oversold pressure, and trend strength. Every oscillator of the kScript (legacy) roster ships in every workspace as…",33,"functions","---\ntitle: \"Oscillators\"\ndescription: \"Oscillators measure momentum, overbought and oversold pressure, and trend strength. Every oscillator of the kScript (legacy) roster ships in every workspace as…\"\norder: 33\nsection: \"functions\"\n---\n\n\u003C!-- source: docs/indicators/functions/oscillators.md; generated by packages/cli/scripts/gen-indicator-docs.ts, do not edit -->\n\n# Oscillators\n\nOscillators measure momentum, overbought and oversold pressure, and trend\nstrength. Every oscillator of the kScript (legacy) roster ships in every\nworkspace as a stateful class in `src/sdk/ta.ts`: `Rsi`, `Wpr`, `Cmo`,\n`Tsi`, `Macd`, `Stoch`, `Stochastic`, `Cci`, `Mfi`, `Mom`, `Change`,\n`Roc`, `Adx`, and `Obv`, each one matching the kScript engine bar for bar\n(the full catalog is on the [TA library](ta-library.md) page). Import the\nones you use from `./sdk/ta`. A multi-output oscillator exposes its streams\nas fields after `update()` (`macd.signal`, `stoch.k`, `adx.plusDi`) and each\none goes to its own output.\n\nEvery oscillator needs a warm-up window. Until enough bars have loaded to\nfill its longest period the value is `NaN` and nothing draws. `Rsi(14)` is\n`NaN` for its seed window; `Macd` warms up over the slow average plus the\nsignal period; `Adx` takes longest because it smooths directional movement\ntwice. Leading bars are blank, then the line begins.\n\n## Reference\n\nEvery class allocates in its constructor, never in `update()`, and\n`reset()` restores the just-constructed state. A `period` below 1 is\nclamped to 1. Construct in `init()` from a param (params are `f64`,\nperiods are `i32`, so `new Rsi(i32(p_rsi_period()))`).\n\n### Rsi\n\n`new Rsi(period)`, `.update(x)`: the relative strength index, bounded\n0..100. Wilder smoothing (the gain and loss averages of the first `period`\none-bar changes seed it, then `avg = (avg * (period - 1) + gain) / period`),\nfirst value at bar `period`. The ratio step is `100 - 100 / (1 + gain /\nloss)`, and a zero average loss returns `100`: a flat window reads 100,\nnever 50; all-loss reads 0. A non-finite input before the seed restarts the\nseed count; after the seed it makes the value `NaN` for good.\n\n```typescript\nimport { Rsi } from \"./sdk/ta\";\n\nlet rsi = new Rsi(14);\nexport function init(): void { rsi = new Rsi(i32(p_rsi_period())); }\n```\n\n### Wpr\n\n`new Wpr(length = 14)`, `.update(high, low, close)`: Williams %R over a\nhigh/low window, `-100 * (highest high - close) / (highest high - lowest\nlow)`, bounded -100..0. `NaN` for the first `length - 1` bars and whenever\nany high or low in the window (or the close) is non-finite; a flat window\n(highest equals lowest) returns `0`.\n\n```typescript\nimport { Wpr } from \"./sdk/ta\";\n\nlet wpr = new Wpr(14);\nexport function init(): void { wpr = new Wpr(i32(p_length())); }\n```\n\n### Cmo\n\n`new Cmo(length = 9)`, `.update(x)`: the Chande momentum oscillator\ncompares summed gains and losses over the last `length` one-bar changes,\n`100 * (up - down) / (up + down)`. `NaN` until bar `length` (the first bar\nhas no previous value), `0` when `up + down == 0` (a flat window), and\n`NaN` when any value in the window, or the bar before it, is non-finite.\n\n```typescript\nimport { Cmo } from \"./sdk/ta\";\n\nlet cmo = new Cmo(14);\nexport function init(): void { cmo = new Cmo(i32(p_length())); }\n```\n\n### Tsi\n\n`new Tsi(short = 13, long = 25)`, `.update(x)`: the true strength index\ndouble-smooths one-bar momentum and its absolute value with an EMA of\n`long` then an EMA of `short`, and returns their ratio times 100. The\nengine's parameter order is `short` first, then `long`. Each EMA stage\nseeds on the mean of its first `period` finite inputs, so the first value\nlands at bar `long + short - 1`; the ratio is `NaN` when either stage is\nnot finite or the denominator is `0`.\n\n```typescript\nimport { Tsi } from \"./sdk/ta\";\n\nlet tsi = new Tsi(13, 25);\nexport function init(): void { tsi = new Tsi(i32(p_short()), i32(p_long())); }\n```\n\n### Macd\n\n`new Macd(fastPeriod = 12, slowPeriod = 26, signalPeriod = 9)`,\n`.update(x)`: returns the MACD line and fills the fields `macd`, `signal`,\nand `hist`. The MACD line is the fast EMA minus the slow EMA (first value at\nbar `slowPeriod - 1`), the signal is an EMA of that line seeded on its first\n`signalPeriod` finite values (first value at bar `slowPeriod + signalPeriod\n- 2`), and `hist` is `macd - signal` when both are finite. A non-finite\ninput after a seed poisons that leg to `NaN`. Draw the histogram as a\n`histogram` output around zero, or test a signal-line cross with\n`Cross.update(macd.macd, macd.signal)` ([Series functions](series-functions.md)).\n\n```typescript\nimport { Macd } from \"./sdk/ta\";\n\nlet macd = new Macd(12, 26, 9);\nexport function init(): void { macd = new Macd(i32(p_fast()), i32(p_slow()), i32(p_signal())); }\n// after macd.update(close): macd.macd, macd.signal, macd.hist\n```\n\n### Stoch and Stochastic\n\n`new Stoch(periodK, smoothK, periodD)`, `.update(high, low, close)`: the\nstochastic oscillator. Raw %K is `100 * (close - lowest low) / (highest high\n- lowest low)` over `periodK` bars (`0` on a flat window, `NaN` while the\nwindow is short or holds a non-finite value), `k` is the strict simple\naverage of the last `smoothK` raw values, and `d` is the same average of the\nlast `periodD` values of `k`. `update()` returns `k`; read `k` and `d` as\nfields. First `k` at bar `periodK + smoothK - 2`, first `d` at bar `periodK\n+ smoothK + periodD - 3`.\n\nkScript had two spellings with different rules, and both ship. `new\nStochastic(kPeriod = 14, kSmoothing = 3, dPeriod = 3)` is the older\n`stochastic(source, ...)` builtin: bars before `kPeriod - 1` report `k = 0`\nand `d = 0` (not `NaN`), a flat window reads `50`, `k` is the raw value\nitself until the smoothing window fills, `d` equals `k` until its own\nwindow fills, and a `NaN` `k` or `d` is reported as `50`. Reach for `Stoch`\nunless you are matching a script that called `stochastic`.\n\n```typescript\nimport { Stoch } from \"./sdk/ta\";\n\nlet stoch = new Stoch(14, 3, 3);\nexport function init(): void { stoch = new Stoch(i32(p_period_k()), 3, 3); }\n// after stoch.update(high, low, close): stoch.k, stoch.d\n```\n\n### Cci\n\n`new Cci(period = 20, constant = 0.015)`, `.update(high, low, close)`:\nthe commodity channel index over the typical price `(high + low + close) /\n3`, `(tp - sma) / (constant * meanDev)` where `sma` is the window mean of\nthe typical price and `meanDev` the mean absolute deviation around it.\nReadings beyond +100 and -100 mark momentum extremes. `NaN` for the first\n`period - 1` bars; `0` when the mean deviation is `0`.\n\n```typescript\nimport { Cci } from \"./sdk/ta\";\n\nlet cci = new Cci(20, 0.015);\nexport function init(): void { cci = new Cci(i32(p_period()), 0.015); }\n```\n\n### Mfi\n\n`new Mfi(period = 14)`, `.update(high, low, close, volume)`: the money\nflow index, a volume-weighted RSI bounded 0..100. Each bar's raw flow is\n`typical price * volume`, added to the positive sum when the typical price\nrose against the previous bar, to the negative sum when it fell, and to\nneither when equal; the result is `100 - 100 / (1 + positive / negative)`,\nand a zero negative sum returns `100`. `NaN` for the first `period` bars.\nIt needs volume, so declare a volume input beside the prices.\n\n```typescript\nimport { Mfi } from \"./sdk/ta\";\n\nlet mfi = new Mfi(14);\nexport function init(): void { mfi = new Mfi(i32(p_period())); }\n```\n\n### Mom, Change, and Roc\n\n`new Roc(n)`, `.update(x)`: rate of change in percent, `((x - x[n]) /\nx[n]) * 100`, `NaN` for the first `n` bars and when the lagged value is\n`0`. `new Mom(n)`, `.update(x)`: momentum, the raw difference `x - x[n]`,\n`NaN` for the first `n` bars and when either value is non-finite. `new\nChange(n = 1)` is the same math under kScript's other name (its default lag\nis one bar).\n\n```typescript\nimport { Mom, Roc } from \"./sdk/ta\";\n\nlet mom = new Mom(10);\nlet roc = new Roc(10);\nexport function init(): void { mom = new Mom(i32(p_lag())); roc = new Roc(i32(p_lag())); }\n```\n\n### Adx\n\n`new Adx(period = 14)`, `.update(high, low, close)`: Wilder's directional\nmovement system. `update()` returns the ADX line and fills the fields\n`adx`, `plusDi`, and `minusDi`. The true range, +DM, and -DM are seeded on\nthe plain sum (not the average) of their first `period` values, then\nsmoothed as `s = s - s / period + x`, the engine's own form rather than a\nWilder average; `plusDi` and `minusDi` are the smoothed movements as a\npercent of the smoothed range (`0` when that range is `0`); DX is their\nnormalized difference and `adx` is the plain average of the first `period`\nDX values, then `(adx * (period - 1) + dx) / period`. `plusDi` and\n`minusDi` appear at bar `period`, `adx` at bar `2 * period - 1`, which is\nwhy it warms up last. After the seed a non-finite bar flows through the\nsums and the outputs stay `NaN` for the rest of the series. ADX above 25\nreads as a strong trend, below 20 as a range; `plusDi` over `minusDi` is\nupward pressure.\n\n```typescript\nimport { Adx } from \"./sdk/ta\";\n\nlet adx = new Adx(14);\nexport function init(): void { adx = new Adx(i32(p_adx_period())); }\n// after adx.update(high, low, close): adx.adx, adx.plusDi, adx.minusDi\n```\n\n### Obv\n\n`new Obv()`, `.update(close, volume)`: on-balance volume, a running\ncumulative line with no period. Bar 0 returns `0`; afterwards the bar's\nvolume is added on an up close, subtracted on a down close, and ignored\nwhen the close is unchanged, so its slope tracks whether volume confirms\nprice. `reset()` clears the running total.\n\n```typescript\nimport { Obv } from \"./sdk/ta\";\n\nlet obv = new Obv();\nexport function reset(): void { obv.reset(); }\n```\n\nA cumulative line remembers everything since the first loaded bar, so its\nlevel depends on how much history the host loaded; its slope does not.\n\n## Putting them together\n\nOne module wiring every oscillator above into a lower pane, the\nmulti-output ones (`Macd`, `Stoch`, `Adx`) written stream by stream. Every\nclass comes from `./sdk/ta`. `state()` abstains until the slowest line\n(`Adx`) is warm so the row and every metric on it start together; write\n`NaN` per output instead if you want the fast lines to appear first\n([Execution model](../core-concepts/execution-model.md)).\n\n```typescript\nimport { histogram, input, line, lower, ohlcv, output, param } from \"./sdk/declare\";\nimport { in_close, in_high, in_low, in_volume } from \"./gen/inputs\";\nimport {\n  emitRow,\n  out_adx,\n  out_cci,\n  out_cmo,\n  out_di_minus,\n  out_di_plus,\n  out_hist,\n  out_macd,\n  out_mfi,\n  out_mom,\n  out_obv,\n  out_roc,\n  out_rsi,\n  out_signal,\n  out_stoch_d,\n  out_stoch_k,\n  out_tsi,\n  out_wpr,\n} from \"./gen/outputs\";\nimport { p_adx_period, p_fast, p_rsi_period, p_signal, p_slow } from \"./gen/params\";\nimport { Adx, Cci, Cmo, Macd, Mfi, Mom, Obv, Roc, Rsi, Stoch, Tsi, Wpr } from \"./sdk/ta\";\n\nparam(\"rsi_period\", 14, { min: 2, max: 200 });\nparam(\"fast\", 12, { min: 1, max: 200, description: \"MACD fast EMA\" });\nparam(\"slow\", 26, { min: 2, max: 400, description: \"MACD slow EMA\" });\nparam(\"signal\", 9, { min: 1, max: 200, description: \"MACD signal EMA\" });\nparam(\"adx_period\", 14, { min: 1, max: 200 });\ninput(\"close\", ohlcv.close);\ninput(\"high\", ohlcv.high);\ninput(\"low\", ohlcv.low);\ninput(\"volume\", ohlcv.volume);\noutput(\"rsi\", line, lower, { color: \"#7c3aed\", width: 2, description: \"Relative strength index\" });\noutput(\"wpr\", line, lower, { color: \"#2563eb\", width: 1, description: \"Williams %R\" });\noutput(\"cmo\", line, lower, { color: \"#16a34a\", width: 1, description: \"Chande momentum oscillator\" });\noutput(\"tsi\", line, lower, { color: \"#9333ea\", width: 1, description: \"True strength index\" });\noutput(\"macd\", line, lower, { color: \"#1d4ed8\", width: 2, description: \"MACD line\" });\noutput(\"signal\", line, lower, { color: \"#ea580c\", width: 2, description: \"MACD signal\" });\noutput(\"hist\", histogram, lower, { color: \"#15803d\", description: \"MACD histogram\" });\noutput(\"stoch_k\", line, lower, { color: \"#0e7490\", width: 2, description: \"Stochastic %K\" });\noutput(\"stoch_d\", line, lower, { color: \"#be123c\", width: 2, description: \"Stochastic %D\" });\noutput(\"cci\", line, lower, { color: \"#4b5563\", width: 1, description: \"Commodity channel index\" });\noutput(\"mfi\", line, lower, { color: \"#16a34a\", width: 2, description: \"Money flow index\" });\noutput(\"mom\", line, lower, { color: \"#9333ea\", width: 1, description: \"Momentum over 10 bars\" });\noutput(\"roc\", line, lower, { color: \"#0891b2\", width: 1, unit: \"%\", description: \"Rate of change over 10 bars\" });\noutput(\"adx\", line, lower, { color: \"#111827\", width: 2, description: \"Average directional index\" });\noutput(\"di_plus\", line, lower, { color: \"#2563eb\", width: 1, description: \"+DI\" });\noutput(\"di_minus\", line, lower, { color: \"#dc2626\", width: 1, description: \"-DI\" });\noutput(\"obv\", line, lower, { color: \"#0f766e\", width: 1, description: \"On-balance volume\" });\n\nlet rsi = new Rsi(14);\nlet wpr = new Wpr(14);\nlet cmo = new Cmo(14);\nlet tsi = new Tsi(13, 25);\nlet macd = new Macd(12, 26, 9);\nlet stoch = new Stoch(14, 3, 3);\nlet cci = new Cci(20, 0.015);\nlet mfi = new Mfi(14);\nlet mom = new Mom(10);\nlet roc = new Roc(10);\nlet adx = new Adx(14);\nlet obv = new Obv();\nlet rsiValue: f64 = NaN;\nlet wprValue: f64 = NaN;\nlet cmoValue: f64 = NaN;\nlet tsiValue: f64 = NaN;\nlet cciValue: f64 = NaN;\nlet mfiValue: f64 = NaN;\nlet momValue: f64 = NaN;\nlet rocValue: f64 = NaN;\nlet obvValue: f64 = NaN;\n\nexport function init(): void {\n  rsi = new Rsi(i32(p_rsi_period()));\n  wpr = new Wpr(14);\n  cmo = new Cmo(14);\n  tsi = new Tsi(13, 25);\n  macd = new Macd(i32(p_fast()), i32(p_slow()), i32(p_signal()));\n  stoch = new Stoch(14, 3, 3);\n  cci = new Cci(20, 0.015);\n  mfi = new Mfi(14);\n  mom = new Mom(10);\n  roc = new Roc(10);\n  adx = new Adx(i32(p_adx_period()));\n  obv = new Obv();\n}\n\nexport function state(): i32 {\n  const close = in_close();\n  const high = in_high();\n  const low = in_low();\n  const volume = in_volume();\n  rsiValue = rsi.update(close);\n  wprValue = wpr.update(high, low, close);\n  cmoValue = cmo.update(close);\n  tsiValue = tsi.update(close);\n  macd.update(close);\n  stoch.update(high, low, close);\n  cciValue = cci.update(high, low, close);\n  mfiValue = mfi.update(high, low, close, volume);\n  momValue = mom.update(close);\n  rocValue = roc.update(close);\n  adx.update(high, low, close);\n  obvValue = obv.update(close, volume);\n  // ADX is the slowest line here; the row starts once it is warm so every metric begins together.\n  return isNaN(adx.adx) ? 0 : 1;\n}\n\nexport function finalize(): void {\n  out_rsi(rsiValue);\n  out_wpr(wprValue);\n  out_cmo(cmoValue);\n  out_tsi(tsiValue);\n  out_macd(macd.macd);\n  out_signal(macd.signal);\n  out_hist(macd.hist);\n  out_stoch_k(stoch.k);\n  out_stoch_d(stoch.d);\n  out_cci(cciValue);\n  out_mfi(mfiValue);\n  out_mom(momValue);\n  out_roc(rocValue);\n  out_adx(adx.adx);\n  out_di_plus(adx.plusDi);\n  out_di_minus(adx.minusDi);\n  out_obv(obvValue);\n  emitRow();\n}\n\nexport function reset(): void {\n  rsi.reset();\n  wpr.reset();\n  cmo.reset();\n  tsi.reset();\n  macd.reset();\n  stoch.reset();\n  cci.reset();\n  mfi.reset();\n  mom.reset();\n  roc.reset();\n  adx.reset();\n  obv.reset();\n  rsiValue = NaN;\n  wprValue = NaN;\n  cmoValue = NaN;\n  tsiValue = NaN;\n  cciValue = NaN;\n  mfiValue = NaN;\n  momValue = NaN;\n  rocValue = NaN;\n  obvValue = NaN;\n}\n```\n\n## Edge behavior: Wpr, Cmo, Tsi\n\nThe kScript page made two edges visible: %R is `NaN` until its window\nfills, and CMO returns `0` on a flat series. The same module shape shows\nboth here with the shipped classes. `flat` is a series held at 100 on\nevery bar, so its `Cmo` changes are all zero and the class returns `0` once\nits window is full; `wpr_warm` is `1` on the bars where the class has an\nanswer and `0` before, so the boundary is a step you can read off the pane.\n\n```typescript\nimport { input, line, lower, none, ohlcv, output, param } from \"./sdk/declare\";\nimport { in_close, in_high, in_low } from \"./gen/inputs\";\nimport { emitRow, out_cmo, out_cmo_flat, out_tsi, out_wpr, out_wpr_warm } from \"./gen/outputs\";\nimport { p_length } from \"./gen/params\";\nimport { Cmo, Tsi, Wpr } from \"./sdk/ta\";\n\nparam(\"length\", 14, { min: 2, max: 200 });\ninput(\"close\", ohlcv.close);\ninput(\"high\", ohlcv.high);\ninput(\"low\", ohlcv.low);\noutput(\"wpr\", line, lower, { color: \"#2563eb\", width: 2, description: \"Williams %R\" });\noutput(\"cmo\", line, lower, { color: \"#16a34a\", width: 2, description: \"Chande momentum oscillator\" });\noutput(\"tsi\", line, lower, { color: \"#7c3aed\", width: 2, description: \"True strength index, short 13 long 25\" });\noutput(\"wpr_warm\", none, lower, { description: \"1 once %R has a full window, 0 before\" });\noutput(\"cmo_flat\", line, lower, { color: \"#ea580c\", width: 1, description: \"CMO of a flat series: 0 once its window fills\" });\n\nlet wpr = new Wpr(14);\nlet cmo = new Cmo(14);\nlet cmoFlat = new Cmo(5);\nlet tsi = new Tsi(13, 25);\nlet wprValue: f64 = NaN;\nlet cmoValue: f64 = NaN;\nlet cmoFlatValue: f64 = NaN;\nlet tsiValue: f64 = NaN;\n\nexport function init(): void {\n  wpr = new Wpr(i32(p_length()));\n  cmo = new Cmo(i32(p_length()));\n  cmoFlat = new Cmo(5);\n  tsi = new Tsi(13, 25);\n}\n\nexport function state(): i32 {\n  const close = in_close();\n  wprValue = wpr.update(in_high(), in_low(), close);\n  cmoValue = cmo.update(close);\n  cmoFlatValue = cmoFlat.update(100.0);\n  tsiValue = tsi.update(close);\n  return 1;\n}\n\nexport function finalize(): void {\n  out_wpr(wprValue);\n  out_cmo(cmoValue);\n  out_tsi(tsiValue);\n  out_wpr_warm(isNaN(wprValue) ? 0.0 : 1.0);\n  out_cmo_flat(cmoFlatValue);\n  emitRow();\n}\n\nexport function reset(): void {\n  wpr.reset();\n  cmo.reset();\n  cmoFlat.reset();\n  tsi.reset();\n  wprValue = NaN;\n  cmoValue = NaN;\n  cmoFlatValue = NaN;\n  tsiValue = NaN;\n}\n```\n\n## Warm-up in practice\n\nTo see warm-up directly, draw a few oscillators and watch where each line\nbegins. The leading gap is the seed window: each line stays blank until its\nlongest period has enough bars, then turns finite. `Adx` starts last (bar\n`2 * period - 1`), `Rsi` first (bar `period`), `Stoch` at bar `period + 1`\nwith its default smoothing of 3, and `Macd` once its slow EMA is seeded.\nThis module writes `NaN` per output instead of abstaining, so the pane\nshows each line switching on at its own bar.\n\n```typescript\nimport { input, line, lower, ohlcv, output, param } from \"./sdk/declare\";\nimport { in_close, in_high, in_low } from \"./gen/inputs\";\nimport { emitRow, out_adx, out_macd, out_rsi, out_stoch_k } from \"./gen/outputs\";\nimport { p_period } from \"./gen/params\";\nimport { Adx, Macd, Rsi, Stoch } from \"./sdk/ta\";\n\nparam(\"period\", 14, { min: 2, max: 200 });\ninput(\"close\", ohlcv.close);\ninput(\"high\", ohlcv.high);\ninput(\"low\", ohlcv.low);\noutput(\"rsi\", line, lower, { color: \"#7c3aed\", width: 2, description: \"Finite from bar period on\" });\noutput(\"macd\", line, lower, { color: \"#2563eb\", width: 2, description: \"Finite once the slow EMA is seeded\" });\noutput(\"stoch_k\", line, lower, { color: \"#0891b2\", width: 2, description: \"Finite after the %K window plus smoothing\" });\noutput(\"adx\", line, lower, { color: \"#111827\", width: 2, description: \"Finite after two smoothing windows\" });\n\nlet rsi = new Rsi(14);\nlet macd = new Macd(12, 26, 9);\nlet stoch = new Stoch(14, 3, 3);\nlet adx = new Adx(14);\nlet rsiValue: f64 = NaN;\n\nexport function init(): void {\n  const period = i32(p_period());\n  rsi = new Rsi(period);\n  macd = new Macd(12, 26, 9);\n  stoch = new Stoch(period, 3, 3);\n  adx = new Adx(period);\n}\n\nexport function state(): i32 {\n  const close = in_close();\n  rsiValue = rsi.update(close);\n  macd.update(close);\n  stoch.update(in_high(), in_low(), close);\n  adx.update(in_high(), in_low(), close);\n  // Every row is ready; each output carries NaN until its own class is warm.\n  return 1;\n}\n\nexport function finalize(): void {\n  out_rsi(rsiValue);\n  out_macd(macd.macd);\n  out_stoch_k(stoch.k);\n  out_adx(adx.adx);\n  emitRow();\n}\n\nexport function reset(): void {\n  rsi.reset();\n  macd.reset();\n  stoch.reset();\n  adx.reset();\n  rsiValue = NaN;\n}\n```\n\n## What changed from kScript\n\n- Every oscillator that read the chart's OHLC implicitly (`stoch()`,\n  `supertrend()`) takes the fields it needs as arguments, and every field\n  is a declared input. Nothing is read by default.\n- `macd.histogram`, `stoch.d`, and the `[ADX, DI+, DI-]` tuple are fields\n  on the class and one output each. 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