diff --git a/NEWS.md b/NEWS.md new file mode 100644 index 0000000..d9eed22 --- /dev/null +++ b/NEWS.md @@ -0,0 +1,71 @@ +# moderndive (Python) — NEWS + +## 0.1.0 + +First substantive release of the Python companion to **ModernDive: Statistical +Inference via Data Science**, a faithful port of the R `moderndive` and `infer` +packages to a modern Python data-science stack (polars, plotly, plotnine, +statsmodels). The package targets **full functional, dataset, and +argument-level parity** with the two R packages, with a few deliberate +Python/teaching-oriented choices documented in +[R compatibility notes](doc/r-compatibility.md). + +### Inference grammar (infer) + +- The tidy pipeline `specify → hypothesize → generate → calculate`, plus + `fit()`, `observe()`, and `assume()` (theoretical `t`/`z`/`F`/`Chisq`). +- `specify()` is also a DataFrame method: `df.specify(...)` mirrors R's + `df %>% specify(...)`. +- Full `calculate(stat=)` vocabulary: `mean`, `median`, `sum`, `sd`, `prop`, + `count`, `diff in means`/`medians`/`props`, `ratio of means`/`props`, + `odds ratio`, `slope`, `correlation`, `t`, `z`, `F`, `Chisq`, **plus any + custom callable** statistic. +- Chi-square **goodness-of-fit** via a `{level: probability}` point null + (`hypothesize(null="point", p=...)`, `generate(type="draw")`). +- `hypothesize(med=)` (median point null) and `sigma=` (one-sample mean `z`). +- `generate(type="simulate")` alias for `"draw"`, and `generate(variables=)` to + choose the permuted column. +- Confidence intervals (`percentile`, `se`, `bias-corrected`) and + simulation p-values, including **per-term** inference for multiple regression + via `fit()`. + +### Theory-based wrappers + +- `t_test`, `prop_test`, `chisq_test`, `t_stat`, `chisq_stat`, plus the + `theory` module. `prop_test` mirrors R's `prop.test` (chi-square default, + Yates correction, Wilson-score CI for one proportion; `z=`, `correct=`, + `conf_int=`, `conf_level=`). `chisq_test(response=, p=)` runs goodness-of-fit. + +### Regression & summary helpers (moderndive) + +- `get_regression_table` (with `conf_level`, `exponentiate`, + `default_categorical_levels`), `get_regression_points` (with `newdata=`, + `ID=`), `get_regression_summaries`, `get_correlation` + (`method=pearson/spearman/kendall`, multi-predictor, `wide=`, `na_rm=`), + `pop_sd`, `tidy_summary`, and `count_missing`. +- OLS **and** GLM models are supported (GLM points on the response scale, + GLM-shaped summaries), via both the formula and array statsmodels APIs. + +### Dual-engine plotting (plotly default, plotnine optional) + +- Every plot takes `engine="plotly"` (default, interactive) or + `engine="plotnine"`: `visualize` / `shade_p_value` / `shade_confidence_interval` + (with `fill=`, `dens_color=`, `method="both"/"theoretical"`), `pairplot`, + `gg_parallel_slopes` / `geom_parallel_slopes` (with `alpha=`), + `gg_categorical_model` / `geom_categorical_model`, and `plot_3d_regression`. +- `View()` renders an interactive table via the optional `itables` package. + +### Datasets + +- 58 bundled datasets via `load_*()` loaders returning polars DataFrames — + the R `moderndive`/`infer`, `nycflights23`, `gapminder`, ISLR2, and + FiveThirtyEight data used in the book. + +### Quality & tooling + +- Beginner-friendly, `infer`-style messages and errors (summary + `→` hints; + suppressible `ModernDiveMessage` notes). +- 100% test coverage enforced in CI, including a vignette smoke test and + R-validated reference values. +- Parity-drift CI against the upstream R packages; docs on Read the Docs with + runnable examples. diff --git a/doc/_build/html/.doctrees/api.doctree b/doc/_build/html/.doctrees/api.doctree index 8a93fbf..2939fe9 100644 Binary files a/doc/_build/html/.doctrees/api.doctree and b/doc/_build/html/.doctrees/api.doctree differ diff --git a/doc/_build/html/.doctrees/environment.pickle b/doc/_build/html/.doctrees/environment.pickle index c69b71a..8d43f03 100644 Binary files a/doc/_build/html/.doctrees/environment.pickle and b/doc/_build/html/.doctrees/environment.pickle differ diff --git a/doc/_build/html/.doctrees/getting-started.doctree b/doc/_build/html/.doctrees/getting-started.doctree index dfb0a4f..4f5c7e5 100644 Binary files a/doc/_build/html/.doctrees/getting-started.doctree and b/doc/_build/html/.doctrees/getting-started.doctree differ diff --git a/doc/_build/html/.doctrees/guides/confidence-intervals.doctree b/doc/_build/html/.doctrees/guides/confidence-intervals.doctree index 6272c80..b6bc9eb 100644 Binary files a/doc/_build/html/.doctrees/guides/confidence-intervals.doctree and b/doc/_build/html/.doctrees/guides/confidence-intervals.doctree differ diff --git a/doc/_build/html/.doctrees/guides/hypothesis-testing.doctree b/doc/_build/html/.doctrees/guides/hypothesis-testing.doctree index a708e61..d3381ea 100644 Binary files a/doc/_build/html/.doctrees/guides/hypothesis-testing.doctree and b/doc/_build/html/.doctrees/guides/hypothesis-testing.doctree differ diff --git a/doc/_build/html/.doctrees/guides/infer-examples.doctree b/doc/_build/html/.doctrees/guides/infer-examples.doctree index 370d01f..04a14ef 100644 Binary files a/doc/_build/html/.doctrees/guides/infer-examples.doctree and b/doc/_build/html/.doctrees/guides/infer-examples.doctree differ diff --git a/doc/_build/html/.doctrees/guides/plotting.doctree b/doc/_build/html/.doctrees/guides/plotting.doctree index c7e592c..153b629 100644 Binary files a/doc/_build/html/.doctrees/guides/plotting.doctree and b/doc/_build/html/.doctrees/guides/plotting.doctree differ diff --git a/doc/_build/html/.doctrees/guides/regression.doctree b/doc/_build/html/.doctrees/guides/regression.doctree index f909c71..70757bf 100644 Binary files a/doc/_build/html/.doctrees/guides/regression.doctree and b/doc/_build/html/.doctrees/guides/regression.doctree differ diff --git a/doc/_build/html/.doctrees/guides/theory-based.doctree b/doc/_build/html/.doctrees/guides/theory-based.doctree index 7529cf0..ac6e86d 100644 Binary files a/doc/_build/html/.doctrees/guides/theory-based.doctree and b/doc/_build/html/.doctrees/guides/theory-based.doctree differ diff --git a/doc/_build/html/.doctrees/index.doctree b/doc/_build/html/.doctrees/index.doctree index 40edc28..ba7e489 100644 Binary files a/doc/_build/html/.doctrees/index.doctree and b/doc/_build/html/.doctrees/index.doctree differ diff --git a/doc/_build/html/.doctrees/r-compatibility.doctree b/doc/_build/html/.doctrees/r-compatibility.doctree new file mode 100644 index 0000000..976298c Binary files /dev/null and b/doc/_build/html/.doctrees/r-compatibility.doctree differ diff --git a/doc/_build/html/_modules/index.html b/doc/_build/html/_modules/index.html index 80798ea..673f605 100644 --- a/doc/_build/html/_modules/index.html +++ b/doc/_build/html/_modules/index.html @@ -200,6 +200,7 @@
Guides
Guides
Guides
Guides
null: str,
*,
mu: float | None = None,
+ med: float | None = None,
p: float | dict | None = None,
sigma: float | None = None,
) -> Hypothesis:
if null not in ("point", "independence", "paired independence"):
raise ValueError("null must be 'point', 'independence', or 'paired independence'")
- return Hypothesis(spec=self, null=null, mu=mu, p=p, sigma=sigma)
+ return Hypothesis(spec=self, null=null, mu=mu, med=med, p=p, sigma=sigma)
def generate(
- self, reps: int, type: str = "bootstrap", *, seed: int | None = None
+ self,
+ reps: int,
+ type: str = "bootstrap",
+ *,
+ variables: str | None = None,
+ seed: int | None = None,
) -> GeneratedReplicates:
- return _generate(self, hypothesis=None, reps=reps, type=type, seed=seed)
+ return _generate(
+ self, hypothesis=None, reps=reps, type=type, variables=variables, seed=seed
+ )
[docs]
@@ -382,8 +391,8 @@ Source code for moderndive.infer.core
# British-spelling alias (infer parity).
- def hypothesise(self, null: str, *, mu=None, p=None, sigma=None):
- return self.hypothesize(null, mu=mu, p=p, sigma=sigma)
+ def hypothesise(self, null: str, *, mu=None, med=None, p=None, sigma=None):
+ return self.hypothesize(null, mu=mu, med=med, p=p, sigma=sigma)
[docs]
@@ -408,15 +417,23 @@ Source code for moderndive.infer.core
spec: Specification
null: str
mu: float | None = None
+ med: float | None = None
p: float | dict | None = None
sigma: float | None = None
def generate(
- self, reps: int, type: str | None = None, *, seed: int | None = None
+ self,
+ reps: int,
+ type: str | None = None,
+ *,
+ variables: str | None = None,
+ seed: int | None = None,
) -> GeneratedReplicates:
if type is None:
type = "bootstrap" if self.null == "point" else "permute"
- return _generate(self.spec, hypothesis=self, reps=reps, type=type, seed=seed)
+ return _generate(
+ self.spec, hypothesis=self, reps=reps, type=type, variables=variables, seed=seed
+ )
[docs]
@@ -452,6 +469,7 @@ Source code for moderndive.infer.core
hyp_mu: float | None = None
hyp_p: float | dict | None = None
hyp_sigma: float | None = None
+ variables: str | None = None
# --- single-variable / two-group statistics ---------------------------
def calculate(self, stat, *, order: tuple[object, object] | None = None) -> Distribution:
@@ -471,8 +489,12 @@ Source code for moderndive.infer.core
resp = resp_full * plan # randomly flip the sign of each difference
expl = None
elif self.type == "permute":
- resp = resp_full
- expl = None if expl_full is None else expl_full[plan]
+ if self.variables is not None and self.variables == spec.response:
+ resp = resp_full[plan] # permute the response instead of the explanatory
+ expl = expl_full
+ else:
+ resp = resp_full
+ expl = None if expl_full is None else expl_full[plan]
else: # draw
resp = plan # the simulated response array
expl = None
@@ -541,18 +563,22 @@ Source code for moderndive.infer.core
hypothesis: Hypothesis | None,
reps: int,
type: str,
+ variables: str | None = None,
seed: int | None,
) -> GeneratedReplicates:
if type == "simulate": # infer accepts "simulate" as an alias for "draw"
type = "draw"
if type not in ("bootstrap", "permute", "draw"):
raise ValueError("type must be 'bootstrap', 'permute', 'draw', or 'simulate'")
+ if variables is not None and variables not in (spec.response, spec.explanatory):
+ raise ValueError(f"variables={variables!r} must be the response or explanatory variable.")
rng = _resample.make_rng(seed)
n = spec.data.height
null = None if hypothesis is None else hypothesis.null
hyp_mu = None if hypothesis is None else hypothesis.mu
hyp_p = None if hypothesis is None else hypothesis.p
hyp_sigma = None if hypothesis is None else hypothesis.sigma
+ hyp_med = None if hypothesis is None else hypothesis.med
shifted = None
plans: list[np.ndarray] = []
@@ -587,6 +613,10 @@ Source code for moderndive.infer.core
shifted = _resample.shift_for_point_null(
spec._response_values, stat="mean", mu=hypothesis.mu, p=None
)
+ elif hypothesis is not None and hypothesis.null == "point" and hyp_med is not None:
+ shifted = _resample.shift_for_point_null(
+ spec._response_values, stat="median", mu=hyp_med, p=None
+ )
for _ in range(reps):
plans.append(rng.integers(0, n, size=n))
@@ -599,6 +629,7 @@ Source code for moderndive.infer.core
hyp_mu=hyp_mu,
hyp_p=hyp_p,
hyp_sigma=hyp_sigma,
+ variables=variables,
)
@@ -779,6 +810,7 @@ Source code for moderndive.infer.core
order: tuple[object, object] | None = None,
null: str | None = None,
mu: float | None = None,
+ med: float | None = None,
p: float | dict | None = None,
sigma: float | None = None,
) -> ObservedStatistic:
@@ -790,7 +822,9 @@ Source code for moderndive.infer.core
data, response=response, explanatory=explanatory, formula=formula, success=success
)
if null is not None:
- return spec.hypothesize(null=null, mu=mu, p=p, sigma=sigma).calculate(stat, order=order)
+ return spec.hypothesize(null=null, mu=mu, med=med, p=p, sigma=sigma).calculate(
+ stat, order=order
+ )
return spec.calculate(stat, order=order, mu=mu, p=p, sigma=sigma)
diff --git a/doc/_build/html/_modules/moderndive/infer/intervals.html b/doc/_build/html/_modules/moderndive/infer/intervals.html
index fb8f41b..3e21615 100644
--- a/doc/_build/html/_modules/moderndive/infer/intervals.html
+++ b/doc/_build/html/_modules/moderndive/infer/intervals.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/infer/pvalue.html b/doc/_build/html/_modules/moderndive/infer/pvalue.html
index 4074059..dafc707 100644
--- a/doc/_build/html/_modules/moderndive/infer/pvalue.html
+++ b/doc/_build/html/_modules/moderndive/infer/pvalue.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/infer/theoretical.html b/doc/_build/html/_modules/moderndive/infer/theoretical.html
index 1f087c2..be87658 100644
--- a/doc/_build/html/_modules/moderndive/infer/theoretical.html
+++ b/doc/_build/html/_modules/moderndive/infer/theoretical.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/infer/viz.html b/doc/_build/html/_modules/moderndive/infer/viz.html
index b6478d7..0f449f5 100644
--- a/doc/_build/html/_modules/moderndive/infer/viz.html
+++ b/doc/_build/html/_modules/moderndive/infer/viz.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
@@ -305,6 +306,7 @@ Source code for moderndive.infer.viz
lower: float | None = None
upper: float | None = None
color: str | None = None
+ fill: str | None = None
per_term: tuple | None = None
@@ -434,6 +436,7 @@ Source code for moderndive.infer.viz
*,
engine: str = "plotly",
method: str = "simulation",
+ dens_color: str | None = None,
shade_pvalue=None,
shade_ci=None,
**kwargs,
@@ -443,6 +446,7 @@ Source code for moderndive.infer.viz
``method`` is ``"simulation"`` (histogram, default), ``"theoretical"`` (a
normal-approximation density curve), or ``"both"`` (histogram in density units
overlaid with the normal curve), mirroring R ``infer``'s ``visualize(method=)``.
+ ``dens_color`` sets the theoretical-curve color (for ``"theoretical"``/``"both"``).
Pass ``shade_pvalue=``/``shade_ci=`` to shade in one call, or compose with ``+``.
"""
engine = C.resolve_engine(engine)
@@ -450,11 +454,11 @@ Source code for moderndive.infer.viz
if engine == "plotnine":
from . import _plotnine as P
- fig = P.visualize_gg(distribution, bins, method)
+ fig = P.visualize_gg(distribution, bins, method, dens_color)
else:
from . import _plotly as PX
- fig = PX.visualize_px(distribution, bins, method)
+ fig = PX.visualize_px(distribution, bins, method, dens_color)
plot = InferPlot(fig, engine)
if shade_pvalue is not None:
@@ -543,7 +547,9 @@ Source code for moderndive.infer.viz
[docs]
-def shade_p_value(obs_stat, direction: str, *, color: str | None = None) -> ShadeSpec:
+def shade_p_value(
+ obs_stat, direction: str, *, color: str | None = None, fill: str | None = None
+) -> ShadeSpec:
"""A p-value shading spec; add it to a ``visualize()`` plot with ``+``.
``direction`` ∈ {right/greater, left/less, two-sided}. For a faceted
@@ -553,15 +559,23 @@ Source code for moderndive.infer.viz
per = _per_term_obs(obs_stat)
if per is not None:
return ShadeSpec(
- kind="p_value", direction=direction, color=color, per_term=tuple(sorted(per.items()))
+ kind="p_value",
+ direction=direction,
+ color=color,
+ fill=fill,
+ per_term=tuple(sorted(per.items())),
)
- return ShadeSpec(kind="p_value", obs_stat=float(obs_stat), direction=direction, color=color)
+ return ShadeSpec(
+ kind="p_value", obs_stat=float(obs_stat), direction=direction, color=color, fill=fill
+ )
[docs]
-def shade_confidence_interval(endpoints, color: str | None = None) -> ShadeSpec:
+def shade_confidence_interval(
+ endpoints, color: str | None = None, fill: str | None = None
+) -> ShadeSpec:
"""A confidence-interval shading spec; add it to a ``visualize()`` plot with ``+``.
``endpoints`` is a CI DataFrame (``lower_ci``/``upper_ci``) or a ``(lower, upper)``
@@ -571,10 +585,13 @@ Source code for moderndive.infer.viz
per = _per_term_ci(endpoints)
if per is not None:
return ShadeSpec(
- kind="confidence_interval", color=color, per_term=tuple(sorted(per.items()))
+ kind="confidence_interval",
+ color=color,
+ fill=fill,
+ per_term=tuple(sorted(per.items())),
)
lower, upper = C.ci_endpoints(endpoints)
- return ShadeSpec(kind="confidence_interval", lower=lower, upper=upper, color=color)
+ return ShadeSpec(kind="confidence_interval", lower=lower, upper=upper, color=color, fill=fill)
diff --git a/doc/_build/html/_modules/moderndive/infer/wrappers.html b/doc/_build/html/_modules/moderndive/infer/wrappers.html
index dc032f3..801ecd1 100644
--- a/doc/_build/html/_modules/moderndive/infer/wrappers.html
+++ b/doc/_build/html/_modules/moderndive/infer/wrappers.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
@@ -332,6 +333,26 @@ Source code for moderndive.infer.wrappers
+def _wilson_cc(x: int, n: int, conf_level: float, correct: bool) -> tuple[float, float]:
+ """Wilson score interval for one proportion (R prop.test's CI; cc = Yates)."""
+ from scipy import stats
+
+ z = float(stats.norm.ppf((1 + conf_level) / 2))
+ phat = x / n
+ if correct:
+ lo = (
+ 2 * x + z**2 - 1 - z * np.sqrt(z**2 - 2 - 1 / n + 4 * phat * (n * (1 - phat) + 1))
+ ) / (2 * (n + z**2))
+ hi = (
+ 2 * x + z**2 + 1 + z * np.sqrt(z**2 + 2 - 1 / n + 4 * phat * (n * (1 - phat) - 1))
+ ) / (2 * (n + z**2))
+ return max(0.0, lo), min(1.0, hi)
+ denom = 1 + z**2 / n
+ center = (phat + z**2 / (2 * n)) / denom
+ half = z * np.sqrt(phat * (1 - phat) / n + z**2 / (4 * n**2)) / denom
+ return center - half, center + half
+
+
[docs]
def prop_test(
@@ -344,19 +365,34 @@ Source code for moderndive.infer.wrappers
order: tuple[object, object] | None = None,
p: float | None = None,
alternative: str = "two-sided",
+ z: bool = False,
+ correct: bool = True,
+ conf_int: bool = True,
+ conf_level: float = 0.95,
) -> pl.DataFrame:
- """One- or two-proportion z-test (normal approximation), tidy output."""
+ """Tidy one- or two-proportion test, mirroring R ``infer::prop_test``.
+
+ By default reports the **chi-square** statistic (like R's ``prop.test``) with a
+ ``chisq_df`` column; pass ``z=True`` for the signed **z** statistic instead.
+ ``correct`` applies Yates' continuity correction. With ``conf_int=True``
+ (default) the output includes a ``conf_level`` confidence interval — on the
+ proportion (one-sample) or on the difference in proportions (two-sample).
+ """
from scipy import stats
resp, expl = _resolve(formula, response, explanatory)
+
if expl is None:
col = data[resp].drop_nulls()
n = col.len()
x = int((col == success).sum())
- p0 = 0.5 if p is None else p
phat = x / n
- se = np.sqrt(p0 * (1 - p0) / n)
- z = (phat - p0) / se
+ p0 = 0.5 if p is None else p
+ diff = phat - p0
+ cc = min(0.5 / n, abs(diff)) if correct else 0.0
+ zstat = np.sign(diff) * (abs(diff) - cc) / np.sqrt(p0 * (1 - p0) / n)
+ estimate = phat
+ ci_bounds = _wilson_cc(x, n, conf_level, correct) # R uses Wilson for one proportion
else:
if order is None:
raise ValueError("two-proportion prop_test requires order=(group1, group2)")
@@ -366,16 +402,35 @@ Source code for moderndive.infer.wrappers
b = sub.filter(pl.col(expl) == g2)[resp]
xa, xb = int((a == success).sum()), int((b == success).sum())
na, nb = a.len(), b.len()
+ pa, pb = xa / na, xb / nb
+ diff = pa - pb
ppool = (xa + xb) / (na + nb)
- se = np.sqrt(ppool * (1 - ppool) * (1 / na + 1 / nb))
- z = (xa / na - xb / nb) / se
+ cc = min(0.5 * (1 / na + 1 / nb), abs(diff)) if correct else 0.0
+ zstat = np.sign(diff) * (abs(diff) - cc) / np.sqrt(ppool * (1 - ppool) * (1 / na + 1 / nb))
+ se_est = np.sqrt(pa * (1 - pa) / na + pb * (1 - pb) / nb)
+ estimate = diff
+ crit = float(stats.norm.ppf(1 - (1 - conf_level) / 2))
+ half = crit * se_est + cc # R's prop.test widens the 2-sample diff CI by the correction
+ ci_bounds = (diff - half, diff + half)
+
if alternative in _GREATER:
- pval = float(stats.norm.sf(z))
+ pval = float(stats.norm.sf(zstat))
elif alternative in _LESS:
- pval = float(stats.norm.cdf(z))
+ pval = float(stats.norm.cdf(zstat))
else:
- pval = float(2 * stats.norm.sf(abs(z)))
- return pl.DataFrame({"statistic": [float(z)], "p_value": [pval], "alternative": [alternative]})
+ pval = float(2 * stats.norm.sf(abs(zstat)))
+
+ statistic = float(zstat) if z else float(zstat**2)
+ out = {"statistic": [statistic]}
+ if not z:
+ out["chisq_df"] = [1]
+ out["p_value"] = [pval]
+ out["estimate"] = [float(estimate)]
+ out["alternative"] = [alternative]
+ if conf_int:
+ out["lower_ci"] = [float(ci_bounds[0])]
+ out["upper_ci"] = [float(ci_bounds[1])]
+ return pl.DataFrame(out)
diff --git a/doc/_build/html/_modules/moderndive/modeling.html b/doc/_build/html/_modules/moderndive/modeling.html
index 51fbc02..2e58a53 100644
--- a/doc/_build/html/_modules/moderndive/modeling.html
+++ b/doc/_build/html/_modules/moderndive/modeling.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/plots.html b/doc/_build/html/_modules/moderndive/plots.html
index 27d22b3..bf2287f 100644
--- a/doc/_build/html/_modules/moderndive/plots.html
+++ b/doc/_build/html/_modules/moderndive/plots.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/plots/models.html b/doc/_build/html/_modules/moderndive/plots/models.html
index 47e8497..b355f0c 100644
--- a/doc/_build/html/_modules/moderndive/plots/models.html
+++ b/doc/_build/html/_modules/moderndive/plots/models.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/sampling.html b/doc/_build/html/_modules/moderndive/sampling.html
index cfe52b5..093821d 100644
--- a/doc/_build/html/_modules/moderndive/sampling.html
+++ b/doc/_build/html/_modules/moderndive/sampling.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
@@ -251,9 +252,9 @@ Source code for moderndive.sampling
"""Repeated sampling helpers for the sampling activities (Chapter 7).
Mirrors the R ``moderndive`` functions ``rep_slice_sample()`` /
-``rep_sample_n()``: draw ``reps`` samples of size ``n`` from a data frame and
-stack them into one long data frame with a ``replicate`` column (1..reps), so a
-grouped summary computes one statistic per virtual sample.
+``rep_sample_n()``: draw ``reps`` samples from a data frame and stack them into
+one long data frame with a ``replicate`` column (1..reps), so a grouped summary
+computes one statistic per virtual sample.
"""
from __future__ import annotations
@@ -261,55 +262,90 @@ Source code for moderndive.sampling
import numpy as np
import polars as pl
+from ._messaging import helpful_error
+
__all__ = ["rep_slice_sample", "rep_sample_n"]
+def _weights(data: pl.DataFrame, weight_by) -> np.ndarray | None:
+ """Normalize ``weight_by`` (a column name or a sequence) into probabilities."""
+ if weight_by is None:
+ return None
+ w = data[weight_by].to_numpy() if isinstance(weight_by, str) else np.asarray(weight_by, float)
+ total = w.sum()
+ if total <= 0:
+ raise ValueError(helpful_error("weight_by must contain positive weights that sum to > 0."))
+ return w / total
+
+
[docs]
def rep_slice_sample(
data: pl.DataFrame,
- n: int,
+ n: int | None = None,
+ *,
+ prop: float | None = None,
reps: int = 1,
replace: bool = False,
+ weight_by=None,
seed: int | None = None,
) -> pl.DataFrame:
- """Take ``reps`` samples of size ``n`` from ``data``.
+ """Take ``reps`` samples from ``data``.
- Returns a polars DataFrame with a leading ``replicate`` column identifying
- which sample each row belongs to. Set ``replace=True`` for sampling with
- replacement (e.g. bootstrap-style). Pass ``seed`` for reproducibility.
+ Give the sample size as either ``n`` (a count) or ``prop`` (a fraction of the
+ rows, e.g. ``prop=0.5``). Returns a polars DataFrame with a leading
+ ``replicate`` column identifying which sample each row belongs to. Set
+ ``replace=True`` for sampling with replacement (bootstrap-style). ``weight_by``
+ gives unequal selection probabilities — a column name or a sequence of
+ weights. Pass ``seed`` for reproducibility.
"""
- rng = np.random.default_rng(seed)
+ if (n is None) == (prop is None):
+ raise ValueError(
+ helpful_error(
+ "Specify exactly one of n= (a count) or prop= (a fraction).",
+ "e.g. rep_slice_sample(df, n=50) or rep_slice_sample(df, prop=0.5).",
+ )
+ )
n_rows = data.height
- if not replace and n > n_rows:
- raise ValueError(f"cannot take a sample of size {n} without replacement from {n_rows} rows")
+ size = n if n is not None else int(round(prop * n_rows))
+ if not replace and size > n_rows:
+ raise ValueError(
+ f"cannot take a sample of size {size} without replacement from {n_rows} rows"
+ )
+ probs = _weights(data, weight_by)
+ rng = np.random.default_rng(seed)
samples = []
for replicate in range(1, reps + 1):
- idx = rng.choice(n_rows, size=n, replace=replace)
+ idx = rng.choice(n_rows, size=size, replace=replace, p=probs)
sample = data[idx.tolist()].with_columns(
pl.lit(replicate, dtype=pl.Int64).alias("replicate")
)
samples.append(sample)
combined = pl.concat(samples)
- # Put `replicate` first.
return combined.select(["replicate", *data.columns])
-# The older moderndive name is a thin alias with the same behavior.
[docs]
def rep_sample_n(
data: pl.DataFrame,
n: int,
+ *,
reps: int = 1,
replace: bool = False,
+ prob=None,
seed: int | None = None,
) -> pl.DataFrame:
- """Alias for :func:`rep_slice_sample` (older moderndive name)."""
- return rep_slice_sample(data, n=n, reps=reps, replace=replace, seed=seed)
+ """Take ``reps`` samples of size ``n`` (older moderndive name).
+
+ Like :func:`rep_slice_sample`, but the sample size is always the count ``n``
+ and unequal selection weights are passed as ``prob`` (a column name or a
+ sequence), matching the R ``rep_sample_n`` signature.
+ """
+ return rep_slice_sample(data, n=n, reps=reps, replace=replace, weight_by=prob, seed=seed)
diff --git a/doc/_build/html/_modules/moderndive/theory.html b/doc/_build/html/_modules/moderndive/theory.html
index ca5d0f8..a7b16d1 100644
--- a/doc/_build/html/_modules/moderndive/theory.html
+++ b/doc/_build/html/_modules/moderndive/theory.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_modules/moderndive/view.html b/doc/_build/html/_modules/moderndive/view.html
index 28ee394..6461e1a 100644
--- a/doc/_build/html/_modules/moderndive/view.html
+++ b/doc/_build/html/_modules/moderndive/view.html
@@ -200,6 +200,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/_sources/index.md.txt b/doc/_build/html/_sources/index.md.txt
index 76da787..02cc03b 100644
--- a/doc/_build/html/_sources/index.md.txt
+++ b/doc/_build/html/_sources/index.md.txt
@@ -107,6 +107,7 @@ plots.
getting-started
coming-from-r
datasets
+r-compatibility
```
```{toctree}
diff --git a/doc/_build/html/_sources/r-compatibility.md.txt b/doc/_build/html/_sources/r-compatibility.md.txt
new file mode 100644
index 0000000..e2d2a4b
--- /dev/null
+++ b/doc/_build/html/_sources/r-compatibility.md.txt
@@ -0,0 +1,77 @@
+# R compatibility notes
+
+This package aims to reproduce the **numerical results** of the R `moderndive`
+and `infer` packages, not just their API. In several places that means making a
+deliberate choice that differs from the "default" or "typical" Python/SciPy/
+statsmodels behavior. They're collected here so the differences are intentional
+and discoverable.
+
+## Statistics
+
+- **`pop_sd` divides by `n`** (population SD, `ddof=0`), unlike the sample
+ `sd`/`calculate(stat="sd")` and `numpy.std`'s default which use `n − 1`. This
+ matches R `moderndive::pop_sd`.
+- **`get_regression_summaries`**: `mse` is the mean squared residual using `n`
+ in the denominator (so `rmse = sqrt(mse)`), while `sigma` is the residual
+ standard error using `n − p`. Both match the R package; note `mse` is *not*
+ statsmodels' `mse_resid` (which uses `n − p`).
+- **GLM summaries** use the log-likelihood-based BIC (`bic_llf`), not
+ statsmodels' deviance-based `bic`, to align with `broom::glance`.
+- **`get_p_value` two-sided** = `2 × min(left, right)` capped at 1 — the `infer`
+ convention, which can differ slightly from a symmetric-tail p-value.
+- **`F` and `Chisq`** are treated as inherently one-sided (right tail) for
+ p-values regardless of the `direction` argument, matching `infer`.
+
+## `prop_test` (mirrors R's `prop.test`, not a plain z-test)
+
+- **Chi-square statistic by default** (with a `chisq_df` column), like R's
+ `prop.test`. Pass `z=True` for the signed z-statistic that a "typical" Python
+ two-proportion test would report.
+- **Yates' continuity correction** is on by default (`correct=True`), as in R.
+- **Confidence intervals** match R: a **Wilson score** interval for one
+ proportion (not the Wald interval `statsmodels` returns by default), and a
+ Wald interval **widened by the continuity correction** for a two-proportion
+ difference.
+
+## Correlation
+
+- **`get_correlation` drops nulls by default** (`na_rm=True`) so beginners get a
+ number rather than `nan`. R's `na.rm` defaults to `FALSE`; pass `na_rm=False`
+ to match R exactly.
+- `method="spearman"`/`"kendall"` use the SciPy implementations and match R's
+ `cor(method=...)`.
+
+## Regression points / tables
+
+- **In-formula transformations** are reshaped to match R: a transformed outcome
+ like `np.log(mpg)` is shown on the model scale as `log_mpg`/`log_mpg_hat`, and
+ transformed predictors (`poly`, `scale`, `I`) show their original columns
+ rather than the patsy basis matrix.
+- **`get_regression_table`** prettifies categorical term names
+ (`income[T.High]` → `income: High`) by default; `default_categorical_levels=True`
+ keeps the raw statsmodels names.
+
+## Datasets
+
+- **Datetime columns are stored in UTC.** R's nycflights `time_hour` is stored in
+ `America/New_York`; the bundled Parquet stores the identical instants in UTC, so
+ a displayed hour differs by the UTC offset (the integer `hour` column matches R).
+- **`early_january_2023_weather` is derived from `weather`.** The R dataset ships
+ `temp`/`dewp`/`humid`/`pressure` as all-`NA`; this package recomputes the table
+ from `weather` (Newark, first 15 days of Jan 2023) so those columns hold real
+ values.
+
+## Plotting
+
+- **plotly is the default engine** (the book is moving to interactive plots);
+ pass `engine="plotnine"` anywhere for grammar-of-graphics output. R returns
+ ggplot2 objects.
+- `visualize`'s default `bins` is 20 (R's is 15).
+- Two-sided p-value shading mirrors the observed statistic about 0, matching
+ `infer`'s `shade_p_value`.
+
+## Reproducibility
+
+- Pass `seed=` to `generate()` / `rep_slice_sample()` for reproducible draws
+ (R uses `set.seed()`). Identical seeds will **not** reproduce R's exact random
+ draws — only the statistical behavior matches, not the specific RNG stream.
diff --git a/doc/_build/html/api.html b/doc/_build/html/api.html
index 9bcbc0b..dcf1680 100644
--- a/doc/_build/html/api.html
+++ b/doc/_build/html/api.html
@@ -201,6 +201,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
@@ -286,7 +287,7 @@ Inference grammar
-
-moderndive.observe(data, *, response=None, explanatory=None, formula=None, success=None, stat='mean', order=None, null=None, mu=None, p=None, sigma=None)[source]¶
+moderndive.observe(data, *, response=None, explanatory=None, formula=None, success=None, stat='mean', order=None, null=None, mu=None, med=None, p=None, sigma=None)[source]¶
Shortcut for specify() |> [hypothesize()] |> calculate().
Mirrors R infer::observe() — compute an observed statistic in one call.
null (str | None)
mu (float | None)
+med (float | None)
sigma (float | None)
@@ -393,13 +395,14 @@ Inference grammar
-
-class moderndive.infer.core.Hypothesis(spec, null, mu=None, p=None, sigma=None)[source]¶
+class moderndive.infer.core.Hypothesis(spec, null, mu=None, med=None, p=None, sigma=None)[source]¶
- Parameters:
spec (Specification)
null (str)
mu (float | None)
+med (float | None)
sigma (float | None)
@@ -423,7 +426,7 @@ Inference grammar
-
-class moderndive.infer.core.GeneratedReplicates(spec, type, null, plans, shifted_response=None, hyp_mu=None, hyp_p=None, hyp_sigma=None)[source]¶
+class moderndive.infer.core.GeneratedReplicates(spec, type, null, plans, shifted_response=None, hyp_mu=None, hyp_p=None, hyp_sigma=None, variables=None)[source]¶
Materialized resampling plan; supports both calculate() and fit().
plans holds one numpy array per replicate:
- bootstrap: row indices (with replacement) into the data,
@@ -440,6 +443,7 @@
Inference grammarfloat | None)
hyp_sigma (float | None)
+variables (str | None)
@@ -580,11 +584,12 @@ Getters and visualization
-
-moderndive.visualize(distribution, bins=20, *, engine='plotly', method='simulation', shade_pvalue=None, shade_ci=None, **kwargs)[source]¶
+moderndive.visualize(distribution, bins=20, *, engine='plotly', method='simulation', dens_color=None, shade_pvalue=None, shade_ci=None, **kwargs)[source]¶
Histogram of the simulated statistics, as an InferPlot.
method is "simulation" (histogram, default), "theoretical" (a
normal-approximation density curve), or "both" (histogram in density units
overlaid with the normal curve), mirroring R infer’s visualize(method=).
+dens_color sets the theoretical-curve color (for "theoretical"/"both").
Pass shade_pvalue=/shade_ci= to shade in one call, or compose with +.
- Return type:
@@ -595,6 +600,7 @@ Getters and visualizationint)
engine (str)
method (str)
+dens_color (str | None)
@@ -602,7 +608,7 @@ Getters and visualization
-
-moderndive.shade_p_value(obs_stat, direction, *, color=None)[source]¶
+moderndive.shade_p_value(obs_stat, direction, *, color=None, fill=None)[source]¶
A p-value shading spec; add it to a visualize() plot with +.
direction ∈ {right/greater, left/less, two-sided}. For a faceted
visualize_fit() plot, pass a per-term obs_stat — an observed
@@ -615,6 +621,7 @@
Getters and visualization
@@ -622,7 +629,7 @@ Getters and visualization
-
-moderndive.shade_confidence_interval(endpoints, color=None)[source]¶
+moderndive.shade_confidence_interval(endpoints, color=None, fill=None)[source]¶
A confidence-interval shading spec; add it to a visualize() plot with +.
endpoints is a CI DataFrame (lower_ci/upper_ci) or a (lower, upper)
tuple. For a faceted visualize_fit() plot, pass a per-term CI table (with a
@@ -632,7 +639,10 @@
Getters and visualizationShadeSpec
- Parameters:
-color (str | None)
+-
@@ -679,8 +689,13 @@ Theory-based tests
-
-moderndive.prop_test(data, *, formula=None, response=None, explanatory=None, success=None, order=None, p=None, alternative='two-sided')[source]¶
-One- or two-proportion z-test (normal approximation), tidy output.
+moderndive.prop_test(data, *, formula=None, response=None, explanatory=None, success=None, order=None, p=None, alternative='two-sided', z=False, correct=True, conf_int=True, conf_level=0.95)[source]¶
+Tidy one- or two-proportion test, mirroring R infer::prop_test.
+By default reports the chi-square statistic (like R’s prop.test) with a
+chisq_df column; pass z=True for the signed z statistic instead.
+correct applies Yates’ continuity correction. With conf_int=True
+(default) the output includes a conf_level confidence interval — on the
+proportion (one-sample) or on the difference in proportions (two-sample).
- Return type:
DataFrame
@@ -695,6 +710,10 @@ Theory-based teststuple[object, object] | None)
p (float | None)
alternative (str)
+z (bool)
+correct (bool)
+conf_int (bool)
+conf_level (float)
@@ -970,11 +989,14 @@ Sampling and plotsengine="plotly" (default) or engine="plotnine".
-
-moderndive.rep_slice_sample(data, n, reps=1, replace=False, seed=None)[source]¶
-Take reps samples of size n from data.
-Returns a polars DataFrame with a leading replicate column identifying
-which sample each row belongs to. Set replace=True for sampling with
-replacement (e.g. bootstrap-style). Pass seed for reproducibility.
+moderndive.rep_slice_sample(data, n=None, *, prop=None, reps=1, replace=False, weight_by=None, seed=None)[source]¶
+Take reps samples from data.
+Give the sample size as either n (a count) or prop (a fraction of the
+rows, e.g. prop=0.5). Returns a polars DataFrame with a leading
+replicate column identifying which sample each row belongs to. Set
+replace=True for sampling with replacement (bootstrap-style). weight_by
+gives unequal selection probabilities — a column name or a sequence of
+weights. Pass seed for reproducibility.
- Return type:
DataFrame
@@ -982,7 +1004,8 @@ Sampling and plotsParameters:
data (DataFrame)
-n (int)
+n (int | None)
+prop (float | None)
reps (int)
replace (bool)
seed (int | None)
@@ -993,8 +1016,11 @@ Sampling and plots
-
-moderndive.rep_sample_n(data, n, reps=1, replace=False, seed=None)[source]¶
-Alias for rep_slice_sample() (older moderndive name).
+moderndive.rep_sample_n(data, n, *, reps=1, replace=False, prob=None, seed=None)[source]¶
+Take reps samples of size n (older moderndive name).
+Like rep_slice_sample(), but the sample size is always the count n
+and unequal selection weights are passed as prob (a column name or a
+sequence), matching the R rep_sample_n signature.
- Return type:
DataFrame
diff --git a/doc/_build/html/coming-from-r.html b/doc/_build/html/coming-from-r.html
index 993a9bf..5a8f596 100644
--- a/doc/_build/html/coming-from-r.html
+++ b/doc/_build/html/coming-from-r.html
@@ -201,6 +201,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
diff --git a/doc/_build/html/datasets.html b/doc/_build/html/datasets.html
index 5433f88..016b5c5 100644
--- a/doc/_build/html/datasets.html
+++ b/doc/_build/html/datasets.html
@@ -3,7 +3,7 @@
-
+
@@ -201,6 +201,7 @@
- Getting started
- Coming from R
- Datasets
+- R compatibility notes
Guides
@@ -322,12 +323,12 @@ Tips¶
"
],
"text/plain": [
"Figure({\n",
@@ -157,7 +157,7 @@
},
{
"cell_type": "markdown",
- "id": "a621a7ee",
+ "id": "61f0ab91",
"metadata": {},
"source": [
"`direction` is one of `\"right\"`/`\"greater\"`, `\"left\"`/`\"less\"`, or `\"two-sided\"`.\n",
@@ -171,7 +171,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "03df7214",
+ "id": "bda65845",
"metadata": {},
"outputs": [
{
@@ -218,7 +218,7 @@
},
{
"cell_type": "markdown",
- "id": "31d1535f",
+ "id": "c32eff91",
"metadata": {},
"source": [
"For a one-proportion test you can also *simulate* draws directly:"
@@ -227,7 +227,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "73f9a7a3",
+ "id": "16b8da2a",
"metadata": {},
"outputs": [],
"source": [
@@ -245,7 +245,7 @@
},
{
"cell_type": "markdown",
- "id": "df2dc5a9",
+ "id": "15848f98",
"metadata": {},
"source": [
"## Available statistics\n",
@@ -266,7 +266,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "dd7eedda",
+ "id": "54e32594",
"metadata": {},
"outputs": [
{
@@ -315,7 +315,7 @@
},
{
"cell_type": "markdown",
- "id": "efc3a4fe",
+ "id": "8f4be060",
"metadata": {},
"source": [
"The one-line wrapper is `chisq_test(gss, response=\"finrela\", p=uniform)`.\n",
@@ -331,7 +331,7 @@
{
"cell_type": "code",
"execution_count": 7,
- "id": "dc8b972d",
+ "id": "f5e48da4",
"metadata": {},
"outputs": [
{
@@ -380,7 +380,7 @@
},
{
"cell_type": "markdown",
- "id": "5b38543c",
+ "id": "1983146e",
"metadata": {},
"source": [
"The function receives `(response, explanatory)` as numpy arrays (`explanatory` is\n",
diff --git a/doc/_build/jupyter_execute/guides/infer-examples.ipynb b/doc/_build/jupyter_execute/guides/infer-examples.ipynb
index 9f9cdcd..8212d2a 100644
--- a/doc/_build/jupyter_execute/guides/infer-examples.ipynb
+++ b/doc/_build/jupyter_execute/guides/infer-examples.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "71749b97",
+ "id": "7a8e1cec",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "99c94809",
+ "id": "cb9ba4f0",
"metadata": {},
"source": [
"# Pipeline examples (the infer \"stat menu\")\n",
@@ -34,7 +34,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "371a8b63",
+ "id": "594514b6",
"metadata": {},
"outputs": [
{
@@ -79,7 +79,7 @@
},
{
"cell_type": "markdown",
- "id": "3c0cafc7",
+ "id": "53adef00",
"metadata": {},
"source": [
"Throughout, the pattern is the same as in R `infer`:\n",
@@ -95,7 +95,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "361bed4d",
+ "id": "5395cdc3",
"metadata": {},
"outputs": [
{
@@ -117,7 +117,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "9abb3f2c",
+ "id": "ce66717d",
"metadata": {},
"outputs": [
{
@@ -137,7 +137,7 @@
},
{
"cell_type": "markdown",
- "id": "443f7a64",
+ "id": "504a34f1",
"metadata": {},
"source": [
"**Standardized mean (one-sample `t`)** — needs a hypothesized `mu`:"
@@ -146,7 +146,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "3a876d7a",
+ "id": "d66647cb",
"metadata": {},
"outputs": [
{
@@ -166,7 +166,7 @@
},
{
"cell_type": "markdown",
- "id": "8b1e5abe",
+ "id": "f5ec751a",
"metadata": {},
"source": [
"A full one-mean test — null distribution and p-value:"
@@ -175,7 +175,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "a7c23c18",
+ "id": "e27a5f07",
"metadata": {},
"outputs": [
{
@@ -219,7 +219,7 @@
},
{
"cell_type": "markdown",
- "id": "06a54d8f",
+ "id": "db1a417c",
"metadata": {},
"source": [
"…and a bootstrap confidence interval for the mean:"
@@ -228,7 +228,7 @@
{
"cell_type": "code",
"execution_count": 7,
- "id": "6e2cf751",
+ "id": "1b5f01bf",
"metadata": {},
"outputs": [
{
@@ -270,7 +270,7 @@
},
{
"cell_type": "markdown",
- "id": "c062c2c3",
+ "id": "c853c2c2",
"metadata": {},
"source": [
"## One categorical variable"
@@ -279,7 +279,7 @@
{
"cell_type": "code",
"execution_count": 8,
- "id": "63622dca",
+ "id": "0c25b91d",
"metadata": {},
"outputs": [
{
@@ -299,7 +299,7 @@
},
{
"cell_type": "markdown",
- "id": "9e7ec453",
+ "id": "54f3cce3",
"metadata": {},
"source": [
"**Standardized proportion (one-sample `z`)** — needs a hypothesized `p`:"
@@ -308,7 +308,7 @@
{
"cell_type": "code",
"execution_count": 9,
- "id": "5c9c0ffd",
+ "id": "fd7e4e11",
"metadata": {},
"outputs": [
{
@@ -328,7 +328,7 @@
},
{
"cell_type": "markdown",
- "id": "df6b6b77",
+ "id": "0eec3141",
"metadata": {},
"source": [
"A one-proportion test by *simulation* (`draw`, alias `simulate`):"
@@ -337,7 +337,7 @@
{
"cell_type": "code",
"execution_count": 10,
- "id": "a24878e5",
+ "id": "e2649e20",
"metadata": {},
"outputs": [
{
@@ -381,7 +381,7 @@
},
{
"cell_type": "markdown",
- "id": "dcc1c8f7",
+ "id": "f22173cb",
"metadata": {},
"source": [
"## One categorical variable (3+ levels): chi-square goodness-of-fit\n",
@@ -395,7 +395,7 @@
{
"cell_type": "code",
"execution_count": 11,
- "id": "da61aab5",
+ "id": "8eeabb55",
"metadata": {},
"outputs": [
{
@@ -442,7 +442,7 @@
},
{
"cell_type": "markdown",
- "id": "19fcba09",
+ "id": "4264cc54",
"metadata": {},
"source": [
"The one-line wrapper is `chisq_test(gss, response=\"finrela\", p=uniform)`.\n",
@@ -453,7 +453,7 @@
{
"cell_type": "code",
"execution_count": 12,
- "id": "763ae84e",
+ "id": "e668f380",
"metadata": {},
"outputs": [
{
@@ -477,7 +477,7 @@
{
"cell_type": "code",
"execution_count": 13,
- "id": "65b3acd1",
+ "id": "6b1cbdf8",
"metadata": {},
"outputs": [
{
@@ -498,7 +498,7 @@
},
{
"cell_type": "markdown",
- "id": "dbfb8e61",
+ "id": "d11a1da8",
"metadata": {},
"source": [
"**Standardized difference in proportions (`z`)**:"
@@ -507,7 +507,7 @@
{
"cell_type": "code",
"execution_count": 14,
- "id": "ac22aa4a",
+ "id": "69938304",
"metadata": {},
"outputs": [
{
@@ -529,7 +529,7 @@
},
{
"cell_type": "markdown",
- "id": "d0fb0ad9",
+ "id": "7ea59cc3",
"metadata": {},
"source": [
"## Two categorical variables (chi-square test of independence)"
@@ -538,7 +538,7 @@
{
"cell_type": "code",
"execution_count": 15,
- "id": "bc18242b",
+ "id": "92e57533",
"metadata": {},
"outputs": [
{
@@ -560,7 +560,7 @@
{
"cell_type": "code",
"execution_count": 16,
- "id": "80b71601",
+ "id": "a7c0066c",
"metadata": {},
"outputs": [
{
@@ -603,7 +603,7 @@
},
{
"cell_type": "markdown",
- "id": "87b21e6e",
+ "id": "ba49a518",
"metadata": {},
"source": [
"A chi-square test is inherently one-sided; the theoretical distribution agrees:"
@@ -612,7 +612,7 @@
{
"cell_type": "code",
"execution_count": 17,
- "id": "b454321e",
+ "id": "8548fae6",
"metadata": {},
"outputs": [
{
@@ -651,7 +651,7 @@
},
{
"cell_type": "markdown",
- "id": "fb877ffd",
+ "id": "56bddf51",
"metadata": {},
"source": [
"## One numerical and one categorical variable (2 levels)"
@@ -660,7 +660,7 @@
{
"cell_type": "code",
"execution_count": 18,
- "id": "c9aeb477",
+ "id": "e982854b",
"metadata": {},
"outputs": [
{
@@ -684,7 +684,7 @@
{
"cell_type": "code",
"execution_count": 19,
- "id": "6ccd2bf4",
+ "id": "ce1aeb43",
"metadata": {},
"outputs": [
{
@@ -707,7 +707,7 @@
},
{
"cell_type": "markdown",
- "id": "45502be5",
+ "id": "266b561b",
"metadata": {},
"source": [
"Null distribution and p-value for the difference in means:"
@@ -716,7 +716,7 @@
{
"cell_type": "code",
"execution_count": 20,
- "id": "a768d86f",
+ "id": "4cc6d63a",
"metadata": {},
"outputs": [
{
@@ -762,7 +762,7 @@
},
{
"cell_type": "markdown",
- "id": "93c531da",
+ "id": "1515f5aa",
"metadata": {},
"source": [
"## One numerical and one categorical variable (3+ levels): ANOVA F"
@@ -771,7 +771,7 @@
{
"cell_type": "code",
"execution_count": 21,
- "id": "ad35e4e8",
+ "id": "6ff7d3fb",
"metadata": {},
"outputs": [
{
@@ -791,7 +791,7 @@
},
{
"cell_type": "markdown",
- "id": "69921485",
+ "id": "bcb01c61",
"metadata": {},
"source": [
"## Two numerical variables"
@@ -800,7 +800,7 @@
{
"cell_type": "code",
"execution_count": 22,
- "id": "4df8048c",
+ "id": "1dfcdd3a",
"metadata": {},
"outputs": [
{
@@ -820,7 +820,7 @@
},
{
"cell_type": "markdown",
- "id": "b68bd210",
+ "id": "1cab0ca1",
"metadata": {},
"source": [
"A permutation test for the slope, visualized:"
@@ -829,7 +829,7 @@
{
"cell_type": "code",
"execution_count": 23,
- "id": "28c3966f",
+ "id": "41fbe229",
"metadata": {},
"outputs": [
{
@@ -837,7 +837,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ "
"
],
"text/plain": [
"Figure({\n",
@@ -911,7 +911,7 @@
},
{
"cell_type": "markdown",
- "id": "0eb14683",
+ "id": "049beb01",
"metadata": {},
"source": [
"## Custom statistics\n",
diff --git a/doc/_build/jupyter_execute/guides/messages.ipynb b/doc/_build/jupyter_execute/guides/messages.ipynb
index a566c04..9206687 100644
--- a/doc/_build/jupyter_execute/guides/messages.ipynb
+++ b/doc/_build/jupyter_execute/guides/messages.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "086e669c",
+ "id": "e5f91031",
"metadata": {
"tags": [
"remove-input"
@@ -17,7 +17,7 @@
},
{
"cell_type": "markdown",
- "id": "b43d9eed",
+ "id": "d658dc51",
"metadata": {},
"source": [
"# Helpful messages & errors\n",
@@ -43,7 +43,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "097acb72",
+ "id": "127598c4",
"metadata": {},
"outputs": [
{
@@ -68,7 +68,7 @@
},
{
"cell_type": "markdown",
- "id": "383e5bd9",
+ "id": "2fcc8adf",
"metadata": {},
"source": [
"Pass the wrong kind of object and the error names the fix:"
@@ -77,7 +77,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "fd8e70e5",
+ "id": "2e8a3979",
"metadata": {},
"outputs": [
{
@@ -101,7 +101,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "866c53bf",
+ "id": "56c998bc",
"metadata": {},
"outputs": [
{
@@ -125,7 +125,7 @@
},
{
"cell_type": "markdown",
- "id": "8c6e4e2a",
+ "id": "569e4e11",
"metadata": {},
"source": [
"## Informational notes (and how to silence them)\n",
@@ -138,7 +138,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "f400229a",
+ "id": "87d58661",
"metadata": {},
"outputs": [
{
@@ -166,7 +166,7 @@
},
{
"cell_type": "markdown",
- "id": "3af16290",
+ "id": "137b0f80",
"metadata": {},
"source": [
"These notes are designed to be **easy to turn off** once you know what they mean.\n",
@@ -176,7 +176,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "e1a7ef7b",
+ "id": "926f3497",
"metadata": {},
"outputs": [
{
@@ -197,7 +197,7 @@
},
{
"cell_type": "markdown",
- "id": "7100c73e",
+ "id": "d2b36ca9",
"metadata": {},
"source": [
"Or silence every moderndive note globally with a standard `warnings` filter:\n",
diff --git a/doc/_build/jupyter_execute/guides/plotting.ipynb b/doc/_build/jupyter_execute/guides/plotting.ipynb
index 182009c..a9e6284 100644
--- a/doc/_build/jupyter_execute/guides/plotting.ipynb
+++ b/doc/_build/jupyter_execute/guides/plotting.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "c5f19e9a",
+ "id": "2e0a9e1e",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "3d752d3f",
+ "id": "e0fd6f25",
"metadata": {},
"source": [
"# Plotting: plotly & plotnine\n",
@@ -42,7 +42,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "12f33f5d",
+ "id": "e23b77b5",
"metadata": {},
"outputs": [
{
@@ -91,7 +91,7 @@
},
{
"cell_type": "markdown",
- "id": "0e727cc6",
+ "id": "ba979c42",
"metadata": {},
"source": [
"## visualize() returns an InferPlot\n",
@@ -104,7 +104,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "455db89a",
+ "id": "474b43a2",
"metadata": {},
"outputs": [
{
@@ -112,7 +112,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ "
"
],
"text/plain": [
"Figure({\n",
@@ -168,14 +168,14 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "fc094191",
+ "id": "13999607",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
- ""
+ ""
]
},
"execution_count": 4,
@@ -195,7 +195,7 @@
},
{
"cell_type": "markdown",
- "id": "047db8aa",
+ "id": "30729e68",
"metadata": {},
"source": [
"### Keyword form\n",
@@ -206,7 +206,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "261ad005",
+ "id": "5ff9245b",
"metadata": {},
"outputs": [
{
@@ -214,7 +214,7 @@
"image/png": "iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAQAElEQVR4AezdCbxN5frA8Wef4xiOMZmi6NZtnjS4SgNCGkRERRnSiAjXv0milCgpiSiV5sxEhiSkUaM031vdykxmx3Cm/3rec/Zx5rP2PntYw8/Hu8Z3vet9v+9aez977bXXScjkHwIIIIAAAggggAACHhZIEP4hgAACCIgICAgggAACXhUg4PVqz9IuBBBAAAEEEEAgHAEPbkPA68FOpUkIIIAAAggggAAChwQIeA9ZMIUAAvYFyIkAAggggIBrBAh4XdNVVBQBBBBAAAEEnCdAjdwgQMDrhl6ijggggAACCCCAAAJhCxDwhk3HhgjYFyAnAggggAACCMRPgIA3fvbsGQEEEEAAAb8J0F4E4iJAwBsXdnaKAAIIIIAAAgggECsBAt5YSbMf+wLkRAABBBBAAAEEIihAwBtBTIpCAAEEEEAgkgKUhQACkREg4I2MI6UggAACCCCAAAIIOFSAgNehHWO/WuREAAEEEEAAAQQQKE6AgLc4HdYhgAACCLhHgJoigAACRQgQ8BYBw2IEEEAAAQQQQAABbwj4LeD1Rq/RCgQQQAABBBBAAAHbAgS8tqnIiAACCHhJgLYggAAC/hEg4PVPX9NSBBBAAAEEEEDAlwLFBry+FKHRCCCAAAIIIIAAAp4SIOD1VHfSGAQQiJIAxSKAAAIIuFiAgNfFnUfVEUAAAQQQQACB2Aq4c28EvO7sN2qNAAIIIIAAAgggYFOAgNcmFNkQQMC+ADkRQAABBBBwkgABr5N6g7oggAACCCCAgJcEaItDBAh4HdIRVAMBBBBAAAEEEEAgOgIEvNFxpVQE7AuQEwEEEEAAAQSiKkDAG1VeCkcAAQQQQAABuwLkQyBaAgS80ZKlXAQQQAABBBBAAAFHCBDwOqIbqIR9AXIigAACCCCAAAKhCRDwhuZFbgQQQAABBJwhQC0QQMC2AAGvbSoyIoAAAggggAACCLhRgIDXjb1mv87kRAABBBBAAAEEfC9AwOv7QwAABBBAwA8CtBEBBPwsQMDr596n7QgggAACCCCAgA8ECHhzdTKTCCCAAAIIIIAAAt4TcHTAu//AQflz3SZZv3Gr7Nt/sIB+Zmam7Nm7r9B1BTJHYUFaerq8+NYCWbryq4iWruVquw4eTI1ouX4pTI8V7ZeVn33rlyZ7qp2xPq8PWOeZnm963ilkamqaOa/f/+hrnY16inV7bTaIbAgggICnBBwZ8K7+4VfpOWCUnN36Vrns+rul1XWD5JxLb5ULr+oro8a/Kdt27DadsM4KhBtf0Ut63PmomY/1IDU1XZ6YOE3mvvthyLtOT88w285euLLAtguXfibargkvzy2wLpYLGl12u5zSrEeepMv6Dh4r2kexrEso+9qbss/YLlq2qsTNps9fnqd92l5t4+U33C0TpsyRVCv4KbGQUmTQD3R6DH2x+uewSvno8+9MWzdu2RbW9tHe6Nc/1hfwbd35/6Rr3xGix7d+mM1fh3DP63AtHn7qVXO+ffLFD6YqGgBrn8xf8omZj9SgqPqF295I1YtyEEAAAT8IhB/wRkln89YdcvO/H5fPvv5RzjrteLnz5qvljp7tpXWzRrL/QKq8Mn2x/LV+s9l7+XJl5aJzz5CzTj/ezLtpkJGRYa4ivbfyywLVrlmjmmlXgyNrF1gXjwVdO14i13doJde0bS7//Ec90StfXXoPFw1m4lGfSO4zMyPTFNf4zJNE29mlfQtp3qShbPl7p4y3At4Hx7xs1kdrsHHzdnMcfP/L/8LahX7w0KvZW7ftDGv7aG8U9D3yiJrWMdRS2l92oRzToK789N8/ZfxLs82H2a+/+0+eaoR7XodrcfwxR5rzrXq1ynnqEemZouoXbnsjXT/KQwABBLws4LiAd/Szb0nKvv3y+JBe8uq4++TWG66UXt3ayZhhfWTh66PkykuaSFKZRNMnNapXlWdHDpC7+3Q286EO9KvEULeJRf5zzzrZtEuDg0jsrzTt1CDgnju6yH39rpehA7vLmxOGmMBX6/VlmFclddtQkt36281X2L7bXXqBaDsH39lVHhtyu8x96WHRf4uXf64jUikFzjnjBOsYukEevvsmc2yvmPWU9L+loyn11v97wty6ZGasQWnPa6uIkP7rBx19HTnlhKND2i535tJM22lvKMd2KHlLU2+2RQABBNwk4LiA94tvs77abXzWSQUc9Y1h5H23ysnHZ70x6dfNve55Uia+8nZO3u9//p/osqUrvzJXztr3vN98parLfv3fOnO/77gXZ0nb7vfJqc1vlM7Wlcof//NHzvY6MeSxF0WTTudOk994x5St94jmXp57evvO3XLX8ImmfP1qXL8i1zq8PmuJpKalm6wa0Pe57ykzverrn0yZWr+BwyaYZVofnV/2cd57CL9a84vcPOhx0XL19o7+DzyTJ1DQjYPtf//Dr+TVGe9Kx1uGmnZqe1d8slqzlDr98+h6powy2R88dMZOuzWfJr26p229uNMA0xat45hJ0yT31/J6y8dLby2Ua2970NS/tfU1+CNjX5Xde1K0iDzpnaWf5uTTMh+3PjTlyRDGTN06NcxW5cslSf4Awk4/6MYbNm8zx4L21SnNekiP/iNFv9bWdZq+/eFXeWLiVJ2UN2a9l3McPP/6fLNM7+F+2fpGQw20z7VtetwsXp51q8aM+Stk7qKs22keGftazvbaz/sPHDTzWtbO3XtFLQcOGy9DR79kyn58wlvGLFg39R1t1eXv7bvM+uBAbyHSvvru59+l35CnTX/pNrpcz79gvlDHyRXKyy3XtzHf3uj5MHjkCzlFaLl6/Oc+r0tjoQVrfbUdaenporcRDR452bRny987ZN67Hxur4DdHmj8rZYre1qC3X2j/6Tk0a8EHWauyh59/k3X+6jh7kRlt2PS3KVP3pQuK66vC2qvb6OvMExOnid5eo69Vep7oOZ2R/a2E5sndz9rveiuY5tVjRV+vcufV/CQEEEAgygKOLd5xAW/T8xoaLH2jSE/PMNNFDdKs9R98ulp++M+hr4O37dglukzfnPXNImXfAdFbA3SZBhxX3zzEBMh6n55+zapBx32PPp9nF6u+/lE05VlozWigpuWkpqVZc4X/14BMA7A9KfvkX2eeKC0uPEvWbtgqI55+XZ6ePNNspG9C+karMynW1Wyd1qR112U7du4xbVi/8W+dNem9lV+a+x4/+eJ7ubDxaXLqicfIkg++MPc4//LbWpNHB1qG1rHv/U/LyGfeEJ0/1voKWW8/6H3vk1aAvFmzhZ00eHp78Udm+yaNTjVjHdhpt+b7/c8NcvXND4gGbfrVtrZF6/jCmwvkcyv41zwaYN4xeKyMtgKw36z8elVfnd6YvdTc7qJ+mk+TBnT6AUMDsvPOOUWOPrKOCVJ0XWmSBkG6fZtWTSQQCOikSXb74c91m82HHj0WTjqugVx2cWPRDyO3/t9omZvtdzA1TXbs2mPK1fbpMaBJLXXhI0+/Jo+Nf1O2bNthbrOoW7uGLP/4G3Mfu67XbTTp9DYrUNVtNe0/cEDSrA9Xehy8OWeptOl6j7FcbF2t1g9Cmv/tdz8StT3hn/WldbN/6SITFPe2PkCmWUGhWWANvvr2F9NXGnQvtT5EHlP/COuY2m1uLRry+ItWjtL9129vatc8TPRDhJ6TWlph53VpLLTMYDuu7/2w3D/qBZljfVDQ9uiP1f5Yu8mcbzqteYNJve5+ZJK5/UL7UM8h/SAc7D/Nt+XvnWZbHet8MGm/qL8e77pM5zXpdIG+KuR1LNXqP/1tgt6uUq5skvlmS48LPaeHPHbow0Gwn596fobo+b3mp9/l1BP+IZu2bJcnn5su77wX2fuQtf4kBBBAwI0Cjgt4L22e9earL9ZXdr9X9ErUPOsKzK/W1dlQgDXImzZpmCx+83FZ8NooE3Bs27Fb9M1jxvMPmuWL3njMerNvJBowbvl7RyjFF5m35uGHWV+HPyLvT39Sxo/oL08P7yfvTXtCqlerLG/Nfd9sV6liBdG66UyzJg1F66NpylP36KICSQOBEVbwoyvmv/Koub1Dv4Kd8OgAXSRjJk0149wDbf8bE4aYerz98gjp0+Mqs/q9lV+Ysd2Bmt1wxyOiSa9UN7myj2hwqfuuU7N6TjF22q2Z52e/AT/0fz1l8uj/M215b+oYefLBO6TeETU1i7y74nMTRFzb7mL5aO440av6y2Y+JR0uv8jse/kn35h8ehVN3+jVVvtZy3vxybtN35oMIQwmTJlj2qiBnV4du2fEcyZwGHjbNTmlhNIPz1jfImiAo7dHPPf4IBn9QC+Z89LDolc2H37qVfN0Ef2af/hdN5nyb7auduoxoEn3qdvqVUENBhe9/pi5zeK1ZwbLshlPSZf2Lc023Tq1ls7Z008M651zHLXODmA1kwY+Z552nLw89l5ZOWecvPbM/bpYtE6fzB+f3Qe9ZaG1j4vPP9P4/u/PjSZP7sGg26+Vb5ZMlqmThpo6aL30vCx4VTT3VkVM51vc8JTjzJJffv3LjPMPImWh5e7bf0DGPdzPtEHbXC/7Sr6uy5/0uBr3yJ3y+cKJxlb9Nc8E61jJ/aFLl5WU7PRV7jL0yr2eZ3rf/MzJw805MOelR6RRwxNFg3W9Hzh3fj2u9Dz57J1nTR+9MOYus/qdpZ+YMQMEEEDA7wKOC3j1x0MaDOmbjV55mTJtkWjw0bbHYHOFc82Pv9nqs+s7tJTc9+Q1PfcMs13XjpeIXq3RmUAgYF0tPV0nrStM/zHj0g4qlC9rfti13/pKWd+wlq78ygRwh1WtbO5N1iukoe7jh1/+Z67YXN+hlfzDusIW3L7peWfImaceJys/WyO78n3Vf73V/jNOPjaY1brSfLaZ3mB91WomrMHMdz4wV7v1q+Ng0lssrFV5/u+yvhLXpAFfdStw15V6Nen1WUt00iS77U5MzLr/et3GLTm3eCQkBOSSpufIWVZgpoXNWfSRjqTndZeJ5k+3roAFJCDBD0N6pV0zBANfvQqrV+t1mSb9EZCOQ0kaVGkbNSBKKlPGbKr9d8ugx3N+JGm3H9KsK6R6ZVc/dFzR4lxTlg40uLrx2kvNcfCldeVUl5WU9OvujdbVumC+WjWqyc1drgjOljjWK+j6oUuD6+pW3zXI/iGkngMJgQTRD5L6VfjcxR9KwOoHLXDthi06ykkaTN1o9UVSUpaL1qHr1ZeY9Wt+/N2MSzPQq8a6vV5x1nFRqbQWWq5+oLj4grNE21C/Xi0pa1091eWFpUYNT5KLrQ8BwXV6rqmn+mz+e3twcVTG+qFPC9YPqnp+6LSeY7d3a6uTstT6xsdMZA8ubHy66Dchwbz6Oqr9pt80ZGdhhAACDhSgSrETcFzAq02/+oqLZPnMseYq6MN33yTXWVf69IqSfu15Xa+HzJu05gslVbSuqmr+9IwMHeUkvdqqMxrw6Li0Kd0KzvRxS/pINb1aqLdWDBs9RfTrUC07+Kt1nbab1q7PPszUfgAAEABJREFUCkBO/OdRBTYJ3s+8fuPWAutyL6hSuaKZ1a/RzYQ1eG3muzLOuhKZO3329Q/WmkP/NUjSK8Sa9Eq5XiWcY12p1P4Y8fTrok/V0Nx2293ywrM1u0x6dZ40sa4WDxw2Qaa9vczcW21WWIPf/lhvDUX0vtLTW/SUYNLbAXTFpuxHcP2efSVSf+Sny0uTBvW6TrSNmvRq8ZeLnzM/ltR7M/XJIFq23X7YlB2gnlzIj6COO+ZILUr0UVRmooiBBittWp1nbh+47Pq7zL3menvDj/nuNy9i85zFyRUq5EznnnjPCpiadugn+kFSP7zo1/xLrQ9nmicjM+vJFTpdVAp+8Nq45e+isthevmFzVhlH1a1V6DbJFcpLZCzKFxvgFrrzfAv/+Y+s/tuc3cf5Vkds9r/WN1p67unvFnIXGrx//n9rC16Fz50vEAiIbq8fvHMvZxoBBBDwq4AjA17tjMTEBHOFVp9UMGRAN1n8xuM5Twd4P4wHwidYbwBabv6UmJCQf1Gp5p99ea553JJe3dOvGGdOfkhWzBorua/0hbqD/QcPmk2CVx7NTPYgKfuHY/qjnuxFhY4SEwq2U79uf+vZByR36nRls0K3z73wOOtN/+Yubcyi5dk/rLPb7uOPOVKWvDVarrr0ArP94uWrRB/9dcl1/5bg/Y56G4WufHDQjVJYurJVE10tO3dn3f/6j/p1zHwkB3qVuM+NV5lbEPSKswb0dvshGGQU1l9lsvvrgPUNQEn1feSem2XIgG7mGwm911x/wKY/XNJ7m0vatrj1eh/4nUPGmcf83dWns+hX9XqrxP39uxa3WZ51waA4MfuKfZ6VIc6syf7WRq86F7VptCyK2l9JywOBQElZSrV+9559Eryinrug4LKSzvfc2zCNAAIIICBSMAqKs0qa9XVwYVXQF/pg0PhzEff6FbZduMvCveIb/Cry1WcGm68YT/xnfdGrNMFAJ3990otob+58R9apaWYLuyoYvDpWp9bhJk8oAw1cTzvpGMmdct+XW1xZZawPJLpef5yn41DarU9A0ABm1YJnzVVV/VCjQe68JR9rUXLCsVlXsi9vca50bNO0QNKv5zVjsK7RegZtIBDQ3ZhbEDIlU+z2g/64TDcs7P7WjZu36SqpWydvfxV2HJSxgkn9dkO/htf7SMcM622u2ukTF3bu3mvKCQ7SrW8WgtMljT/I/gt0Y4b1ke6dWpvbYvQrfg3yS9o2uD7YtqKuygbzlTTWH6f+al3R19sF9Cv7ovJHy6Ko/RW1PPhNSvB+8+xDxPrwcKCoTQost9NX+rzrTdZVZL2NKHcBweOntO65y2QaAdcIUFEESiHguIC3+dX9zWOCCvtRiN5rqG3VXyHrOFrpiNqHm6+S9Q0nuA/96l7vdwzOFzXWR1HputxXlPX+2t//yvsVpAbwms/OPXbBr8GnzVsmud8AN1pf7S9e/rno7QU1D6+qxcUk6VMk3pyz1OzrlBP+YcZ2273SCrZ0e90oEAiIXgnX+411/j/ZT5vQp1vo/MRX5uooT9KAI/i1vgbsunJevr+IpU9D0OWlTXqPs37w0T+AogGX3X7QwE2vVurtEBrMBeuRZn240ds3dD54K0qVysk6K7nvrdYF+gFg5WdrdNIk/Vq/dbN/yZnZ9zmrg66oVqWSjmRj9m0BZqaEQfAHmklJWfdTa3atW9BV54tL+jSDl6ctMllOOzGr/81MCAM9jjXY1VsptG0P3dWzyK2jaVHkTgtZoUG+nm96H3T1all/pEI/zGrW734+9KQYfcrIZ9lPHNF1wRRKX51z+glmM/1hoJnIHsx8Z4WZOv2kY82YAQIIIICAPQHHBbz65qY/UmvT7R7zzFB97qQ+f1WfRamP6NE3Gztfu9trfuG5gs8Avv3uJ0Qfl6X34Dbv2N88zaHwLQ4t1R+P6Jw+R1S31ed/XnHD3aJfSevy3Ekfo6U/zNNHHekTHJ6YOC336pxpfVO9reuV5odrPfqPNI+10l/w618700x3W19LBwJZVyN1PpJJ+0Pv1dWk9dTnwJ7f7g5joVfc9ccxuj+77Z67+CNpdd0g8/QNfcbp1Lnvy0NPvqJFyPUdWplxz+suN1cy1U8dp81bLq/Pek/0uNBtv1qT9QPDVk3PMfk0iBz00LPy/OvzReun96SagkIY6K/itY16rOljzvR4eyD7sVuD77zBlBRKPwy4tZPZRh8tpX2rgcutg0YbN71qG7xCpz+c0oBPH7n2rBXg6w8BNf/2HbtEjz99rqreyrB4+SrRJ1LofbYagJ9wbH1Tvn6DoBN6nOm5os9e1VsWdFlRqdEZWcHU0MdfkmdenG1uwel0y1BjXNg2GvSr65Spi8yPHK+++QFzLOpfQKx5eLXCNimw7IvVP4va6vNvtV0XtOtrHg+mGZ97/N8S/OGazudP0bTIv6/c8yutD2d6Tmrf6WvPofOtS0624489ytz2osexPjJM+7BLn4dNW3MyZU+E0lc9rr3UbKXPTZ4wZY55NJze+qPngX5IvKxFY7OeAQIIIICAPQHHBbyP3neL6C+hNRDUoE7fRDQY0Pku7VvIK0/fJxWTy+dpnf7aPLggIfte1UAgEFxkxoFA1nzuvNkrzCj3QH+Bfn6jU01won8QYfr85VYw1lJ0mebLKkmnslLuMu+5o4t5nJX+uVTdVn/wdN7Zp0gwMAwEDm19r5W3dbNGMmvBBzLcCvo00NESA4GsPIFA1liX9e5xlfS5sb0JnPW5wfpGqPf56X3Cra0rf5pHU1Ht13Wagut12m7SIEyT1lMDd/36Wfc7wuqrYBl2261Py9CrY/r0DX3GqQa7//19nehfcjv37JNNcfpDwpmTh0ubVueZx5M9+MQUGfH0a+bKvzoGryrqI+YmP3GXucK98P3PTECoT5kI/gWvQOCQnym4sEF2ns++/tEK+JaIHmvvLP1UyiQmSqc2zUQfXRcMVHRzu/2gx8pTD91hfdWdavpWg3Xdhz7tQD+gaFmaNNjVR5apqQafI55+XfSZsYcfVtU8Mk+3eWz8mzJw2AQT0OuHpBH33iwJCVlt0ydb6CPD9H5hPVf0cX5rN26RQCBrve4jf7q6TVPRe6j1aQMaoOmPLMuXL5dzj3xhm/61brPoH/TQHzjqhyDd5203tM1fdIH5YFm6L7Wds+hDc16dYAWK/W66WpZOHyPa9gIbWguC51VpLayiiv0frGPw3AgEsuzKl0syjxLUvtPAV9s9avBtok9HCRZYtXJF0f7Qef3AoX2oz9kN9nEgkFWWri+qr3SdpmB7dfrww6rI7BcfFr3nfbwV8Gr/6wc7fW188cm7zfGp+QKBQ+XrfO6UmJggelwI/3wqQLMRQCC3gOMC3raXnC8TR/1bVi99wTxDVu9f1Gfarnn/JRl8Z1dzP2ywARXKl5Xvl08RDSyCyzTQ0GX6/MrgMh3rm5Qu1ydA6HwwXXz+maYMvY80uEwDrkmP/Vvem/qEzJz8kOgv9u/rd4Pos0u1jMqVkk3Wwvav90K++ewD5tm/WveP3x4v+uMwfZPSbatWqWi21cGxR9czz6H9ZP4E0ScDfPz2M7pYNPDTvBrgmwXWQAOw3t3byTdLJsvbUx4x5X9qbaePIrJW5/wvqv1aLy1z6MDuOXlLmtD7RnWb3GmleZbrYNH9ap2CZWj5dtqt25m2zhtv3tDffWu0fGxNB6/u5i5Pgws9DjTo1CdEaD+o4+m5HremgZM+x1fX6zOK1UT/gpfWWZ/wESyvqPE1VzYz/a/5cyd9WsOwQT0keCU2uL222U4/aP5WF50j+lxUfd6rBi9fvfu8aKCY/1FYemwGfzimx/pIK6iqVrWSOTa0/Wqk26uTPms4f500iFYjTR/OHWcCdf1QqO0ZM6y3ViVP0jboPdT6QzV9HrQGnW9OGCJ6bOg2zZucmSe/BuXqoWVr32mbdJ/BoDtP5nwzeoxrmbmTtlHbq99aBO/Dzr1Z/vOqtBZatj4/WI9nnc6f9IOk1k+PJV0XtNNjXdusTyXRc077Qj+EaZ7cSfv584WTZNYLw81rhhrpc3e1zOCV/mB+ddN+0qRl64eq/O0N5tVgV/tdf/SqryX6OqGvjfpNQzBPsK6F9bOeE1qXYF7GCCCAgJ8FHBfwBjtD35T13tSTjmsgOrbz5hrcNhLjQCAgei+vXt0L5cc8um+tq956oXXPHeDqusJSFSuA1ufIJiVlPee0sDzBZZpHgwgtX6/gBJeHM470NqG0W6+M6Ru6Pps2+KSJwuqjx4EGeNreovohuN9/1D9CYmVitx+0bnrbgrZVr0gX1sbgMv3QkP9Y1/arkW6vZsG8+ceBQMAE5/q85/zriprX/Z1ywtFSWNBZ2DZath6n2qbC1kd7WTQtiqq79pneK67nnO6/qHzJFcqZH1vqa0ZReYLLA4HQ+koDXH0t0deJYBmMEUAAAQRCE3BswBtaM8iNAAIIIIBA2AJsiAACHhcg4PV4B9M8BEojcFu3tvLAgG6lKYJtEUAAAQQQiLsAAa/dLiAfAj4U0Hvc9b5rHzadJiOAAAIIeEiAgNdDnUlTEEAAgVgIsA8EEEDAbQIEvG7rMeqLAAIIIIAAAgggEJJAlALekOpAZgQQQAABBBBAAAEEoiZAwBs1WgpGAAEERAQEBBBAAIG4CxDwxr0LqAACCCCAAAIIIOB9gXi2kIA3nvrsGwEEEEAAAQQQQCDqAgS8USdmBwggYF+AnAgggAACCERegIA38qaUiAACCCCAAAIIlE6ArSMqQMAbUU4KQwABBBBAAAEEEHCaAAGv03qE+iBgX4CcCCCAAAIIIGBDgIDXBhJZEEAAAQQQQMDJAtQNgeIFCHiL92EtAggggAACCCCAgMsFCHhd3oFU374AORFAAAEEEEDAnwIEvP7sd1qNAAIIIOBfAVqOgO8ECHh91+U0GAEEEEAAAQQQ8JcAAa+/+tt+a8mJAAIIIIAAAgh4RICA1yMdSTMQQAABBKIjQKkIIOB+AQJe9/chLUAAAQQQQAABBBAoRoCAtxgc+6vIiQACCCCAAAIIIOBUAQJep/YM9UIAAQTcKECdEUAAAQcKEPA6sFOoEgIIIIAAAggggEDkBOIR8Eau9pSEAAIIIIAAAggggEAJAgS8JQCxGgEEEIieACUjgAACCMRCgIA3FsrsAwEEEEAAAQQQQKBogSivIeCNMjDFI4AAAggggAACCMRXgIA3vv7sHQEE7AuQEwEEEEAAgbAECHjDYmMjBBBAAAEEEEAgXgLsN1QBAt5QxciPAAIIIIAAAggg4CoBAl5XdReVRcC+ADkRQAABBBBAIEuAgDfLgSECCCCAAAIIeFOAViEgBLwcBAgggAACCCCAAAKeFiDg9XT30jjbAmREAAEEEEAAAc8KEPB6tmtpGAIIIIAAAqELsAUCXhQg4PVir9ImBBBAAAEEEEAAgRwBAt4cCibsC5ATAQQQQAABBBBwjwABr3v6ihb9hYMAABAASURBVJoigAACCDhNgPoggIArBAh4XdFNVBIBBBBAAAEEEEAgXAEC3nDl7G9HTgQQQAABBBBAAIE4ChDwxhGfXSOAAAL+EqC1CCCAQHwECHjj485eEUAAAQQQQAABBGIk4LiAN0btZjcIIIAAAggggAACPhEg4PVJR9NMBBBwnQAVRgABBBCIkAABb4QgKQYBBBBAAAEEEEAgGgKlL5OAt/SGlIAAAggggAACCCDgYAECXgd3DlVDAAH7AuREAAEEEECgKAEC3qJkWF5AYPH3G+Xoe96R9uM/kvd+3ETCgGOAY8B3x0DfN782r4NPLvmlwGskCxBwiADVKESAgLcQFBYhgAACCCCAAAIIeEeAgNc7fUlLELAvQE4EEEAAAQR8JEDA66POpqkIIIAAAgggkFeAOX8IEPD6o59pJQIIIIAAAggg4FsBAl7fdj0Nty9ATgQQQAABBBBwswABr5t7j7ojgAACCCAQSwH2hYBLBQh4XdpxVBsBBBBAAAEEEEDAngABrz0nctkXICcCCCCAAAIIIOAoAQJeR3UHlUEAAQQQ8I4ALUEAAacIEPA6pSeoBwIIIIAAAggggEBUBAh4o8Jqv1ByIoAAAggggAACCERXgIA3ur6UjgACCCBgT4BcCCCAQNQECHijRkvBCCCAAAIIIIAAAk4QcFfA6wQx6oAAAggggAACCCDgKgECXld1F5VFAAEEsgQYIoAAAgjYFyDgtW9FTgQ8L5CRkSFr1qxxTdL6er5TaCACCCCAQHECttYR8NpiIhMC/hDIzMx0TbCrgbk/eoVWIoAAAgiUVoCAt7SCbI8AAs4XoIYIIIAAAr4WIOD1dffTeAQQQAABBBDwk4Bf20rA69eep90IIIAAAggggIBPBAh4fdLRNBMB+wLkRAABBBBAwFsCBLze6k9agwACCCCAAAKREqAczwgQ8HqmK2kIAggggAACCCCAQGECBLyFqbAMAfsC5EQAAQQQQAABhwsQ8Dq8g6geAggggAAC7hCglgg4V4CA17l9Q80QQAABBBBAAAEEIiBAwBsBRIqwL0BOBBBAAAEEEEAg1gIEvLEWZ38IIIAAAgiIYIAAAjEUIOCNITa7QgABBBBAAAEEEIi9AAFv7M3t75GcCCCAAAIIIIAAAqUWIOAtNSEFIIAAAghEW4DyEUAAgdIIEPCWRo9tEUAg7gJpaWmyYcMG1yStb9zRqAACCCDgMwEPBbw+6zmaiwACRiAQCMiyZctckxISeNk1HccAAQQQiKEAr7wxxGZXCCCAQEwE2AkCCCCAQB4BAt48HMwggAACCCCAAAIIeEUg2A4C3qAEYwQQQAABBBBAAAFPChDwerJbaRQCCNgXICcCCCCAgNcFCHi93sO0DwEEEEAAAQQQsCPg4TwEvB7uXJqGAAIIIIAAAgggIELAy1GAAAKhCJAXAQQQQAAB1wkQ8Lquy6gwAggggAACCMRfgBq4SYCA1029RV0RQAABBBBAAAEEQhYg4A2ZjA0QsC9ATgQQQAABBBCIvwABb/z7gBoggAACCCDgdQHah0BcBXwT8O7bf1DWb9wqGRmZhYLr8o1btklaenqh63fvSZHtO3cXuo6FCCCAAAIIIIAAAs4V8EXA23fwWDnn0lul1XWDpGmHfvLExGl5emTFJ6ul8RW9pEWngXJGi5tk2rzlOetT9u0X3f7cNr3lgnZ9pXPv4bJ1286c9UxEUICiEEAAAQQQQACBKAj4IuA94dj6MvvFh+XLxc/J8LtukhffWiBrfvzNcOqV30EPPSt39Gwvq5e+IGOH95UHn5giazdsMevfmL1UfvltrSyb8ZR8On+CJCYkyNjJM806BggggAACCERDgDIRQCCyAr4IeDWYPf6YI6V8ubLSrElDqV3zMPnky++N5KqvfxS9itu53cVSJjFRWl54tjQ4sras+OQbs37RslXSsU1TqVWjmlSulCxdO7aSWQs+kMzMwm+NMBsxQAABBBBAAAEEEHCMgC8C3tzaf6zdJJu2bBe96qvLN23dbgLcsmWTdNakYxvUlY2bt5tpzV+/Xm0zrYOj6tbSkezak2LG8RuwZwQQQAABBBBAAAE7Ar4KePem7Jf+D4yTs047Xi7412nGZ9fuvZJcobyZDg7KWVeC9UdqehVXr/7qleGcddmBcYpVli7buz9N/JL2H8z6QV96RqboNCndcw56TJOiL8C5E+Fzx3ptipVpWnqGOUBS0zJ889rvl/c4p7fTHHgMwhbwTcCr9+oOGPqMpFsvVuMe7ieJiVlNr1K5ormlIbfggQMHze0LgUDABMMHDqbmrA5OJydnBckJVh4/JYWwmix+arOf2qr9S4q+gJ+OKa+1NSABc4AEAgFeBzGI6TEg/CuVQFbUV6oinL/xrj0p0uueMbJz11555en7pFrVSjmVrl3jMNHbFlJT03KW6Y/U6tQ6zMzr/bx/rttkpnXw1/rNOpIqlZLNuEK5RPFLKpuUdbjoG5hOkxLEawbmoGYQdQGvHTd+ak9iYsAcH2WssV9e+2mnM97nzYHHIGyBrAgm7M2dv2HKvgNyQ5+HZfPW7fLQXT1l7779sm7jVtmweZupfKOGJ5rxm3OWmmfwvrfyS/OEhqbnNTTLWzdrJNPnLbe23yF79u6TV2cskQ6XXySBQNaLnsnEAAEEEHCNABVFAAEE/Cfg+YBX78X99Y/15ipuh5uGyCXXDTLpmluHmt5OrlBOxj1yp4wa/6Z5Bu+dQ8bJ/f27ypFH1DTru7RvKcc0qCvNO/Y3z+rVK8F9e3Yw6xgggAACCCCAAAIIOF+g0IDX+dW2X0N9BNn3y6dI/rRyzricQi4+/0z5dumL8u5bo+WbJZOl81UtctZVTC4vz44cIB/PGy8rZo2VqZOGmkeU5WRgAgEEEEAAAQQQQMDRAp4PeO3q64/Y6tWpIUlJZQrdpGrlilKjetVC17EQAQQ8K0DDEEAAAQQ8IEDA64FOpAkIIIAAAggggEB0BdxdOgGvu/uP2iOAAAIIIIAAAgiUIEDAWwIQqxFAwL4AORFAAAEEEHCiAAGvE3uFOiGAAAIIIICAmwWou8MECHgd1iFUBwEEEEAAAQQQQCCyAgS8kfWkNATsC5ATAQQQQAABBGIiQMAbE2Z2ggACCCCAAAJFCbAcgWgLEPBGW5jyEUAAAQQQQAABBOIqQMAbV352bl+AnAgggAACCCCAQHgCBLzhubEVAggggAAC8RFgrwggELIAAW/IZGyAAAIIIIAAAggg4CYBAl439Zb9upITAQQQQAABBBBAIFuAgDcbghECCCCAgBcFaBMCCCAgQsDLUYAAAggggAACCCDgaQECXhHxdA/TOAQQQAABBBBAwOcCBLw+PwBoPgIIIJBLgEkEEEDAkwIEvJ7sVhqFAAIIIIAAAgggEBQIPeANbskYAQQQQAABBBBAAAEXCBDwuqCTqCICCDhTgFohgAACCLhDgIDXHf1ELRFAAAEEEEAAAacKOL5eBLyO7yIqiAACCCCAAAIIIFAaAQLe0uixLQII2BcgJwIIIIAAAnESIOCNEzy7RQABBBBAAAF/CtDq2AsQ8MbenD0igAACCCCAAAIIxFCAgDeG2OwKAfsC5EQAAQQQQACBSAkQ8EZKknIQQAABBBBAIPIClIhABAQIeCOASBEIIIAAAggggAACzhUg4HVu31Az+wLkRAABBBBAAAEEihQg4C2ShhUIIIAAAgi4TYD6IoBAYQIEvIWpsAwBBBBAAAEEEEDAMwIEvJ7pSvsNIScCCCCAAAIIIOAnAQJeP/U2bUUAAQQQyC3ANAII+ESAgNcnHU0zEUAAAQQQQAABvwoQ8JbU86xHAAEEEEAAAQQQcLUAAa+ru4/KI4AAArETYE8IIICAWwUIeN3ac9QbAQQQQAABBBBAwJZAhANeW/skEwIIIIAAAggggAACMRMg4I0ZNTtCAAFfCdBYBBBAAAHHCBDwOqYrqAgCCCCAAAIIIOA9ASe0iIDXCb1AHRBAAAEEEEAAAQSiJkDAGzVaCkYAAfsC5EQAAQQQQCB6AgS80bOlZAQQQAABBBBAIDQBckdFgIA3KqwUigACCCCAAAIIIOAUAQJep/QE9UDAvgA5EUAAAQQQQCAEAQLeELDIigACCCCAAAJOEqAuCNgTIOC150QuBBBAAAEEEEAAAZcKEPC6tOOotn0BciKAAAIIIICAvwUIeP3d/7QeAQQQQMA/ArQUAd8KEPD6tutpOAIIIIAAAggg4A8BAl5/9LP9VpITAQQQQAABBBDwmAABr8c6lOYggAACCERGgFIQQMA7AgS83ulLWoIAAggggAACCCBQiAABbyEo9heREwEEEEAAAQQQQMDpAgS8Tu8h6ocAAgi4QYA6IoAAAg4WIOB1cOdQNQQQQAABBBBAAIHSC8Qy4C19bUtZQkZGpqSnZ4RVyu49KbJ95+6wtmUjBBBAILfAgQMHZP/+/a5KuevPNAIIIOA2Ad8EvJmZmfLgmCny0JMvF+ijtt3vk1Oa9ciTJkyZY/Kl7NsvfQePlXPb9JYL2vWVzr2Hy9ZtO806BggggEA4AmXKlJEvv/zSNals2bLhNJNtEEAAAccI+CLgXbx8lVzUvp/MmL+iSPh+N10tC14blZO6tG9p8r4xe6n88ttaWTbjKfl0/gRJTEiQsZNnmnUMEEAAgXAF/vjjD3FLCreNbIcAAgiUKBCjDL4IeC9sfIZMf/5BadPqvCJZax5eVRocWTsnVataSfTfomWrpGObplKrRjWpXClZunZsJbMWfCB6xVjXkxBAAAEEEEAAAQScLeCLgDe5QjmpU7O6VEyuUGRvTLeu/t4/6gWZMGWO/LluU06+P9Zukvr1aufMH1W3lpnetSfFjBkggEDUBdgBAggggAACpRLwRcBbklDrZo3konNPl7p1asj7H30tV9881AS9ehVX7+EtX+7Q/WvlyiaZ4lJS9ptxalqG+CWlZf/gLyMzU3SalOE5B3NQM0CgEAHO96zzXX/8rDw69strP+10xvu8HnciDMMVIOC15Prc2F56dWsnvbu3kzcnDJHKlSrI0pVfSSAQkOQK5eXAwVQrV9b/4HRycnmzIOVAuvglHUzNesJFRqbIAWualOE5B3NQM0CgEAHO96zzPV1fAC2f1PRM37z2++U9zunttA47/pdCgIA3H15SUhmpWb2a7Dtw0KzR+3pz3+Lw1/rNZnmVSslmXLVikvglJZcvY9pcJiEgFa1pUhlHOpSmX0wHM0CgEIHSHFde2japTILRKZeU4JvXfr+8xzm9nebAYxC2QNaZG/bm7thQn72bmpom6enpkpaWLjqtX0dp7TWYnTJtkWzcsk1SrXXzl3wi3/38uzQ+8yRdLXq7w/R5y2Xz1h2yZ+8+eXXGEulw+UXm6q/JwAABBBBAAAEEnChAnRDIEfBFwDvznRXSsNXN5rFkcxZ9aKbnLFqZg/DK9MXSotNAadjyJrn7kUlyd5/zpizvAAAQAElEQVTOcvbpx5v1+niyYxrUleYd+0vjK3qZYLlvzw5mHQMEEEAAAQQQQAAB5wv4IuC9pm1z+X75lDxJr9Jq9+gTGJZOGyMfzH5aFr3xmKxe+oJ069RaV5lUMbm8PDtygHw8b7ysmDVWpk4aah5RZlYycL8ALUAAAQQQQAABzwv4IuAtqRcDgYAcflgV0UeOlUlMlML+Va1cUWpUr1rYKpYhgAACCCDgegEagICXBQh4vdy7tA0BBBBAAAEEEEBACHg5CEIQICsCCCCAAAIIIOA+AQJe9/UZNUYAAQQQiLcA+0cAAVcJEPC6qruoLAIIIIAAAggggECoAgS8oYrZz09OBBBAAAEEEEAAAQcIEPA6oBOogjcFMjIy5Ntvv3VN0vp6sydoVfwFqAECCCAQXwEC3vj6s3cPC2RmZsp3333nmuThrqBpCCCAAAI+F3BMwOvzfqD5CCCAAAIIIIAAAlESIOCNEizFIoAAAmEKsBkCCCCAQIQFCHgjDEpxCCCAAAIIIIAAApEQiFwZBLyRs6QkBBBAAAEEEEAAAQcKEPA6sFOoEgII2BcgJwIIIIAAAiUJEPCWJMR6BBBAAAEEEEDA+QLUsBgBAt5icFiFAAIIIIAAAggg4H4BAl739yEtQMC+ADkRQAABBBDwoQABrw87nSYjgAACCCDgdwHa7y+BuAS8q77+SX7+9a8C0lv+3iHz3v1Y0tLTC6xjAQIIIIAAAggggAAC4QjEJeB9dcZief+jrwrUNzU1Te4Z8Zz8tW5zgXUsQCD2AuwRAQQQQAABBLwgEJeAtyi4Hbv2mFWJiY6qlqkTAwQQQAABBHwrQMMRcLlATCNLvXp7+91PyKdf/ShzFn4oOh1MPQeMkk63DpOTjmsg9evVdjkr1UcAAQQQQAABBBBwikBMA96kMmWkbNkkKV8uSfQqrk4HU43qVWXYoB4y4dEBTrGhHqEJkBsBBBBAAAEEEHCkQEwD3uF39ZSnh/eTgbddI0P6dzPTOq/psSG3S6c2zaRWjWqOhKJSCCCAAAII2BMgFwIIOE0gpgFvsPHtL7tQzjvnFMnIyJS9KfsLpGA+xggggAACCCCAAAIIlFYgLgHv5q07ZPiTr0jTDv3kX5ffXiDt3L23tO1y/PZUEAEEEEAAAQQQQCA2AnEJeCe/MV/emvu+dG7fUkbce4vo7Qy5U3L5crFpPXtBAAEEEIi3APtHAAEEoi4Ql4B34fufyW1dr5Te3dtJu9bnyxUtzs2TkpLKRL3h7AABBBBAAAEEEEDAHwJxCXhPOeFo2b0nxb4wORFAAAEEEEAAAQQQCFMgLgFv146tZc6ij2Trtp1hVpvNEEAAAX8K0GoEEEAAgdAF4hLwzl64UlL27ZemHe6UU5r1KJD40VroHckWCCCAAAIIIICAjwRCampcAt7LmjeW/+t1XZGpfLmyITWCzAgggAACCCCAAAIIFCUQl4C3xYVnSY9rLy0ylSubVFR9WY4AAgjYFyAnAggggAAClkCClWL+PzMzU4pLMa8QO0QAAQQQQAABBDws4PemxSXgvfOBcXJq8xuLTNzD6/fDkvYjgAACCCCAAAKRE4hLwNupTTMZOrB7gVS9WmW5sPFpUoF7eCPXw5SEgG0BMiKAAAIIIOBNgbgEvBc2Pl2uadu8QBp42zXy5bf/8aY0rUIAAQQQQAABdwhQS88JxCXgLUrx7NOPN48r++//1hWVheUIIIAAAggggAACCIQk4JiANyMjUz5c9Z2pfKWKyWbMAAEHC1A1BBBAAAEEEHCJQFwC3iGPvSgXXtU3Tzrt4hvlkbGvSutmjaR+vVou4aOaCCCAAAII+F2A9iPgfIG4BLznnn2yXNfu4jxJ/xDF7BcfljHD+jhfjRoigAACCCCAAAIIuEYgLgHvFS3OlT43ts+T9A9RHH/Mka6Bo6KhCZAbAQQQQAABBBCIl0BcAl5t7IGDqTJ74UoZ+cwbMnT0S/L86/Plr/WbdRUJAQQQQAABrwrQLgQQiINAXALerdt2Stvu98n9o16QV2e8KwuWfiZPPT9DLu1ylyxe/nkcGNglAggggAACCCCAgFcF4hLwjp08U7bt2C0vj71Xvnr3efl84USZ98qj0qxJQxk4bLzs23/Qq9722kUuBBBAAAEEEEAAgYgJxCXg/ejzNdL5qovlnDNOkHJlk0xjjql/hPTt2cFM//oHz+E1EAwQQAABnwvQfAQQQCASAnEJeKtWrii7dqcUqH9hywpkYgECCCCAAAIIIIAAAiEIxCXg1T8tPH3+ctH0x9pNsnP3Xnn/o6/liYlTpXq1ynLCsfVDaAJZEUAAAQQQQAABBBAoWiAuAW+v7lfJ+Y1OlWGjp8jlN9wtTa7sI30Hj5X1m7bK2OH9JKlMYtE1Zg0CCCCAQOECLEUAAQQQKFQgLgFvhfJl5bnHB8lrzwyWoQO7i/7RibHD+8riNx+Xs047rtCKshABBBBAAAEEEEAAATsC+fPEJeD98T9/yJhJ0+Tww6rKNW2bi/7RiZYXni2vzVxins2bv5LMI4AAAggggAACCCAQrkBcAl4NbFd+9q3Uq1MjT70rVUw2z+blsWR5WJhBAIGoCFAoAggggIBfBOIS8K758Te5ouV5kpiYd/etLjrbuP+5bpMZM0AAAQQQQAABBBCIsoAPis8bccaowRXKl5N1G7cW2Nuf6zabZUlJZcyYAQIIIIAAAggggAACpRWIS8B71unHy7S3l8nqH36V9PQM04bNW3fI86/Pk+QK5eWoI2qaZQwQQMAxAlQEAQQQQAAB1wrEJeC9vWtbqV3zMOnSe7ic26a3tO95vzTv2F9WfrZGHhjQTbjC69rjiYojgAACCCDgcQGa50aBuAS8VatUlPmvPCqDbr9W9I9Q1Kl1uHTr1FqmTRomV17SxI2O1BkBBBBAAAEEEEDAoQJxCXjVQm9duPG6y2TMsN7y7MgBcnefznLKCUfrKhICrhegAQgggAACCCDgHIG4BbzxIMjIyMy5Zzj//nXdxi3bJC09Pf8qM797T4ps37nbTDNAAAEEEEAAAVsCZELAEQK+CXgzMzPlwTFT5KEnXy4Av+KT1dL4il7SotNAOaPFTTJt3vKcPCn79kvfwWPNvcYXtOsrnXsPl63bduasZwIBBBBAAAEEEEDA2QK+CHgXL18lF7XvJzPmryjQG/pHLgY99Kzc0bO9rF76guifOH7wiSmydsMWk/eN2Uvll9/WyrIZT8mn8ydIYkKCjJ0806xjECEBikEAAQQQQAABBKIo4IuA98LGZ8j05x+UNq3OK0C56usfRa/idm53sZRJTBT9E8cNjqwtKz75xuRdtGyVdGzTVGrVqCaVKyVL146tZNaCD0SvGJsMDBBAAAEEEIiQAMUggEB0BHwR8CZXKCd1alaXiskVCihu2rpdNMAtWzYpZ92xDerKxs3bzfwfazdJ/Xq1zbQOjqpbS0eya0+KGWvg66ekjc60Bn5qc7httZj4j4BnBMI9D7y2nXW1I6dPvdY22pNpda9zU86Bx0RYAr4IeIuT2bV7r/ljF7nzlCtXVvRHanry69Xf8tZ8cH257MA4JWW/WfT3roMS2xS//e3el2banJaeIbtT0kjFGOyx1ukHAwPmkoHWV5NLqmuqqfXVZGZcMtD6anJJdU01tb6c81mveQdSs/5YUsqBdN+89vvlPc7p7TQnI4OwBXwf8FapXNHc0pBb8MCBg+b2hUAgYILhAwdTc1YHp5OTy5tlNaqWE7+kKslZV8GTEhOkSsUkUjEGla11AXOEuGeg9dXknhqLaH01iYv+aX01uajKxtmR57x1nsW6XuXKJpquSy6X6JvXfr+8xzm9nebAYxC2QELYW3pkw9o1DhO9bSE1NS2nRfojtTq1DjPzervDn+s2mWkd/LV+s46kSqVkM2aAAAIIIIAAAggg4GwBrwe8Rj/d+gpeA9r09HRJS0sXndbn7urKRg1P1JG8OWeppFnr31v5pXlCQ9PzGprlrZs1kunzlsvmrTtkz9598uqMJdLh8oskEHDbNRrTHAYIIIAAAggggIDvBHwR8M58Z4U0bHWzeSzZnEUfmuk5i1aaztYftI175E4ZNf5N8wzeO4eMk/v7d5Ujj6hp1ndp31KOaVBXmnfsb57Vq8Fy354dzDoGCCCAgHsEqCkCCCDgXwFfBLzXtG0u3y+fkifpVdpgt198/pny7dIX5d23Rss3SyZL56taBFdJxeTy8uzIAfLxvPGyYtZYmTppqHlEWU4GJhBAAAEEEEAAAQQcLZAn4HV0TaNcucTEBKlXp4YkJZUpdE9VK1eUGtWrFrqOhQgggAACCCCAAALOFSDgdW7fUDMEEIifAHtGAAEEEPCQAAGvhzqTpiCAAAIIIIAAApEV8EZpBLze6EdagQACCCCAAAIIIFCEAAFvETAsRgAB+wLkRAABBBBAwMkCBLxO7h3qhgACCCCAAAJuEqCuDhUg4HVox1AtBBBAAAEEEEAAgcgIEPBGxpFSELAvQE4EEEAAAQQQiKkAAW9MudkZAggggAACCAQFGCMQKwEC3lhJsx8EEEAAAQQQQACBuAgQ8MaFnZ3aFyAnAggggAACCCBQOgEC3tL5sTUCCCCAAAKxEWAvCCAQtgABb9h0bIgAAggggAACCCDgBgECXjf0kv06khMBBBBAAAEEEEAgnwABbz4QZhFAAAEEvCBAGxBAAIFDAgS8hyyYQgABBBBAAAEEEPCggK8DXg/2p2eblJGRIWvWrHFN0vp6tjNoGAIIIIAAAi4TIOB1WYf5tbqZmZmuCXY1MPdrP9Fu1wpQcQQQQMDTAgS8nu5eGocAAghERiA1NVXS0tJck7S+kWk5pSCAgBcE7Ae8XmgtbUAAAQQQCEsgISFBlixZ4pqUmJgYVjvZCAEEvClAwOvNfqVVCCAQRQG/Fr19+3ZxS/JrH9FuBBAoXICAt3AXliKAAAIIIIAAAggUL+CatQS8rukqKooAAggggAACCCAQjgABbzhqbIMAAvYFyIkAAggggECcBQh449wB7B4BBBBAAAEE/CFAK+MnQMAbP3v2jAACCCCAAAIIIBADAQLeGCCzCwTsC5ATAQQQQAABBCItQMAbaVHKQwABBBBAAIHSC1ACAhEUIOCNICZFIYAAAggggAACCDhPgIDXeX1CjewLkBMBBBBAAAEEEChRgIC3RCIyIIAAAggg4HQB6ocAAsUJEPAWp8M6BBBAAAEEEEAAAdcLEPC6vgvtN4CcCCCAAAIIIICAHwUIeP3Y67QZAQQQ8LcArUcAAZ8JEPD6rMNpLgIIIIAAAggg4DcBAt6iepzlCCCAAAIIIIAAAp4QIOD1RDfSCAQQQCB6ApSMAAIIuF2AgNftPUj9EUAAAQQQQAABBIoViFDAW+w+WIkAAggggAACCCCAQNwECHjjRs+OEUDAkwI0CgEEEEDAcQIEvI7rEiqEAAIIIIAAAgi4X8BJLSDgdVJvBiHV8wAAEABJREFUUBcEEEAAAQQQQACBiAsQ8EaclAIRQMC+ADkRQAABBBCIvgABb/SN2QMCCCCAAAIIIFC8AGujKkDAG1VeCkcAAQQQQAABBBCItwABb7x7gP0jYF+AnAgggAACCCAQhgABbxhobIIAAggggAAC8RRg3wiEJkDAG5oXuRFAAAEEEEAAAQRcJkDA67IOo7r2BciJAAIIIIAAAgioAAGvKpAQQAABBBDwrgAtQ8D3AgS8vj8EAEAAAQQQQAABBLwtQMDr7f613zpyIoAAAggggAACHhUg4PVox9IsBBBAAIHwBNgKAQS8J0DA670+pUUIIIAAAggggAACuQQIeHNh2J8kJwIIIIAAAggggIBbBAh43dJT1BMBBBBwogB1QgABBFwgQMBrs5N270mR7Tt328xNNgQQQAABBBBAAAGnCMQi4HVKW4usR9vu98kpzXrkSROmzDH5U/btl76Dx8q5bXrLBe36Sufew2Xrtp1mHQMEEEAAAQQQQAAB5wsQ8Gb3Ub+brpYFr43KSV3atzRr3pi9VH75ba0sm/GUfDp/giQmJMjYyTPNOgYIIIBAaALkRgABBBCIhwABb7Z6zcOrSoMja+ekalUrif5btGyVdGzTVGrVqCaVKyVL146tZNaCDyQzM1NXkxBAAAEEEEAAAQRCFYhxfgLebPDp81fI/aNekAlT5sif6zZlLxX5Y+0mqV+vds78UXVrmelde1LMmAECCCCAAAIIIICAswUIeK3+ad2skVx07ulSt04Nef+jr+Xqm4eaoFev4uo9vOXLlbVyZf0vVzbJTKSk7DfjHXsOil/S3v1pps1p6Zmyd19aTJPZMQO/CdBeBEolEI3XqdTUDFOn/QfTffPa75f3OKe30xx4DMIWIOC16Prc2F56dWsnvbu3kzcnDJHKlSrI0pVfSSAQkOQK5eXAwVQrV9b/4HRycnmzoGL5MuKXVC4p63BJsEblyiZILJPBZoAAAgiEIBCN16jExICpQdkyCb557ffLe5yz21nGHHcMwhewQpfwN/bilklJZaRm9Wqy78BB0zy9rzf3LQ5/rd9slleplGzGSdaLnl9SmcSswyXB+iCg07FMBpsBAgggEIJANF6jEhKyAl4d++W1n3YmiBMMhH+lEsiKYEpVhLs31mB2yrRFsnHLNklNS5f5Sz6R737+XRqfeZJpmN7uMH3ectm8dYfs2btPXp2xRDpcfpG5+msyMEDAIQJUAwEEEEAAAQQKF/B9wKssr0xfLC06DZSGLW+Sux+ZJHf36Sxnn368rhJ9PNkxDepK8479pfEVvSQ1NU369uxg1jFAAAEEEEAAAccJUCEECgj4PuDVJzAsnTZGPpj9tCx64zFZvfQF6dapdQ5UxeTy8uzIAfLxvPGyYtZYmTppqHlEWU4GJhBAAAEEEEAAAQQcLeD7gFd7JxAIyOGHVRF95FiZxEQp7F/VyhWlRvWqha1imRsFqDMCCCCAAAII+EaAgNc3XU1DEUAAAQQQKCjAEgT8IEDA64depo0IIIAAAggggICPBQh4fdz59ptOTgQQQAABBBBAwL0CBLzu7TtqjgACCCAQawH2hwACrhQg4HVlt1FpBBBAAAEEEEAAAbsCBLx2peznIycCCCCAAAIIIICAgwQIeB3UGVQFAQQQ8JYArUEAAQScIUDA64x+oBYIIIAAAggggAACURKIe8AbpXZRLAIIIIAAAggggAACRoCA1zAwQAABBOIuQAUQQAABBKIkQMAbJViKRQABBBCIr0BGRoZ8+umnEU1r1641jfrpp59kzpw5EU1aX1M4AwR8LxB5AALeyJtSIgIIIICAAwQyMzPlt99+i2javn27adnGjRvlm2++iWjS+prCGSCAQMQFCHgjTur8AlNSUiQ1NTXklJaWZhqXYb2J6HSs0oEDB8x+GSCQW4BpBBBAAAEE7AoQ8NqV8lC+smXLypNPPhlymjdvnlHYsGGDzJ07N2YpKSnJ7JcBAggggAACCBQQYIENAQJeG0hezKJXeUNNwSutGRnpotOxSl70p00IIIAAAgggEDsBAt7YWbMnBOInwJ4RQAABBBDwsQABr487n6YjgAACCCDgNwHa608BAl5/9jutRgABBBBAAAEEfCNAwOubrqah9gXIiQACCCCAAAJeEiDg9VJv0hYEEEAAAQQiKUBZCHhEgIDXIx1JMxBAAAEEEEAAAQQKFyDgLdyFpfYFyIkAAggggAACCDhagIDX0d1D5RBAAAEE3CNATRFAwKkCBLxO7RnqhQACCCCAAAIIIBARAQLeiDDaL4ScCCCAAAIIIIAAArEVIOCNrTd7QwABBBDIEmCIAAIIxEyAgDdm1OwIAQQQQAABBBBAIB4Czg544yHCPhFAAAEEEEAAAQQ8JUDA66nupDEIIOBVAdqFAAIIIBC+AAFv+HZsiQACCCCAAAIIIBBbgbD2RsAbFhsbIYAAAggggAACCLhFgIDXLT1FPRFAwL4AORFAAAEEEMglQMCbC4NJBBBAAAEEEEDASwK0JUuAgDfLgSECCCCAAAIIIICARwUIeD3asTQLAfsC5EQAAQQQQMDbAgS83u5fWocAAggggAACdgXI51kBAl7Pdi0NQwABBBBAAAEEEFABAl5VICFgX4CcCCCAAAIIIOAyAQJel3UY1UUAAQQQQMAZAtQCAfcIEPC6p6+oKQIIIIAAAggggEAYAgS8YaCxiX0BciKAAAIIIIAAAvEWIOCNdw+wfwQQQAABPwjQRgQQiKMAAW8c8dk1AggggAACCCCAQPQFCHijb2x/D+REAAEEEEAAAQQQiLgAAW/ESSkQAQQQQKC0AmyPAAIIRFKAgDeSmpSFAAIIIIAAAggg4DgBFwe8jrOkQggggAACCCCAAAIOFCDgLWWn7Nu3T9LT012TUlJSStliNkcAAccJUCEEEEAAgWIFCHiL5Sl5ZVJSkowaNco1qVy5ciU3ihwIIIAAAggggIALBYqqMgFvUTIhLD948KC4JYXQLLIigAACCCCAAAKeECDg9UQ30ggEELAvQE4EnCugt8lt2LBB3JK0vs7VpGYIHBIg4D1kwRQCCCCAAAJxFdDb5CZNmiRuSWXLlo2rFzsvpYCPNifg9VFn01QEEEAAAQQQQMCPAgS8fux12oyAfQFyIoAAAggg4HoBAl7XdyENQAABBBBAIH4Ceh/v5s2bxS1J6xueFlu5WYCA12bv7d6TItt37raZm2wIIIAAAgj4Q0DvO54wYYK4JXHfsT+Oy/ytJODNL5JvPmXffuk7eKyc26a3XNCur3TuPVy2btuZLxezCGQJMEQAAQQQQAAB5wkQ8JbQJ2/MXiq//LZWls14Sj6dP0ESExJk7OSZJWzFagQQQAABBHwtQOMRcJQAAW8J3bFo2Srp2Kap1KpRTSpXSpauHVvJrAUfSGZmZglbshoBBBBAAAEEEEDACQIEvCX0wh9rN0n9erVzch1Vt5aZ3rUnxYwZlEKATRFAAAEEEIiDgP511LS0NHFLOnDgQByUvLVLAt5i+lOv4uo9vOXLHXqwdrmySWaLlJT9ZiyBgDRt2tQ1SeurKZw6n3LKKabNVapUkVNPPTVmyezUco7lPku7L+ocm+MDZ5yLOlejdWzUqpV10ePoo4+O6Ou+vibra7MmnXZL0vpqckt9tZ5a34TERPnyyy9dk/SHgeaYZhC2AAFvMXSBQECSK5SXAwdTc3IFp5OTy5tlO/akyWlnNXFN2r47VcKtc4/LLpIv7m0p03q3kG6XXhSzdNaR1eVsK8Vyn6XdF3WOzfGBM85FnavROjYm3NjcvA4OuaZpxF/3S/P6HK/3ITfX+dgTG4pb0jbrvdsEHQzCFiDgLYGuwZG15c91m3Jy/bV+s5muUinZjGtULSexSewHZ44BjgGOAY4BjgG/HgMm6GAQtgABbwl0rZs1kunzlsvmrTtkz9598uqMJdLh8ousb0QCJWzJagQQQACBqAhQKAIIIBCiAAFvCWBd2reUYxrUleYd+0vjK3pJamqa9O3ZoYSt4rs6LT1dNm3ZLhs2/S3p6Rm2K6NtW7dxqxzMdQuH7Y3JWCoBvVVm7YYtsm1HaH/c5O/tu0RTqXbOxhEXSAvzHIx4RSjQtkC456DtHZAxpgLhnIP6m52du/bGtJ7sLHYCXg14IyZYMbm8PDtygHw8b7ysmDVWpk4aah5RFrEdRLigqXPflzNa3CQXdxogLa/9t7S67t/y3c+/F7uX3//cIF37jpCGrW6WS64bJLMWriw2PysjK3D/qBfkrEtukdad/08uvKqv6YsdO/cUuZOMjEx5/vX5Ju9F7fvJpV3uysmrAfMpzXpI/vTpVz/k5GEiugKhnoPa5/n7S+f/+/u66FaU0nMEQjkHZ1uvj9o/+dPAYRNMeZyDhiGug1DPQb1ApH9gqmmH/uZ9U98Pf/zPH3FtAzuPvAABr03TqpUrSo3qVW3mjl82/ZHdxFED5fOFk+ST+RPkn0fXkzETpxVZIT3R23S7V2rXPExeHXeffLHoOdHbOIrcgBURF9BH3U1/bph8894LsvD1UfK/vzbItHnLitzPk89Nl1emL5bbu7WTlXPGybxXRuTk1SeL6MzEUf+WBa+NyklnnPxPXUyKgUCo5+AbE4bk9JP22egHepla6nO/zUSpBxRQkkAo52Cri87J01/aZ6effKwcflhlsxvOQcMQ10Go5+ATE6eKXuH/+O1nrPfN8XL0UXVk7OQZcW0DO4+8AAFv5E3jWuKVlzSRCxufLskVyon+sK6KFahXq5r1QiyF/Ht52iKpXq2yjBx8q5x12vFSoXxZOayY/IUUwaJSCtzW9Uo5+fijJalMohxR63BTWrUqlcw4/2DL3zvkxbcWyMDbrpHrO7Q0fVenZvX82eTII2qI/uAymLRfC2RiQVQEQj0HNdgK9pOO5y7+0PxOQD+ERqWCFFpAIJRzsFLFCnnOrZ279si3P/wqXTu2zlMu52AejpjOhHoOrt/0t9Q8vJokJZWRMomJ1nvhceYvrMa00uws6gIm4I36XthBzAXefvcj6f/AM/LDL/+TW29oU+T+P1y1RurWriGDHnxWrr3tQRk2eops3LKtyPysiI6A3jc98ZW3pdudj8qZpx0nl7c4Vwr79+0Pv5nF3/30u7n14eZBj4v2tVmYazBm0jTRr2n1SvDO3XtzrWEyVgLaL3bOwdz1+fybn2TlZ2ukV7e2uRczHQMBu+dg/qqMsb5xua7dxVK/XtbzeYPrOQeDEvEb2z0He153mcxZ9KH0G/K0LPv4a3PLWO/uV8Wv4uw5KgIEvFFhjX+hv/2xwfyYKT09Q3btLvqvwv36x3rR+5RbXHCW9Ox8mbnft+eAUebHefFvhX9qkJ6Raa4o6NUi7a/de/cV2vjgh5Eah1eVG6+9VM4+/Xi5d8Tz8s7ST01+/cMoXdq3EP2KVa/c672+PawgWt/MTQYGJQlEbL3dczC4Q/0qfPSzUyZifOgAAA0lSURBVKVbp9ZSt06N4GLGMRKwew7mro5+ONEPKbfecGXOYs7BHIq4T9g9B0/4Z31z1T4hkCB3DZ8ku/ekSMNT/hn3+lOByAoQ8EbW0zGl9b+lo7knVx+h9u8Hxxdbr+s7tBL9Cqh1s3/J40Nulz/WbpLf/txQ7DasjKyA3nIwZlhveefVkVKmTKKMf2l2kTs4tkFd6wpgO7nY+pDSq1s703dLVnxh8uvXrYPv7Cq3XN/G3PbwytP3mUD6p//+adYziJ1AKOeg1mrph1+ZD5w3db5cZ0kxFgjlHNSq6cWEMZOmivZX7ttPOAdVxxnJ7jk4cOh4adOqiTz10B3y/vQx0qjhSdK593BJS093RkPiVgtv7ZiA11v9WaA1/6h/hHnUVVEn7knHNcjzhzUyMrIeY3YwNa1AWSyIvkAgEJBjrD4LXsnNv8cjj6gpelU+Ne3QC3GaNZ2aVnh/1apxmCli34GDZswg9gIlnYNaIz0/9Svw27u1dcWPY7XOXk2BQPHnYLDdi5avMh8mb7S+Dg8uK2zMOViYSmyXFXcO7k3Zbz5onnjsUaZS+mNR/RCjjyjTJxiZhQw8IUDA64luPNSICVPmyOoffpX9VoCjz9R9aepCaXzmSeZGfM01cNgEGT1xqk6adHmLxuZHUJpX7/XUP6xRvVpl83QHk4FBVAX0j5looKMvrKlW4Kp9N3vhh9LojBPNfvWrtY63DJWF739m5s887TjRXyBPeuVt84xlza/rzm90mlm/4pPVsth6I9a+1BfssZNnmvwnWl/ZmQwRHlBcQYFQz0Et4e3FH8mWv3ea2xl0nhQ7gVDPQa2Z3iKkv+zvc2P7Aj/y5RxUofimUM5BvaVPLyTok3H0dVOfR79g6afmFgcNlOPbEvYeSQEC3khqOqAsDVy7WF/FnN36VvNM3cSEBHnorp45Nfv9z/WyfuPWnPkbOrSSxmedbPI2ubKPfPDZahk/or95WkNOJiaiJhAIBOTjL74XfTRcw5Y3ifbdJU3PkR7XXmr2mZGRKfo8yB279ph5ffLG08P7ysvTF8vpLXqa/HrP7jVtm5n1B1NT5f5RL4r2ZaPLbrcC5U9l3MP9RB+rZzIwiLpAqOegPg5JHzV36w1t6Keo907BHQQCoZ2DWoI+q3z3nn3S9epWOpsncQ7m4YjLTKjnoN7KULZsknndbNL2DnNL36jBt4k+sSGEBpDV4QIEvA7voFCr98g9N8vX7z4vi998XD6a+4y89sxg0U+vwXJmv/iwjBnWJzgrepLrcz/1mb3vTX1Clk4bY37wlJOBiagK6NWFGc8/KKsWTDTP4NXnJ2sf6g9fdMdVq1SU75dPkc5XtdBZk8475xTzrMh33xotny+cKHrPbvCFWZ8R+sn88fL+9CdN+mD203Lu2Seb7RjERuCREM9B7euVc8aJ3ncdmxqyl9wC4ZyD+lQGPff06+/cZek056AqxDeFeg7qrX1PD+9nXof1fVD/2NRpJx0T30aw94gLEPBGnDT+BWoQq0FutaqFP8u1sBrqlcMjah8ugUCgsNUsi4RAMWXom279erVFn59cTLacVRrg1qtTw8pfPmdZcELX6Y9oNAUC9GfQJZbjcM7BWNaPfRUUCPUcLFjCoSWcg4cs4jUVzjmox4BeZIhXndlvdAUIeKPrS+kIIIAAAgggkE+AWQRiLUDAG2tx9ocAAggggAACCCAQUwEC3physzP7AuREAAEEEEAAAQQiI0DAGxlHSkEAAQQQQCA6ApSKAAKlFiDgLTUhBSCAAAIIIIAAAgg4WYCA18m9Y79u5EQAAQQQQAABBBAoQoCAtwgYFiOAAAIIuFGAOiOAAAIFBQh4C5qwBAEEEEAAAQQQQMBDAr4MeD3UfzQFAQQQQAABBBBAoAQBAt4SgFiNAAIIeFiApiGAAAK+ECDg9UU300gEEEAAAQQQQMC/AiUHvP61oeUIIIAAAggggAACHhAg4PVAJ9IEBBCIjQB7QQABBBBwpwABrzv7jVojgAACCCCAAALxEnDdfgl4XddlVBgBBBBAAAEEEEAgFAEC3lC0yIsAAvYFyIkAAggggIBDBAh4HdIRVAMBBBBAAAEEvClAq+IvQMAb/z6gBggg4AKB1T/8Kjfc8YjMX/KJGZ/SrIf06D9S/ly3SRYs/Uyuve1BaXTZ7TLi6ddlw6a/c1qUnp4hL09fLG273ye6Tfue98vi5Z/nrP/ki++l4y1DzbbB9W+/+1HO+n37D5r9vTX3fRn00LMmX9e+I+TdFV/k5GECAQQQQKB4AQLe4n1Yi0CMBNiN0wV27d4rX3/3H7n7kUly1mnHyX39rpdf/7dOLrv+bhk6+iU5/1+nSp8br5LZC1eaADfYnrGTZ8gzL86WZk0aytjhfeXYo+vJwGHjRQNozbNrz1457aRj5P7+XWXMsD5y/LFHyb0jnpev1vxHV0taWprZ7/AnX5GEQEAG3tZJKiaXkwFDn5Fde1JMHgYIIIAAAsULEPAW78NaBBBAII/ArBeGW0HnNXJ9h1Zy43WXmXXzXhkh/W66Wnpcc6l0ad9Cln30tVn+9/Zd8sKbC+T2bm3NNi0vPFtGDr5VkiuUl4Xvf2bytG72Lxk6sLu0vaSJnHvWyXJb17Zm+erv/2vGwcHgO7vKY0Nul85XtZAR994q+k+vDuuYhICnBGgMAlEQIOCNAipFIoCAdwWqVK6Y07ga1aua6coVk81YB7ps7YYtOim//7nBjKe9vczctqC3Llx3+0OSsm+//LV+s1m3feduGTxysvzr8l7SpG0fubLbvWb5vgMHzTg4qFalUnBSqlerbKY3bP7bjBkggAACCBQvQMBbvA9rnSlArRBwhEBCoOBLaGJiYk7d9P5bnenWqbXcefPVOWniqIHWVd92ukp63/uUfPDpahk2qIcsfH2UfL5wUk5AazIwQAABBBAotUDBV+tSF0kBCCCAAAIq0ODI2jqSpDKJcmHj0/OkU084Wvbs3Sff/vCrdL/mUrmixblSv15tSa5QzmzDAAF7AuRCAAE7AgS8dpTIgwACCIQhUL9eLWlx4Vny4JiXZcb8FeYWhy9W/yxjJk2TsZNnSqWKFeSk4xrIkhVfyKqvfxK9J1efxLBtx+4w9sYmCCCAAAJFCRDwFiXjoeU0BQEEIicQCBwqK5CQNZN72aG1WVPD77pJrmnb3DzJoU23e6X7nY+aJzmccOxRJsOAWzvJjl175MYBI+XmQY9LYmLWy3KwzEAgax8mc75BIFD0unxZmUUAAQR8LZD1yuprAhqPAAIIlCygtyR8v3yK1KlZPSez3oagy/SpC8GF+pQGXRacr1q5onkKw+qlL8h7U5+QD+eOk5VzxsllFzc2Wc5vdKoseuMxmf/Ko/LxvPEyavBtotv36pZ1j69eBdb5y1tk5TcbWQNd1r1Ta2uK/yEIkBUBBHwqQMDr046n2QggEFuBMomJckTtw+WwqpUL7DgQCMg/6h8hGhwXWMkCBBBAAIFSCxDw5idkHgEEEEAAAQQQQMBTAgS8nupOGoMAAghEToCSEEAAAa8IEPB6pSdpBwIIIIAAAggggEChAqUMeAstk4UIIIAAAggggAACCDhGgIDXMV1BRRBAwNUCVB4BBBBAwLECBLyO7RoqhgACCCCAAAIIuE/AiTUm4HVir1AnBBBAAAEEEEAAgYgJEPBGjJKCEEDAvgA5EUAAAQQQiJ0AAW/srNkTAggggAACCCCQV4C5mAgQ8MaEmZ0ggAACCCCAAAIIxEuAgDde8uwXAfsC5EQAAQQQQACBUggQ8JYCj00RQAABBBBAIJYC7AuB8AQIeMNzYysEEEAAAQQQQAABlwgQ8Lqko6imfQFyIoAAAggggAACuQUIeHNrMI0AAggggIB3BGgJAghkCxDwZkMwQgABBBBAAAEEEPCmAAGvN/vVfqvIiQACCCCAAAIIeFyAgNfjHUzzEEAAAQTsCZALAQS8K0DA692+pWUIIIAAAggggAAClgABr4Vg/z85EUAAAQQQQAABBNwmQMDrth6jvggggIATBKgDAggg4CIBAl4XdRZVRQABBBBAAAEEEAhdIJoBb+i1YQsEEEAAAQQQQAABBCIsQMAbYVCKQwABBAoKsAQBBBBAIJ4CBLzx1GffCCCAAAIIIICAnwTi1FYC3jjBs1sEEEAAAQQQQACB2AgQ8MbGmb0ggIB9AXIigAACCCAQUQEC3ohyUhgCCCCAAAIIIBApAcqJlAABb6QkKQcBBBBAAAEEEEDAkQIEvI7sFiqFgH0BciKAAAIIIIBA8QIEvMX7sBYBBBBAAAEE3CFALREoUoCAt0gaViCAAAIIIIAAAgh4QYCA1wu9SBvsC5ATAQQQQAABBHwnQMDruy6nwQgggAACCIhggICfBAh4/dTbtBUBBBBAAAEEEPChAAGvDzvdfpPJiQACCCCAAAIIuF+AgNf9fUgLEEAAAQSiLUD5CCDgagECXld3H5VHAAEEEEAAAQQQKEng/wEAAP//P6YP2AAAAAZJREFUAwAw7jSaTsXnyAAAAABJRU5ErkJggg==",
"text/html": [
" \n",
- " "
+ "
"
],
"text/plain": [
"Figure({\n",
@@ -269,7 +269,7 @@
},
{
"cell_type": "markdown",
- "id": "9088e0b0",
+ "id": "e0b478e5",
"metadata": {},
"source": [
"## Shading p-values"
@@ -278,7 +278,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "9f70ce10",
+ "id": "fd0d4ad8",
"metadata": {},
"outputs": [
{
@@ -286,7 +286,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -342,7 +342,7 @@
},
{
"cell_type": "markdown",
- "id": "90765c0c",
+ "id": "b6c3ee46",
"metadata": {},
"source": [
"## Simulation vs. theory overlays"
@@ -351,7 +351,7 @@
{
"cell_type": "code",
"execution_count": 7,
- "id": "8d10536e",
+ "id": "6c4b6279",
"metadata": {},
"outputs": [
{
@@ -359,7 +359,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -391,7 +391,7 @@
{
"cell_type": "code",
"execution_count": 8,
- "id": "af58dd2d",
+ "id": "fc04312f",
"metadata": {},
"outputs": [
{
@@ -399,7 +399,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ "
"
],
"text/plain": [
"Figure({\n",
@@ -436,7 +436,7 @@
},
{
"cell_type": "markdown",
- "id": "5a9250d5",
+ "id": "1678cc5d",
"metadata": {},
"source": [
"## Faceted regression-coefficient plots\n",
@@ -447,7 +447,7 @@
{
"cell_type": "code",
"execution_count": 9,
- "id": "5d91dba9",
+ "id": "baa0c311",
"metadata": {},
"outputs": [
{
@@ -455,7 +455,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -617,7 +617,7 @@
},
{
"cell_type": "markdown",
- "id": "93d6d6b1",
+ "id": "c05d7713",
"metadata": {},
"source": [
"## Model plots"
@@ -626,7 +626,7 @@
{
"cell_type": "code",
"execution_count": 10,
- "id": "e4dff4e6",
+ "id": "2ed83343",
"metadata": {},
"outputs": [
{
@@ -647,7 +647,7 @@
{
"cell_type": "code",
"execution_count": 11,
- "id": "6a0140a3",
+ "id": "8b07559c",
"metadata": {},
"outputs": [
{
@@ -667,7 +667,7 @@
{
"cell_type": "code",
"execution_count": 12,
- "id": "cc7b4902",
+ "id": "e9dc8a74",
"metadata": {},
"outputs": [
{
@@ -687,7 +687,7 @@
},
{
"cell_type": "markdown",
- "id": "61688c61",
+ "id": "a5d850d2",
"metadata": {},
"source": [
"## Saving figures\n",
diff --git a/doc/_build/jupyter_execute/guides/regression.ipynb b/doc/_build/jupyter_execute/guides/regression.ipynb
index 7b5f813..a25d0ed 100644
--- a/doc/_build/jupyter_execute/guides/regression.ipynb
+++ b/doc/_build/jupyter_execute/guides/regression.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "4252e2eb",
+ "id": "98ac58a2",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "f03c5b9e",
+ "id": "6ac59de6",
"metadata": {},
"source": [
"# Regression\n",
@@ -34,7 +34,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "f84d47c9",
+ "id": "09496bc0",
"metadata": {},
"outputs": [],
"source": [
@@ -51,7 +51,7 @@
},
{
"cell_type": "markdown",
- "id": "e18013c8",
+ "id": "db7fe7f7",
"metadata": {},
"source": [
"## Coefficient table (with confidence intervals)"
@@ -60,7 +60,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "fbc73d10",
+ "id": "ccfbc3b6",
"metadata": {},
"outputs": [
{
@@ -99,7 +99,7 @@
},
{
"cell_type": "markdown",
- "id": "c821d774",
+ "id": "58b99d73",
"metadata": {},
"source": [
"Change the confidence level with `conf_level=` (e.g. `0.99`).\n",
@@ -110,7 +110,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "789dbfc1",
+ "id": "4b10b69b",
"metadata": {},
"outputs": [
{
@@ -152,7 +152,7 @@
},
{
"cell_type": "markdown",
- "id": "4f7bba83",
+ "id": "1be5f95d",
"metadata": {},
"source": [
"## Model-fit summaries"
@@ -161,7 +161,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "4b0dc9b8",
+ "id": "d84539e8",
"metadata": {},
"outputs": [
{
@@ -199,7 +199,7 @@
},
{
"cell_type": "markdown",
- "id": "d9a5ec48",
+ "id": "9f2fab5b",
"metadata": {},
"source": [
"## Correlation"
@@ -208,7 +208,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "b32fe718",
+ "id": "d9a2569c",
"metadata": {},
"outputs": [
{
@@ -246,7 +246,7 @@
},
{
"cell_type": "markdown",
- "id": "aa710c5d",
+ "id": "ff100553",
"metadata": {},
"source": [
"Pass several predictors on the right-hand side to get one correlation per\n",
@@ -256,7 +256,7 @@
{
"cell_type": "code",
"execution_count": 7,
- "id": "b39a8909",
+ "id": "d909edbf",
"metadata": {},
"outputs": [
{
@@ -295,7 +295,7 @@
},
{
"cell_type": "markdown",
- "id": "5248e3f9",
+ "id": "20076cfb",
"metadata": {},
"source": [
"## Logistic & other GLMs\n",
@@ -309,7 +309,7 @@
{
"cell_type": "code",
"execution_count": 8,
- "id": "df119adc",
+ "id": "323b3f84",
"metadata": {},
"outputs": [
{
@@ -354,7 +354,7 @@
{
"cell_type": "code",
"execution_count": 9,
- "id": "ec97c26c",
+ "id": "f70778ce",
"metadata": {},
"outputs": [
{
@@ -391,7 +391,7 @@
},
{
"cell_type": "markdown",
- "id": "c7977287",
+ "id": "29fa2eaa",
"metadata": {},
"source": [
"## Array-API models\n",
@@ -406,7 +406,7 @@
{
"cell_type": "code",
"execution_count": 10,
- "id": "775a5664",
+ "id": "a7dc3dfa",
"metadata": {},
"outputs": [
{
@@ -452,7 +452,7 @@
{
"cell_type": "code",
"execution_count": 11,
- "id": "2582e931",
+ "id": "b0b9d750",
"metadata": {},
"outputs": [
{
@@ -493,7 +493,7 @@
},
{
"cell_type": "markdown",
- "id": "dd1cc4b0",
+ "id": "96bc3df2",
"metadata": {},
"source": [
"## 3D regression plane\n",
@@ -505,7 +505,7 @@
{
"cell_type": "code",
"execution_count": 12,
- "id": "8469d3c3",
+ "id": "7760ff85",
"metadata": {},
"outputs": [
{
@@ -524,7 +524,7 @@
},
{
"cell_type": "markdown",
- "id": "1f839086",
+ "id": "e99b76e9",
"metadata": {},
"source": [
"## Visualizing models\n",
@@ -536,7 +536,7 @@
{
"cell_type": "code",
"execution_count": 13,
- "id": "542ebc5e",
+ "id": "1efad59f",
"metadata": {},
"outputs": [
{
@@ -556,7 +556,7 @@
},
{
"cell_type": "markdown",
- "id": "3f31e8ca",
+ "id": "83ed34fd",
"metadata": {},
"source": [
"The same plot via the plotnine engine:"
@@ -565,14 +565,14 @@
{
"cell_type": "code",
"execution_count": 14,
- "id": "567a1b0b",
+ "id": "458e5eab",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
- ""
+ ""
]
},
"execution_count": 14,
@@ -591,7 +591,7 @@
},
{
"cell_type": "markdown",
- "id": "2c35ab2b",
+ "id": "4423b3f5",
"metadata": {},
"source": [
"A regression with a single **categorical** predictor (`geom_categorical_model()`\n",
@@ -601,7 +601,7 @@
{
"cell_type": "code",
"execution_count": 15,
- "id": "5e370add",
+ "id": "95dfeb3c",
"metadata": {},
"outputs": [
{
@@ -618,7 +618,7 @@
},
{
"cell_type": "markdown",
- "id": "dba495e1",
+ "id": "acb7f095",
"metadata": {},
"source": [
"For the plotnine engine you can also drop the parallel-slopes lines onto your own\n",
@@ -634,7 +634,7 @@
{
"cell_type": "code",
"execution_count": 16,
- "id": "f7919614",
+ "id": "1a514305",
"metadata": {},
"outputs": [
{
@@ -642,7 +642,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -844,7 +844,7 @@
},
{
"cell_type": "markdown",
- "id": "ac1b652a",
+ "id": "048a605d",
"metadata": {},
"source": [
"Per-facet shading works in both engines: `shade_p_value` / `shade_confidence_interval`\n",
diff --git a/doc/_build/jupyter_execute/guides/sampling.ipynb b/doc/_build/jupyter_execute/guides/sampling.ipynb
index e0b7ce2..95778a0 100644
--- a/doc/_build/jupyter_execute/guides/sampling.ipynb
+++ b/doc/_build/jupyter_execute/guides/sampling.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "6cc464ff",
+ "id": "feb39382",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "47f9c008",
+ "id": "d5d8c58d",
"metadata": {},
"source": [
"# Sampling\n",
@@ -35,7 +35,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "2e0ab723",
+ "id": "96d04eb1",
"metadata": {},
"outputs": [
{
@@ -80,7 +80,7 @@
},
{
"cell_type": "markdown",
- "id": "0f4c99bc",
+ "id": "90557d07",
"metadata": {},
"source": [
"## One virtual sample"
@@ -89,7 +89,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "c648fbe0",
+ "id": "ef5c3959",
"metadata": {},
"outputs": [
{
@@ -130,7 +130,7 @@
},
{
"cell_type": "markdown",
- "id": "765fb8fb",
+ "id": "391e5a0b",
"metadata": {},
"source": [
"## Many samples → a sampling distribution\n",
@@ -141,7 +141,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "e4ccb4f6",
+ "id": "7d9743d7",
"metadata": {},
"outputs": [
{
@@ -189,7 +189,7 @@
},
{
"cell_type": "markdown",
- "id": "a6e71215",
+ "id": "8cfabd20",
"metadata": {},
"source": [
"That `prop_red` column is a **sampling distribution**. Visualize its spread the\n",
@@ -205,7 +205,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "30722df4",
+ "id": "bd68261c",
"metadata": {},
"outputs": [
{
@@ -252,7 +252,7 @@
},
{
"cell_type": "markdown",
- "id": "5399056e",
+ "id": "d2f287d9",
"metadata": {},
"source": [
"## Tactile samples\n",
@@ -263,7 +263,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "0fd37ec0",
+ "id": "58f4091d",
"metadata": {},
"outputs": [
{
@@ -310,7 +310,7 @@
},
{
"cell_type": "markdown",
- "id": "4044a56b",
+ "id": "6e912408",
"metadata": {},
"source": [
"```{seealso}\n",
diff --git a/doc/_build/jupyter_execute/guides/theory-based.ipynb b/doc/_build/jupyter_execute/guides/theory-based.ipynb
index 531f37d..5bbcd4e 100644
--- a/doc/_build/jupyter_execute/guides/theory-based.ipynb
+++ b/doc/_build/jupyter_execute/guides/theory-based.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "183676b5",
+ "id": "37612639",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "08dff19a",
+ "id": "28a46a16",
"metadata": {},
"source": [
"# Theory-based inference\n",
@@ -34,7 +34,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "83234abd",
+ "id": "25dd4a8c",
"metadata": {},
"outputs": [
{
@@ -89,7 +89,7 @@
},
{
"cell_type": "markdown",
- "id": "ea7b0711",
+ "id": "1581a45c",
"metadata": {},
"source": [
"`t_stat` and `chisq_stat` return just the test statistic if that's all you need.\n",
@@ -103,14 +103,14 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "17a60084",
+ "id": "843bc3b9",
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
- ""
+ ""
]
},
"execution_count": 3,
@@ -137,7 +137,7 @@
},
{
"cell_type": "markdown",
- "id": "fbb156dc",
+ "id": "f8ae93d8",
"metadata": {},
"source": [
"Supported distributions: `\"t\"`, `\"z\"`, `\"F\"` (pass `df=(df1, df2)`), and\n",
@@ -152,7 +152,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "25d4bbb3",
+ "id": "dc65aa03",
"metadata": {},
"outputs": [
{
@@ -160,7 +160,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -206,7 +206,7 @@
{
"cell_type": "code",
"execution_count": 5,
- "id": "1398fdb0",
+ "id": "5d68b7dc",
"metadata": {},
"outputs": [
{
@@ -214,7 +214,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -245,7 +245,7 @@
},
{
"cell_type": "markdown",
- "id": "063adb99",
+ "id": "cbc4a76f",
"metadata": {},
"source": [
"## Population standard deviation\n",
@@ -256,7 +256,7 @@
{
"cell_type": "code",
"execution_count": 6,
- "id": "b0d739ee",
+ "id": "430692fe",
"metadata": {},
"outputs": [
{
diff --git a/doc/_build/jupyter_execute/index.ipynb b/doc/_build/jupyter_execute/index.ipynb
index 5c78b46..907f2ef 100644
--- a/doc/_build/jupyter_execute/index.ipynb
+++ b/doc/_build/jupyter_execute/index.ipynb
@@ -3,7 +3,7 @@
{
"cell_type": "code",
"execution_count": 1,
- "id": "d24773df",
+ "id": "f2f5b631",
"metadata": {
"tags": [
"remove-input"
@@ -19,7 +19,7 @@
},
{
"cell_type": "markdown",
- "id": "b71279d5",
+ "id": "bfbc3db3",
"metadata": {},
"source": [
"# moderndive (Python)\n",
@@ -67,7 +67,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "id": "acbb9920",
+ "id": "6b09a413",
"metadata": {},
"outputs": [
{
@@ -98,7 +98,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "id": "21869216",
+ "id": "4a2e0ad1",
"metadata": {},
"outputs": [
{
@@ -143,7 +143,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "id": "71d54623",
+ "id": "c32745ef",
"metadata": {},
"outputs": [
{
@@ -151,7 +151,7 @@
"image/png": "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",
"text/html": [
" \n",
- " "
+ " "
],
"text/plain": [
"Figure({\n",
@@ -199,7 +199,7 @@
},
{
"cell_type": "markdown",
- "id": "c1f4cc83",
+ "id": "dc08e029",
"metadata": {},
"source": [
"```{note}\n",
@@ -222,6 +222,7 @@
"getting-started\n",
"coming-from-r\n",
"datasets\n",
+ "r-compatibility\n",
"```\n",
"\n",
"```{toctree}\n",
diff --git a/doc/index.md b/doc/index.md
index 76da787..02cc03b 100644
--- a/doc/index.md
+++ b/doc/index.md
@@ -107,6 +107,7 @@ plots.
getting-started
coming-from-r
datasets
+r-compatibility
```
```{toctree}
diff --git a/doc/r-compatibility.md b/doc/r-compatibility.md
new file mode 100644
index 0000000..e2d2a4b
--- /dev/null
+++ b/doc/r-compatibility.md
@@ -0,0 +1,77 @@
+# R compatibility notes
+
+This package aims to reproduce the **numerical results** of the R `moderndive`
+and `infer` packages, not just their API. In several places that means making a
+deliberate choice that differs from the "default" or "typical" Python/SciPy/
+statsmodels behavior. They're collected here so the differences are intentional
+and discoverable.
+
+## Statistics
+
+- **`pop_sd` divides by `n`** (population SD, `ddof=0`), unlike the sample
+ `sd`/`calculate(stat="sd")` and `numpy.std`'s default which use `n − 1`. This
+ matches R `moderndive::pop_sd`.
+- **`get_regression_summaries`**: `mse` is the mean squared residual using `n`
+ in the denominator (so `rmse = sqrt(mse)`), while `sigma` is the residual
+ standard error using `n − p`. Both match the R package; note `mse` is *not*
+ statsmodels' `mse_resid` (which uses `n − p`).
+- **GLM summaries** use the log-likelihood-based BIC (`bic_llf`), not
+ statsmodels' deviance-based `bic`, to align with `broom::glance`.
+- **`get_p_value` two-sided** = `2 × min(left, right)` capped at 1 — the `infer`
+ convention, which can differ slightly from a symmetric-tail p-value.
+- **`F` and `Chisq`** are treated as inherently one-sided (right tail) for
+ p-values regardless of the `direction` argument, matching `infer`.
+
+## `prop_test` (mirrors R's `prop.test`, not a plain z-test)
+
+- **Chi-square statistic by default** (with a `chisq_df` column), like R's
+ `prop.test`. Pass `z=True` for the signed z-statistic that a "typical" Python
+ two-proportion test would report.
+- **Yates' continuity correction** is on by default (`correct=True`), as in R.
+- **Confidence intervals** match R: a **Wilson score** interval for one
+ proportion (not the Wald interval `statsmodels` returns by default), and a
+ Wald interval **widened by the continuity correction** for a two-proportion
+ difference.
+
+## Correlation
+
+- **`get_correlation` drops nulls by default** (`na_rm=True`) so beginners get a
+ number rather than `nan`. R's `na.rm` defaults to `FALSE`; pass `na_rm=False`
+ to match R exactly.
+- `method="spearman"`/`"kendall"` use the SciPy implementations and match R's
+ `cor(method=...)`.
+
+## Regression points / tables
+
+- **In-formula transformations** are reshaped to match R: a transformed outcome
+ like `np.log(mpg)` is shown on the model scale as `log_mpg`/`log_mpg_hat`, and
+ transformed predictors (`poly`, `scale`, `I`) show their original columns
+ rather than the patsy basis matrix.
+- **`get_regression_table`** prettifies categorical term names
+ (`income[T.High]` → `income: High`) by default; `default_categorical_levels=True`
+ keeps the raw statsmodels names.
+
+## Datasets
+
+- **Datetime columns are stored in UTC.** R's nycflights `time_hour` is stored in
+ `America/New_York`; the bundled Parquet stores the identical instants in UTC, so
+ a displayed hour differs by the UTC offset (the integer `hour` column matches R).
+- **`early_january_2023_weather` is derived from `weather`.** The R dataset ships
+ `temp`/`dewp`/`humid`/`pressure` as all-`NA`; this package recomputes the table
+ from `weather` (Newark, first 15 days of Jan 2023) so those columns hold real
+ values.
+
+## Plotting
+
+- **plotly is the default engine** (the book is moving to interactive plots);
+ pass `engine="plotnine"` anywhere for grammar-of-graphics output. R returns
+ ggplot2 objects.
+- `visualize`'s default `bins` is 20 (R's is 15).
+- Two-sided p-value shading mirrors the observed statistic about 0, matching
+ `infer`'s `shade_p_value`.
+
+## Reproducibility
+
+- Pass `seed=` to `generate()` / `rep_slice_sample()` for reproducible draws
+ (R uses `set.seed()`). Identical seeds will **not** reproduce R's exact random
+ draws — only the statistical behavior matches, not the specific RNG stream.
diff --git a/tests/test_r_reference.py b/tests/test_r_reference.py
new file mode 100644
index 0000000..8256e13
--- /dev/null
+++ b/tests/test_r_reference.py
@@ -0,0 +1,86 @@
+"""Cross-package validation: assert the Python results equal R's, value for value.
+
+Each expected value below was produced by the R ``moderndive`` / ``infer``
+packages on the *same fixed dataset* defined here (so the check doesn't depend on
+dataset-column parity or R being installed at test time). If an implementation
+drifts from R, this fails. New-argument R validations (correlation methods,
+prop_test vs prop.test, GOF vs scipy) live alongside their feature tests; this
+module pins the core functions.
+"""
+
+from __future__ import annotations
+
+import polars as pl
+import pytest
+import statsmodels.formula.api as smf
+
+import moderndive as md
+
+# A fixed dataset, identical to the one used in R to compute the constants below.
+_DF = pl.DataFrame(
+ {
+ "y": [2.0, 4, 5, 4, 6, 7, 9, 8, 7, 10],
+ "x": [1.0, 2, 3, 4, 5, 6, 7, 8, 9, 10],
+ "z": [3.0, 1, 4, 1, 5, 9, 2, 6, 5, 3],
+ }
+)
+
+
+@pytest.fixture(scope="module")
+def model():
+ return smf.ols("y ~ x + z", data=_DF.to_pandas()).fit()
+
+
+def test_get_regression_table_matches_r(model):
+ # R: moderndive::get_regression_table(lm(y ~ x + z, df))
+ tbl = md.get_regression_table(model)
+ assert tbl["term"].to_list() == ["intercept", "x", "z"]
+ expected = {
+ "estimate": [2.102, 0.755, -0.015],
+ "std_error": [0.867, 0.132, 0.162],
+ "statistic": [2.424, 5.705, -0.09],
+ "p_value": [0.046, 0.001, 0.931],
+ "lower_ci": [0.052, 0.442, -0.398],
+ "upper_ci": [4.151, 1.069, 0.369],
+ }
+ for col, vals in expected.items():
+ assert tbl[col].to_list() == pytest.approx(vals, abs=1e-3)
+
+
+def test_get_regression_summaries_matches_r(model):
+ # R: moderndive::get_regression_summaries(...)
+ s = md.get_regression_summaries(model)
+ expected = {
+ "r_squared": 0.838,
+ "adj_r_squared": 0.792,
+ "mse": 0.899575,
+ "rmse": 0.948459,
+ "sigma": 1.134,
+ "statistic": 18.132,
+ "p_value": 0.002,
+ "df": 2,
+ "nobs": 10,
+ }
+ for col, val in expected.items():
+ assert s[col][0] == pytest.approx(val, abs=1e-3)
+
+
+def test_get_correlation_matches_r():
+ # R: get_correlation(df, y ~ x) -> 0.9154346
+ assert md.get_correlation(_DF, "y ~ x").item() == pytest.approx(0.9154346, abs=1e-6)
+
+
+def test_pop_sd_matches_r():
+ # R: sqrt(sum((x-mean(x))^2)/length(x)) -> 2.872281
+ assert md.pop_sd(_DF["x"]) == pytest.approx(2.872281, abs=1e-6)
+
+
+def test_t_test_one_sample_matches_r():
+ # R: t.test(df$y, mu = 5)
+ out = md.t_test(_DF, response="y", mu=5)
+ assert out["statistic"][0] == pytest.approx(1.52674, abs=1e-4)
+ assert out["t_df"][0] == pytest.approx(9)
+ assert out["p_value"][0] == pytest.approx(0.161171, abs=1e-5)
+ assert out["lower_ci"][0] == pytest.approx(4.421971, abs=1e-4)
+ assert out["upper_ci"][0] == pytest.approx(7.978029, abs=1e-4)
+ assert out["estimate"][0] == pytest.approx(6.2, abs=1e-6)