From 860bfa4252e6e8ec72d28a6c4116c24d47b0529c Mon Sep 17 00:00:00 2001
From: Carson Sievert <cpsievert1@gmail.com>
Date: Thu, 1 Nov 2018 16:58:19 -0500
Subject: [PATCH 1/2] use equally spaced grid of values when generating
 colorscale, closes #1308

---
 R/plotly_build.R | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/R/plotly_build.R b/R/plotly_build.R
index f4a1c443b6..7e4e8be296 100644
--- a/R/plotly_build.R
+++ b/R/plotly_build.R
@@ -775,7 +775,7 @@ map_color <- function(traces, stroke = FALSE, title = "", colorway, na.color = "
     colScale <- scales::col_numeric(pal, rng, na.color = na.color)
     # generate the colorscale to be shared across traces
     vals <- if (diff(rng) > 0) {
-      as.numeric(stats::quantile(allColor, probs = seq(0, 1, length.out = 25), na.rm = TRUE))
+      seq(rng[1], rng[2], length.out = 25)
     } else {
       c(0, 1)
     }

From 0c77f4615f30e2c1c6d45fdf6bc3a49203cdbf4f Mon Sep 17 00:00:00 2001
From: Carson Sievert <cpsievert1@gmail.com>
Date: Mon, 5 Nov 2018 12:00:09 -0600
Subject: [PATCH 2/2] validate visual changes

---
 tests/figs/colorbar/plotly-colorbar-expand.svg                  | 2 +-
 tests/figs/colorbar/plotly-colorbar-restrict.svg                | 2 +-
 tests/figs/colorbar/plotly-colorbar-z-expand.svg                | 2 +-
 tests/figs/colorbar/plotly-colorbar-z-restrict.svg              | 2 +-
 tests/figs/colorbar/plotly-colorbar.svg                         | 2 +-
 .../plotly-color-scatterplot-color-numeric-custom.svg           | 2 +-
 .../plotly-color/plotly-color-scatterplot-color-numeric.svg     | 2 +-
 tests/figs/plotly/plotly-alpha-blending.svg                     | 2 +-
 tests/figs/subplot/plotly-subplot-geo-cartesian.svg             | 2 +-
 9 files changed, 9 insertions(+), 9 deletions(-)

diff --git a/tests/figs/colorbar/plotly-colorbar-expand.svg b/tests/figs/colorbar/plotly-colorbar-expand.svg
index 85325efef5..87cea07b89 100644
--- a/tests/figs/colorbar/plotly-colorbar-expand.svg
+++ b/tests/figs/colorbar/plotly-colorbar-expand.svg
@@ -1 +1 @@
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diff --git a/tests/figs/colorbar/plotly-colorbar-restrict.svg b/tests/figs/colorbar/plotly-colorbar-restrict.svg
index 8b0485f0ff..646ae9e118 100644
--- a/tests/figs/colorbar/plotly-colorbar-restrict.svg
+++ b/tests/figs/colorbar/plotly-colorbar-restrict.svg
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diff --git a/tests/figs/colorbar/plotly-colorbar-z-expand.svg b/tests/figs/colorbar/plotly-colorbar-z-expand.svg
index 92f01818e6..0ba47728f7 100644
--- a/tests/figs/colorbar/plotly-colorbar-z-expand.svg
+++ b/tests/figs/colorbar/plotly-colorbar-z-expand.svg
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index e3e3a450b6..79caec7d37 100644
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diff --git a/tests/figs/colorbar/plotly-colorbar.svg b/tests/figs/colorbar/plotly-colorbar.svg
index bb9477ebfa..e41406332f 100644
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diff --git a/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric-custom.svg b/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric-custom.svg
index f97f69fdc8..8151baabb9 100644
--- a/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric-custom.svg
+++ b/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric-custom.svg
@@ -1 +1 @@
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diff --git a/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric.svg b/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric.svg
index 4e9af43eda..5f0328c945 100644
--- a/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric.svg
+++ b/tests/figs/plotly-color/plotly-color-scatterplot-color-numeric.svg
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diff --git a/tests/figs/plotly/plotly-alpha-blending.svg b/tests/figs/plotly/plotly-alpha-blending.svg
index 2510a576d5..cda735635b 100644
--- a/tests/figs/plotly/plotly-alpha-blending.svg
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@@ -1 +1 @@
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diff --git a/tests/figs/subplot/plotly-subplot-geo-cartesian.svg b/tests/figs/subplot/plotly-subplot-geo-cartesian.svg
index 0b514c6383..4207056c79 100644
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