Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Variables and Values#
The topics in this chapter are:
diff --git a/02_times.html b/02_times.html index c08f8cf..fde4497 100644 --- a/02_times.html +++ b/02_times.html @@ -379,8 +379,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Times and Places#
Click here to run this notebook on Colab.
diff --git a/03_arrays.html b/03_arrays.html index e746d54..9e97de9 100644 --- a/03_arrays.html +++ b/03_arrays.html @@ -377,8 +377,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Lists and Arrays#
Click here to run this notebook on Colab.
diff --git a/04_loops.html b/04_loops.html index 39f409b..6253946 100644 --- a/04_loops.html +++ b/04_loops.html @@ -376,8 +376,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Loops and Files#
Click here to run this notebook on Colab.
diff --git a/05_dictionaries.html b/05_dictionaries.html index a8e0499..9503077 100644 --- a/05_dictionaries.html +++ b/05_dictionaries.html @@ -375,8 +375,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Dictionaries#
Click here to run this notebook on Colab or diff --git a/06_plotting.html b/06_plotting.html index f55fc88..b9903dc 100644 --- a/06_plotting.html +++ b/06_plotting.html @@ -377,8 +377,7 @@
Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Plotting#
Click here to run this notebook on Colab.
diff --git a/07_dataframes.html b/07_dataframes.html index 785b965..3664356 100644 --- a/07_dataframes.html +++ b/07_dataframes.html @@ -379,8 +379,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
DataFrames and Series#
Click here to run this notebook on Colab.
diff --git a/08_distributions.html b/08_distributions.html index 6fdf963..d23ef93 100644 --- a/08_distributions.html +++ b/08_distributions.html @@ -380,8 +380,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Distributions#
Click here to run this notebook on Colab.
diff --git a/09_relationships.html b/09_relationships.html index 407949f..c8786f8 100644 --- a/09_relationships.html +++ b/09_relationships.html @@ -374,8 +374,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Relationships#
Click here to run this notebook on Colab.
diff --git a/10_regression.html b/10_regression.html index 23c1784..27abf83 100644 --- a/10_regression.html +++ b/10_regression.html @@ -375,8 +375,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Regression#
Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Resampling#
array([1, 0, 0, 0, 0, 1, 1, 1, 1, 1])
+array([1, 0, 1, 1, 1, 1, 1, 1, 1, 0])
Simulating One Group
+
The mean of this distribution is about 5.3, which is close to the observed risk, as we should expect.
@@ -718,7 +717,7 @@Simulating the Trial
+
The mean of this distribution is close to the efficacy we computed with the results of the actual trial.
@@ -833,7 +832,7 @@Estimating Means
-
+
This result is called a sampling distribution because it represents the variation in the results due to the random sampling process.
diff --git a/12_bootstrap.html b/12_bootstrap.html
index 7888631..677e34f 100644
--- a/12_bootstrap.html
+++ b/12_bootstrap.html
@@ -377,8 +377,7 @@
Contents
- Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+ Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Bootstrap Sampling#
Click here to run this notebook on Colab.
diff --git a/13_hypothesis.html b/13_hypothesis.html
index 0c05852..1a6c0c0 100644
--- a/13_hypothesis.html
+++ b/13_hypothesis.html
@@ -378,8 +378,7 @@ Contents
- Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+ Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Hypothesis Testing#
Click here to run this notebook on Colab.
diff --git a/14_outro.html b/14_outro.html
index 77798de..6674f81 100644
--- a/14_outro.html
+++ b/14_outro.html
@@ -359,8 +359,7 @@ Further Reading
- Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+ Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Further Reading#
The first part of this book is an accelerated introduction to Python with emphasis on tools for working with data.
diff --git a/_images/9403253e7d1c710973e48f11c2f481541c98749a35e9fed906f90c52d10909e5.png b/_images/9403253e7d1c710973e48f11c2f481541c98749a35e9fed906f90c52d10909e5.png
new file mode 100644
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diff --git a/_images/c8d1a98d424f44f32d59fb95e54085ba97fbdb9cbc359388af64cac8a4379784.png b/_images/c8d1a98d424f44f32d59fb95e54085ba97fbdb9cbc359388af64cac8a4379784.png
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diff --git a/_images/ec2770347978626d9a5fcaf8b1fcf276c505818353e0743267492d58195371b4.png b/_images/ec2770347978626d9a5fcaf8b1fcf276c505818353e0743267492d58195371b4.png
new file mode 100644
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Binary files /dev/null and b/_images/ec2770347978626d9a5fcaf8b1fcf276c505818353e0743267492d58195371b4.png differ
diff --git a/_sources/01_variables.ipynb b/_sources/01_variables.ipynb
index 3c90187..8b6fa89 100644
--- a/_sources/01_variables.ipynb
+++ b/_sources/01_variables.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/02_times.ipynb b/_sources/02_times.ipynb
index fa0c3e0..03f684e 100644
--- a/_sources/02_times.ipynb
+++ b/_sources/02_times.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/03_arrays.ipynb b/_sources/03_arrays.ipynb
index d0cf306..c459c8d 100644
--- a/_sources/03_arrays.ipynb
+++ b/_sources/03_arrays.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/04_loops.ipynb b/_sources/04_loops.ipynb
index ee27977..7fe3644 100644
--- a/_sources/04_loops.ipynb
+++ b/_sources/04_loops.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/05_dictionaries.ipynb b/_sources/05_dictionaries.ipynb
index f02c1f9..acf05c9 100644
--- a/_sources/05_dictionaries.ipynb
+++ b/_sources/05_dictionaries.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/06_plotting.ipynb b/_sources/06_plotting.ipynb
index 7c81d92..947f226 100644
--- a/_sources/06_plotting.ipynb
+++ b/_sources/06_plotting.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/07_dataframes.ipynb b/_sources/07_dataframes.ipynb
index 09851b9..878109e 100644
--- a/_sources/07_dataframes.ipynb
+++ b/_sources/07_dataframes.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/08_distributions.ipynb b/_sources/08_distributions.ipynb
index 7beca5b..33f68d3 100644
--- a/_sources/08_distributions.ipynb
+++ b/_sources/08_distributions.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/09_relationships.ipynb b/_sources/09_relationships.ipynb
index b2f6382..7f7c8e0 100644
--- a/_sources/09_relationships.ipynb
+++ b/_sources/09_relationships.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/10_regression.ipynb b/_sources/10_regression.ipynb
index da0a4de..21d920e 100644
--- a/_sources/10_regression.ipynb
+++ b/_sources/10_regression.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/11_resampling.ipynb b/_sources/11_resampling.ipynb
index db77de2..192386d 100644
--- a/_sources/11_resampling.ipynb
+++ b/_sources/11_resampling.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
@@ -340,7 +338,7 @@
{
"data": {
"text/plain": [
- "array([1, 0, 0, 0, 0, 1, 1, 1, 1, 1])"
+ "array([1, 0, 1, 1, 1, 1, 1, 1, 1, 0])"
]
},
"execution_count": 11,
@@ -391,7 +389,7 @@
{
"data": {
"text/plain": [
- "4.883391903610059"
+ "5.294144493633334"
]
},
"execution_count": 13,
@@ -452,7 +450,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -662,7 +660,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -886,7 +884,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -1369,7 +1367,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
diff --git a/_sources/12_bootstrap.ipynb b/_sources/12_bootstrap.ipynb
index f530614..76c2443 100644
--- a/_sources/12_bootstrap.ipynb
+++ b/_sources/12_bootstrap.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/13_hypothesis.ipynb b/_sources/13_hypothesis.ipynb
index a77c4a5..3a4dca4 100644
--- a/_sources/13_hypothesis.ipynb
+++ b/_sources/13_hypothesis.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/14_outro.ipynb b/_sources/14_outro.ipynb
index 259f836..b1baacb 100644
--- a/_sources/14_outro.ipynb
+++ b/_sources/14_outro.ipynb
@@ -2,12 +2,10 @@
"cells": [
{
"cell_type": "markdown",
- "id": "c3e54f0e",
+ "id": "189bde3b",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/searchindex.js b/searchindex.js
index 2ad5325..46558c5 100644
--- a/searchindex.js
+++ b/searchindex.js
@@ -1 +1 @@
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\ No newline at end of file
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Bootstrap Sampling#
Click here to run this notebook on Colab.
diff --git a/13_hypothesis.html b/13_hypothesis.html index 0c05852..1a6c0c0 100644 --- a/13_hypothesis.html +++ b/13_hypothesis.html @@ -378,8 +378,7 @@Contents
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Hypothesis Testing#
Click here to run this notebook on Colab.
diff --git a/14_outro.html b/14_outro.html index 77798de..6674f81 100644 --- a/14_outro.html +++ b/14_outro.html @@ -359,8 +359,7 @@Further Reading
Printed copies of Elements of Data Science are available now, with a full color interior.
-From July 17 to July 31, get 20% off at Lulu.com.
+Printed copies of Elements of Data Science are available now, with a full color interior, from Lulu.com.
Further Reading#
The first part of this book is an accelerated introduction to Python with emphasis on tools for working with data.
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diff --git a/_sources/01_variables.ipynb b/_sources/01_variables.ipynb
index 3c90187..8b6fa89 100644
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+++ b/_sources/01_variables.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/02_times.ipynb b/_sources/02_times.ipynb
index fa0c3e0..03f684e 100644
--- a/_sources/02_times.ipynb
+++ b/_sources/02_times.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/03_arrays.ipynb b/_sources/03_arrays.ipynb
index d0cf306..c459c8d 100644
--- a/_sources/03_arrays.ipynb
+++ b/_sources/03_arrays.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/04_loops.ipynb b/_sources/04_loops.ipynb
index ee27977..7fe3644 100644
--- a/_sources/04_loops.ipynb
+++ b/_sources/04_loops.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/05_dictionaries.ipynb b/_sources/05_dictionaries.ipynb
index f02c1f9..acf05c9 100644
--- a/_sources/05_dictionaries.ipynb
+++ b/_sources/05_dictionaries.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/06_plotting.ipynb b/_sources/06_plotting.ipynb
index 7c81d92..947f226 100644
--- a/_sources/06_plotting.ipynb
+++ b/_sources/06_plotting.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/07_dataframes.ipynb b/_sources/07_dataframes.ipynb
index 09851b9..878109e 100644
--- a/_sources/07_dataframes.ipynb
+++ b/_sources/07_dataframes.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/08_distributions.ipynb b/_sources/08_distributions.ipynb
index 7beca5b..33f68d3 100644
--- a/_sources/08_distributions.ipynb
+++ b/_sources/08_distributions.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/09_relationships.ipynb b/_sources/09_relationships.ipynb
index b2f6382..7f7c8e0 100644
--- a/_sources/09_relationships.ipynb
+++ b/_sources/09_relationships.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/10_regression.ipynb b/_sources/10_regression.ipynb
index da0a4de..21d920e 100644
--- a/_sources/10_regression.ipynb
+++ b/_sources/10_regression.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
diff --git a/_sources/11_resampling.ipynb b/_sources/11_resampling.ipynb
index db77de2..192386d 100644
--- a/_sources/11_resampling.ipynb
+++ b/_sources/11_resampling.ipynb
@@ -4,9 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Printed copies of *Elements of Data Science* are available now, with a **full color interior**.\n",
- "\n",
- "From July 17 to July 31, [get 20% off at Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
+ "Printed copies of *Elements of Data Science* are available now, with a **full color interior**, from [Lulu.com](https://www.lulu.com/shop/allen-downey/elements-of-data-science/paperback/product-9dyrwn.html)."
]
},
{
@@ -340,7 +338,7 @@
{
"data": {
"text/plain": [
- "array([1, 0, 0, 0, 0, 1, 1, 1, 1, 1])"
+ "array([1, 0, 1, 1, 1, 1, 1, 1, 1, 0])"
]
},
"execution_count": 11,
@@ -391,7 +389,7 @@
{
"data": {
"text/plain": [
- "4.883391903610059"
+ "5.294144493633334"
]
},
"execution_count": 13,
@@ -452,7 +450,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
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