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URLhttps://python-graph-gallery.com/508-connected-scatter-plot-seaborn/
Last Crawled2026-03-30 12:59:16 (13 days ago)
First Indexed2023-11-02 17:49:11 (2 years ago)
HTTP Status Code200
Meta TitleConnected scatter plot with Seaborn
Meta DescriptionPlotting basic connected scatter plots using Seaborn and Matplotlib, with customisation features.
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About scatter plots Simple scatter plot A simple scatter plot is a graphical representation that displays individual data points as dots on a two-dimensional plane . Each dot represents a single observation or data point, and its position on the plot corresponds to the values of two variables. Connected scatter plot A connected scatter plot , also known as a line plot with markers, is similar to a simple scatter plot but with the addition of lines connecting the data points in the order they appear . This type of plot is often used to visualize the temporal or sequential relationships between two variables. Libraries First, you need to install the following librairies: seaborn is used for creating the chart witht the lineplot() function matplotlib is used for plot customization purposes numpy is used to generate some data pandas is used to store the data generated with numpy Don't forget to install seaborn if you haven't already done so with the pip install seaborn command. # Use the darkgrid theme for seaborn import seaborn as sns sns . set_theme ( style = "darkgrid" ) import matplotlib . pyplot as plt import numpy as np import pandas as pd Dataset For scatter plot, we need 2 numeric variables . We randomly generate these variables thanks to numpy's random.uniform() and random.normal() function that, respectively, generate uniformly and normally distributed data. # Generate random numeric values, where y is a function of x x = np . random . uniform ( 3 , 1 , 100 ) y = x * 10 + np . random . normal ( 3 , 2 , 100 ) data = { 'x' : x , 'y' : y , } df = pd . DataFrame ( data ) Basic connected scatter plot The following code displays a simple connected scatter plot , with a title and an axis name, thanks to the lineplot() function from Seaborn . plt . figure ( figsize = ( 8 , 6 ) ) # Width and Height of the chart sns . lineplot ( x = 'x' , y = 'y' , data = df , marker = 'o' , # Style used to mark the join between 2 points ) plt . xlabel ( 'X-axis' ) # x-axis name plt . ylabel ( 'Y-axis' ) # y-axis name plt . title ( 'Simple Connected Scatter Plot' ) # Add a title plt . show ( ) # Display the graph Customization features Display multiple lines on the same graph To our previous dataset, we add a 3rd variable which will be categorical, named z . It will be used to separate our observations according to their label in this variable. In practice, just add hue='z' (or the name of the variable you want to use to divide the rows) when using the lineplot function. Specify your own colors You can use the palette parameter to specify your own colors for lines. If you want a specific color for each group, I recommend using a dictionary with label as key and color as value (which is what we do in the following example). But it's also possible to make a list of colors (however, it must be the same length as the number of distinct labels in 'z'). # Generate random numeric values, where y is a function of x x = np . random . uniform ( 3 , 0.1 , 30 ) y = x * 10 + np . random . normal ( 3 , 10 , 30 ) z = [ 'Group1' if i < 25 else 'Group2' for i in y ] # Categorical variable data = { 'x' : x , 'y' : y , 'z' : z , } df = pd . DataFrame ( data ) plt . figure ( figsize = ( 8 , 6 ) ) # Width and Height of the chart sns . lineplot ( x = 'x' , y = 'y' , hue = 'z' , # Create 2 line plots according to labels in 'z' data = df , marker = 'o' , # Style used to mark the join between 2 points palette = { 'Group1' : 'red' , 'Group2' : 'purple' } , # Colors of the lines ) plt . xlabel ( 'X-axis' ) # x-axis name plt . ylabel ( 'Y-axis' ) # y-axis name plt . title ( 'Customized Connected Scatter Plot' ) # Add a title plt . show ( ) # Display the graph Customize lines and markers You can also customize markers and lines, thanks to several arguments. marker : the style of the marker ( must be in the following list: o , s , d , ^ , v , < , > , p , * , + , x , h ) markersize : marker size linestyle : the style of the line ( must be in the following list: - , -- , -. , : , None ) plt . figure ( figsize = ( 8 , 6 ) ) # Width and Height of the chart sns . lineplot ( x = 'x' , y = 'y' , hue = 'z' , # Create 2 line plots according to labels in 'z' data = df , marker = '*' , # Style used to mark the join between 2 points markersize = 20 , # Size of the marker palette = { 'Group1' : 'red' , 'Group2' : 'purple' } , # Colors of the lines, linestyle = '-.' , # Style used for the lines ) plt . xlabel ( 'X-axis' ) # x-axis name plt . ylabel ( 'Y-axis' ) # y-axis name plt . title ( 'Customized Connected Scatter Plot' ) # Add a title plt . show ( ) # Display the graph A complete example that covers all the previous concepts To give you some ideas for customization, here's a complete example of a connected scatter plot using the same concepts as above. # Sample data x = [ 1 , 2 , 3 , 4 , 5 ] y = [ 5 , 3 , 7 , 4 , 8 ] # Set Seaborn style plt . figure ( figsize = ( 8 , 6 ) ) # Solid line with circle markers sns . lineplot ( x = x , y = y , linestyle = '-' , marker = 'o' , markersize = 8 , label = 'Solid Line' , color = 'blue' ) # Dashed line with square markers sns . lineplot ( x = x , y = [ i + 1 for i in y ] , linestyle = '--' , marker = 's' , markersize = 8 , label = 'Dashed Line' , color = 'green' ) # Dash-dot line with triangle up markers sns . lineplot ( x = x , y = [ i + 2 for i in y ] , linestyle = '-.' , marker = '^' , markersize = 20 , label = 'Dash-dot Line' , color = 'purple' ) # Dotted line with asterisk markers sns . lineplot ( x = x , y = [ i + 3 for i in y ] , linestyle = ':' , marker = '*' , markersize = 15 , label = 'Dotted Line' , color = 'orange' ) plt . title ( 'Customized Line and Scatter Plot with Seaborn' ) # Add a title plt . xlabel ( 'X-axis' ) # x-axis name plt . ylabel ( 'Y-axis' ) # x-axis name plt . legend ( loc = 'upper left' ) # Add a legend plt . show ( ) # Display the graph
Markdown
[← Graph Gallery](https://python-graph-gallery.com/) [Chart types](https://python-graph-gallery.com/508-connected-scatter-plot-seaborn/) [Tools](https://python-graph-gallery.com/508-connected-scatter-plot-seaborn/) [All](https://python-graph-gallery.com/all-charts)[Best](https://python-graph-gallery.com/best-python-chart-examples)[Libs](https://python-graph-gallery.com/best-dataviz-packages) [Related](https://python-graph-gallery.com/508-connected-scatter-plot-seaborn/) [Learn](https://www.matplotlib-journey.com/) Subscribe # Connected scatter plot with Seaborn ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAC4jAAAuIwF4pT92AAACrklEQVR42o1U60piURQ+1QNU83gDDTk0vYYvERbM/BACQ0knLyOCYkQEampeSi3zfh/fwPSs+b7NPnG8wRz42Ovss9a3v7X2Ossw9CMiO8Au7Ww2u//8/HxcqVSCwKBarS4I2kAItqPRaOzruF3GGvbHTgbnr0Cn3+9Lr9cz397eBO8KtLnHb3jvvry8HG0k1YQ7cDhDgOB0E/YcQR9anSKEOpN7/EafwWAgsC+WCJ1Op6XsbDKZyOvr6wyBnyTbQJ9arTbTMed2LgMfjrrdrry/v38gHarbRPCJVcUsAcrhMKwLgPw6yKRery+Gw6GsEpIEKhTgIxCg9vS6QDzFNEul0qEB45h1Y11IukrIQAYkEglJJpMSi8Ukl8tJs9kUj8cj6XSaB83JgfWHgRMD2wgtFcViUS4vL+Xu7k78fr/c3t4q4vv7e8t3zpKBMMz69ZgGPph2QhIxRe49PDzI9fW1IiBpKBSSm5sbpdKqJVsKMWPDaguqsQhpo7ElEAgI6iL5fF5Qa4lEIpJKpSQajcrj46M60H5JgLlGyN7iO2tzdXWl6kQ1hUJBvF6vZDIZdRCVMrM1QnvKXKfTqcTjcXG5XBIMBlW9SERV2m9j++iUJ7zl3/ZLGY1GKpipUiUvgUG8GNZ1S5OrS8GBEQMt8Z2NiZrN2+22InK73UoN6xUOhz/7jnWlQjssQnJA0Knx9PR0AKNBAqyqSSmfJxKsKQ8iOp3OGnDYgpkBbRz4xdD/sWpu/kZwMmlbhAyy7FXQF4Tq18N6sjQcsHE+Ho8pf1Yulxerqa0CaugzYwyE/LSm1tI8BNkFU+RoYl30+DLtbcF9Aima7FkQ/0LsnibbWRuwcP4G9LcNWKSqBqye5I7/mtqtVusAASfAH+CvrT2mQBT2Kep3SF+fz7dnJ/sH+jPaPy6SaOQAAAAASUVORK5CYII=) ![logo of a chart:ScatterConnected](https://python-graph-gallery.com/static/05bc16a14433e7403e766a1fec7a04f4/de3a1/ScatterConnected150.png) ![logo of a chart:ScatterConnected](https://python-graph-gallery.com/static/05bc16a14433e7403e766a1fec7a04f4/de3a1/ScatterConnected150.png) *** This post describes how to create **basic connected scatter plots** using [seaborn](https://python-graph-gallery.com/seaborn/) and [matplotlib](https://python-graph-gallery.com/matplotlib/). If you want to know more about scatter plot, check out [the scatter plot section](https://python-graph-gallery.com/scatter-plot/). [Connected Scatter section](https://python-graph-gallery.com/connected-scatter-plot/) [About this chart](https://www.data-to-viz.com/graph/connectedscatter.html) ## About scatter plots ### Simple scatter plot A `simple scatter plot` is a graphical representation that displays **individual data points as dots on a two-dimensional plane**. Each dot represents a single observation or data point, and its position on the plot corresponds to the values of two variables. ### Connected scatter plot A `connected scatter plot`, also known as a line plot with markers, is similar to a simple scatter plot but with the addition of **lines connecting the data points in the order they appear**. This type of plot is often used to visualize the temporal or sequential relationships between two variables. ## Libraries First, you need to install the following librairies: - [seaborn](https://python-graph-gallery.com/seaborn/) is used for creating the chart witht the `lineplot()` function - [matplotlib](https://python-graph-gallery.com/matplotlib/) is used for plot customization purposes - `numpy` is used to generate some data - `pandas` is used to store the data generated with numpy Don't forget to install seaborn if you haven't already done so with the `pip install seaborn` command. ``` # Use the darkgrid theme for seaborn import seaborn as sns sns.set_theme(style="darkgrid") import matplotlib.pyplot as plt import numpy as np import pandas as pd ``` ## Dataset For scatter plot, we need **2 numeric variables**. We randomly generate these variables thanks to numpy's `random.uniform()` and `random.normal()` function that, respectively, generate uniformly and normally distributed data. ``` # Generate random numeric values, where y is a function of x x = np.random.uniform(3,1,100) y = x * 10 + np.random.normal(3,2,100) data = {'x': x, 'y': y, } df = pd.DataFrame(data) ``` ## Basic connected scatter plot The following code displays a **simple connected scatter plot**, with a title and an axis name, thanks to the `lineplot()` function from [Seaborn](https://python-graph-gallery.com/seaborn/). ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', data=df, marker='o', # Style used to mark the join between 2 points ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Simple Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` ![](data:image/png;base64,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) ## Customization features ### Display multiple lines on the same graph To our previous dataset, we add a **3rd variable** which will be categorical, named `z`. It will be used to separate our observations according to their label in this variable. In practice, just add `hue='z'` (or the **name of the variable** you want to use to divide the rows) when using the `lineplot` function. ### Specify your own colors You can use the `palette` parameter to specify **your own colors** for lines. If you want a specific color for each group, I recommend **using a dictionary** with *label as key* and *color as value* (which is what we do in the following example). But it's also possible to **make a list of colors** (however, it must be the same length as the number of distinct labels in 'z'). ``` # Generate random numeric values, where y is a function of x x = np.random.uniform(3,0.1,30) y = x * 10 + np.random.normal(3,10,30) z = ['Group1' if i < 25 else 'Group2' for i in y] # Categorical variable data = {'x': x, 'y': y, 'z': z, } df = pd.DataFrame(data) ``` ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', hue='z', # Create 2 line plots according to labels in 'z' data=df, marker='o', # Style used to mark the join between 2 points palette={'Group1':'red', 'Group2':'purple'}, # Colors of the lines ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Customized Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` ![](data:image/png;base64,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) ## Customize lines and markers You can also customize markers and lines, thanks to several arguments. - `marker`: the style of the marker (**must be** in the following list: `o`, `s`, `d`, `^`, `v`, `<`, `>`, `p`, `*`, `+`, `x`, `h`) - `markersize`: marker size - `linestyle`: the style of the line (**must be** in the following list: `-`, `--`, `-.`, `:`, `None`) ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', hue='z', # Create 2 line plots according to labels in 'z' data=df, marker='*', # Style used to mark the join between 2 points markersize=20, # Size of the marker palette={'Group1':'red', 'Group2':'purple'}, # Colors of the lines, linestyle='-.', # Style used for the lines ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Customized Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` 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) ## A complete example that covers all the previous concepts To give you some ideas for customization, here's a **complete example of a connected scatter plot** using the same concepts as above. ``` # Sample data x = [1, 2, 3, 4, 5] y = [5, 3, 7, 4, 8] # Set Seaborn style plt.figure(figsize=(8, 6)) # Solid line with circle markers sns.lineplot(x=x, y=y, linestyle='-', marker='o', markersize=8, label='Solid Line', color='blue') # Dashed line with square markers sns.lineplot(x=x, y=[i + 1 for i in y], linestyle='--', marker='s', markersize=8, label='Dashed Line', color='green') # Dash-dot line with triangle up markers sns.lineplot(x=x, y=[i + 2 for i in y], linestyle='-.', marker='^', markersize=20, label='Dash-dot Line', color='purple') # Dotted line with asterisk markers sns.lineplot(x=x, y=[i + 3 for i in y], linestyle=':', marker='*', markersize=15, label='Dotted Line', color='orange') plt.title('Customized Line and Scatter Plot with Seaborn') # Add a title plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # x-axis name plt.legend(loc='upper left') # Add a legend plt.show() # Display the graph ``` ![](data:image/png;base64,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) ## Going further This post explained how to create a [connected scatter plot](https://python-graph-gallery.com/connected-scatter-plot/) with different customization features using Python and its [Seaborn](https://python-graph-gallery.com/seaborn/) library. For more examples of **how to create or customize** your scatter plots with Python, check the [scatter plot section](https://python-graph-gallery.com/scatter-plot/). You might be interested in how to make a [scatter plot with a linear regression](https://python-graph-gallery.com/scatterplot-with-regression-fit-in-matplotlib/) on it. ## Correlation [![](data:image/png;base64,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) ![logo of a chart:ScatterPlot](https://python-graph-gallery.com/static/22cdbbb0b6dc34d3208f7bc902b1563c/de3a1/ScatterPlot150.png) ![logo of a chart:ScatterPlot](https://python-graph-gallery.com/static/22cdbbb0b6dc34d3208f7bc902b1563c/de3a1/ScatterPlot150.png)\+](https://python-graph-gallery.com/scatter-plot/) Scatterplot [![](data:image/png;base64,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) ![logo of a chart:Heatmap](https://python-graph-gallery.com/static/86ad63de8603a0c8fbadfe3d4780cc3e/de3a1/Heatmap150.png) ![logo of a chart:Heatmap](https://python-graph-gallery.com/static/86ad63de8603a0c8fbadfe3d4780cc3e/de3a1/Heatmap150.png)\+](https://python-graph-gallery.com/heatmap/) Heatmap 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![logo of a chart:Correlogram](https://python-graph-gallery.com/static/d6468de63f53f0a45f0adbac86f1e3a7/de3a1/Correlogram150.png) ![logo of a chart:Correlogram](https://python-graph-gallery.com/static/d6468de63f53f0a45f0adbac86f1e3a7/de3a1/Correlogram150.png)\+](https://python-graph-gallery.com/correlogram/) Correlogram 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![logo of a chart:BubblePlot](https://python-graph-gallery.com/static/aae30485334905ecb2977d22a6c53580/de3a1/BubblePlot150.png) ![logo of a chart:BubblePlot](https://python-graph-gallery.com/static/aae30485334905ecb2977d22a6c53580/de3a1/BubblePlot150.png)\+](https://python-graph-gallery.com/bubble-plot/) Bubble 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![logo of a chart:ScatterConnected](https://python-graph-gallery.com/static/05bc16a14433e7403e766a1fec7a04f4/de3a1/ScatterConnected150.png) ![logo of a chart:ScatterConnected](https://python-graph-gallery.com/static/05bc16a14433e7403e766a1fec7a04f4/de3a1/ScatterConnected150.png)\+](https://python-graph-gallery.com/connected-scatter-plot/) Connected Scatter 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![logo of a chart:2dDensity](https://python-graph-gallery.com/static/2b879535afea28f96fc01c22824b5669/de3a1/2dDensity150.png) ![logo of a chart:2dDensity](https://python-graph-gallery.com/static/2b879535afea28f96fc01c22824b5669/de3a1/2dDensity150.png)\+](https://python-graph-gallery.com/2d-density-plot/) 2D Density ## 🚨 Grab the Data To Viz poster\! Do you know all the chart types? Do you know which one you should pick? I made a **decision tree** that answers those questions. You can download it for free\! ![dataviz decision tree poster](https://raw.githubusercontent.com/holtzy/The-Python-Graph-Gallery/refs/heads/master/src/img/poster_small.png) Copyright © the Python Graph Gallery 2024 [Privacy](https://python-graph-gallery.com/privacy/) \| [License](https://github.com/holtzy/The-Python-Graph-Gallery/blob/master/LICENSE) \| [About](https://python-graph-gallery.com/about/) About scatter plots Libraries Dataset Basic connected scatter plot Customization features Customize lines and markers A complete example that covers all the previous concepts Going further Related charts Edit this page
Readable Markdown
## About scatter plots ### Simple scatter plot A `simple scatter plot` is a graphical representation that displays **individual data points as dots on a two-dimensional plane**. Each dot represents a single observation or data point, and its position on the plot corresponds to the values of two variables. ### Connected scatter plot A `connected scatter plot`, also known as a line plot with markers, is similar to a simple scatter plot but with the addition of **lines connecting the data points in the order they appear**. This type of plot is often used to visualize the temporal or sequential relationships between two variables. ## Libraries First, you need to install the following librairies: - [seaborn](https://python-graph-gallery.com/seaborn/) is used for creating the chart witht the `lineplot()` function - [matplotlib](https://python-graph-gallery.com/matplotlib/) is used for plot customization purposes - `numpy` is used to generate some data - `pandas` is used to store the data generated with numpy Don't forget to install seaborn if you haven't already done so with the `pip install seaborn` command. ``` # Use the darkgrid theme for seaborn import seaborn as sns sns.set_theme(style="darkgrid") import matplotlib.pyplot as plt import numpy as np import pandas as pd ``` ## Dataset For scatter plot, we need **2 numeric variables**. We randomly generate these variables thanks to numpy's `random.uniform()` and `random.normal()` function that, respectively, generate uniformly and normally distributed data. ``` # Generate random numeric values, where y is a function of x x = np.random.uniform(3,1,100) y = x * 10 + np.random.normal(3,2,100) data = {'x': x, 'y': y, } df = pd.DataFrame(data) ``` ## Basic connected scatter plot The following code displays a **simple connected scatter plot**, with a title and an axis name, thanks to the `lineplot()` function from [Seaborn](https://python-graph-gallery.com/seaborn/). ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', data=df, marker='o', # Style used to mark the join between 2 points ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Simple Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` 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) ## Customization features ### Display multiple lines on the same graph To our previous dataset, we add a **3rd variable** which will be categorical, named `z`. It will be used to separate our observations according to their label in this variable. In practice, just add `hue='z'` (or the **name of the variable** you want to use to divide the rows) when using the `lineplot` function. ### Specify your own colors You can use the `palette` parameter to specify **your own colors** for lines. If you want a specific color for each group, I recommend **using a dictionary** with *label as key* and *color as value* (which is what we do in the following example). But it's also possible to **make a list of colors** (however, it must be the same length as the number of distinct labels in 'z'). ``` # Generate random numeric values, where y is a function of x x = np.random.uniform(3,0.1,30) y = x * 10 + np.random.normal(3,10,30) z = ['Group1' if i < 25 else 'Group2' for i in y] # Categorical variable data = {'x': x, 'y': y, 'z': z, } df = pd.DataFrame(data) ``` ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', hue='z', # Create 2 line plots according to labels in 'z' data=df, marker='o', # Style used to mark the join between 2 points palette={'Group1':'red', 'Group2':'purple'}, # Colors of the lines ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Customized Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` ![](data:image/png;base64,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) ## Customize lines and markers You can also customize markers and lines, thanks to several arguments. - `marker`: the style of the marker (**must be** in the following list: `o`, `s`, `d`, `^`, `v`, `<`, `>`, `p`, `*`, `+`, `x`, `h`) - `markersize`: marker size - `linestyle`: the style of the line (**must be** in the following list: `-`, `--`, `-.`, `:`, `None`) ``` plt.figure(figsize=(8, 6)) # Width and Height of the chart sns.lineplot(x='x', y='y', hue='z', # Create 2 line plots according to labels in 'z' data=df, marker='*', # Style used to mark the join between 2 points markersize=20, # Size of the marker palette={'Group1':'red', 'Group2':'purple'}, # Colors of the lines, linestyle='-.', # Style used for the lines ) plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # y-axis name plt.title('Customized Connected Scatter Plot') # Add a title plt.show() # Display the graph ``` 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) ## A complete example that covers all the previous concepts To give you some ideas for customization, here's a **complete example of a connected scatter plot** using the same concepts as above. ``` # Sample data x = [1, 2, 3, 4, 5] y = [5, 3, 7, 4, 8] # Set Seaborn style plt.figure(figsize=(8, 6)) # Solid line with circle markers sns.lineplot(x=x, y=y, linestyle='-', marker='o', markersize=8, label='Solid Line', color='blue') # Dashed line with square markers sns.lineplot(x=x, y=[i + 1 for i in y], linestyle='--', marker='s', markersize=8, label='Dashed Line', color='green') # Dash-dot line with triangle up markers sns.lineplot(x=x, y=[i + 2 for i in y], linestyle='-.', marker='^', markersize=20, label='Dash-dot Line', color='purple') # Dotted line with asterisk markers sns.lineplot(x=x, y=[i + 3 for i in y], linestyle=':', marker='*', markersize=15, label='Dotted Line', color='orange') plt.title('Customized Line and Scatter Plot with Seaborn') # Add a title plt.xlabel('X-axis') # x-axis name plt.ylabel('Y-axis') # x-axis name plt.legend(loc='upper left') # Add a legend plt.show() # Display the graph ``` ![](data:image/png;base64,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)
Shard35 (laksa)
Root Hash7877591490014409035
Unparsed URLcom,python-graph-gallery!/508-connected-scatter-plot-seaborn/ s443