Lecture Codes¶
1. NumPy¶
Basics¶
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5])
print(arr)
print(np.__version__)
print(type(arr))
[1 2 3 4 5] 2.0.2 <class 'numpy.ndarray'>
In [ ]:
import numpy as np
a = np.array(42)
b = np.array([1, 2, 3, 4, 5])
c = np.array([[1, 2, 3], [4, 5, 6]])
d = np.array([[[1, 2, 3], [4, 5, 6]], [[1, 2, 3], [4, 5, 6]]])
print(a.ndim)
print(b.ndim)
print(c.ndim)
print(d.ndim)
0 1 2 3
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4])
print(arr[2] + arr[3])
7
In [ ]:
a = np.array([[1],[2],[3],[4]])
In [ ]:
a
Out[ ]:
array([[1],
[2],
[3],
[4]]) In [ ]:
a[2]
Out[ ]:
array([3])
In [ ]:
import numpy as np
arr = np.array([[1,2,3,4,5], [6,7,8,9,10]])
print('2nd element on 1st row: ', arr[0, 1])
2nd element on 1st row: 2
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5])
# x = arr.copy()
x = arr
arr[0] = 42
print(arr)
print(x)
[42 2 3 4 5] [42 2 3 4 5]
In [ ]:
import numpy as np
arr = np.array([[1,2,3,4,5], [6,7,8,9,10]])
print('Last element from 2nd dim: ', arr[1, -1])
Last element from 2nd dim: 10
Slicing [Start:Stop:Step]¶
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[1:5])
[2 3 4 5]
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[4:])
[5 6 7]
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[:4])
[1 2 3 4]
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[-3:-1])
[5 6]
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[1:5:2])
[2 4]
In [ ]:
import numpy as np
arr = np.array([1, 2, 3, 4, 5, 6, 7])
print(arr[::2])
[1 3 5 7]
In [ ]:
arr = np.array([[1, 2, 3, 4, 5], [6, 7, 8, 9, 10]])
print(arr[1, 1:4])
[7 8 9]
In [ ]:
arr = np.array([[1, 2, 3, 4, 5], [6, 7, 8, 9, 10]])
print(arr[0:2, 1:4])
[[2 3 4] [7 8 9]]
Questions¶
Q1. Marks Matrix
In [ ]:
import numpy as np
# Store the marks in a NumPy array
marks = np.array([
[80, 70, 90, 60],
[75, 85, 95, 65],
[60, 70, 80, 90]
])
# Print the marks of the 2nd student (index 1)
print("Marks of 2nd student:", marks[1])
# Print all marks of subject 3 (index 2)
print("Marks of subject 3:", marks[:, 2])
# Print the highest mark
print("Highest mark:", marks.max())
Marks of 2nd student: [75 85 95 65] Marks of subject 3: [90 95 80] Highest mark: 95
Q2. Slice Without Loop
In [ ]:
import numpy as np
arr = np.array([10, 20, 30, 40, 50, 60, 70])
# Extract values at even positions
even_positioned = arr[::2]
print(even_positioned)
[10 30 50 70]
2. Matplotlib¶
In [ ]:
import matplotlib.pyplot as plt
import numpy as np
xpoints = np.array([0, 6])
ypoints = np.array([0, 250])
plt.plot(xpoints, ypoints)
plt.show()
In [ ]:
import matplotlib.pyplot as plt
import numpy as np
xpoints = np.array([1, 8])
ypoints = np.array([3, 10])
plt.plot(xpoints, ypoints, 'o')
plt.show()
In [ ]:
import matplotlib.pyplot as plt
import numpy as np
xpoints = np.array([1, 2, 6, 8])
ypoints = np.array([3, 8, 1, 10])
zpoints = np.array([0,1,2,3])
plt.plot(xpoints, ypoints)
plt.plot(xpoints, zpoints)
plt.show()
In [ ]:
import matplotlib.pyplot as plt
import numpy as np
ypoints = np.array([3, 8, 1, 10, 5, 7])
plt.plot(ypoints)
plt.show()
In [ ]:
import numpy as np
import matplotlib.pyplot as plt
x = np.array([80, 85, 90, 95, 100, 105, 110, 115, 120, 125])
y = np.array([240, 250, 260, 270, 280, 290, 300, 310, 320, 330])
plt.plot(x, y)
plt.title("Sports Watch Data")
plt.xlabel("Average Pulse")
plt.ylabel("Calorie Burnage")
plt.show()
In [ ]:
import numpy as np
import matplotlib.pyplot as plt
x = np.array([80, 85, 90, 95, 100, 105, 110, 115, 120, 125])
y = np.array([240, 250, 260, 270, 280, 290, 300, 310, 320, 330])
font1 = {'family':'serif','color':'blue','size':20}
font2 = {'family':'serif','color':'darkred','size':15}
plt.title("Sports Watch Data", fontdict = font1)
plt.xlabel("Average Pulse", fontdict = font2)
plt.ylabel("Calorie Burnage", fontdict = font2)
plt.plot(x, y)
plt.show()
In [ ]:
import matplotlib.pyplot as plt
import numpy as np
x = np.array([1,2,3,4])
temp = np.array([22, 24, 19, 23])
sales = np.array([200, 300, 250, 400])
plt.figure(figsize=(5,10))
plt.subplot(2, 1, 1)
plt.plot(x, temp)
plt.title("Temperature")
plt.subplot(2, 1, 2)
plt.plot(x, sales)
plt.title("Sales")
plt.tight_layout()
plt.show()
Questions¶
Q3. Temperature Plot
In [ ]:
import matplotlib.pyplot as plt
# Daily temperatures
temperatures = [22, 24, 19, 23, 25, 21, 20]
# Day numbers
days = [1, 2, 3, 4, 5, 6, 7]
# Plotting
plt.plot(days, temperatures, marker='o')
# Labels and title
plt.xlabel("Day number")
plt.ylabel("Temperature")
plt.title("Weekly Temperature")
# Display the plot
plt.show()
Q4. Compare two Students
In [ ]:
import matplotlib.pyplot as plt
# Marks of students
A = [70, 75, 80, 85]
B = [60, 65, 78, 88]
# Subject numbers (X-axis)
subjects = [1, 2, 3, 4]
# Plotting both students
plt.plot(subjects, A, marker='o', label='Student A')
plt.plot(subjects, B, marker='o', label='Student B')
# Labels and title
plt.xlabel("Subjects")
plt.ylabel("Marks")
plt.title("Performance Comparison of Two Students")
# Legend
plt.legend()
# Show plot
plt.show()
Q5. Debug the Graph
In [ ]:
import numpy as np
import matplotlib.pyplot as plt
x = np.array([1, 2, 3, 4])
y = np.array([10, 20, 30, 40])
plt.plot(x, y)
plt.xlabel("X values")
plt.ylabel("Y values")
plt.title("Corrected Graph")
plt.show()
Q6. Kinematics
In [ ]:
import matplotlib.pyplot as plt
# Given data
speed = [10, 20, 30, 40]
time = [1, 2, 3, 4]
distance = [10, 40, 90, 160]
# Create subplots (2 rows, 1 column)
plt.subplot(2, 1, 1)
plt.plot(time, speed, marker='o')
plt.xlabel("Time")
plt.ylabel("Speed")
plt.title("Speed vs Time")
plt.subplot(2, 1, 2)
plt.plot(time, distance, marker='o')
plt.xlabel("Time")
plt.ylabel("Distance")
plt.title("Distance vs Time")
# Adjust layout
plt.tight_layout()
# Show the plots
plt.show()
3. Pandas¶
In [ ]:
import pandas as pd
print(pd.__version__)
2.2.2
In [ ]:
import pandas as pd
a = [1, 7, 2]
myvar = pd.Series(a)
print(myvar)
0 1 1 7 2 2 dtype: int64
In [ ]:
import pandas as pd
a = [1, 7, 2]
myvar = pd.Series(a, index = ["x", "y", "z"])
print(myvar)
x 1 y 7 z 2 dtype: int64
In [ ]:
import pandas as pd
calories = {"day1": 420, "day2": 380, "day3": 390}
myvar = pd.Series(calories)
print(myvar)
day1 420 day2 380 day3 390 dtype: int64
In [ ]:
import pandas as pd
data = {
"calories": [420, 380, 390],
"duration": [50, 40, 45]
}
#load data into a DataFrame object:
df = pd.DataFrame(data)
print(df)
calories duration 0 420 50 1 380 40 2 390 45
In [ ]:
#refer to the row index:
print(df.loc[0])
calories 420 duration 50 Name: 0, dtype: int64
In [ ]:
#use a list of indexes:
print(df.loc[[0, 1]])
calories duration 0 420 50 1 380 40
In [ ]:
import pandas as pd
data = {
"calories": [420, 380, 390],
"duration": [50, 40, 45]
}
df = pd.DataFrame(data,
index = ["day1", "day2", "day3"])
print(df)
calories duration day1 420 50 day2 380 40 day3 390 45
In [ ]:
#refer to the named index:
print(df.loc["day2"])
calories 380 duration 40 Name: day2, dtype: int64
In [ ]:
import pandas as pd
df = pd.read_csv('sample_data/california_housing_train.csv')
print(df)
longitude latitude housing_median_age total_rooms total_bedrooms \
0 -114.31 34.19 15.0 5612.0 1283.0
1 -114.47 34.40 19.0 7650.0 1901.0
2 -114.56 33.69 17.0 720.0 174.0
3 -114.57 33.64 14.0 1501.0 337.0
... ... ... ... ... ...
16996 -124.27 40.69 36.0 2349.0 528.0
16997 -124.30 41.84 17.0 2677.0 531.0
16998 -124.30 41.80 19.0 2672.0 552.0
16999 -124.35 40.54 52.0 1820.0 300.0
population households median_income median_house_value
0 1015.0 472.0 1.4936 66900.0
1 1129.0 463.0 1.8200 80100.0
2 333.0 117.0 1.6509 85700.0
3 515.0 226.0 3.1917 73400.0
... ... ... ... ...
16996 1194.0 465.0 2.5179 79000.0
16997 1244.0 456.0 3.0313 103600.0
16998 1298.0 478.0 1.9797 85800.0
16999 806.0 270.0 3.0147 94600.0
[17000 rows x 9 columns]
In [ ]:
import pandas as pd
pd.options.display.max_rows = 9
df = pd.read_csv('sample_data/california_housing_train.csv')
print(df)
longitude latitude housing_median_age total_rooms total_bedrooms \
0 -114.31 34.19 15.0 5612.0 1283.0
1 -114.47 34.40 19.0 7650.0 1901.0
2 -114.56 33.69 17.0 720.0 174.0
3 -114.57 33.64 14.0 1501.0 337.0
... ... ... ... ... ...
16996 -124.27 40.69 36.0 2349.0 528.0
16997 -124.30 41.84 17.0 2677.0 531.0
16998 -124.30 41.80 19.0 2672.0 552.0
16999 -124.35 40.54 52.0 1820.0 300.0
population households median_income median_house_value
0 1015.0 472.0 1.4936 66900.0
1 1129.0 463.0 1.8200 80100.0
2 333.0 117.0 1.6509 85700.0
3 515.0 226.0 3.1917 73400.0
... ... ... ... ...
16996 1194.0 465.0 2.5179 79000.0
16997 1244.0 456.0 3.0313 103600.0
16998 1298.0 478.0 1.9797 85800.0
16999 806.0 270.0 3.0147 94600.0
[17000 rows x 9 columns]
In [ ]:
import pandas as pd
data = {
"Duration":{
"0":60,
"1":60,
"2":60,
"3":45,
"4":45,
"5":60
},
"Pulse":{
"0":110,
"1":117,
"2":103,
"3":109,
"4":117,
"5":102
},
"Maxpulse":{
"0":130,
"1":145,
"2":135,
"3":175,
"4":148,
"5":127
},
"Calories":{
"0":409,
"1":479,
"2":340,
"3":282,
"4":406,
"5":300
}
}
df = pd.DataFrame(data)
In [ ]:
df.head(10)
Out[ ]:
| Duration | Pulse | Maxpulse | Calories | |
|---|---|---|---|---|
| 0 | 60 | 110 | 130 | 409 |
| 1 | 60 | 117 | 145 | 479 |
| 2 | 60 | 103 | 135 | 340 |
| 3 | 45 | 109 | 175 | 282 |
| 4 | 45 | 117 | 148 | 406 |
| 5 | 60 | 102 | 127 | 300 |
In [ ]:
df.tail()
Out[ ]:
| Duration | Pulse | Maxpulse | Calories | |
|---|---|---|---|---|
| 1 | 60 | 117 | 145 | 479 |
| 2 | 60 | 103 | 135 | 340 |
| 3 | 45 | 109 | 175 | 282 |
| 4 | 45 | 117 | 148 | 406 |
| 5 | 60 | 102 | 127 | 300 |
In [ ]:
df.info()
<class 'pandas.core.frame.DataFrame'> Index: 6 entries, 0 to 5 Data columns (total 4 columns): # Column Non-Null Count Dtype --- ------ -------------- ----- 0 Duration 6 non-null int64 1 Pulse 6 non-null int64 2 Maxpulse 6 non-null int64 3 Calories 6 non-null int64 dtypes: int64(4) memory usage: 412.0+ bytes
In [ ]:
df.plot()
plt.show()
In [ ]:
df.plot(kind = 'scatter', x = 'Duration', y = 'Calories')
Out[ ]:
<Axes: xlabel='Duration', ylabel='Calories'>
In [ ]:
df.corr()
Out[ ]:
| Duration | Pulse | Maxpulse | Calories | |
|---|---|---|---|---|
| Duration | 1.000000 | -0.397151 | -0.801471 | 0.261111 |
| Pulse | -0.397151 | 1.000000 | 0.353347 | 0.766156 |
| Maxpulse | -0.801471 | 0.353347 | 1.000000 | -0.237011 |
| Calories | 0.261111 | 0.766156 | -0.237011 | 1.000000 |
Data Cleaning means fixing or removing incorrect, incomplete, or duplicate data.
Bad data includes:
- Empty cells (NaN values)
- Wrong data formats
- Incorrect values
- Duplicate rows
In [ ]:
import pandas as pd
data = {
"Duration": [60, 60, None, 45, 200, 60, 45, 300],
"Calories": [420, 380, 390, None, 450, 380, 390, 450],
"Date": ["2024-01-01", "2024-01-02", "2024/01/03", "2024-01-04",
"2024-01-05", "2024-01-02", "2024-01-03", "invalid"]
}
df = pd.DataFrame(data)
df
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 2 | NaN | 390.0 | 2024/01/03 |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 300.0 | 450.0 | invalid |
In [ ]:
df.isnull()
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | False | False | False |
| 1 | False | False | False |
| 2 | True | False | False |
| 3 | False | True | False |
| 4 | False | False | False |
| 5 | False | False | False |
| 6 | False | False | False |
| 7 | False | False | False |
In [ ]:
df.dropna(inplace=False) # Remove Rows with Empty Cells
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 300.0 | 450.0 | invalid |
In [ ]:
df
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 2 | NaN | 390.0 | 2024/01/03 |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 300.0 | 450.0 | invalid |
In [ ]:
df.fillna(130, inplace=False)
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 2 | 130.0 | 390.0 | 2024/01/03 |
| 3 | 45.0 | 130.0 | 2024-01-04 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 300.0 | 450.0 | invalid |
In [ ]:
x = df["Calories"].mean()
df["Calories"].fillna(x, inplace=False)
Out[ ]:
| Calories | |
|---|---|
| 0 | 420.000000 |
| 1 | 380.000000 |
| 2 | 390.000000 |
| 3 | 408.571429 |
| 4 | 450.000000 |
| 5 | 380.000000 |
| 6 | 390.000000 |
| 7 | 450.000000 |
In [ ]:
df["Date"] # Some dates are not in a proper format.
Out[ ]:
| Date | |
|---|---|
| 0 | 2024-01-01 |
| 1 | 2024-01-02 |
| 2 | 2024/01/03 |
| 3 | 2024-01-04 |
| 4 | 2024-01-05 |
| 5 | 2024-01-02 |
| 6 | 2024-01-03 |
| 7 | invalid |
In [ ]:
df["Date"] = pd.to_datetime(df["Date"], errors='coerce')
df
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 2 | NaN | 390.0 | NaT |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 300.0 | 450.0 | NaT |
In [ ]:
df.dropna(subset=["Date"], inplace=False)
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 200.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
In [ ]:
df.loc[df["Duration"] > 120, "Duration"] = 120
In [ ]:
df
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 2 | NaN | 390.0 | NaT |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 120.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 120.0 | 450.0 | NaT |
In [ ]:
df = df[df["Duration"] <= 120]
df
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 120.0 | 450.0 | 2024-01-05 |
| 5 | 60.0 | 380.0 | 2024-01-02 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 120.0 | 450.0 | NaT |
In [ ]:
df.duplicated()
Out[ ]:
| 0 | |
|---|---|
| 0 | False |
| 1 | False |
| 3 | False |
| 4 | False |
| 5 | True |
| 6 | False |
| 7 | False |
In [ ]:
df.drop_duplicates(inplace=True)
df
/tmp/ipython-input-1725291922.py:1: SettingWithCopyWarning: A value is trying to be set on a copy of a slice from a DataFrame See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy df.drop_duplicates(inplace=True)
Out[ ]:
| Duration | Calories | Date | |
|---|---|---|---|
| 0 | 60.0 | 420.0 | 2024-01-01 |
| 1 | 60.0 | 380.0 | 2024-01-02 |
| 3 | 45.0 | NaN | 2024-01-04 |
| 4 | 120.0 | 450.0 | 2024-01-05 |
| 6 | 45.0 | 390.0 | 2024-01-03 |
| 7 | 120.0 | 450.0 | NaT |
Main Exercise¶
In [ ]:
import pandas as pd
# Load dataset
df = pd.read_csv("/content/sample_data/california_housing_train.csv")
df.head()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | |
|---|---|---|---|---|---|---|---|---|---|
| 0 | -114.31 | 34.19 | 15.0 | 5612.0 | 1283.0 | 1015.0 | 472.0 | 1.4936 | 66900.0 |
| 1 | -114.47 | 34.40 | 19.0 | 7650.0 | 1901.0 | 1129.0 | 463.0 | 1.8200 | 80100.0 |
| 2 | -114.56 | 33.69 | 17.0 | 720.0 | 174.0 | 333.0 | 117.0 | 1.6509 | 85700.0 |
| 3 | -114.57 | 33.64 | 14.0 | 1501.0 | 337.0 | 515.0 | 226.0 | 3.1917 | 73400.0 |
| 4 | -114.57 | 33.57 | 20.0 | 1454.0 | 326.0 | 624.0 | 262.0 | 1.9250 | 65500.0 |
Level 1¶
In [ ]:
# 1
df.shape
Out[ ]:
(17000, 9)
In [ ]:
# 2
df.columns
Out[ ]:
Index(['longitude', 'latitude', 'housing_median_age', 'total_rooms',
'total_bedrooms', 'population', 'households', 'median_income',
'median_house_value'],
dtype='object') In [ ]:
# 3
df.dtypes
Out[ ]:
| 0 | |
|---|---|
| longitude | float64 |
| latitude | float64 |
| housing_median_age | float64 |
| total_rooms | float64 |
| total_bedrooms | float64 |
| population | float64 |
| households | float64 |
| median_income | float64 |
| median_house_value | float64 |
In [ ]:
# 4
df.tail()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | |
|---|---|---|---|---|---|---|---|---|---|
| 16995 | -124.26 | 40.58 | 52.0 | 2217.0 | 394.0 | 907.0 | 369.0 | 2.3571 | 111400.0 |
| 16996 | -124.27 | 40.69 | 36.0 | 2349.0 | 528.0 | 1194.0 | 465.0 | 2.5179 | 79000.0 |
| 16997 | -124.30 | 41.84 | 17.0 | 2677.0 | 531.0 | 1244.0 | 456.0 | 3.0313 | 103600.0 |
| 16998 | -124.30 | 41.80 | 19.0 | 2672.0 | 552.0 | 1298.0 | 478.0 | 1.9797 | 85800.0 |
| 16999 | -124.35 | 40.54 | 52.0 | 1820.0 | 300.0 | 806.0 | 270.0 | 3.0147 | 94600.0 |
In [ ]:
# 5
df.describe()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | |
|---|---|---|---|---|---|---|---|---|---|
| count | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 | 17000.000000 |
| mean | -119.562108 | 35.625225 | 28.589353 | 2643.664412 | 539.410824 | 1429.573941 | 501.221941 | 3.883578 | 207300.912353 |
| std | 2.005166 | 2.137340 | 12.586937 | 2179.947071 | 421.499452 | 1147.852959 | 384.520841 | 1.908157 | 115983.764387 |
| min | -124.350000 | 32.540000 | 1.000000 | 2.000000 | 1.000000 | 3.000000 | 1.000000 | 0.499900 | 14999.000000 |
| 25% | -121.790000 | 33.930000 | 18.000000 | 1462.000000 | 297.000000 | 790.000000 | 282.000000 | 2.566375 | 119400.000000 |
| 50% | -118.490000 | 34.250000 | 29.000000 | 2127.000000 | 434.000000 | 1167.000000 | 409.000000 | 3.544600 | 180400.000000 |
| 75% | -118.000000 | 37.720000 | 37.000000 | 3151.250000 | 648.250000 | 1721.000000 | 605.250000 | 4.767000 | 265000.000000 |
| max | -114.310000 | 41.950000 | 52.000000 | 37937.000000 | 6445.000000 | 35682.000000 | 6082.000000 | 15.000100 | 500001.000000 |
Level 2¶
In [ ]:
# 6
df[["median_income", "median_house_value"]]
Out[ ]:
| median_income | median_house_value | |
|---|---|---|
| 0 | 1.4936 | 66900.0 |
| 1 | 1.8200 | 80100.0 |
| 2 | 1.6509 | 85700.0 |
| 3 | 3.1917 | 73400.0 |
| ... | ... | ... |
| 16996 | 2.5179 | 79000.0 |
| 16997 | 3.0313 | 103600.0 |
| 16998 | 1.9797 | 85800.0 |
| 16999 | 3.0147 | 94600.0 |
17000 rows × 2 columns
In [ ]:
# 7
df.loc[100]
Out[ ]:
| 100 | |
|---|---|
| longitude | -115.5900 |
| latitude | 32.7900 |
| housing_median_age | 8.0000 |
| total_rooms | 2183.0000 |
| total_bedrooms | 307.0000 |
| population | 1000.0000 |
| households | 287.0000 |
| median_income | 6.3814 |
| median_house_value | 159900.0000 |
In [ ]:
# 8
df[df["median_income"] > 5]
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | |
|---|---|---|---|---|---|---|---|---|---|
| 32 | -115.39 | 32.76 | 16.0 | 1136.0 | 196.0 | 481.0 | 185.0 | 6.2558 | 146300.0 |
| 69 | -115.55 | 32.98 | 33.0 | 2266.0 | 365.0 | 952.0 | 360.0 | 5.4349 | 143000.0 |
| 92 | -115.57 | 32.78 | 20.0 | 1534.0 | 235.0 | 871.0 | 222.0 | 6.2715 | 97200.0 |
| 98 | -115.58 | 32.78 | 5.0 | 2494.0 | 414.0 | 1416.0 | 421.0 | 5.7843 | 110100.0 |
| ... | ... | ... | ... | ... | ... | ... | ... | ... | ... |
| 16762 | -122.94 | 38.57 | 33.0 | 1530.0 | 266.0 | 728.0 | 250.0 | 5.1005 | 266700.0 |
| 16776 | -123.00 | 38.33 | 8.0 | 3223.0 | 637.0 | 851.0 | 418.0 | 5.6445 | 364800.0 |
| 16802 | -123.17 | 39.18 | 14.0 | 2240.0 | 327.0 | 1030.0 | 308.0 | 5.9585 | 214900.0 |
| 16899 | -124.05 | 40.94 | 14.0 | 1452.0 | 217.0 | 516.0 | 181.0 | 5.0329 | 165600.0 |
3752 rows × 9 columns
In [ ]:
# 9
df[df["housing_median_age"] > 30].shape[0]
Out[ ]:
7805
Level 3¶
In [ ]:
# 10
df["median_house_value"].mean()
Out[ ]:
np.float64(207300.91235294117)
In [ ]:
# 11
df["median_income"].max(), df["median_income"].min()
Out[ ]:
(15.0001, 0.4999)
In [ ]:
# 12
df.sort_values("median_house_value", ascending=False).head()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | |
|---|---|---|---|---|---|---|---|---|---|
| 2698 | -117.68 | 33.57 | 2.0 | 10008.0 | 1453.0 | 3550.0 | 1139.0 | 10.1122 | 500001.0 |
| 7156 | -118.32 | 33.77 | 37.0 | 627.0 | 95.0 | 259.0 | 106.0 | 6.8870 | 500001.0 |
| 7157 | -118.32 | 33.75 | 37.0 | 1080.0 | 135.0 | 366.0 | 142.0 | 11.6677 | 500001.0 |
| 7158 | -118.32 | 33.75 | 33.0 | 2996.0 | 398.0 | 1048.0 | 387.0 | 9.2670 | 500001.0 |
| 7159 | -118.32 | 33.74 | 24.0 | 6097.0 | 794.0 | 2248.0 | 806.0 | 10.1357 | 500001.0 |
In [ ]:
# 13
df["median_income"].corr(df["median_house_value"])
Out[ ]:
np.float64(0.6918706037806693)
Level 4¶
In [ ]:
df.isna()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | rooms_per_household | |
|---|---|---|---|---|---|---|---|---|---|---|
| 0 | False | False | False | False | False | False | False | False | False | False |
| 1 | False | False | False | False | False | False | False | False | False | False |
| 2 | False | False | False | False | False | False | False | False | False | False |
| 3 | False | False | False | False | False | False | False | False | False | False |
| ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... |
| 16996 | False | False | False | False | False | False | False | False | False | False |
| 16997 | False | False | False | False | False | False | False | False | False | False |
| 16998 | False | False | False | False | False | False | False | False | False | False |
| 16999 | False | False | False | False | False | False | False | False | False | False |
17000 rows × 10 columns
In [ ]:
# 14
df.isna().sum()
Out[ ]:
| 0 | |
|---|---|
| longitude | 0 |
| latitude | 0 |
| housing_median_age | 0 |
| total_rooms | 0 |
| total_bedrooms | 0 |
| population | 0 |
| households | 0 |
| median_income | 0 |
| median_house_value | 0 |
In [ ]:
df.duplicated()
Out[ ]:
| 0 | |
|---|---|
| 0 | False |
| 1 | False |
| 2 | False |
| 3 | False |
| ... | ... |
| 16996 | False |
| 16997 | False |
| 16998 | False |
| 16999 | False |
17000 rows × 1 columns
In [ ]:
df.to_string()
Out[ ]:
' longitude latitude housing_median_age total_rooms total_bedrooms population households median_income median_house_value rooms_per_household\n0 -114.31 34.19 15.0 5612.0 1283.0 1015.0 472.0 1.4936 66900.0 11.889831\n1 -114.47 34.40 19.0 7650.0 1901.0 1129.0 463.0 1.8200 80100.0 16.522678\n2 -114.56 33.69 17.0 720.0 174.0 333.0 117.0 1.6509 85700.0 6.153846\n3 -114.57 33.64 14.0 1501.0 337.0 515.0 226.0 3.1917 73400.0 6.641593\n4 -114.57 33.57 20.0 1454.0 326.0 624.0 262.0 1.9250 65500.0 5.549618\n5 -114.58 33.63 29.0 1387.0 236.0 671.0 239.0 3.3438 74000.0 5.803347\n6 -114.58 33.61 25.0 2907.0 680.0 1841.0 633.0 2.6768 82400.0 4.592417\n7 -114.59 34.83 41.0 812.0 168.0 375.0 158.0 1.7083 48500.0 5.139241\n8 -114.59 33.61 34.0 4789.0 1175.0 3134.0 1056.0 2.1782 58400.0 4.535038\n9 -114.60 34.83 46.0 1497.0 309.0 787.0 271.0 2.1908 48100.0 5.523985\n10 -114.60 33.62 16.0 3741.0 801.0 2434.0 824.0 2.6797 86500.0 4.540049\n11 -114.60 33.60 21.0 1988.0 483.0 1182.0 437.0 1.6250 62000.0 4.549199\n12 -114.61 34.84 48.0 1291.0 248.0 580.0 211.0 2.1571 48600.0 6.118483\n13 -114.61 34.83 31.0 2478.0 464.0 1346.0 479.0 3.2120 70400.0 5.173278\n14 -114.63 32.76 15.0 1448.0 378.0 949.0 300.0 0.8585 45000.0 4.826667\n15 -114.65 34.89 17.0 2556.0 587.0 1005.0 401.0 1.6991 69100.0 6.374065\n16 -114.65 33.60 28.0 1678.0 322.0 666.0 256.0 2.9653 94900.0 6.554688\n17 -114.65 32.79 21.0 44.0 33.0 64.0 27.0 0.8571 25000.0 1.629630\n18 -114.66 32.74 17.0 1388.0 386.0 775.0 320.0 1.2049 44000.0 4.337500\n19 -114.67 33.92 17.0 97.0 24.0 29.0 15.0 1.2656 27500.0 6.466667\n20 -114.68 33.49 20.0 1491.0 360.0 1135.0 303.0 1.6395 44400.0 4.920792\n21 -114.73 33.43 24.0 796.0 243.0 227.0 139.0 0.8964 59200.0 5.726619\n22 -114.94 34.55 20.0 350.0 95.0 119.0 58.0 1.6250 50000.0 6.034483\n23 -114.98 33.82 15.0 644.0 129.0 137.0 52.0 3.2097 71300.0 12.384615\n24 -115.22 33.54 18.0 1706.0 397.0 3424.0 283.0 1.6250 53500.0 6.028269\n25 -115.32 32.82 34.0 591.0 139.0 327.0 89.0 3.6528 100000.0 6.640449\n26 -115.37 32.82 30.0 1602.0 322.0 1130.0 335.0 3.5735 71100.0 4.782090\n27 -115.37 32.82 14.0 1276.0 270.0 867.0 261.0 1.9375 80900.0 4.888889\n28 -115.37 32.81 32.0 741.0 191.0 623.0 169.0 1.7604 68600.0 4.384615\n29 -115.37 32.81 23.0 1458.0 294.0 866.0 275.0 2.3594 74300.0 5.301818\n30 -115.38 32.82 38.0 1892.0 394.0 1175.0 374.0 1.9939 65800.0 5.058824\n31 -115.38 32.81 35.0 1263.0 262.0 950.0 241.0 1.8958 67500.0 5.240664\n32 -115.39 32.76 16.0 1136.0 196.0 481.0 185.0 6.2558 146300.0 6.140541\n33 -115.40 32.86 19.0 1087.0 171.0 649.0 173.0 3.3182 113800.0 6.283237\n34 -115.40 32.70 19.0 583.0 113.0 531.0 134.0 1.6838 95800.0 4.350746\n35 -115.41 32.99 29.0 1141.0 220.0 684.0 194.0 3.4038 107800.0 5.881443\n36 -115.46 33.19 33.0 1234.0 373.0 777.0 298.0 1.0000 40000.0 4.140940\n37 -115.48 32.80 21.0 1260.0 246.0 805.0 239.0 2.6172 88500.0 5.271967\n38 -115.48 32.68 15.0 3414.0 666.0 2097.0 622.0 2.3319 91200.0 5.488746\n39 -115.49 32.87 19.0 541.0 104.0 457.0 106.0 3.3583 102800.0 5.103774\n40 -115.49 32.69 17.0 1960.0 389.0 1691.0 356.0 1.8990 64000.0 5.505618\n41 -115.49 32.67 29.0 1523.0 440.0 1302.0 393.0 1.1311 84700.0 3.875318\n42 -115.49 32.67 25.0 2322.0 573.0 2185.0 602.0 1.3750 70100.0 3.857143\n43 -115.50 32.75 13.0 330.0 72.0 822.0 64.0 3.4107 142500.0 5.156250\n44 -115.50 32.68 18.0 3631.0 913.0 3565.0 924.0 1.5931 88400.0 3.929654\n45 -115.50 32.67 35.0 2159.0 492.0 1694.0 475.0 2.1776 75500.0 4.545263\n46 -115.51 33.24 32.0 1995.0 523.0 1069.0 410.0 1.6552 43300.0 4.865854\n47 -115.51 33.12 21.0 1024.0 218.0 890.0 232.0 2.1010 46700.0 4.413793\n48 -115.51 32.99 20.0 1402.0 287.0 1104.0 317.0 1.9088 63700.0 4.422713\n49 -115.51 32.68 11.0 2872.0 610.0 2644.0 581.0 2.6250 72700.0 4.943201\n50 -115.52 34.22 30.0 540.0 136.0 122.0 63.0 1.3333 42500.0 8.571429\n51 -115.52 33.13 18.0 1109.0 283.0 1006.0 253.0 2.1630 53400.0 4.383399\n52 -115.52 33.12 38.0 1327.0 262.0 784.0 231.0 1.8793 60800.0 5.744589\n53 -115.52 32.98 32.0 1615.0 382.0 1307.0 345.0 1.4583 58600.0 4.681159\n54 -115.52 32.97 24.0 1617.0 366.0 1416.0 401.0 1.9750 66400.0 4.032419\n55 -115.52 32.97 10.0 1879.0 387.0 1376.0 337.0 1.9911 67500.0 5.575668\n56 -115.52 32.77 18.0 1715.0 337.0 1166.0 333.0 2.2417 79200.0 5.150150\n57 -115.52 32.73 17.0 1190.0 275.0 1113.0 258.0 2.3571 63100.0 4.612403\n58 -115.52 32.67 6.0 2804.0 581.0 2807.0 594.0 2.0625 67700.0 4.720539\n59 -115.53 34.91 12.0 807.0 199.0 246.0 102.0 2.5391 40000.0 7.911765\n60 -115.53 32.99 25.0 2578.0 634.0 2082.0 565.0 1.7159 62200.0 4.562832\n61 -115.53 32.97 35.0 1583.0 340.0 933.0 318.0 2.4063 70700.0 4.977987\n62 -115.53 32.97 34.0 2231.0 545.0 1568.0 510.0 1.5217 60300.0 4.374510\n63 -115.53 32.73 14.0 1527.0 325.0 1453.0 332.0 1.7350 61200.0 4.599398\n64 -115.54 32.99 23.0 1459.0 373.0 1148.0 388.0 1.5372 69400.0 3.760309\n65 -115.54 32.99 17.0 1697.0 268.0 911.0 254.0 4.3523 96000.0 6.681102\n66 -115.54 32.98 27.0 1513.0 395.0 1121.0 381.0 1.9464 60600.0 3.971129\n67 -115.54 32.97 41.0 2429.0 454.0 1188.0 430.0 3.0091 70800.0 5.648837\n68 -115.54 32.79 23.0 1712.0 403.0 1370.0 377.0 1.2750 60400.0 4.541114\n69 -115.55 32.98 33.0 2266.0 365.0 952.0 360.0 5.4349 143000.0 6.294444\n70 -115.55 32.98 24.0 2565.0 530.0 1447.0 473.0 3.2593 80800.0 5.422833\n71 -115.55 32.82 34.0 1540.0 316.0 1013.0 274.0 2.5664 67500.0 5.620438\n72 -115.55 32.80 23.0 666.0 142.0 580.0 160.0 2.1136 61000.0 4.162500\n73 -115.55 32.79 23.0 1004.0 221.0 697.0 201.0 1.6351 59600.0 4.995025\n74 -115.55 32.79 22.0 565.0 162.0 692.0 141.0 1.2083 53600.0 4.007092\n75 -115.55 32.78 5.0 2652.0 606.0 1767.0 536.0 2.8025 84300.0 4.947761\n76 -115.56 32.96 21.0 2164.0 480.0 1164.0 421.0 3.8177 107200.0 5.140143\n77 -115.56 32.80 28.0 1672.0 416.0 1335.0 397.0 1.5987 59400.0 4.211587\n78 -115.56 32.80 25.0 1311.0 375.0 1193.0 351.0 2.1979 63900.0 3.735043\n79 -115.56 32.80 15.0 1171.0 328.0 1024.0 298.0 1.3882 69400.0 3.929530\n80 -115.56 32.79 20.0 2372.0 835.0 2283.0 767.0 1.1707 62500.0 3.092568\n81 -115.56 32.79 18.0 1178.0 438.0 1377.0 429.0 1.3373 58300.0 2.745921\n82 -115.56 32.78 46.0 2511.0 490.0 1583.0 469.0 3.0603 70800.0 5.353945\n83 -115.56 32.78 35.0 1185.0 202.0 615.0 191.0 4.6154 86200.0 6.204188\n84 -115.56 32.78 29.0 1568.0 283.0 848.0 245.0 3.1597 76200.0 6.400000\n85 -115.56 32.76 15.0 1278.0 217.0 653.0 185.0 4.4821 140300.0 6.908108\n86 -115.57 32.85 33.0 1365.0 269.0 825.0 250.0 3.2396 62300.0 5.460000\n87 -115.57 32.85 17.0 1039.0 256.0 728.0 246.0 1.7411 63500.0 4.223577\n88 -115.57 32.84 29.0 1207.0 301.0 804.0 288.0 1.9531 61100.0 4.190972\n89 -115.57 32.83 31.0 1494.0 289.0 959.0 284.0 3.5282 67500.0 5.260563\n90 -115.57 32.80 16.0 2276.0 594.0 1184.0 513.0 1.8750 93800.0 4.436647\n91 -115.57 32.79 34.0 1152.0 208.0 621.0 208.0 3.6042 73600.0 5.538462\n92 -115.57 32.78 20.0 1534.0 235.0 871.0 222.0 6.2715 97200.0 6.909910\n93 -115.57 32.78 15.0 1413.0 279.0 803.0 277.0 4.3021 87500.0 5.101083\n94 -115.58 33.88 21.0 1161.0 282.0 724.0 186.0 3.1827 71700.0 6.241935\n95 -115.58 32.81 5.0 805.0 143.0 458.0 143.0 4.4750 96300.0 5.629371\n96 -115.58 32.81 10.0 1088.0 203.0 533.0 201.0 3.6597 87500.0 5.412935\n97 -115.58 32.79 14.0 1687.0 507.0 762.0 451.0 1.6635 64400.0 3.740576\n98 -115.58 32.78 5.0 2494.0 414.0 1416.0 421.0 5.7843 110100.0 5.923990\n99 -115.59 32.85 20.0 1608.0 274.0 862.0 248.0 4.8750 90800.0 6.483871\n100 -115.59 32.79 8.0 2183.0 307.0 1000.0 287.0 6.3814 159900.0 7.606272\n101 -115.59 32.69 30.0 935.0 177.0 649.0 148.0 2.5769 94400.0 6.317568\n102 -115.60 33.20 37.0 709.0 187.0 390.0 142.0 2.4511 72500.0 4.992958\n103 -115.60 32.87 3.0 1629.0 317.0 1005.0 312.0 4.1293 83200.0 5.221154\n104 -115.62 33.04 20.0 1121.0 244.0 766.0 230.0 2.2969 62000.0 4.873913\n105 -115.62 33.04 17.0 1009.0 231.0 745.0 217.0 2.0463 61200.0 4.649770\n106 -115.64 32.80 23.0 1228.0 235.0 569.0 235.0 3.1667 125000.0 5.225532\n107 -115.69 32.79 18.0 1564.0 340.0 1161.0 343.0 2.1792 55200.0 4.559767\n108 -115.72 32.75 16.0 348.0 99.0 123.0 54.0 2.0938 87500.0 6.444444\n109 -115.73 33.36 19.0 749.0 238.0 476.0 169.0 1.7727 50000.0 4.431953\n110 -115.73 33.35 23.0 1586.0 448.0 338.0 182.0 1.2132 30000.0 8.714286\n111 -115.73 33.09 27.0 452.0 103.0 258.0 61.0 2.9000 87500.0 7.409836\n112 -115.73 32.80 44.0 472.0 81.0 206.0 57.0 2.2083 93800.0 8.280702\n113 -115.80 33.26 2.0 96.0 18.0 30.0 16.0 5.3374 47500.0 6.000000\n114 -115.84 33.49 20.0 1660.0 379.0 637.0 250.0 2.0347 68900.0 6.640000\n115 -115.85 34.20 34.0 3868.0 1257.0 890.0 423.0 1.3571 41000.0 9.144208\n116 -115.88 32.93 15.0 208.0 49.0 51.0 20.0 4.0208 32500.0 10.400000\n117 -115.90 33.34 19.0 1210.0 248.0 329.0 155.0 1.7857 62800.0 7.806452\n118 -115.91 33.36 15.0 459.0 95.0 160.0 73.0 0.9220 67500.0 6.287671\n119 -115.93 35.55 18.0 1321.0 272.0 754.0 226.0 3.4028 67500.0 5.845133\n120 -115.94 33.38 5.0 186.0 43.0 41.0 21.0 2.7000 58800.0 8.857143\n121 -115.95 33.28 12.0 99.0 25.0 37.0 17.0 1.8958 53800.0 5.823529\n122 -115.96 33.30 27.0 322.0 81.0 112.0 57.0 1.1250 54400.0 5.649123\n123 -115.98 33.32 8.0 240.0 46.0 63.0 24.0 1.4688 53800.0 10.000000\n124 -115.99 33.40 15.0 1945.0 536.0 515.0 273.0 2.0109 54300.0 7.124542\n125 -116.00 33.19 16.0 245.0 57.0 81.0 33.0 1.2639 51300.0 7.424242\n126 -116.00 32.74 26.0 1134.0 280.0 329.0 158.0 1.4338 43900.0 7.177215\n127 -116.01 33.51 24.0 2985.0 958.0 4042.0 905.0 1.7344 66400.0 3.298343\n128 -116.01 33.41 20.0 1996.0 515.0 659.0 295.0 2.8684 62800.0 6.766102\n129 -116.02 34.18 8.0 569.0 97.0 312.0 96.0 4.3021 94500.0 5.927083\n130 -116.05 34.12 19.0 301.0 65.0 150.0 56.0 3.1250 65600.0 5.375000\n131 -116.05 33.33 17.0 290.0 94.0 135.0 57.0 1.7292 81300.0 5.087719\n132 -116.06 34.20 29.0 1202.0 290.0 383.0 156.0 1.3371 66900.0 7.705128\n133 -116.06 34.15 15.0 10377.0 2331.0 4507.0 1807.0 2.2466 66800.0 5.742667\n134 -116.08 33.86 16.0 381.0 89.0 182.0 75.0 2.4250 76100.0 5.080000\n135 -116.09 34.15 13.0 9444.0 1997.0 4166.0 1482.0 2.6111 65600.0 6.372470\n136 -116.11 33.64 20.0 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269600.0 6.863135\n1799 -117.26 33.02 9.0 4632.0 759.0 1724.0 685.0 6.3712 369800.0 6.762044\n1800 -117.26 33.00 31.0 2695.0 491.0 1059.0 451.0 4.7841 393500.0 5.975610\n1801 -117.26 32.98 12.0 3900.0 977.0 1690.0 892.0 4.1250 226900.0 4.372197\n1802 -117.26 32.97 25.0 2582.0 495.0 1088.0 471.0 6.4651 500001.0 5.481953\n1803 -117.26 32.96 36.0 1721.0 264.0 710.0 282.0 10.1768 500001.0 6.102837\n1804 -117.26 32.95 34.0 1651.0 273.0 650.0 271.0 5.6582 500001.0 6.092251\n1805 -117.26 32.95 22.0 5484.0 1227.0 1947.0 1012.0 4.4375 500001.0 5.418972\n1806 -117.26 32.95 15.0 1882.0 233.0 704.0 219.0 6.9794 500001.0 8.593607\n1807 -117.26 32.95 15.0 1036.0 149.0 395.0 157.0 5.8343 500001.0 6.598726\n1808 -117.26 32.85 42.0 1761.0 329.0 480.0 255.0 5.3787 500001.0 6.905882\n1809 -117.26 32.83 24.0 1663.0 199.0 578.0 187.0 10.7721 500001.0 8.893048\n1810 -117.26 32.81 37.0 1616.0 421.0 650.0 395.0 2.9200 326500.0 4.091139\n1811 -117.26 32.81 30.0 1328.0 346.0 577.0 328.0 2.3284 290600.0 4.048780\n1812 -117.26 32.81 25.0 2076.0 586.0 1060.0 554.0 2.8421 227800.0 3.747292\n1813 -117.26 32.80 30.0 1446.0 385.0 650.0 344.0 3.7440 450000.0 4.203488\n1814 -117.27 34.48 8.0 1794.0 276.0 690.0 271.0 3.6620 165300.0 6.619926\n1815 -117.27 34.42 9.0 5643.0 1005.0 3166.0 957.0 3.2077 93300.0 5.896552\n1816 -117.27 34.40 8.0 6042.0 979.0 3031.0 991.0 3.3438 124400.0 6.096872\n1817 -117.27 34.39 6.0 6988.0 1121.0 3660.0 1092.0 4.2224 125700.0 6.399267\n1818 -117.27 34.24 34.0 3687.0 756.0 941.0 367.0 2.8750 117600.0 10.046322\n1819 -117.27 34.23 26.0 6339.0 1244.0 1177.0 466.0 3.7708 110400.0 13.603004\n1820 -117.27 34.17 16.0 30.0 3.0 49.0 8.0 4.6250 250000.0 3.750000\n1821 -117.27 34.15 35.0 1490.0 253.0 705.0 253.0 3.3616 95300.0 5.889328\n1822 -117.27 34.14 36.0 3795.0 676.0 1742.0 585.0 4.1000 96400.0 6.487179\n1823 -117.27 34.14 35.0 1517.0 257.0 658.0 245.0 4.4435 97600.0 6.191837\n1824 -117.27 34.13 40.0 1298.0 254.0 793.0 268.0 3.0721 83800.0 4.843284\n1825 -117.27 34.13 36.0 3337.0 687.0 2388.0 589.0 2.9628 87800.0 5.665535\n1826 -117.27 34.12 52.0 954.0 246.0 943.0 256.0 0.8658 87500.0 3.726562\n1827 -117.27 34.12 31.0 2209.0 636.0 1314.0 562.0 1.7235 78800.0 3.930605\n1828 -117.27 34.12 27.0 2896.0 684.0 1514.0 668.0 1.4620 70200.0 4.335329\n1829 -117.27 34.11 44.0 567.0 134.0 565.0 150.0 1.8281 62900.0 3.780000\n1830 -117.27 34.08 38.0 1093.0 256.0 856.0 212.0 1.4279 73000.0 5.155660\n1831 -117.27 34.07 21.0 418.0 132.0 401.0 120.0 1.7206 82100.0 3.483333\n1832 -117.27 34.06 20.0 5258.0 1514.0 3780.0 1404.0 2.0250 85700.0 3.745014\n1833 -117.27 34.05 34.0 1703.0 395.0 849.0 359.0 3.1607 138200.0 4.743733\n1834 -117.27 33.93 2.0 337.0 55.0 115.0 49.0 3.1042 164800.0 6.877551\n1835 -117.27 33.92 13.0 8443.0 1744.0 4885.0 1470.0 3.0907 127200.0 5.743537\n1836 -117.27 33.68 8.0 26322.0 4072.0 9360.0 3361.0 5.3238 228900.0 7.831598\n1837 -117.27 33.55 4.0 6112.0 890.0 2088.0 712.0 5.5351 429000.0 8.584270\n1838 -117.27 33.23 5.0 20908.0 3933.0 9690.0 3510.0 4.1405 198500.0 5.956695\n1839 -117.27 33.22 5.0 2283.0 337.0 999.0 325.0 5.0249 196700.0 7.024615\n1840 -117.27 33.22 16.0 1420.0 311.0 470.0 313.0 1.8849 90800.0 4.536741\n1841 -117.27 33.21 5.0 5764.0 996.0 3161.0 1012.0 4.4531 177500.0 5.695652\n1842 -117.27 33.20 34.0 1852.0 322.0 978.0 332.0 4.3542 156900.0 5.578313\n1843 -117.27 33.20 23.0 2145.0 379.0 1360.0 404.0 4.2054 150700.0 5.309406\n1844 -117.27 33.19 8.0 973.0 289.0 663.0 209.0 2.7240 139300.0 4.655502\n1845 -117.27 33.18 4.0 3371.0 773.0 1481.0 627.0 2.9133 215700.0 5.376396\n1846 -117.27 33.08 7.0 2949.0 447.0 1335.0 426.0 6.0922 342400.0 6.922535\n1847 -117.27 33.06 7.0 3686.0 733.0 1612.0 672.0 3.1970 367100.0 5.485119\n1848 -117.27 33.05 15.0 3333.0 808.0 1371.0 737.0 2.9083 122400.0 4.522388\n1849 -117.27 33.04 27.0 1839.0 392.0 1302.0 404.0 3.5500 214600.0 4.551980\n1850 -117.27 33.03 25.0 1787.0 311.0 1108.0 311.0 3.9826 215800.0 5.745981\n1851 -117.27 33.03 19.0 2899.0 499.0 1356.0 512.0 4.8700 220900.0 5.662109\n1852 -117.27 33.03 16.0 2240.0 443.0 1104.0 416.0 3.5313 148700.0 5.384615\n1853 -117.27 33.02 21.0 2144.0 340.0 928.0 344.0 5.7980 286100.0 6.232558\n1854 -117.27 33.00 36.0 2426.0 454.0 1085.0 420.0 5.1523 387800.0 5.776190\n1855 -117.27 32.99 21.0 3318.0 578.0 1273.0 538.0 5.5922 382100.0 6.167286\n1856 -117.27 32.98 17.0 1853.0 392.0 351.0 208.0 5.2742 230700.0 8.908654\n1857 -117.27 32.85 34.0 2105.0 444.0 780.0 406.0 2.3187 488900.0 5.184729\n1858 -117.27 32.84 26.0 3940.0 657.0 1180.0 600.0 6.1025 500001.0 6.566667\n1859 -117.27 32.83 39.0 1877.0 426.0 805.0 409.0 3.8750 410000.0 4.589242\n1860 -117.27 32.83 35.0 1420.0 193.0 469.0 177.0 8.0639 500001.0 8.022599\n1861 -117.27 32.82 42.0 2820.0 488.0 1175.0 500.0 4.5083 405200.0 5.640000\n1862 -117.27 32.82 35.0 2908.0 595.0 1068.0 529.0 4.1793 500001.0 5.497164\n1863 -117.28 35.13 32.0 671.0 166.0 856.0 114.0 2.6477 53300.0 5.885965\n1864 -117.28 34.68 28.0 1932.0 421.0 1156.0 404.0 1.8958 55600.0 4.782178\n1865 -117.28 34.51 10.0 4676.0 884.0 2845.0 812.0 3.0181 100400.0 5.758621\n1866 -117.28 34.24 16.0 3474.0 633.0 853.0 315.0 5.2185 128600.0 11.028571\n1867 -117.28 34.17 26.0 3728.0 888.0 1765.0 727.0 1.7456 86800.0 5.127923\n1868 -117.28 34.17 26.0 3106.0 603.0 1396.0 576.0 3.1736 122200.0 5.392361\n1869 -117.28 34.16 35.0 2028.0 456.0 972.0 398.0 2.3778 90700.0 5.095477\n1870 -117.28 34.16 26.0 2469.0 532.0 1068.0 501.0 1.9832 122100.0 4.928144\n1871 -117.28 34.15 38.0 1981.0 343.0 796.0 344.0 3.8125 97400.0 5.758721\n1872 -117.28 34.15 36.0 1734.0 280.0 604.0 259.0 3.8292 122200.0 6.694981\n1873 -117.28 34.14 40.0 2364.0 438.0 968.0 416.0 3.4906 93300.0 5.682692\n1874 -117.28 34.14 40.0 2190.0 496.0 1214.0 493.0 2.3947 81900.0 4.442191\n1875 -117.28 34.13 29.0 2077.0 577.0 1418.0 524.0 1.8281 76800.0 3.963740\n1876 -117.28 34.12 47.0 2456.0 611.0 1653.0 512.0 1.3973 66100.0 4.796875\n1877 -117.28 34.12 36.0 2991.0 822.0 2378.0 751.0 1.3571 70600.0 3.982690\n1878 -117.28 34.11 39.0 1573.0 418.0 1258.0 359.0 1.4896 69500.0 4.381616\n1879 -117.28 34.09 44.0 376.0 87.0 273.0 107.0 2.2917 90800.0 3.514019\n1880 -117.28 34.06 2.0 1658.0 290.0 868.0 304.0 5.1365 136700.0 5.453947\n1881 -117.28 33.94 10.0 972.0 212.0 773.0 219.0 1.3125 135700.0 4.438356\n1882 -117.28 33.92 35.0 3623.0 841.0 2721.0 766.0 2.1574 86900.0 4.729765\n1883 -117.28 33.89 33.0 6982.0 1371.0 5650.0 1195.0 2.5379 152700.0 5.842678\n1884 -117.28 33.85 16.0 3498.0 702.0 2372.0 672.0 2.3229 118000.0 5.205357\n1885 -117.28 33.72 11.0 1161.0 235.0 640.0 210.0 2.1667 114600.0 5.528571\n1886 -117.28 33.66 15.0 4573.0 928.0 2513.0 832.0 2.6949 163600.0 5.496394\n1887 -117.28 33.22 13.0 2832.0 542.0 1065.0 531.0 2.3844 98600.0 5.333333\n1888 -117.28 33.20 11.0 1472.0 261.0 1012.0 285.0 4.2100 175600.0 5.164912\n1889 -117.28 33.19 5.0 2697.0 639.0 1633.0 580.0 3.4456 165800.0 4.650000\n1890 -117.28 33.18 16.0 3002.0 591.0 842.0 538.0 2.1205 157300.0 5.579926\n1891 -117.28 33.18 14.0 676.0 118.0 384.0 126.0 6.2096 178100.0 5.365079\n1892 -117.28 33.10 13.0 2644.0 422.0 1197.0 399.0 6.5338 267900.0 6.626566\n1893 -117.28 33.04 12.0 4459.0 928.0 2471.0 888.0 3.5179 252700.0 5.021396\n1894 -117.28 32.84 41.0 1420.0 338.0 640.0 314.0 2.9306 360300.0 4.522293\n1895 -117.28 32.84 21.0 2455.0 660.0 1015.0 597.0 3.7596 381300.0 4.112228\n1896 -117.28 32.83 34.0 2392.0 653.0 933.0 619.0 3.7306 500000.0 3.864297\n1897 -117.28 32.80 20.0 1838.0 540.0 615.0 325.0 3.5486 193800.0 5.655385\n1898 -117.28 32.77 38.0 1267.0 340.0 442.0 250.0 4.3403 500000.0 5.068000\n1899 -117.28 32.75 34.0 981.0 313.0 508.0 304.0 2.2328 266700.0 3.226974\n1900 -117.28 32.74 33.0 4168.0 1112.0 1785.0 984.0 2.7515 247700.0 4.235772\n1901 -117.28 32.73 44.0 1934.0 325.0 783.0 316.0 4.8684 358600.0 6.120253\n1902 -117.29 35.54 35.0 7922.0 1636.0 3431.0 1329.0 3.4145 40400.0 5.960873\n1903 -117.29 34.57 22.0 1054.0 239.0 428.0 239.0 1.2548 68300.0 4.410042\n1904 -117.29 34.41 11.0 5934.0 1380.0 2756.0 1239.0 1.5758 108300.0 4.789346\n1905 -117.29 34.17 35.0 4174.0 847.0 2127.0 778.0 3.2232 88300.0 5.365039\n1906 -117.29 34.15 49.0 1820.0 321.0 757.0 324.0 3.2976 102600.0 5.617284\n1907 -117.29 34.15 42.0 1811.0 345.0 856.0 352.0 2.9667 97000.0 5.144886\n1908 -117.29 34.14 52.0 1683.0 266.0 646.0 256.0 4.0481 97300.0 6.574219\n1909 -117.29 34.14 48.0 1717.0 307.0 610.0 267.0 3.1250 97600.0 6.430712\n1910 -117.29 34.14 45.0 1598.0 314.0 771.0 319.0 2.5417 82900.0 5.009404\n1911 -117.29 34.14 39.0 1989.0 401.0 805.0 341.0 2.4250 90000.0 5.832845\n1912 -117.29 34.13 52.0 2424.0 528.0 1171.0 455.0 1.4815 77900.0 5.327473\n1913 -117.29 34.13 44.0 2337.0 563.0 1238.0 467.0 1.5156 75800.0 5.004283\n1914 -117.29 34.12 47.0 1648.0 432.0 1308.0 385.0 1.2069 68200.0 4.280519\n1915 -117.29 34.12 45.0 1369.0 351.0 1046.0 274.0 1.8438 72100.0 4.996350\n1916 -117.29 34.12 40.0 2198.0 612.0 1517.0 531.0 1.0951 65800.0 4.139360\n1917 -117.29 34.11 35.0 2426.0 715.0 1920.0 586.0 1.5561 68000.0 4.139932\n1918 -117.29 34.11 35.0 2014.0 677.0 1714.0 612.0 0.7075 78800.0 3.290850\n1919 -117.29 34.03 9.0 8185.0 1525.0 3630.0 1466.0 4.1667 197700.0 5.583220\n1920 -117.29 33.97 4.0 18767.0 3032.0 8805.0 2723.0 4.6667 160600.0 6.892031\n1921 -117.29 33.83 15.0 4173.0 804.0 2393.0 713.0 2.4662 118300.0 5.852735\n1922 -117.29 33.72 19.0 2248.0 427.0 1207.0 368.0 2.8170 110000.0 6.108696\n1923 -117.29 33.63 7.0 16010.0 2726.0 7139.0 2426.0 3.8056 162200.0 6.599340\n1924 -117.29 33.24 5.0 3109.0 634.0 1823.0 578.0 3.1875 153800.0 5.378893\n1925 -117.29 33.20 16.0 2150.0 461.0 1428.0 407.0 2.4754 157300.0 5.282555\n1926 -117.29 33.18 17.0 821.0 176.0 436.0 168.0 3.1667 160600.0 4.886905\n1927 -117.29 33.18 15.0 3780.0 792.0 1632.0 721.0 2.7644 111400.0 5.242718\n1928 -117.29 33.15 11.0 2560.0 445.0 952.0 448.0 4.0625 87500.0 5.714286\n1929 -117.29 33.13 4.0 617.0 105.0 224.0 105.0 3.9205 183000.0 5.876190\n1930 -117.29 33.12 4.0 1380.0 322.0 755.0 286.0 4.7961 168800.0 4.825175\n1931 -117.29 33.10 6.0 6091.0 1018.0 2064.0 957.0 5.1837 259800.0 6.364681\n1932 -117.29 33.08 18.0 3225.0 515.0 1463.0 476.0 5.7787 346700.0 6.775210\n1933 -117.29 33.06 20.0 2110.0 335.0 1008.0 325.0 6.1509 338700.0 6.492308\n1934 -117.29 33.05 28.0 1146.0 338.0 672.0 292.0 3.1667 300000.0 3.924658\n1935 -117.29 33.04 30.0 2750.0 555.0 1281.0 520.0 4.7333 286900.0 5.288462\n1936 -117.29 32.92 25.0 2355.0 381.0 823.0 358.0 6.8322 500001.0 6.578212\n1937 -117.29 32.81 35.0 1878.0 308.0 598.0 257.0 6.9553 500001.0 7.307393\n1938 -117.30 34.54 31.0 1174.0 360.0 1161.0 328.0 1.0600 56500.0 3.579268\n1939 -117.30 34.54 25.0 2546.0 488.0 1338.0 487.0 3.2596 85400.0 5.227926\n1940 -117.30 34.52 34.0 4493.0 838.0 2335.0 779.0 3.1635 74300.0 5.767651\n1941 -117.30 34.46 8.0 6246.0 1273.0 3883.0 1264.0 2.7917 98200.0 4.941456\n1942 -117.30 34.39 11.0 3572.0 592.0 1876.0 507.0 3.6615 105100.0 7.045365\n1943 -117.30 34.24 38.0 4116.0 949.0 1196.0 422.0 3.5625 96500.0 9.753555\n1944 -117.30 34.18 28.0 2685.0 425.0 1304.0 420.0 4.3676 111100.0 6.392857\n1945 -117.30 34.18 19.0 2526.0 381.0 1176.0 381.0 5.5136 137100.0 6.629921\n1946 -117.30 34.17 30.0 2483.0 573.0 1172.0 438.0 1.8750 89700.0 5.668950\n1947 -117.30 34.15 38.0 740.0 163.0 332.0 138.0 2.4107 88000.0 5.362319\n1948 -117.30 34.15 33.0 1607.0 282.0 608.0 260.0 4.3438 115000.0 6.180769\n1949 -117.30 34.14 39.0 1781.0 335.0 841.0 320.0 1.9432 89000.0 5.565625\n1950 -117.30 34.13 42.0 2115.0 557.0 1532.0 494.0 1.4531 71500.0 4.281377\n1951 -117.30 34.12 50.0 1629.0 437.0 1581.0 394.0 2.2019 63500.0 4.134518\n1952 -117.30 34.11 42.0 525.0 111.0 444.0 120.0 2.6771 67000.0 4.375000\n1953 -117.30 34.07 34.0 567.0 143.0 387.0 138.0 1.7981 73300.0 4.108696\n1954 -117.30 34.05 7.0 4672.0 1121.0 2534.0 1046.0 3.4228 115700.0 4.466539\n1955 -117.30 33.26 23.0 1678.0 275.0 1227.0 264.0 4.1713 133800.0 6.356061\n1956 -117.30 33.25 22.0 2329.0 419.0 1456.0 381.0 3.7933 131000.0 6.112861\n1957 -117.30 33.23 13.0 3619.0 791.0 1759.0 806.0 2.7650 98500.0 4.490074\n1958 -117.30 33.22 4.0 14960.0 2988.0 6666.0 2612.0 3.7568 184100.0 5.727412\n1959 -117.30 33.17 6.0 7880.0 1533.0 3760.0 1460.0 4.1807 182600.0 5.397260\n1960 -117.30 33.08 24.0 2628.0 527.0 1389.0 520.0 4.0000 343200.0 5.053846\n1961 -117.30 33.07 16.0 3147.0 765.0 2165.0 690.0 3.5585 284800.0 4.560870\n1962 -117.30 33.07 14.0 2670.0 426.0 1034.0 407.0 6.4247 295100.0 6.560197\n1963 -117.30 33.05 34.0 1797.0 458.0 775.0 391.0 3.2308 331300.0 4.595908\n1964 -117.30 32.96 30.0 1226.0 205.0 380.0 151.0 4.2875 500001.0 8.119205\n1965 -117.31 34.53 26.0 2299.0 496.0 1259.0 441.0 2.6125 79900.0 5.213152\n1966 -117.31 34.51 18.0 2704.0 698.0 1611.0 597.0 2.0243 82300.0 4.529313\n1967 -117.31 34.50 14.0 2443.0 447.0 883.0 465.0 2.1111 116700.0 5.253763\n1968 -117.31 34.44 10.0 1731.0 299.0 1056.0 312.0 3.6007 104000.0 5.548077\n1969 -117.31 34.43 16.0 5130.0 1172.0 3126.0 1046.0 1.6784 71900.0 4.904398\n1970 -117.31 34.39 15.0 1703.0 273.0 847.0 266.0 3.7917 123400.0 6.402256\n1971 -117.31 34.35 9.0 2404.0 390.0 1074.0 359.0 5.0198 151900.0 6.696379\n1972 -117.31 34.25 29.0 4610.0 1043.0 1569.0 592.0 2.7663 97900.0 7.787162\n1973 -117.31 34.17 25.0 2795.0 596.0 1650.0 569.0 3.0078 87100.0 4.912127\n1974 -117.31 34.15 7.0 5747.0 1307.0 2578.0 1147.0 3.3281 122200.0 5.010462\n1975 -117.31 34.15 34.0 2037.0 385.0 1195.0 391.0 3.9231 96000.0 5.209719\n1976 -117.31 34.14 44.0 1487.0 273.0 972.0 281.0 3.2292 86100.0 5.291815\n1977 -117.31 34.14 38.0 2011.0 448.0 1190.0 403.0 1.8654 89400.0 4.990074\n1978 -117.31 34.13 38.0 1287.0 284.0 1047.0 269.0 2.2865 65500.0 4.784387\n1979 -117.31 34.13 36.0 1076.0 283.0 773.0 224.0 2.6307 66400.0 4.803571\n1980 -117.31 34.13 35.0 1622.0 393.0 1296.0 362.0 1.9286 68500.0 4.480663\n1981 -117.31 34.12 37.0 1412.0 343.0 1127.0 351.0 1.1667 70900.0 4.022792\n1982 -117.31 34.11 52.0 851.0 190.0 731.0 190.0 1.9044 64900.0 4.478947\n1983 -117.31 34.11 41.0 1105.0 257.0 816.0 197.0 1.9375 64100.0 5.609137\n1984 -117.31 34.10 52.0 1457.0 415.0 1238.0 341.0 2.0089 68100.0 4.272727\n1985 -117.31 34.09 34.0 1336.0 345.0 1009.0 311.0 1.6080 73700.0 4.295820\n1986 -117.31 34.08 43.0 1697.0 387.0 1181.0 352.0 1.9234 74600.0 4.821023\n1987 -117.31 34.08 40.0 2011.0 495.0 1528.0 469.0 1.9375 69900.0 4.287846\n1988 -117.31 34.08 37.0 953.0 231.0 611.0 230.0 1.9926 81500.0 4.143478\n1989 -117.31 34.07 40.0 2936.0 732.0 2024.0 676.0 2.1139 70900.0 4.343195\n1990 -117.31 34.05 6.0 7423.0 2111.0 4092.0 1789.0 2.7002 88300.0 4.149245\n1991 -117.31 34.04 5.0 2785.0 577.0 1310.0 536.0 3.3900 149500.0 5.195896\n1992 -117.31 34.04 29.0 2481.0 383.0 1188.0 385.0 4.7344 134600.0 6.444156\n1993 -117.31 34.03 9.0 1199.0 187.0 629.0 207.0 5.7393 151600.0 5.792271\n1994 -117.31 34.03 24.0 1966.0 299.0 786.0 302.0 5.0318 134500.0 6.509934\n1995 -117.31 34.02 18.0 1634.0 274.0 899.0 285.0 5.2139 129300.0 5.733333\n1996 -117.31 33.97 28.0 3420.0 691.0 1502.0 656.0 3.4896 140300.0 5.213415\n1997 -117.31 33.75 19.0 3173.0 678.0 2204.0 606.0 2.1484 129200.0 5.235974\n1998 -117.31 33.67 9.0 981.0 169.0 596.0 156.0 3.1832 157400.0 6.288462\n1999 -117.31 33.25 14.0 3483.0 764.0 2140.0 687.0 3.1250 102300.0 5.069869\n2000 -117.31 33.25 13.0 3075.0 630.0 1843.0 674.0 2.8558 97100.0 4.562315\n2001 -117.31 33.19 11.0 20944.0 3753.0 8738.0 3441.0 4.3762 215500.0 6.086603\n2002 -117.31 33.18 16.0 1835.0 430.0 599.0 399.0 2.0147 87700.0 4.598997\n2003 -117.31 33.16 17.0 1704.0 263.0 781.0 281.0 5.6605 224400.0 6.064057\n2004 -117.31 33.11 7.0 7974.0 1703.0 2904.0 1550.0 4.1282 188100.0 5.144516\n2005 -117.31 33.10 15.0 2392.0 446.0 747.0 421.0 3.5341 500001.0 5.681710\n2006 -117.31 33.07 21.0 2035.0 534.0 948.0 467.0 3.2984 369400.0 4.357602\n2007 -117.31 33.00 30.0 1631.0 310.0 665.0 297.0 6.8443 492500.0 5.491582\n2008 -117.31 32.83 38.0 2367.0 480.0 891.0 428.0 4.1477 500001.0 5.530374\n2009 -117.31 32.82 42.0 2785.0 389.0 833.0 333.0 11.3074 500001.0 8.363363\n2010 -117.32 34.55 18.0 279.0 59.0 188.0 60.0 0.8246 91700.0 4.650000\n2011 -117.32 34.54 9.0 5904.0 1165.0 3489.0 1063.0 3.1250 92800.0 5.554092\n2012 -117.32 34.51 16.0 3072.0 612.0 1283.0 604.0 2.8929 115600.0 5.086093\n2013 -117.32 34.49 7.0 4584.0 1051.0 2049.0 918.0 1.6232 93400.0 4.993464\n2014 -117.32 34.48 8.0 4627.0 887.0 2739.0 846.0 3.0204 93100.0 5.469267\n2015 -117.32 34.41 13.0 2032.0 348.0 1038.0 344.0 4.2891 120100.0 5.906977\n2016 -117.32 34.24 29.0 1290.0 263.0 323.0 113.0 1.9265 103300.0 11.415929\n2017 -117.32 34.19 6.0 1068.0 182.0 999.0 188.0 4.7222 109000.0 5.680851\n2018 -117.32 34.17 6.0 5661.0 1287.0 2943.0 1162.0 3.6362 106500.0 4.871773\n2019 -117.32 34.16 9.0 711.0 139.0 316.0 152.0 4.0156 131000.0 4.677632\n2020 -117.32 34.14 32.0 1691.0 353.0 1457.0 329.0 1.8438 66600.0 5.139818\n2021 -117.32 34.13 41.0 1837.0 409.0 1430.0 344.0 2.4524 70400.0 5.340116\n2022 -117.32 34.12 39.0 2210.0 498.0 1752.0 477.0 1.4066 66400.0 4.633124\n2023 -117.32 34.12 37.0 2868.0 574.0 2055.0 563.0 2.3508 70500.0 5.094139\n2024 -117.32 34.11 41.0 1229.0 302.0 994.0 270.0 1.4891 67300.0 4.551852\n2025 -117.32 34.10 42.0 801.0 176.0 711.0 183.0 1.8681 59700.0 4.377049\n2026 -117.32 34.10 27.0 2053.0 461.0 1737.0 463.0 3.1213 78800.0 4.434125\n2027 -117.32 34.09 38.0 1585.0 345.0 1347.0 368.0 2.3750 75300.0 4.307065\n2028 -117.32 34.09 30.0 1129.0 251.0 1034.0 237.0 2.3917 78600.0 4.763713\n2029 -117.32 34.08 46.0 1308.0 276.0 576.0 244.0 3.1875 84000.0 5.360656\n2030 -117.32 34.08 41.0 1359.0 264.0 786.0 244.0 2.5208 85500.0 5.569672\n2031 -117.32 34.07 26.0 971.0 245.0 592.0 207.0 2.1125 84000.0 4.690821\n2032 -117.32 34.06 52.0 802.0 160.0 564.0 131.0 2.1591 63500.0 6.122137\n2033 -117.32 34.06 46.0 476.0 102.0 476.0 91.0 1.4511 73100.0 5.230769\n2034 -117.32 34.02 17.0 1779.0 292.0 1006.0 293.0 4.6708 123100.0 6.071672\n2035 -117.32 34.01 23.0 3021.0 527.0 1580.0 533.0 4.4063 129900.0 5.667917\n2036 -117.32 33.99 27.0 5464.0 850.0 2400.0 836.0 4.7110 133500.0 6.535885\n2037 -117.32 33.96 19.0 3216.0 666.0 1363.0 629.0 3.7585 144500.0 5.112878\n2038 -117.32 33.87 15.0 826.0 138.0 440.0 134.0 4.8125 173900.0 6.164179\n2039 -117.32 33.51 4.0 966.0 133.0 311.0 92.0 5.2066 500001.0 10.500000\n2040 -117.32 33.25 7.0 8206.0 1523.0 4399.0 1423.0 3.6301 170900.0 5.766690\n2041 -117.32 33.25 7.0 2499.0 420.0 1314.0 398.0 4.8500 186900.0 6.278894\n2042 -117.32 33.23 24.0 2580.0 604.0 982.0 569.0 1.6402 169300.0 4.534271\n2043 -117.32 33.22 16.0 1057.0 232.0 316.0 221.0 2.7417 91700.0 4.782805\n2044 -117.32 33.22 15.0 4784.0 1039.0 1810.0 986.0 2.4375 108900.0 4.851927\n2045 -117.32 33.15 15.0 13245.0 2212.0 5495.0 2060.0 5.4904 262100.0 6.429612\n2046 -117.32 33.12 25.0 2670.0 527.0 936.0 461.0 2.7717 354000.0 5.791757\n2047 -117.32 33.01 29.0 3584.0 712.0 1619.0 667.0 4.1250 394400.0 5.373313\n2048 -117.33 34.53 10.0 3781.0 712.0 2044.0 685.0 3.0943 97100.0 5.519708\n2049 -117.33 34.41 13.0 3684.0 604.0 1767.0 585.0 3.7478 113500.0 6.297436\n2050 -117.33 34.17 5.0 4718.0 1140.0 2564.0 1056.0 2.9877 119900.0 4.467803\n2051 -117.33 34.17 13.0 3616.0 665.0 2189.0 620.0 3.7949 106300.0 5.832258\n2052 -117.33 34.15 28.0 1473.0 333.0 1196.0 312.0 1.6993 67800.0 4.721154\n2053 -117.33 34.14 29.0 1646.0 391.0 1296.0 351.0 1.9423 69700.0 4.689459\n2054 -117.33 34.13 30.0 2335.0 363.0 1214.0 311.0 2.2449 93200.0 7.508039\n2055 -117.33 34.13 18.0 3009.0 740.0 2317.0 659.0 1.6375 72400.0 4.566009\n2056 -117.33 34.09 29.0 1960.0 415.0 1681.0 435.0 2.9292 84500.0 4.505747\n2057 -117.33 34.08 35.0 2240.0 423.0 1394.0 396.0 3.1799 86700.0 5.656566\n2058 -117.33 34.06 48.0 732.0 149.0 486.0 139.0 2.5673 68200.0 5.266187\n2059 -117.33 34.06 42.0 530.0 123.0 390.0 124.0 1.0469 67000.0 4.274194\n2060 -117.33 34.06 36.0 755.0 157.0 625.0 152.0 2.0242 65000.0 4.967105\n2061 -117.33 34.05 26.0 613.0 149.0 431.0 130.0 1.3977 73100.0 4.715385\n2062 -117.33 34.04 18.0 1837.0 388.0 727.0 336.0 2.5187 116700.0 5.467262\n2063 -117.33 34.03 18.0 2342.0 402.0 1264.0 382.0 4.7986 123700.0 6.130890\n2064 -117.33 34.03 14.0 1582.0 347.0 825.0 259.0 2.8281 106300.0 6.108108\n2065 -117.33 33.97 8.0 152.0 19.0 1275.0 20.0 1.6250 162500.0 7.600000\n2066 -117.33 33.90 2.0 12837.0 1842.0 4636.0 1453.0 5.1512 187800.0 8.834825\n2067 -117.33 33.67 27.0 4376.0 1003.0 2667.0 870.0 1.9194 100600.0 5.029885\n2068 -117.33 33.24 13.0 4543.0 881.0 2298.0 870.0 2.9386 143400.0 5.221839\n2069 -117.33 33.23 15.0 2919.0 592.0 1130.0 579.0 2.5872 155600.0 5.041451\n2070 -117.33 33.23 15.0 1905.0 416.0 1258.0 388.0 3.3300 127900.0 4.909794\n2071 -117.33 33.22 21.0 2868.0 602.0 855.0 559.0 2.7846 91200.0 5.130590\n2072 -117.33 33.21 17.0 1246.0 300.0 424.0 288.0 2.2882 85800.0 4.326389\n2073 -117.33 33.17 11.0 10923.0 2041.0 4773.0 1858.0 4.0791 281300.0 5.878902\n2074 -117.33 33.03 31.0 1171.0 321.0 603.0 267.0 2.8611 314300.0 4.385768\n2075 -117.34 34.39 8.0 3579.0 672.0 2216.0 630.0 3.4038 100500.0 5.680952\n2076 -117.34 34.16 31.0 1606.0 354.0 1049.0 335.0 2.1935 72700.0 4.794030\n2077 -117.34 34.14 37.0 1834.0 393.0 1198.0 348.0 2.2250 81600.0 5.270115\n2078 -117.34 34.13 29.0 331.0 85.0 341.0 107.0 0.7069 70300.0 3.093458\n2079 -117.34 34.13 29.0 1494.0 286.0 991.0 280.0 2.1250 70600.0 5.335714\n2080 -117.34 34.11 29.0 2912.0 566.0 2188.0 518.0 3.2656 90600.0 5.621622\n2081 -117.34 34.10 14.0 11827.0 2445.0 6640.0 2299.0 2.4878 103800.0 5.144411\n2082 -117.34 34.08 35.0 1380.0 248.0 730.0 264.0 3.2305 93700.0 5.227273\n2083 -117.34 34.07 46.0 1851.0 425.0 1100.0 377.0 2.0461 90500.0 4.909814\n2084 -117.34 34.02 28.0 2683.0 708.0 2047.0 636.0 2.2750 85400.0 4.218553\n2085 -117.34 34.00 27.0 321.0 64.0 214.0 67.0 3.1750 101600.0 4.791045\n2086 -117.34 33.98 10.0 17286.0 4952.0 9851.0 4616.0 1.7579 103400.0 3.744801\n2087 -117.34 33.96 15.0 6437.0 1298.0 2805.0 1205.0 4.1883 184500.0 5.341909\n2088 -117.34 33.94 20.0 4589.0 594.0 1660.0 595.0 7.4141 236500.0 7.712605\n2089 -117.34 33.94 13.0 7910.0 1195.0 3382.0 1176.0 5.5563 214500.0 6.726190\n2090 -117.34 33.89 17.0 2678.0 394.0 1225.0 367.0 5.3630 211300.0 7.297003\n2091 -117.34 33.71 10.0 2591.0 486.0 1255.0 425.0 3.1513 154300.0 6.096471\n2092 -117.34 33.46 14.0 1902.0 338.0 848.0 304.0 5.5395 273300.0 6.256579\n2093 -117.34 33.23 11.0 3737.0 757.0 2212.0 727.0 3.1062 141000.0 5.140303\n2094 -117.34 33.21 23.0 2062.0 376.0 1302.0 379.0 4.0109 145700.0 5.440633\n2095 -117.34 33.21 12.0 5963.0 1372.0 3015.0 1124.0 2.7386 216100.0 5.305160\n2096 -117.34 33.19 23.0 3546.0 553.0 1533.0 518.0 5.2760 224500.0 6.845560\n2097 -117.34 33.19 19.0 3575.0 525.0 1654.0 559.0 5.7409 274100.0 6.395349\n2098 -117.34 33.16 31.0 2851.0 458.0 1286.0 467.0 4.5694 243700.0 6.104925\n2099 -117.34 33.16 24.0 1006.0 277.0 610.0 246.0 2.2500 187500.0 4.089431\n2100 -117.34 33.15 19.0 5710.0 1423.0 4163.0 1406.0 3.0306 178500.0 4.061166\n2101 -117.34 33.15 17.0 4505.0 1140.0 2111.0 1062.0 3.3536 283300.0 4.241996\n2102 -117.34 33.06 17.0 2718.0 518.0 815.0 403.0 4.3182 357100.0 6.744417\n2103 -117.35 34.50 10.0 2163.0 392.0 1174.0 362.0 3.3750 98000.0 5.975138\n2104 -117.35 34.44 9.0 11810.0 2181.0 6716.0 2081.0 3.1821 95600.0 5.675156\n2105 -117.35 34.20 5.0 9269.0 1605.0 4916.0 1519.0 4.4367 133200.0 6.102041\n2106 -117.35 34.17 28.0 1905.0 372.0 1480.0 341.0 2.9844 79200.0 5.586510\n2107 -117.35 34.16 36.0 1717.0 348.0 1054.0 279.0 2.4444 73400.0 6.154122\n2108 -117.35 34.15 32.0 2699.0 552.0 2086.0 551.0 2.2974 84500.0 4.898367\n2109 -117.35 34.12 22.0 5640.0 889.0 3157.0 887.0 4.1581 126500.0 6.358512\n2110 -117.35 34.09 14.0 5983.0 1224.0 3255.0 1150.0 2.5902 111500.0 5.202609\n2111 -117.35 34.04 14.0 2991.0 522.0 1729.0 537.0 3.5139 146800.0 5.569832\n2112 -117.35 34.01 23.0 3707.0 769.0 1938.0 658.0 2.7250 95300.0 5.633739\n2113 -117.35 34.00 38.0 1214.0 254.0 723.0 236.0 2.5469 87800.0 5.144068\n2114 -117.35 33.99 45.0 131.0 28.0 89.0 31.0 2.6071 112500.0 4.225806\n2115 -117.35 33.98 31.0 4163.0 1242.0 3928.0 1076.0 1.6943 85900.0 3.868959\n2116 -117.35 33.97 27.0 3960.0 886.0 2807.0 838.0 3.0240 122500.0 4.725537\n2117 -117.35 33.96 25.0 2396.0 316.0 951.0 314.0 8.2405 235200.0 7.630573\n2118 -117.35 33.95 28.0 1650.0 210.0 557.0 211.0 7.6632 204800.0 7.819905\n2119 -117.35 33.69 11.0 1229.0 236.0 581.0 190.0 3.1020 111300.0 6.468421\n2120 -117.35 33.68 10.0 516.0 107.0 282.0 96.0 4.2788 125000.0 5.375000\n2121 -117.35 33.64 23.0 6859.0 1535.0 3405.0 1351.0 2.5395 109200.0 5.076980\n2122 -117.35 33.23 4.0 1837.0 287.0 934.0 277.0 3.8958 189800.0 6.631769\n2123 -117.35 33.21 24.0 1586.0 262.0 912.0 298.0 4.2500 150300.0 5.322148\n2124 -117.35 33.21 18.0 2971.0 606.0 2051.0 493.0 2.6750 117100.0 6.026369\n2125 -117.35 33.20 32.0 1251.0 220.0 700.0 232.0 3.9875 142900.0 5.392241\n2126 -117.35 33.20 23.0 3297.0 728.0 1793.0 622.0 2.5754 169700.0 5.300643\n2127 -117.35 33.19 28.0 2823.0 476.0 1189.0 433.0 5.1733 198100.0 6.519630\n2128 -117.35 33.17 36.0 1977.0 423.0 812.0 387.0 3.6250 198000.0 5.108527\n2129 -117.35 33.17 16.0 4595.0 1341.0 2849.0 1197.0 2.4780 185600.0 3.838764\n2130 -117.35 33.16 10.0 1684.0 515.0 902.0 449.0 3.7891 206300.0 3.750557\n2131 -117.36 34.54 7.0 3940.0 764.0 2140.0 711.0 3.0357 91300.0 5.541491\n2132 -117.36 34.48 3.0 16533.0 2549.0 7588.0 2285.0 3.9792 122100.0 7.235449\n2133 -117.36 34.28 18.0 3903.0 715.0 1388.0 428.0 4.2386 157200.0 9.119159\n2134 -117.36 34.11 35.0 2969.0 521.0 1555.0 503.0 3.2500 107100.0 5.902584\n2135 -117.36 34.10 33.0 1904.0 343.0 1366.0 338.0 3.6227 92800.0 5.633136\n2136 -117.36 34.10 31.0 2587.0 531.0 1227.0 489.0 2.3578 88600.0 5.290389\n2137 -117.36 34.08 4.0 8866.0 1832.0 4775.0 1554.0 3.7348 125800.0 5.705277\n2138 -117.36 34.00 19.0 4592.0 895.0 2769.0 838.0 3.3622 105100.0 5.479714\n2139 -117.36 33.99 42.0 1178.0 261.0 804.0 283.0 2.9688 92900.0 4.162544\n2140 -117.36 33.98 46.0 1680.0 453.0 1570.0 435.0 2.0436 82300.0 3.862069\n2141 -117.36 33.98 33.0 2070.0 469.0 1851.0 467.0 2.4667 80700.0 4.432548\n2142 -117.36 33.97 32.0 1625.0 335.0 1212.0 327.0 2.7596 82200.0 4.969419\n2143 -117.36 33.88 15.0 2857.0 421.0 1361.0 382.0 4.6875 189800.0 7.479058\n2144 -117.36 33.88 10.0 5600.0 848.0 2573.0 788.0 5.0346 240500.0 7.106599\n2145 -117.36 33.60 10.0 4097.0 813.0 2082.0 731.0 3.2258 159300.0 5.604651\n2146 -117.36 33.20 19.0 2129.0 562.0 1323.0 525.0 2.9539 169900.0 4.055238\n2147 -117.36 33.20 19.0 1926.0 557.0 1190.0 483.0 1.3269 166100.0 3.987578\n2148 -117.36 33.18 39.0 1546.0 291.0 833.0 308.0 2.8893 185400.0 5.019481\n2149 -117.36 33.18 26.0 5550.0 1153.0 2372.0 1058.0 2.5509 181800.0 5.245747\n2150 -117.36 33.17 24.0 2046.0 442.0 812.0 367.0 2.3182 500001.0 5.574932\n2151 -117.37 34.59 39.0 8193.0 1747.0 6852.0 1597.0 2.3832 35000.0 5.130244\n2152 -117.37 34.13 18.0 5877.0 1043.0 3114.0 1002.0 4.0294 133200.0 5.865269\n2153 -117.37 34.13 17.0 2681.0 470.0 1621.0 459.0 3.8750 118500.0 5.840959\n2154 -117.37 34.13 12.0 1893.0 493.0 1054.0 389.0 2.3456 140800.0 4.866324\n2155 -117.37 34.12 32.0 3190.0 568.0 1614.0 512.0 3.8398 118200.0 6.230469\n2156 -117.37 34.10 44.0 2087.0 447.0 1270.0 423.0 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6.413242\n16885 -123.84 39.83 19.0 1461.0 340.0 515.0 227.0 1.5278 145800.0 6.436123\n16886 -123.84 39.46 47.0 1150.0 244.0 552.0 201.0 2.5192 110400.0 5.721393\n16887 -123.85 41.32 31.0 938.0 238.0 425.0 157.0 1.0486 36700.0 5.974522\n16888 -123.85 39.42 11.0 1804.0 506.0 895.0 451.0 1.7574 150000.0 4.000000\n16889 -123.88 40.93 28.0 1272.0 259.0 519.0 220.0 3.2891 106300.0 5.781818\n16890 -123.91 41.68 22.0 1880.0 360.0 743.0 314.0 2.9688 152700.0 5.987261\n16891 -123.96 40.57 31.0 1854.0 365.0 883.0 310.0 2.3167 92600.0 5.980645\n16892 -123.98 40.88 41.0 1719.0 372.0 844.0 336.0 2.6923 84200.0 5.116071\n16893 -124.00 40.92 29.0 1429.0 268.0 672.0 266.0 2.9485 98800.0 5.372180\n16894 -124.00 40.22 16.0 2088.0 535.0 816.0 326.0 1.3190 70700.0 6.404908\n16895 -124.01 40.89 28.0 1470.0 336.0 811.0 314.0 2.4559 75600.0 4.681529\n16896 -124.02 40.80 22.0 2588.0 435.0 1198.0 442.0 3.9792 133900.0 5.855204\n16897 -124.02 40.72 28.0 3513.0 634.0 1658.0 598.0 3.8095 119900.0 5.874582\n16898 -124.03 40.45 34.0 1006.0 213.0 443.0 158.0 2.6094 71300.0 6.367089\n16899 -124.05 40.94 14.0 1452.0 217.0 516.0 181.0 5.0329 165600.0 8.022099\n16900 -124.05 40.85 31.0 2414.0 428.0 1005.0 401.0 3.5156 143000.0 6.019950\n16901 -124.05 40.59 32.0 1878.0 340.0 937.0 353.0 3.4408 95200.0 5.320113\n16902 -124.06 41.13 22.0 3263.0 799.0 1384.0 578.0 2.4708 119400.0 5.645329\n16903 -124.06 40.88 12.0 2087.0 424.0 1603.0 438.0 2.5667 139500.0 4.764840\n16904 -124.06 40.86 34.0 4183.0 702.0 1891.0 669.0 3.2216 98100.0 6.252616\n16905 -124.07 40.87 47.0 1765.0 326.0 796.0 333.0 2.2138 99200.0 5.300300\n16906 -124.07 40.87 31.0 334.0 134.0 780.0 130.0 0.7684 153100.0 2.569231\n16907 -124.07 40.81 23.0 2103.0 411.0 1019.0 387.0 2.9911 119700.0 5.434109\n16908 -124.08 41.36 29.0 1029.0 239.0 509.0 196.0 2.0156 62800.0 5.250000\n16909 -124.08 40.99 18.0 3297.0 662.0 1554.0 578.0 2.6847 111300.0 5.704152\n16910 -124.08 40.94 18.0 1550.0 345.0 941.0 335.0 2.3147 70100.0 4.626866\n16911 -124.08 40.91 13.0 2522.0 719.0 1381.0 628.0 1.6667 78800.0 4.015924\n16912 -124.08 40.86 18.0 1287.0 484.0 805.0 502.0 1.1157 150000.0 2.563745\n16913 -124.08 40.06 17.0 1319.0 267.0 393.0 163.0 2.6250 135600.0 8.092025\n16914 -124.09 40.92 12.0 2497.0 491.0 1153.0 462.0 2.8182 126900.0 5.404762\n16915 -124.09 40.88 50.0 921.0 187.0 420.0 187.0 2.2188 105800.0 4.925134\n16916 -124.09 40.88 31.0 1982.0 495.0 1052.0 467.0 1.5326 74100.0 4.244111\n16917 -124.09 40.88 26.0 2683.0 555.0 1353.0 526.0 2.4321 82100.0 5.100760\n16918 -124.09 40.87 44.0 692.0 206.0 398.0 211.0 1.1576 87500.0 3.279621\n16919 -124.09 40.86 25.0 1322.0 387.0 794.0 379.0 1.1742 75000.0 3.488127\n16920 -124.09 40.44 38.0 2220.0 426.0 1041.0 401.0 2.3947 70500.0 5.536160\n16921 -124.10 41.04 26.0 1633.0 380.0 890.0 370.0 1.9741 97900.0 4.413514\n16922 -124.10 40.90 18.0 4032.0 798.0 1948.0 775.0 2.7321 92600.0 5.202581\n16923 -124.10 40.88 35.0 2987.0 578.0 1581.0 585.0 2.0657 81100.0 5.105983\n16924 -124.10 40.73 33.0 644.0 129.0 334.0 121.0 3.9659 111800.0 5.322314\n16925 -124.10 40.50 42.0 2380.0 553.0 1300.0 504.0 1.7574 57500.0 4.722222\n16926 -124.10 40.50 30.0 1927.0 393.0 996.0 374.0 2.2357 72300.0 5.152406\n16927 -124.10 40.47 52.0 1196.0 236.0 965.0 265.0 3.5345 55000.0 4.513208\n16928 -124.11 40.95 19.0 1734.0 365.0 866.0 342.0 2.9600 81700.0 5.070175\n16929 -124.11 40.93 25.0 2392.0 474.0 1298.0 461.0 3.5076 73600.0 5.188720\n16930 -124.11 40.93 17.0 1661.0 329.0 948.0 357.0 2.7639 90200.0 4.652661\n16931 -124.11 40.81 23.0 959.0 212.0 425.0 175.0 2.5536 96100.0 5.480000\n16932 -124.11 40.57 33.0 1348.0 234.0 573.0 236.0 2.4896 74100.0 5.711864\n16933 -124.13 40.80 31.0 2152.0 462.0 1259.0 420.0 2.2478 81100.0 5.123810\n16934 -124.13 40.79 32.0 2017.0 359.0 855.0 346.0 3.5833 92800.0 5.829480\n16935 -124.13 40.79 29.0 2474.0 453.0 1130.0 427.0 2.8833 83000.0 5.793911\n16936 -124.13 40.78 34.0 2142.0 420.0 1056.0 382.0 2.1101 86900.0 5.607330\n16937 -124.13 40.62 43.0 2131.0 399.0 910.0 389.0 2.5804 92100.0 5.478149\n16938 -124.13 40.55 38.0 544.0 89.0 240.0 91.0 3.2500 94800.0 5.978022\n16939 -124.14 41.95 21.0 2696.0 578.0 1208.0 494.0 2.2750 122400.0 5.457490\n16940 -124.14 41.06 32.0 1020.0 215.0 421.0 198.0 3.0208 143400.0 5.151515\n16941 -124.14 40.79 38.0 1552.0 290.0 873.0 291.0 2.4896 81000.0 5.333333\n16942 -124.14 40.78 35.0 2426.0 423.0 982.0 432.0 3.4219 92800.0 5.615741\n16943 -124.14 40.77 27.0 3046.0 605.0 1407.0 571.0 2.9143 99600.0 5.334501\n16944 -124.14 40.67 23.0 580.0 117.0 320.0 109.0 4.2054 130600.0 5.321101\n16945 -124.14 40.59 22.0 1665.0 405.0 826.0 382.0 1.5625 66800.0 4.358639\n16946 -124.14 40.59 17.0 2985.0 610.0 1544.0 584.0 2.1780 76800.0 5.111301\n16947 -124.14 40.58 25.0 1899.0 357.0 891.0 355.0 2.6987 92500.0 5.349296\n16948 -124.14 40.57 29.0 2864.0 600.0 1314.0 562.0 2.1354 75100.0 5.096085\n16949 -124.15 41.81 17.0 3276.0 628.0 3546.0 585.0 2.2868 103100.0 5.600000\n16950 -124.15 40.88 33.0 2235.0 506.0 1165.0 441.0 1.7250 57500.0 5.068027\n16951 -124.15 40.81 50.0 340.0 74.0 235.0 83.0 1.7500 67500.0 4.096386\n16952 -124.15 40.80 47.0 1486.0 335.0 765.0 329.0 1.7550 74100.0 4.516717\n16953 -124.15 40.79 37.0 2692.0 488.0 1263.0 486.0 3.0216 86400.0 5.539095\n16954 -124.15 40.78 36.0 2112.0 374.0 829.0 368.0 3.3984 90000.0 5.739130\n16955 -124.15 40.76 24.0 2858.0 511.0 1388.0 512.0 3.3750 100600.0 5.582031\n16956 -124.15 40.59 39.0 1186.0 238.0 539.0 212.0 2.0938 79600.0 5.594340\n16957 -124.16 41.74 15.0 2715.0 569.0 1532.0 530.0 2.1829 69500.0 5.122642\n16958 -124.16 41.02 23.0 1672.0 385.0 1060.0 390.0 2.1726 75500.0 4.287179\n16959 -124.16 40.95 20.0 1075.0 214.0 529.0 196.0 3.1406 96000.0 5.484694\n16960 -124.16 40.80 52.0 2416.0 618.0 1150.0 571.0 1.7308 80500.0 4.231173\n16961 -124.16 40.80 52.0 1703.0 500.0 952.0 435.0 1.1386 74100.0 3.914943\n16962 -124.16 40.79 52.0 2148.0 421.0 975.0 430.0 2.2566 92700.0 4.995349\n16963 -124.16 40.79 52.0 1264.0 277.0 591.0 284.0 1.7778 76900.0 4.450704\n16964 -124.16 40.78 50.0 2285.0 403.0 837.0 353.0 2.5417 85400.0 6.473088\n16965 -124.16 40.78 46.0 1975.0 346.0 791.0 349.0 3.8000 81800.0 5.659026\n16966 -124.16 40.78 43.0 2241.0 446.0 932.0 395.0 2.9038 82000.0 5.673418\n16967 -124.16 40.60 39.0 1322.0 283.0 642.0 292.0 2.4519 85100.0 4.527397\n16968 -124.17 41.76 20.0 2673.0 538.0 1282.0 514.0 2.4605 105900.0 5.200389\n16969 -124.17 40.80 52.0 661.0 316.0 392.0 244.0 0.9570 60000.0 2.709016\n16970 -124.17 40.80 52.0 1606.0 419.0 891.0 367.0 1.5850 75500.0 4.376022\n16971 -124.17 40.80 52.0 1557.0 344.0 758.0 319.0 1.8529 62500.0 4.880878\n16972 -124.17 40.79 43.0 2285.0 479.0 1169.0 482.0 1.9688 70500.0 4.740664\n16973 -124.17 40.78 39.0 1606.0 330.0 731.0 327.0 1.6369 68300.0 4.911315\n16974 -124.17 40.77 30.0 1895.0 366.0 990.0 359.0 2.2227 81300.0 5.278552\n16975 -124.17 40.76 26.0 1776.0 361.0 992.0 380.0 2.8056 82800.0 4.673684\n16976 -124.17 40.75 13.0 2171.0 339.0 951.0 353.0 4.8516 116100.0 6.150142\n16977 -124.17 40.62 32.0 1595.0 309.0 706.0 277.0 2.8958 86400.0 5.758123\n16978 -124.18 40.79 39.0 1836.0 352.0 883.0 337.0 1.7450 70500.0 5.448071\n16979 -124.18 40.78 37.0 1453.0 293.0 867.0 310.0 2.5536 70200.0 4.687097\n16980 -124.18 40.78 34.0 1592.0 364.0 950.0 317.0 2.1607 67000.0 5.022082\n16981 -124.18 40.78 33.0 1076.0 222.0 656.0 236.0 2.5096 72200.0 4.559322\n16982 -124.18 40.62 35.0 952.0 178.0 480.0 179.0 3.0536 107000.0 5.318436\n16983 -124.19 41.78 15.0 3140.0 714.0 1645.0 640.0 1.6654 74600.0 4.906250\n16984 -124.19 40.78 37.0 1371.0 319.0 640.0 260.0 1.8242 70000.0 5.273077\n16985 -124.19 40.77 30.0 2975.0 634.0 1367.0 583.0 2.4420 69000.0 5.102916\n16986 -124.19 40.73 21.0 5694.0 1056.0 2907.0 972.0 3.5363 90100.0 5.858025\n16987 -124.21 41.77 17.0 3461.0 722.0 1947.0 647.0 2.5795 68400.0 5.349304\n16988 -124.21 41.75 20.0 3810.0 787.0 1993.0 721.0 2.0074 66900.0 5.284327\n16989 -124.21 40.75 32.0 1218.0 331.0 620.0 268.0 1.6528 58100.0 4.544776\n16990 -124.22 41.73 28.0 3003.0 699.0 1530.0 653.0 1.7038 78300.0 4.598775\n16991 -124.23 41.75 11.0 3159.0 616.0 1343.0 479.0 2.4805 73200.0 6.594990\n16992 -124.23 40.81 52.0 1112.0 209.0 544.0 172.0 3.3462 50800.0 6.465116\n16993 -124.23 40.54 52.0 2694.0 453.0 1152.0 435.0 3.0806 106700.0 6.193103\n16994 -124.25 40.28 32.0 1430.0 419.0 434.0 187.0 1.9417 76100.0 7.647059\n16995 -124.26 40.58 52.0 2217.0 394.0 907.0 369.0 2.3571 111400.0 6.008130\n16996 -124.27 40.69 36.0 2349.0 528.0 1194.0 465.0 2.5179 79000.0 5.051613\n16997 -124.30 41.84 17.0 2677.0 531.0 1244.0 456.0 3.0313 103600.0 5.870614\n16998 -124.30 41.80 19.0 2672.0 552.0 1298.0 478.0 1.9797 85800.0 5.589958\n16999 -124.35 40.54 52.0 1820.0 300.0 806.0 270.0 3.0147 94600.0 6.740741'
In [ ]:
# 15
df.duplicated().sum()
Out[ ]:
np.int64(0)
In [ ]:
# 16
df["rooms_per_household"] = df["total_rooms"] / df["households"]
df.head()
Out[ ]:
| longitude | latitude | housing_median_age | total_rooms | total_bedrooms | population | households | median_income | median_house_value | rooms_per_household | |
|---|---|---|---|---|---|---|---|---|---|---|
| 0 | -114.31 | 34.19 | 15.0 | 5612.0 | 1283.0 | 1015.0 | 472.0 | 1.4936 | 66900.0 | 11.889831 |
| 1 | -114.47 | 34.40 | 19.0 | 7650.0 | 1901.0 | 1129.0 | 463.0 | 1.8200 | 80100.0 | 16.522678 |
| 2 | -114.56 | 33.69 | 17.0 | 720.0 | 174.0 | 333.0 | 117.0 | 1.6509 | 85700.0 | 6.153846 |
| 3 | -114.57 | 33.64 | 14.0 | 1501.0 | 337.0 | 515.0 | 226.0 | 3.1917 | 73400.0 | 6.641593 |
| 4 | -114.57 | 33.57 | 20.0 | 1454.0 | 326.0 | 624.0 | 262.0 | 1.9250 | 65500.0 | 5.549618 |
Level 5¶
In [ ]:
import matplotlib.pyplot as plt
In [ ]:
# 17 Income vs House Value
plt.scatter(df["median_income"], df["median_house_value"])
plt.xlabel("Median Income")
plt.ylabel("Median House Value")
plt.title("Income vs House Value")
plt.show()
In [ ]:
# 18 Histogram
plt.hist(df["median_house_value"], bins=30)
plt.xlabel("House Value")
plt.ylabel("Frequency")
plt.title("House Value Distribution")
plt.show()
In [ ]:
# 19 Latitude vs Longitude
plt.scatter(df["longitude"], df["latitude"])
plt.xlabel("Longitude")
plt.ylabel("Latitude")
plt.title("California Housing Locations")
plt.show()
In [ ]:
# 20 Subplots
plt.figure(figsize=(10,5))
plt.subplot(1, 2, 1)
plt.scatter(df["median_income"], df["median_house_value"])
plt.title("Income vs Value")
plt.subplot(1, 2, 2)
plt.scatter(df["population"], df["median_house_value"])
plt.title("Population vs Value")
plt.show()
In [ ]: