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- # -*- coding: utf-8 -*-
- import matplotlib.pyplot as plt
- import matplotlib.dates as dates
- from datetime import datetime, timedelta
- x = []
- y = []
- with open("dataset.csv") as f:
- for l in f:
- X,Y = l.split(",") #separador eh a virgula
- x.append(float(X))
- y.append( float (Y))
- #x1 = [datetime.fromtimestamp(int(d)) for d in x]
- x1 = [str(datetime.fromtimestamp(int(d)))[-8:] for d in x]
- y_pos = [idx for idx, i in enumerate(y)]
- plt.figure(figsize=(17,9))
- plt.gca().xaxis.set_major_formatter(dates.DateFormatter('%m/%d/%Y %H:%M:%S'))
- plt.bar(y_pos, y, align='edge', color="blue", alpha=0.5, width=0.5) # <--- EDICAO PRINCIPAL
- plt.title("ValoresX TEMPO")
- plt.ylabel("Valores")
- plt.xlabel('Tempo')
- plt.xticks(y_pos, x1, size='small',rotation=35, ha="right")
- plt.yticks(y)
- plt.ylim(ymax=sorted(y)[-1]+1) # valor maximo do eixo y
- #plt.ylim(ymin=sorted(y)[0]-1) # valor minimo do eixo y
- plt.show()
- # -*- coding: utf-8 -*-
- import math
- import matplotlib.pyplot as plt
- import matplotlib.dates as dates
- from datetime import datetime, timedelta
- import numpy as np
- x = []
- y = []
- with open("dataset.csv") as f:
- for l in f:
- X,Y = l.split(",") #separador eh a virgula
- x.append(float(X))
- y.append( float (Y))
- #x1 = [datetime.fromtimestamp(int(d)) for d in x]
- x1 = [str(datetime.fromtimestamp(int(d)))[-8:] for d in x]
- y_pos = [idx for idx, i in enumerate(y)]
- plt.figure(figsize=(17,9))
- plt.gca().xaxis.set_major_formatter(dates.DateFormatter('%m/%d/%Y %H:%M:%S'))
- plt.bar(y_pos, y, align='edge', color="blue", alpha=0.5, width=0.5) # <--- EDICAO PRINCIPAL
- plt.title("Valores X Tempo")
- plt.ylabel("Valores")
- plt.xlabel('Tempo')
- plt.xticks(y_pos, x1, size='small',rotation=35, ha="right")
- #plt.yticks(y)
- #plt.yticks(np.arange(0,max(y),0.3))
- plt.yticks(np.arange(0,max(y)+5,10))
- plt.ylim(ymax=sorted(y)[-1]+1) # valor maximo do eixo y
- #plt.ylim(ymin=sorted(y)[0]-1) # valor minimo do eixo y
- plt.yscale('log')
- plt.show()
- 1491828000,3
- 1491828060,195
- 1491828120,220
- 1491828180,240
- 1491828240,230
- 1491828300,238
- 1491828360,310
- 1491828420,280
- 1491828480,263
- 1491828540,271
- 1491828600,282
- 1491828660,302
- 1491828720,298
- 1491828780,257
- 1491828840,245
- 1491828900,200
- 1491828960,170
- 1491829020,138
- 1491829080,59
- 1491829140,39
- 1491829200,48
- 1491829260,95
- 1491829320,151
- 1491829380,155
- 1491829440,175
- 1491829500,93
- 1491829560,25
- 1491829620,3
- 1491829680,185
- 1491829740,233
- 1491829800,210
- 1491829860,86
- 1491829920,32
- 1491829980,46
- 1491830040,51
- 1491830100,201
- 1491830160,129
- 1491830220,116
- 1491830280,105
- 1491830340,200
- 1491830400,203
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