For better accuracy, use binary images. So before finding contours, apply threshold or canny edge detection.
findContours function modifies the source image. So if you want source image even after finding contours, already store it to some other variables.
In OpenCV, finding contours is like finding white object from black background. So remember, object to be found should be white and background should be black.
import numpy as np
import urllib
import cv2
import matplotlib.pyplot as plt
%matplotlib inline
def url2image(url):
src = urllib.urlopen(url)
img = np.asarray(bytearray(src.read()), dtype="uint8")
img = cv2.imdecode(img, cv2.IMREAD_COLOR)
return img
im = url2image('http://upload.wikimedia.org/wikipedia/commons/4/46/La_monstrua_desnuda_%281680%29%2C_de_Juan_Carre%C3%B1o_de_Miranda..jpg')
cv2.imshow("src", im)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(im);
Eugenia Martínez Vallejo, desnuda by Juan Carreño de Miranda, This file has been identified as being free of known restrictions under copyright law, including all related and neighboring rights.
im = url2image('http://i2.wp.com/www.biznews.com/wp-content/uploads/2015/01/Screen-Shot-2015-01-03-at-09.49.23.png')[:,:,::-1]
cv2.imshow("src", im)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(im);
imgray = cv2.cvtColor(im,cv2.COLOR_BGR2GRAY)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
ret,thresh = cv2.threshold(imgray,64,250,0)
im2, contours, hierarchy = cv2.findContours(thresh,cv2.RETR_TREE,cv2.CHAIN_APPROX_SIMPLE)
cv2.drawContours(imgray, contours, -1, (0,255,0), 2)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
minArea = 1000 # Minimum contour area
newContours = [];
for i, val in enumerate(contours):
print i, val
area = cv2.contourArea(val)
print('area = ', area)
print '\n'
if area > minArea:
newContours.append(val)
0 [[[403 545]] [[408 545]]] ('area = ', 0.0) 1 [[[357 545]] [[358 545]]] ('area = ', 0.0) 2 [[[248 545]]] ('area = ', 0.0) 3 [[[246 545]]] ('area = ', 0.0) 4 [[[233 545]]] ('area = ', 0.0) 5 [[[219 545]]] ('area = ', 0.0) 6 [[[216 545]]] ('area = ', 0.0) 7 [[[206 545]] [[207 545]]] ('area = ', 0.0) 8 [[[200 545]]] ('area = ', 0.0) 9 [[[ 23 545]] [[ 24 545]]] ('area = ', 0.0) 10 [[[ 21 545]]] ('area = ', 0.0) 11 [[[426 544]]] ('area = ', 0.0) 12 [[[412 544]]] ('area = ', 0.0) 13 [[[399 544]] [[399 545]] [[400 544]]] ('area = ', 0.5) 14 [[[365 544]] [[364 545]] [[365 545]] [[366 544]]] ('area = ', 1.0) 15 [[[243 544]] [[243 545]]] ('area = ', 0.0) 16 [[[240 544]] [[240 545]] [[241 544]]] ('area = ', 0.5) 17 [[[225 544]] [[227 544]]] ('area = ', 0.0) 18 [[[221 544]] [[221 545]] [[222 545]] [[223 544]]] ('area = ', 1.5) 19 [[[171 544]]] ('area = ', 0.0) 20 [[[232 543]]] ('area = ', 0.0) 21 [[[205 543]] [[204 544]]] ('area = ', 0.0) 22 [[[ 28 543]]] ('area = ', 0.0) 23 [[[ 25 543]] [[ 27 545]] [[ 28 545]] [[ 27 545]]] ('area = ', 0.0) 24 [[[ 21 543]]] ('area = ', 0.0) 25 [[[362 542]] [[361 543]] [[362 544]]] ('area = ', 1.0) 26 [[[285 542]]] ('area = ', 0.0) 27 [[[224 542]]] ('area = ', 0.0) 28 [[[220 542]] [[221 542]]] ('area = ', 0.0) 29 [[[218 542]]] ('area = ', 0.0) 30 [[[193 542]] [[194 543]]] ('area = ', 0.0) 31 [[[164 542]]] ('area = ', 0.0) 32 [[[162 542]]] ('area = ', 0.0) 33 [[[126 542]]] ('area = ', 0.0) 34 [[[ 66 542]] [[ 66 543]]] ('area = ', 0.0) 35 [[[ 58 542]]] ('area = ', 0.0) 36 [[[418 541]] [[418 542]] [[417 543]] [[416 543]] [[416 544]] [[415 545]] [[416 544]] [[417 544]] [[417 543]] [[419 541]]] ('area = ', 1.5) 37 [[[413 541]] [[413 542]]] ('area = ', 0.0) 38 [[[215 541]]] ('area = ', 0.0) 39 [[[203 541]]] ('area = ', 0.0) 40 [[[ 98 541]] [[ 98 542]] [[ 97 543]] [[ 93 543]] [[ 93 544]] [[ 94 545]] [[110 545]] [[109 544]] [[110 543]] [[111 543]] [[111 542]] [[108 542]] [[107 541]] [[106 541]] [[106 542]] [[105 543]] [[104 543]] [[103 542]] [[104 543]] [[103 544]] [[ 99 544]] [[ 98 543]]] ('area = ', 35.0) 41 [[[103 544]] [[104 543]] [[105 543]] [[106 544]] [[105 545]] [[104 545]]] ('area = ', 4.0) 42 [[[ 93 544]] [[ 94 543]] [[ 95 543]] [[ 96 544]] [[ 95 545]] [[ 94 545]]] ('area = ', 4.0) 43 [[[106 542]] [[107 541]] [[108 542]] [[107 543]]] ('area = ', 2.0) 44 [[[ 95 541]]] ('area = ', 0.0) 45 [[[ 24 541]] [[ 23 542]]] ('area = ', 0.0) 46 [[[ 5 541]]] ('area = ', 0.0) 47 [[[101 540]]] ('area = ', 0.0) 48 [[[ 87 540]] [[ 88 540]]] ('area = ', 0.0) 49 [[[ 62 540]] [[ 61 541]] [[ 61 542]] [[ 62 543]] [[ 61 544]] [[ 56 544]] [[ 55 545]] [[ 54 544]] [[ 54 543]] [[ 55 542]] [[ 54 541]] [[ 55 542]] [[ 54 543]] [[ 54 544]] [[ 53 545]] [[ 52 544]] [[ 52 543]] [[ 51 543]] [[ 49 545]] [[ 48 545]] [[ 50 545]] [[ 51 544]] [[ 52 545]] [[ 55 545]] [[ 56 544]] [[ 57 544]] [[ 58 545]] [[ 59 545]] [[ 60 544]] [[ 61 545]] [[ 62 545]] [[ 63 544]] [[ 64 545]] [[ 63 544]] [[ 63 542]] [[ 64 541]] [[ 63 541]]] ('area = ', 15.0) 50 [[[ 50 540]] [[ 50 541]] [[ 51 541]]] ('area = ', 0.5) 51 [[[ 45 540]] [[ 44 541]] [[ 44 542]] [[ 43 543]] [[ 40 543]] [[ 39 542]] [[ 40 541]] [[ 41 541]] [[ 39 541]] [[ 38 542]] [[ 33 542]] [[ 32 541]] [[ 31 541]] [[ 31 545]] [[ 32 544]] [[ 33 545]] [[ 36 545]] [[ 37 544]] [[ 38 544]] [[ 39 545]] [[ 39 544]] [[ 40 543]] [[ 45 543]] [[ 46 544]] [[ 45 545]] [[ 46 545]] [[ 46 543]] [[ 47 542]]] ('area = ', 32.0) 52 [[[ 33 544]] [[ 34 543]] [[ 35 544]] [[ 34 545]]] ('area = ', 2.0) 53 [[[398 539]]] ('area = ', 0.0) 54 [[[358 539]] [[360 539]] [[361 540]] [[362 540]] [[362 539]]] ('area = ', 1.5) 55 [[[355 539]] [[356 539]]] ('area = ', 0.0) 56 [[[204 539]]] ('area = ', 0.0) 57 [[[ 39 539]]] ('area = ', 0.0) 58 [[[380 538]]] ('area = ', 0.0) 59 [[[373 538]] [[373 539]] [[371 541]] [[370 540]] [[366 540]] [[366 541]] [[365 542]] [[364 542]] [[365 542]] [[366 541]] [[367 542]] [[369 540]] [[370 540]] [[371 541]] [[370 542]] [[370 543]] [[369 544]] [[370 545]] [[375 545]] [[376 544]] [[377 545]] [[377 544]] [[378 543]] [[379 544]] [[380 544]] [[381 543]] [[382 544]] [[383 544]] [[384 545]] [[385 545]] [[386 544]] [[388 544]] [[389 545]] [[390 544]] [[391 544]] [[392 545]] [[394 545]] [[393 544]] [[392 545]] [[391 544]] [[388 544]] [[387 543]] [[388 542]] [[387 542]] [[386 541]] [[385 542]] [[383 540]] [[382 541]] [[381 541]] [[380 540]] [[379 541]] [[375 541]] [[376 541]] [[377 542]] [[375 544]] [[373 544]] [[372 543]] [[372 540]] [[373 539]]] ('area = ', 53.0) 60 [[[383 542]] [[384 541]] [[385 542]] [[384 543]]] ('area = ', 2.0) 61 [[[377 542]] [[378 541]] [[379 542]] [[378 543]]] ('area = ', 2.0) 62 [[[379 541]] [[380 540]] [[381 541]] [[382 541]] [[383 542]] [[382 543]] [[381 543]] [[380 544]] [[379 544]] [[378 543]] [[379 542]]] ('area = ', 10.5) 63 [[[215 538]]] ('area = ', 0.0) 64 [[[179 538]] [[179 539]] [[178 540]] [[173 540]] [[173 541]] [[174 542]] [[174 543]] [[173 544]] [[173 545]] [[175 545]] [[176 544]] [[177 544]] [[178 545]] [[196 545]] [[193 545]] [[191 543]] [[191 542]] [[189 542]] [[189 543]] [[191 543]] [[192 544]] [[191 545]] [[187 545]] [[186 544]] [[185 544]] [[184 543]] [[185 542]] [[187 542]] [[186 541]] [[184 541]] [[183 542]] [[183 543]] [[184 544]] [[183 545]] [[180 545]] [[179 544]] [[180 543]] [[181 543]] [[181 541]] [[179 539]]] ('area = ', 45.0) 65 [[[173 538]]] ('area = ', 0.0) 66 [[[167 538]] [[167 539]] [[166 540]] [[165 539]] [[164 539]] [[164 540]] [[168 540]] [[169 541]] [[169 542]] [[167 544]] [[162 544]] [[162 545]] [[163 544]] [[164 545]] [[165 545]] [[166 544]] [[167 544]] [[168 545]] [[168 544]] [[169 543]] [[169 541]] [[171 539]] [[171 538]] [[170 538]] [[169 539]] [[168 538]]] ('area = ', 14.0) 67 [[[169 539]] [[170 538]] [[171 539]] [[170 540]]] ('area = ', 2.0) 68 [[[ 70 538]] [[ 70 539]]] ('area = ', 0.0) 69 [[[355 537]]] ('area = ', 0.0) 70 [[[297 537]] [[296 538]] [[296 541]] [[298 543]] [[299 543]] [[300 544]] [[302 544]] [[301 543]] [[301 540]] [[300 539]] [[298 539]] [[297 538]]] ('area = ', 21.5) 71 [[[182 537]]] ('area = ', 0.0) 72 [[[ 17 537]] [[ 16 538]] [[ 17 539]] [[ 17 541]] [[ 15 543]] [[ 13 541]] [[ 13 540]] [[ 12 541]] [[ 11 541]] [[ 10 542]] [[ 9 542]] [[ 7 544]] [[ 6 543]] [[ 5 543]] [[ 6 544]] [[ 6 545]] [[ 15 545]] [[ 14 545]] [[ 13 544]] [[ 14 543]] [[ 16 543]] [[ 17 544]] [[ 17 545]] [[ 18 545]] [[ 18 544]] [[ 17 543]] [[ 18 542]] [[ 19 542]] [[ 18 541]] [[ 19 540]] [[ 19 539]] [[ 18 538]] [[ 18 537]]] ('area = ', 37.0) 73 [[[ 8 543]] [[ 9 542]] [[ 10 542]] [[ 11 543]] [[ 10 544]] [[ 9 544]]] ('area = ', 4.0) 74 [[[ 12 542]] [[ 13 541]] [[ 14 542]] [[ 13 543]]] ('area = ', 2.0) 75 [[[ 10 542]] [[ 11 541]] [[ 12 542]] [[ 11 543]]] ('area = ', 2.0) 76 [[[363 536]]] ('area = ', 0.0) 77 [[[313 536]]] ('area = ', 0.0) 78 [[[106 536]] [[107 536]] [[108 537]] [[109 536]]] ('area = ', 1.0) 79 [[[ 97 536]] [[ 98 537]] [[ 98 536]]] ('area = ', 0.5) 80 [[[ 81 536]] [[ 81 538]] [[ 78 541]] [[ 77 541]] [[ 76 540]] [[ 76 539]] [[ 75 540]] [[ 75 541]] [[ 74 542]] [[ 73 541]] [[ 70 541]] [[ 69 542]] [[ 68 542]] [[ 71 545]] [[ 89 545]] [[ 90 544]] [[ 90 542]] [[ 90 543]] [[ 88 545]] [[ 87 545]] [[ 86 544]] [[ 87 543]] [[ 86 543]] [[ 84 541]] [[ 84 539]] [[ 83 540]] [[ 82 539]] [[ 82 538]] [[ 81 537]]] ('area = ', 78.5) 81 [[[ 72 544]] [[ 73 543]] [[ 74 544]] [[ 73 545]]] ('area = ', 2.0) 82 [[[ 70 543]] [[ 71 542]] [[ 72 543]] [[ 71 544]]] ('area = ', 2.0) 83 [[[ 83 542]] [[ 84 541]] [[ 85 542]] [[ 84 543]]] ('area = ', 2.0) 84 [[[ 71 542]] [[ 72 541]] [[ 73 542]] [[ 72 543]]] ('area = ', 2.0) 85 [[[ 81 541]] [[ 82 540]] [[ 83 540]] [[ 84 541]] [[ 83 542]] [[ 83 543]] [[ 82 544]] [[ 81 543]]] ('area = ', 7.5) 86 [[[ 80 540]] [[ 81 541]] [[ 81 542]] [[ 80 543]] [[ 79 543]] [[ 78 542]]] ('area = ', 5.5) 87 [[[ 80 540]] [[ 81 539]] [[ 82 540]] [[ 81 541]]] ('area = ', 2.0) 88 [[[ 72 536]]] ('area = ', 0.0) 89 [[[ 63 535]]] ('area = ', 0.0) 90 [[[213 534]] [[214 535]]] ('area = ', 0.0) 91 [[[198 534]] [[199 534]]] ('area = ', 0.0) 92 [[[106 534]] [[107 534]]] ('area = ', 0.0) 93 [[[ 78 534]] [[ 79 534]]] ('area = ', 0.0) 94 [[[ 74 534]] [[ 75 534]]] ('area = ', 0.0) 95 [[[408 533]]] ('area = ', 0.0) 96 [[[356 533]]] ('area = ', 0.0) 97 [[[312 533]]] ('area = ', 0.0) 98 [[[ 96 533]] [[ 97 533]]] ('area = ', 0.0) 99 [[[192 532]] [[192 533]]] ('area = ', 0.0) 100 [[[175 532]]] ('area = ', 0.0) 101 [[[172 532]] [[173 532]]] ('area = ', 0.0) 102 [[[ 79 532]]] ('area = ', 0.0) 103 [[[ 69 532]] [[ 69 536]] [[ 70 536]] [[ 70 535]] [[ 71 534]] [[ 71 532]]] ('area = ', 6.5) 104 [[[126 531]] [[126 533]] [[122 537]] [[122 538]] [[123 539]] [[124 539]] [[125 538]] [[126 538]] [[127 537]] [[128 537]] [[128 536]] [[130 534]] [[130 533]] [[131 532]] [[127 532]]] ('area = ', 31.5) 105 [[[121 531]]] ('area = ', 0.0) 106 [[[ 98 531]]] ('area = ', 0.0) 107 [[[330 530]] [[329 531]] [[328 531]] [[327 532]] [[326 531]] [[325 532]] [[325 534]] [[324 535]] [[323 535]] [[324 535]] [[325 536]] [[324 537]] [[323 537]] [[325 539]] [[324 540]] [[323 540]] [[321 542]] [[320 542]] [[318 540]] [[317 540]] [[316 541]] [[315 541]] [[314 540]] [[314 539]] [[313 538]] [[313 540]] [[312 541]] [[313 541]] [[314 542]] [[313 543]] [[312 543]] [[312 545]] [[315 545]] [[314 545]] [[313 544]] [[314 543]] [[317 543]] [[318 544]] [[317 545]] [[354 545]] [[355 544]] [[354 543]] [[355 542]] [[356 542]] [[357 543]] [[357 542]] [[355 542]] [[354 541]] [[353 541]] [[352 540]] [[352 535]] [[352 536]] [[350 538]] [[349 538]] [[348 537]] [[349 536]] [[349 535]] [[345 535]] [[344 534]] [[344 533]] [[345 532]] [[349 532]] [[350 533]] [[349 532]] [[348 532]] [[346 530]] [[346 531]] [[345 532]] [[340 532]] [[339 531]] [[338 532]] [[337 531]] [[335 531]] [[334 532]] [[332 532]]] ('area = ', 394.5) 108 [[[353 544]] [[354 543]] [[355 544]] [[354 545]]] ('area = ', 2.0) 109 [[[342 544]] [[343 543]] [[344 544]] [[343 545]]] ('area = ', 2.0) 110 [[[351 543]] [[352 542]] [[353 543]] [[352 544]]] ('area = ', 2.0) 111 [[[340 543]] [[341 542]] [[342 543]] [[341 544]]] ('area = ', 2.0) 112 [[[338 543]] [[339 542]] [[340 543]] [[339 544]]] ('area = ', 2.0) 113 [[[318 542]] [[319 541]] [[320 542]] [[320 543]] [[319 544]] [[318 543]]] ('area = ', 4.0) 114 [[[351 541]] [[352 540]] [[353 541]] [[352 542]]] ('area = ', 2.0) 115 [[[344 541]] [[345 540]] [[346 541]] [[345 542]]] ('area = ', 2.0) 116 [[[327 541]] [[328 540]] [[329 541]] [[328 542]]] ('area = ', 2.0) 117 [[[342 540]] [[343 539]] [[344 540]] [[343 541]]] ('area = ', 2.0) 118 [[[346 539]] [[347 538]] [[348 539]] [[347 540]]] ('area = ', 2.0) 119 [[[340 538]] [[341 537]] [[342 538]] [[341 539]]] ('area = ', 2.0) 120 [[[337 538]] [[338 537]] [[339 538]] [[338 539]]] ('area = ', 2.0) 121 [[[328 538]] [[329 537]] [[330 538]] [[329 539]]] ('area = ', 2.0) 122 [[[324 538]] [[325 537]] [[326 537]] [[327 538]] [[326 539]] [[325 539]]] ('area = ', 4.0) 123 [[[341 537]] [[342 536]] [[345 536]] [[347 538]] [[346 539]] [[345 539]] [[344 538]] [[343 539]]] ('area = ', 12.0) 124 [[[339 537]] [[340 536]] [[341 537]] [[340 538]]] ('area = ', 2.0) 125 [[[346 536]] [[347 535]] [[348 536]] [[348 537]] [[347 538]] [[346 537]]] ('area = ', 4.0) 126 [[[340 536]] [[341 535]] [[342 536]] [[341 537]]] ('area = ', 2.0) 127 [[[327 536]] [[328 535]] [[330 535]] [[331 536]] [[330 537]] [[328 537]]] ('area = ', 6.0) 128 [[[325 534]] [[326 533]] [[327 533]] [[328 534]] [[327 535]] [[327 536]] [[326 537]] [[325 536]]] ('area = ', 7.5) 129 [[[340 532]] [[341 532]] [[342 533]] [[342 534]] [[341 535]] [[339 535]] [[338 534]]] ('area = ', 8.5) 130 [[[102 530]] [[102 531]]] ('area = ', 0.0) 131 [[[320 527]]] ('area = ', 0.0) 132 [[[134 527]]] ('area = ', 0.0) 133 [[[101 527]]] ('area = ', 0.0) 134 [[[309 526]]] ('area = ', 0.0) 135 [[[129 526]] [[128 527]] [[126 527]] [[124 529]] [[123 528]] [[122 529]] [[123 530]] [[125 528]] [[128 528]] [[129 527]]] ('area = ', 5.5) 136 [[[135 524]]] ('area = ', 0.0) 137 [[[126 523]]] ('area = ', 0.0) 138 [[[309 518]]] ('area = ', 0.0) 139 [[[222 518]]] ('area = ', 0.0) 140 [[[318 516]]] ('area = ', 0.0) 141 [[[276 511]] [[275 512]] [[273 512]] [[272 513]] [[271 513]] [[269 515]] [[269 517]] [[271 519]] [[271 520]] [[273 522]] [[273 523]] [[274 524]] [[274 525]] [[276 527]] [[275 528]] [[276 527]] [[278 529]] [[278 532]] [[279 532]] [[280 533]] [[280 534]] [[281 535]] [[280 536]] [[281 536]] [[283 538]] [[283 539]] [[284 539]] [[285 540]] [[286 540]] [[287 539]] [[288 540]] [[288 541]] [[289 542]] [[287 544]] [[288 543]] [[290 543]] [[291 544]] [[291 545]] [[292 545]] [[290 543]] [[291 542]] [[291 541]] [[290 541]] [[288 539]] [[288 537]] [[291 534]] [[294 534]] [[295 535]] [[295 536]] [[295 535]] [[294 534]] [[295 533]] [[296 533]] [[297 532]] [[298 532]] [[299 533]] [[300 533]] [[302 535]] [[302 537]] [[304 539]] [[304 540]] [[307 543]] [[309 543]] [[307 541]] [[307 539]] [[306 538]] [[306 536]] [[307 535]] [[308 535]] [[308 532]] [[304 528]] [[305 527]] [[306 527]] [[305 526]] [[304 526]] [[303 525]] [[303 524]] [[301 524]] [[300 523]] [[297 523]] [[296 522]] [[295 522]] [[294 523]] [[293 522]] [[291 522]] [[290 521]] [[289 521]] [[287 519]] [[288 518]] [[289 518]] [[289 515]] [[288 514]] [[288 513]] [[285 513]] [[284 512]] [[281 512]] [[280 511]]] ('area = ', 585.0) 142 [[[303 532]] [[304 531]] [[307 534]] [[306 535]] [[305 535]] [[303 533]]] ('area = ', 8.5) 143 [[[302 531]] [[303 530]] [[304 531]] [[303 532]]] ('area = ', 2.0) 144 [[[275 526]] [[276 525]] [[277 526]] [[276 527]]] ('area = ', 2.0) 145 [[[301 510]]] ('area = ', 0.0) 146 [[[286 509]]] ('area = ', 0.0) 147 [[[248 509]]] ('area = ', 0.0) 148 [[[343 505]]] ('area = ', 0.0) 149 [[[285 502]]] ('area = ', 0.0) 150 [[[277 502]] [[277 503]] [[278 504]] [[280 504]] [[281 503]] [[283 503]] [[282 502]]] ('area = ', 8.5) 151 [[[158 502]]] ('area = ', 0.0) 152 [[[273 500]] [[274 501]] [[273 502]] [[272 502]] [[273 502]] [[274 503]] [[274 504]] [[276 506]] [[276 505]] [[274 503]] [[274 502]] [[275 501]] [[274 501]]] ('area = ', 3.5) 153 [[[161 500]]] ('area = ', 0.0) 154 [[[351 498]]] ('area = ', 0.0) 155 [[[216 498]]] ('area = ', 0.0) 156 [[[280 490]]] ('area = ', 0.0) 157 [[[285 485]]] ('area = ', 0.0) 158 [[[268 485]]] ('area = ', 0.0) 159 [[[288 482]] [[289 482]]] ('area = ', 0.0) 160 [[[191 482]]] ('area = ', 0.0) 161 [[[268 481]]] ('area = ', 0.0) 162 [[[275 479]] [[275 480]] [[276 480]] [[277 481]] [[277 480]] [[276 480]]] ('area = ', 1.0) 163 [[[477 468]]] ('area = ', 0.0) 164 [[[277 466]] [[278 466]]] ('area = ', 0.0) 165 [[[169 465]]] ('area = ', 0.0) 166 [[[170 461]]] ('area = ', 0.0) 167 [[[273 459]]] ('area = ', 0.0) 168 [[[170 457]]] ('area = ', 0.0) 169 [[[150 457]]] ('area = ', 0.0) 170 [[[180 454]]] ('area = ', 0.0) 171 [[[172 454]]] ('area = ', 0.0) 172 [[[182 452]]] ('area = ', 0.0) 173 [[[178 443]]] ('area = ', 0.0) 174 [[[164 443]]] ('area = ', 0.0) 175 [[[179 431]]] ('area = ', 0.0) 176 [[[170 428]]] ('area = ', 0.0) 177 [[[166 421]] [[165 422]] [[166 423]] [[165 422]] [[166 421]] [[167 421]]] ('area = ', 0.0) 178 [[[170 420]]] ('area = ', 0.0) 179 [[[165 419]] [[166 419]]] ('area = ', 0.0) 180 [[[172 416]] [[171 417]] [[171 418]] [[172 418]] [[173 419]] [[174 419]] [[173 418]] [[173 416]]] ('area = ', 4.5) 181 [[[180 414]] [[181 414]]] ('area = ', 0.0) 182 [[[259 412]]] ('area = ', 0.0) 183 [[[169 412]]] ('area = ', 0.0) 184 [[[169 410]]] ('area = ', 0.0) 185 [[[316 409]]] ('area = ', 0.0) 186 [[[171 409]]] ('area = ', 0.0) 187 [[[251 403]] [[251 404]]] ('area = ', 0.0) 188 [[[179 403]]] ('area = ', 0.0) 189 [[[477 397]] [[477 399]]] ('area = ', 0.0) 190 [[[177 396]]] ('area = ', 0.0) 191 [[[477 395]]] ('area = ', 0.0) 192 [[[169 395]] [[170 395]] [[171 396]] [[173 396]] [[171 396]] [[170 395]]] ('area = ', 0.0) 193 [[[276 393]]] ('area = ', 0.0) 194 [[[477 392]]] ('area = ', 0.0) 195 [[[177 391]] [[178 392]] [[178 391]]] ('area = ', 0.5) 196 [[[246 389]] [[246 390]] [[247 390]]] ('area = ', 0.5) 197 [[[477 387]] [[477 388]]] ('area = ', 0.0) 198 [[[178 387]]] ('area = ', 0.0) 199 [[[170 387]] [[170 392]]] ('area = ', 0.0) 200 [[[175 386]] [[175 387]]] ('area = ', 0.0) 201 [[[165 383]] [[164 384]] [[164 385]] [[168 385]] [[168 384]] [[169 383]] [[171 383]] [[168 383]] [[167 384]] [[166 384]]] ('area = ', 6.0) 202 [[[164 384]] [[165 383]] [[166 384]] [[165 385]]] ('area = ', 2.0) 203 [[[477 380]] [[477 381]]] ('area = ', 0.0) 204 [[[166 378]] [[165 379]] [[164 379]] [[164 380]] [[166 380]] [[167 379]] [[167 378]]] ('area = ', 4.0) 205 [[[169 377]] [[170 377]]] ('area = ', 0.0) 206 [[[172 376]] [[172 377]] [[173 377]]] ('area = ', 0.5) 207 [[[165 376]]] ('area = ', 0.0) 208 [[[477 372]]] ('area = ', 0.0) 209 [[[171 371]]] ('area = ', 0.0) 210 [[[477 369]]] ('area = ', 0.0) 211 [[[172 366]]] ('area = ', 0.0) 212 [[[477 363]] [[477 367]]] ('area = ', 0.0) 213 [[[172 362]] [[171 363]] [[171 364]] [[172 364]]] ('area = ', 1.5) 214 [[[168 361]]] ('area = ', 0.0) 215 [[[327 360]] [[327 362]] [[326 363]] [[325 363]] [[324 364]] [[322 364]] [[319 367]] [[318 366]] [[318 367]] [[317 368]] [[313 368]] [[312 369]] [[308 369]] [[307 370]] [[304 370]] [[303 371]] [[302 371]] [[301 372]] [[300 371]] [[299 372]] [[297 372]] [[296 373]] [[294 373]] [[291 376]] [[290 376]] [[289 377]] [[288 377]] [[284 381]] [[283 381]] [[283 382]] [[282 383]] [[279 383]] [[281 383]] [[282 384]] [[281 385]] [[279 385]] [[279 387]] [[278 388]] [[280 390]] [[280 389]] [[281 388]] [[282 389]] [[282 390]] [[283 390]] [[285 388]] [[287 390]] [[289 390]] [[290 391]] [[293 388]] [[294 389]] [[294 390]] [[296 390]] [[296 389]] [[297 388]] [[298 389]] [[298 390]] [[299 390]] [[299 389]] [[300 388]] [[302 390]] [[301 391]] [[302 391]] [[302 390]] [[303 389]] [[304 390]] [[304 392]] [[303 393]] [[302 393]] [[301 394]] [[300 394]] [[298 396]] [[297 396]] [[297 397]] [[296 398]] [[295 398]] [[294 399]] [[293 398]] [[292 398]] [[293 399]] [[291 401]] [[291 402]] [[290 403]] [[288 403]] [[287 404]] [[284 401]] [[284 398]] [[283 399]] [[282 399]] [[281 400]] [[279 400]] [[278 399]] [[275 402]] [[274 402]] [[274 407]] [[272 409]] [[273 410]] [[272 411]] [[271 411]] [[272 412]] [[272 418]] [[273 419]] [[273 420]] [[276 423]] [[277 423]] [[278 424]] [[278 426]] [[279 427]] [[279 430]] [[280 430]] [[281 431]] [[280 432]] [[281 433]] [[280 434]] [[281 433]] [[282 434]] [[282 435]] [[280 437]] [[280 438]] [[279 439]] [[278 439]] [[277 440]] [[276 439]] [[276 440]] [[275 441]] [[274 440]] [[274 441]] [[275 442]] [[275 445]] [[273 447]] [[274 448]] [[274 450]] [[275 451]] [[275 452]] [[274 453]] [[274 455]] [[275 456]] [[276 456]] [[277 457]] [[276 458]] [[275 458]] [[275 459]] [[277 461]] [[277 462]] [[276 463]] [[275 463]] [[276 464]] [[279 464]] [[281 466]] [[280 467]] [[280 469]] [[279 470]] [[278 469]] [[277 469]] [[276 468]] [[275 468]] [[276 469]] [[275 470]] [[276 471]] [[275 472]] [[276 473]] [[276 474]] [[275 475]] [[274 474]] [[273 475]] [[274 474]] [[280 480]] [[280 483]] [[278 485]] [[278 487]] [[280 487]] [[279 487]] [[278 486]] [[278 485]] [[279 484]] [[280 485]] [[280 483]] [[281 482]] [[284 482]] [[285 481]] [[286 482]] [[286 481]] [[287 480]] [[288 480]] [[289 479]] [[288 479]] [[287 478]] [[288 477]] [[290 477]] [[291 478]] [[292 477]] [[293 477]] [[292 476]] [[294 474]] [[294 472]] [[295 471]] [[296 471]] [[296 470]] [[297 469]] [[297 467]] [[298 466]] [[300 466]] [[300 465]] [[299 464]] [[300 463]] [[300 460]] [[301 459]] [[301 458]] [[302 457]] [[304 457]] [[304 456]] [[303 455]] [[304 454]] [[304 451]] [[305 450]] [[306 450]] [[305 449]] [[306 448]] [[306 445]] [[307 444]] [[307 443]] [[308 442]] [[308 437]] [[309 436]] [[309 434]] [[308 433]] [[309 432]] [[309 431]] [[310 430]] [[309 429]] [[310 428]] [[310 422]] [[311 421]] [[311 420]] [[310 419]] [[312 417]] [[312 415]] [[313 414]] [[313 413]] [[314 412]] [[313 411]] [[314 410]] [[314 408]] [[315 407]] [[315 405]] [[316 404]] [[317 404]] [[316 403]] [[317 402]] [[317 401]] [[319 399]] [[319 397]] [[318 398]] [[317 397]] [[317 396]] [[315 396]] [[314 397]] [[313 397]] [[312 396]] [[312 395]] [[314 393]] [[314 392]] [[317 389]] [[316 388]] [[317 387]] [[319 387]] [[319 386]] [[321 384]] [[321 382]] [[324 379]] [[324 377]] [[325 376]] [[323 376]] [[322 375]] [[323 374]] [[323 373]] [[324 372]] [[325 372]] [[325 367]] [[326 366]] [[326 365]] [[327 364]] [[328 365]] [[327 364]] [[327 363]] [[328 362]] [[328 360]]] ('area = ', 3291.0) 216 [[[281 466]] [[282 465]] [[283 465]] [[284 466]] [[283 467]] [[282 467]]] ('area = ', 4.0) 217 [[[298 465]] [[299 464]] [[300 465]] [[299 466]]] ('area = ', 2.0) 218 [[[298 463]] [[299 462]] [[300 463]] [[299 464]]] ('area = ', 2.0) 219 [[[278 463]] [[279 462]] [[280 463]] [[279 464]]] ('area = ', 2.0) 220 [[[302 456]] [[303 455]] [[304 456]] [[303 457]]] ('area = ', 2.0) 221 [[[302 448]] [[303 447]] [[304 448]] [[303 449]]] ('area = ', 2.0) 222 [[[283 438]] [[284 437]] [[285 438]] [[284 439]]] ('area = ', 2.0) 223 [[[284 436]] [[285 435]] [[286 436]] [[285 437]]] ('area = ', 2.0) 224 [[[283 431]] [[284 430]] [[285 431]] [[284 432]]] ('area = ', 2.0) 225 [[[277 423]] [[278 422]] [[279 422]] [[280 423]] [[280 424]] [[279 425]]] ('area = ', 5.5) 226 [[[275 422]] [[276 421]] [[277 422]] [[276 423]]] ('area = ', 2.0) 227 [[[283 420]] [[284 419]] [[285 420]] [[284 421]]] ('area = ', 2.0) 228 [[[283 413]] [[284 412]] [[285 413]] [[284 414]]] ('area = ', 2.0) 229 [[[285 407]] [[286 406]] [[287 407]] [[289 407]] [[290 408]] [[289 409]] [[286 409]] [[285 408]]] ('area = ', 9.5) 230 [[[283 407]] [[284 406]] [[285 407]] [[284 408]]] ('area = ', 2.0) 231 [[[284 402]] [[285 403]] [[285 405]] [[284 406]] [[282 404]]] ('area = ', 7.0) 232 [[[295 400]] [[296 399]] [[297 400]] [[296 401]]] ('area = ', 2.0) 233 [[[288 389]] [[289 388]] [[290 389]] [[289 390]]] ('area = ', 2.0) 234 [[[324 359]] [[323 360]] [[322 360]] [[325 360]]] ('area = ', 1.0) 235 [[[477 358]] [[477 359]]] ('area = ', 0.0) 236 [[[162 358]] [[161 359]] [[162 360]] [[161 359]]] ('area = ', 0.0) 237 [[[477 355]] [[477 356]]] ('area = ', 0.0) 238 [[[331 352]]] ('area = ', 0.0) 239 [[[163 350]]] ('area = ', 0.0) 240 [[[162 345]]] ('area = ', 0.0) 241 [[[477 344]] [[477 345]]] ('area = ', 0.0) 242 [[[477 342]]] ('area = ', 0.0) 243 [[[387 341]] [[387 342]]] ('area = ', 0.0) 244 [[[295 341]] [[296 342]] [[296 341]]] ('area = ', 0.5) 245 [[[169 341]]] ('area = ', 0.0) 246 [[[291 340]] [[290 341]] [[288 341]] [[291 341]]] ('area = ', 0.5) 247 [[[168 339]]] ('area = ', 0.0) 248 [[[167 335]]] ('area = ', 0.0) 249 [[[167 333]]] ('area = ', 0.0) 250 [[[382 332]]] ('area = ', 0.0) 251 [[[477 331]] [[477 338]]] ('area = ', 0.0) 252 [[[477 329]]] ('area = ', 0.0) 253 [[[358 328]]] ('area = ', 0.0) 254 [[[477 325]] [[477 327]]] ('area = ', 0.0) 255 [[[477 322]]] ('area = ', 0.0) 256 [[[477 318]] [[477 320]]] ('area = ', 0.0) 257 [[[197 317]] [[198 317]]] ('area = ', 0.0) 258 [[[339 316]] [[339 317]] [[338 318]] [[337 317]] [[336 318]] [[335 318]] [[331 322]] [[331 323]] [[329 325]] [[329 326]] [[328 327]] [[327 327]] [[326 328]] [[320 328]] [[319 329]] [[317 329]] [[315 331]] [[314 331]] [[310 335]] [[309 335]] [[308 336]] [[309 337]] [[308 338]] [[308 340]] [[311 340]] [[312 341]] [[313 341]] [[314 342]] [[314 343]] [[315 344]] [[315 345]] [[316 346]] [[316 347]] [[317 348]] [[317 352]] [[319 354]] [[321 354]] [[322 355]] [[324 353]] [[325 354]] [[327 354]] [[327 353]] [[328 352]] [[329 352]] [[329 351]] [[330 350]] [[329 349]] [[330 348]] [[331 348]] [[331 347]] [[332 346]] [[332 345]] [[331 344]] [[330 344]] [[329 343]] [[329 342]] [[328 341]] [[328 339]] [[329 338]] [[329 337]] [[330 336]] [[330 335]] [[331 334]] [[332 334]] [[332 333]] [[333 332]] [[334 332]] [[334 331]] [[333 330]] [[333 325]] [[334 324]] [[335 324]] [[337 322]] [[337 319]] [[338 318]] [[339 318]]] ('area = ', 472.5) 259 [[[318 352]] [[319 351]] [[320 352]] [[319 353]]] ('area = ', 2.0) 260 [[[323 351]] [[324 350]] [[325 351]] [[324 352]]] ('area = ', 2.0) 261 [[[327 349]] [[328 348]] [[329 349]] [[328 350]]] ('area = ', 2.0) 262 [[[328 348]] [[329 347]] [[330 348]] [[329 349]]] ('area = ', 2.0) 263 [[[246 316]]] ('area = ', 0.0) 264 [[[227 316]]] ('area = ', 0.0) 265 [[[198 314]] [[197 315]]] ('area = ', 0.0) 266 [[[223 313]]] ('area = ', 0.0) 267 [[[219 313]] [[220 314]]] ('area = ', 0.0) 268 [[[167 313]]] ('area = ', 0.0) 269 [[[216 312]]] ('area = ', 0.0) 270 [[[214 312]]] ('area = ', 0.0) 271 [[[222 311]]] ('area = ', 0.0) 272 [[[175 311]] [[176 312]] [[176 311]]] ('area = ', 0.5) 273 [[[173 311]]] ('area = ', 0.0) 274 [[[167 311]]] ('area = ', 0.0) 275 [[[477 309]] [[477 311]]] ('area = ', 0.0) 276 [[[215 308]] [[214 309]] [[214 310]] [[214 309]]] ('area = ', 0.0) 277 [[[208 308]] [[208 309]]] ('area = ', 0.0) 278 [[[180 308]] [[180 311]] [[179 312]] ..., [[182 311]] [[181 311]] [[180 310]]] ('area = ', 9772.0) 279 [[[162 533]] [[163 532]] [[164 533]] [[164 534]] [[163 535]] [[162 534]]] ('area = ', 4.0) 280 [[[135 533]] [[136 532]] [[137 532]] [[138 533]] [[137 534]] [[136 534]]] ('area = ', 4.0) 281 [[[134 531]] [[135 530]] [[136 531]] [[136 532]] [[135 533]] [[134 532]]] ('area = ', 4.0) 282 [[[139 528]] [[140 529]] [[140 531]] [[139 532]] [[138 532]] [[137 531]] [[137 530]]] ('area = ', 8.5) 283 [[[161 503]] [[162 502]] [[163 503]] [[163 505]] [[162 506]] [[161 505]]] ('area = ', 6.0) 284 [[[162 502]] [[163 501]] [[164 502]] [[163 503]]] ('area = ', 2.0) 285 [[[178 493]] [[179 492]] [[180 493]] [[179 494]]] ('area = ', 2.0) 286 [[[171 493]] [[172 492]] [[173 493]] [[172 494]]] ('area = ', 2.0) 287 [[[176 491]] [[177 490]] [[178 491]] [[177 492]]] ('area = ', 2.0) 288 [[[168 487]] [[169 486]] [[170 487]] [[169 488]]] ('area = ', 2.0) 289 [[[186 482]] [[187 481]] [[188 482]] [[187 483]]] ('area = ', 2.0) 290 [[[170 478]] [[171 477]] [[172 478]] [[171 479]]] ('area = ', 2.0) 291 [[[170 475]] [[171 474]] [[172 475]] [[172 476]] [[171 477]] [[170 476]]] ('area = ', 4.0) 292 [[[179 474]] [[180 473]] [[181 474]] [[180 475]]] ('area = ', 2.0) 293 [[[178 473]] [[179 472]] [[180 473]] [[179 474]]] ('area = ', 2.0) 294 [[[172 464]] [[173 463]] [[174 464]] [[177 464]] [[178 465]] [[177 466]] [[173 466]] [[172 465]]] ('area = ', 11.5) 295 [[[179 460]] [[180 459]] [[181 459]] [[182 460]] [[181 461]] [[180 461]]] ('area = ', 4.0) 296 [[[185 457]] [[186 456]] [[187 457]] [[186 458]]] ('area = ', 2.0) 297 [[[183 457]] [[184 456]] [[185 457]] [[185 458]] [[184 459]] [[183 458]]] ('area = ', 4.0) 298 [[[181 457]] [[182 456]] [[183 457]] [[183 458]] [[182 459]] [[181 458]]] ('area = ', 4.0) 299 [[[185 447]] [[186 446]] [[187 447]] [[186 448]]] ('area = ', 2.0) 300 [[[187 446]] [[188 445]] [[189 445]] [[190 446]] [[188 448]] [[187 447]]] ('area = ', 5.5) 301 [[[188 442]] [[189 441]] [[190 442]] [[189 443]]] ('area = ', 2.0) 302 [[[186 436]] [[187 435]] [[188 436]] [[188 437]] [[187 438]] [[186 437]]] ('area = ', 4.0) 303 [[[181 436]] [[182 435]] [[183 435]] [[184 436]] [[183 437]] [[182 437]]] ('area = ', 4.0) 304 [[[182 434]] [[183 433]] [[185 433]] [[186 434]] [[185 435]] [[183 435]]] ('area = ', 6.0) 305 [[[232 427]] [[233 426]] [[234 427]] [[233 428]]] ('area = ', 2.0) 306 [[[218 425]] [[219 426]] [[219 428]] [[218 429]] [[216 427]]] ('area = ', 7.0) 307 [[[215 426]] [[216 425]] [[217 426]] [[216 427]]] ('area = ', 2.0) 308 [[[214 423]] [[215 422]] [[216 423]] [[216 424]] [[215 425]] [[214 424]]] ('area = ', 4.0) 309 [[[230 396]] [[231 395]] [[232 396]] [[232 397]] [[231 398]] [[230 397]]] ('area = ', 4.0) 310 [[[237 395]] [[238 394]] [[239 395]] [[239 396]] [[238 397]] [[237 396]]] ('area = ', 4.0) 311 [[[241 390]] [[242 389]] [[243 390]] [[242 391]]] ('area = ', 2.0) 312 [[[244 385]] [[245 384]] [[246 385]] [[245 386]]] ('area = ', 2.0) 313 [[[179 384]] [[180 383]] [[181 383]] [[182 384]] [[182 385]] [[181 386]] [[180 386]] [[179 385]]] ('area = ', 7.0) 314 [[[174 381]] [[175 380]] [[176 381]] [[177 380]] [[178 381]] [[179 381]] [[180 382]] [[179 383]] [[176 383]] [[175 384]] [[174 383]]] ('area = ', 14.0) 315 [[[178 371]] [[179 370]] [[180 371]] [[179 372]]] ('area = ', 2.0) 316 [[[175 368]] [[176 367]] [[177 367]] [[178 368]] [[177 369]] [[176 369]]] ('area = ', 4.0) 317 [[[171 348]] [[172 347]] [[173 348]] [[173 350]] [[172 351]] [[171 350]]] ('area = ', 6.0) 318 [[[171 342]] [[172 341]] [[173 342]] [[172 343]]] ('area = ', 2.0) 319 [[[169 334]] [[170 333]] [[171 334]] [[170 335]]] ('area = ', 2.0) 320 [[[171 331]] [[172 330]] [[173 331]] [[172 332]]] ('area = ', 2.0) 321 [[[172 328]] [[173 327]] [[174 328]] [[173 329]]] ('area = ', 2.0) 322 [[[169 323]] [[170 322]] [[171 323]] [[170 324]]] ('area = ', 2.0) 323 [[[210 322]] [[211 321]] [[212 322]] [[211 323]]] ('area = ', 2.0) 324 [[[195 320]] [[196 319]] [[197 320]] [[196 321]]] ('area = ', 2.0) 325 [[[191 320]] [[192 319]] [[193 320]] [[192 321]]] ('area = ', 2.0) 326 [[[181 316]] [[182 315]] [[183 316]] [[182 317]]] ('area = ', 2.0) 327 [[[182 315]] [[183 314]] [[184 315]] [[183 316]]] ('area = ', 2.0) 328 [[[210 307]] [[210 308]]] ('area = ', 0.0) 329 [[[477 306]]] ('area = ', 0.0) 330 [[[300 306]] [[301 306]]] ('area = ', 0.0) 331 [[[249 306]]] ('area = ', 0.0) 332 [[[247 306]]] ('area = ', 0.0) 333 [[[231 305]] [[231 306]] [[232 306]]] ('area = ', 0.5) 334 [[[211 305]] [[212 306]] [[213 306]] [[212 305]]] ('area = ', 1.0) 335 [[[104 305]]] ('area = ', 0.0) 336 [[[477 304]]] ('area = ', 0.0) 337 [[[297 304]]] ('area = ', 0.0) 338 [[[295 304]]] ('area = ', 0.0) 339 [[[290 304]]] ('area = ', 0.0) 340 [[[179 304]]] ('area = ', 0.0) 341 [[[171 303]] [[170 304]] [[170 306]] [[171 306]] [[170 305]] [[171 304]] [[175 304]] [[176 305]] [[177 305]] [[176 305]] [[175 304]] [[172 304]]] ('area = ', 2.0) 342 [[[170 300]] [[171 300]]] ('area = ', 0.0) 343 [[[354 299]] [[354 303]] [[355 302]] [[355 299]]] ('area = ', 3.5) 344 [[[167 299]]] ('area = ', 0.0) 345 [[[477 298]] [[477 299]]] ('area = ', 0.0) 346 [[[373 295]]] ('area = ', 0.0) 347 [[[170 295]] [[171 296]]] ('area = ', 0.0) 348 [[[477 292]]] ('area = ', 0.0) 349 [[[377 291]] [[376 292]] [[376 299]] [[378 299]] [[379 298]] [[379 297]] [[380 296]] [[379 295]] [[379 292]] [[378 291]]] ('area = ', 23.5) 350 [[[104 288]] [[104 290]] [[105 291]] [[105 290]] [[104 289]] [[105 288]]] ('area = ', 1.5) 351 [[[345 285]] [[348 288]] [[349 288]] [[350 289]] [[352 289]] [[353 290]] [[355 290]] [[354 289]] [[353 289]] [[352 288]] [[350 288]] [[349 287]] [[348 287]] [[347 286]] [[346 286]]] ('area = ', 8.0) 352 [[[477 284]] [[477 286]]] ('area = ', 0.0) 353 [[[104 284]] [[105 284]]] ('area = ', 0.0) 354 [[[378 282]] [[378 283]] [[379 283]] [[379 282]]] ('area = ', 1.0) 355 [[[104 279]] [[103 280]] [[104 280]] [[105 279]]] ('area = ', 1.0) 356 [[[477 276]] [[477 277]]] ('area = ', 0.0) 357 [[[108 276]] [[108 278]]] ('area = ', 0.0) 358 [[[105 274]] [[105 275]] [[104 276]] [[104 277]] [[106 275]] [[106 274]]] ('area = ', 2.5) 359 [[[477 273]]] ('area = ', 0.0) 360 [[[111 273]] [[111 274]] [[110 275]] [[110 276]] [[111 276]] [[110 275]] [[111 274]]] ('area = ', 0.5) 361 [[[477 270]]] ('area = ', 0.0) 362 [[[171 270]]] ('area = ', 0.0) 363 [[[111 269]] [[111 270]] [[112 271]] [[111 270]]] ('area = ', 0.0) 364 [[[172 268]]] ('area = ', 0.0) 365 [[[477 265]] [[477 268]]] ('area = ', 0.0) 366 [[[477 263]]] ('area = ', 0.0) 367 [[[111 263]] [[110 264]] [[111 264]]] ('area = ', 0.5) 368 [[[105 262]] [[105 264]] [[106 264]] [[107 265]] [[105 267]] [[105 268]] [[106 269]] [[105 270]] [[105 272]] [[107 272]] [[108 273]] [[108 274]] [[109 273]] [[108 272]] [[108 271]] [[107 270]] [[107 269]] [[108 268]] [[107 268]] [[106 267]] [[106 266]] [[108 264]] [[107 263]] [[107 262]]] ('area = ', 18.0) 369 [[[477 255]] [[477 261]]] ('area = ', 0.0) 370 [[[352 254]] [[353 254]]] ('area = ', 0.0) 371 [[[477 253]]] ('area = ', 0.0) 372 [[[143 250]] [[143 252]] [[142 253]] [[143 252]]] ('area = ', 0.0) 373 [[[143 246]] [[141 248]] [[143 248]] [[144 247]]] ('area = ', 3.0) 374 [[[477 243]]] ('area = ', 0.0) 375 [[[136 240]]] ('area = ', 0.0) 376 [[[145 239]] [[146 239]]] ('area = ', 0.0) 377 [[[477 235]]] ('area = ', 0.0) 378 [[[136 228]] [[135 229]] [[136 230]] [[135 231]] [[135 233]] [[136 234]] [[135 235]] [[136 236]] [[135 237]] [[136 237]] [[136 234]] [[135 233]] [[135 232]] [[136 231]]] ('area = ', 3.5) 379 [[[337 226]]] ('area = ', 0.0) 380 [[[477 225]]] ('area = ', 0.0) 381 [[[174 225]]] ('area = ', 0.0) 382 [[[ 50 225]]] ('area = ', 0.0) 383 [[[105 223]] [[104 224]] [[105 225]] [[104 226]] [[103 226]] [[103 229]] [[104 230]] [[104 232]] [[105 233]] [[104 234]] [[104 241]] [[106 241]] [[106 237]] [[107 236]] [[108 237]] [[108 241]] [[109 242]] [[108 243]] [[109 244]] [[108 245]] [[105 245]] [[104 244]] [[105 243]] [[104 243]] [[104 244]] [[103 245]] [[103 246]] [[104 247]] [[104 249]] [[105 250]] [[104 251]] [[103 251]] [[104 251]] [[105 252]] [[104 253]] [[104 254]] [[106 256]] [[106 259]] [[107 260]] [[108 259]] [[108 257]] [[109 256]] [[109 255]] [[108 254]] [[108 250]] [[107 249]] [[107 248]] [[108 247]] [[109 247]] [[110 248]] [[110 246]] [[109 246]] [[108 245]] [[109 244]] [[110 244]] [[111 243]] [[111 242]] [[109 242]] [[108 241]] [[109 240]] [[110 240]] [[110 239]] [[111 238]] [[110 237]] [[111 236]] [[112 236]] [[112 235]] [[113 234]] [[112 233]] [[111 233]] [[110 232]] [[110 231]] [[111 230]] [[112 231]] [[113 231]] [[114 230]] [[113 229]] [[114 228]] [[113 227]] [[114 226]] [[116 226]] [[116 225]] [[117 224]] [[115 224]] [[114 223]] [[111 223]] [[111 225]] [[110 226]] [[106 226]] [[105 225]] [[106 224]] [[108 224]] [[106 224]]] ('area = ', 182.5) 384 [[[109 233]] [[110 232]] [[111 233]] [[110 234]]] ('area = ', 2.0) 385 [[[107 232]] [[108 231]] [[109 232]] [[108 233]]] ('area = ', 2.0) 386 [[[105 231]] [[106 230]] [[107 231]] [[107 232]] [[106 233]] [[105 232]]] ('area = ', 4.0) 387 [[[ 97 222]] [[ 98 222]]] ('area = ', 0.0) 388 [[[ 30 220]]] ('area = ', 0.0) 389 [[[ 32 219]] [[ 32 220]] [[ 33 220]] [[ 34 219]] [[ 35 219]]] ('area = ', 1.5) 390 [[[ 25 219]] [[ 24 220]] [[ 23 220]] [[ 27 220]] [[ 26 219]]] ('area = ', 2.0) 391 [[[ 20 219]] [[ 21 219]]] ('area = ', 0.0) 392 [[[ 65 218]] [[ 66 219]] [[ 66 220]] [[ 68 220]] [[ 69 221]] [[ 69 220]] [[ 70 219]] [[ 71 219]] [[ 70 218]] [[ 69 219]] [[ 68 218]]] ('area = ', 8.0) 393 [[[ 63 218]] [[ 63 219]]] ('area = ', 0.0) 394 [[[ 38 218]] [[ 37 219]] [[ 38 219]] [[ 39 220]] [[ 40 220]] [[ 40 219]] [[ 39 218]]] ('area = ', 3.5) 395 [[[ 46 217]] [[ 45 218]] [[ 42 218]] [[ 42 220]] [[ 43 220]] [[ 44 219]] [[ 46 219]] [[ 47 220]] [[ 48 220]] [[ 49 219]] [[ 50 219]] [[ 51 218]] [[ 53 218]] [[ 54 219]] [[ 55 219]] [[ 56 218]] [[ 57 219]] [[ 58 219]] [[ 59 220]] [[ 59 219]] [[ 60 218]] [[ 61 218]] [[ 60 218]] [[ 59 219]] [[ 58 218]] [[ 57 218]] [[ 56 217]] [[ 55 218]] [[ 54 218]] [[ 53 217]] [[ 52 217]] [[ 51 218]] [[ 50 218]] [[ 49 219]] [[ 47 217]]] ('area = ', 20.5) 396 [[[170 215]]] ('area = ', 0.0) 397 [[[ 47 214]] [[ 47 215]] [[ 48 215]] [[ 49 214]]] ('area = ', 1.5) 398 [[[ 37 213]] [[ 37 214]] [[ 38 215]] [[ 37 214]]] ('area = ', 0.0) 399 [[[ 55 210]]] ('area = ', 0.0) 400 [[[172 209]]] ('area = ', 0.0) 401 [[[ 41 209]] [[ 41 210]] [[ 42 210]]] ('area = ', 0.5) 402 [[[161 208]]] ('area = ', 0.0) 403 [[[ 30 208]] [[ 32 208]]] ('area = ', 0.0) 404 [[[ 43 207]] [[ 44 208]] [[ 44 211]] [[ 45 211]] [[ 45 209]]] ('area = ', 2.5) 405 [[[ 39 207]]] ('area = ', 0.0) 406 [[[ 28 207]]] ('area = ', 0.0) 407 [[[178 204]]] ('area = ', 0.0) 408 [[[323 201]]] ('area = ', 0.0) 409 [[[179 200]]] ('area = ', 0.0) 410 [[[ 13 200]] [[ 14 201]]] ('area = ', 0.0) 411 [[[329 199]]] ('area = ', 0.0) 412 [[[ 31 199]] [[ 31 201]] [[ 32 202]] [[ 33 202]] [[ 34 203]] [[ 34 204]] [[ 35 204]] [[ 35 200]] [[ 34 200]] [[ 33 199]]] ('area = ', 12.5) 413 [[[ 31 201]] [[ 32 200]] [[ 33 201]] [[ 32 202]]] ('area = ', 2.0) 414 [[[112 197]]] ('area = ', 0.0) 415 [[[ 1 196]]] ('area = ', 0.0) 416 [[[169 193]] [[169 194]]] ('area = ', 0.0) 417 [[[ 18 192]] [[ 17 193]] [[ 15 193]] [[ 14 194]] [[ 15 194]] [[ 18 197]] [[ 18 198]] [[ 19 199]] [[ 19 200]] [[ 18 201]] [[ 20 201]] [[ 20 200]] [[ 21 199]] [[ 21 198]] [[ 22 197]] [[ 22 196]] [[ 20 194]] [[ 20 193]] [[ 19 193]]] ('area = ', 30.0) 418 [[[187 191]]] ('area = ', 0.0) 419 [[[169 191]]] ('area = ', 0.0) 420 [[[ 15 189]]] ('area = ', 0.0) 421 [[[ 27 188]] [[ 27 189]] [[ 28 190]] [[ 27 191]] [[ 26 191]] [[ 27 191]] [[ 28 192]] [[ 29 191]] [[ 30 192]] [[ 30 190]] [[ 29 189]] [[ 29 188]]] ('area = ', 8.0) 422 [[[ 25 188]]] ('area = ', 0.0) 423 [[[179 185]] [[179 188]] [[178 189]] [[176 189]] [[174 191]] [[173 191]] [[172 190]] [[173 189]] [[172 189]] [[171 190]] [[171 195]] [[173 193]] [[175 193]] [[176 192]] [[178 192]] [[179 191]] [[178 191]] [[177 190]] [[179 188]] [[181 190]] [[183 190]] [[182 189]] [[182 188]] [[181 187]] [[182 186]] [[183 186]] [[183 185]] [[181 185]] [[181 187]] [[180 188]] [[179 187]]] ('area = ', 30.0) 424 [[[175 190]] [[176 189]] [[177 190]] [[176 191]]] ('area = ', 2.0) 425 [[[ 7 184]] [[ 6 185]] [[ 4 185]] [[ 4 186]] [[ 6 186]] [[ 7 185]] [[ 8 186]] [[ 9 185]] [[ 8 184]]] ('area = ', 5.5) 426 [[[ 18 181]] [[ 17 182]] [[ 17 184]] [[ 20 184]] [[ 20 183]]] ('area = ', 6.5) 427 [[[127 171]]] ('area = ', 0.0) 428 [[[122 157]] [[122 158]] [[121 159]] [[119 159]] [[119 161]] [[120 162]] [[120 164]] [[119 165]] [[118 164]] [[118 163]] [[117 163]] [[118 164]] [[117 165]] [[116 165]] [[116 166]] [[115 167]] [[114 166]] [[111 169]] [[110 168]] [[109 168]] [[108 169]] [[107 168]] [[109 170]] [[109 169]] [[110 168]] [[111 169]] [[111 171]] [[112 171]] [[113 172]] [[114 171]] [[116 173]] [[117 173]] [[118 172]] [[119 172]] [[120 171]] [[121 171]] [[122 170]] [[125 170]] [[125 169]] [[124 168]] [[124 167]] [[125 166]] [[124 165]] [[124 162]] [[123 161]] [[124 160]] [[124 158]] [[123 157]]] ('area = ', 108.5) 429 [[[116 171]] [[117 170]] [[118 170]] [[119 171]] [[118 172]] [[117 172]]] ('area = ', 4.0) 430 [[[120 162]] [[121 161]] [[123 163]] [[121 165]] [[120 164]]] ('area = ', 7.0) 431 [[[120 157]]] ('area = ', 0.0) 432 [[[117 145]]] ('area = ', 0.0) 433 [[[144 137]] [[145 138]] [[144 139]] [[144 140]] [[145 140]] [[146 141]] [[144 139]] [[145 138]]] ('area = ', 0.5) 434 [[[194 110]]] ('area = ', 0.0) 435 [[[176 53]] [[177 53]]] ('area = ', 0.0) 436 [[[243 52]]] ('area = ', 0.0) 437 [[[241 47]] [[241 48]] [[242 48]]] ('area = ', 0.5) 438 [[[236 23]] [[237 23]]] ('area = ', 0.0) 439 [[[205 18]] [[204 19]] [[203 19]] ..., [[206 21]] [[206 20]] [[205 19]]] ('area = ', 42062.5) 440 [[[323 323]] [[324 322]] [[325 323]] [[324 324]]] ('area = ', 2.0) 441 [[[325 321]] [[326 320]] [[327 321]] [[326 322]]] ('area = ', 2.0) 442 [[[232 314]] [[233 313]] [[234 314]] [[233 315]]] ('area = ', 2.0) 443 [[[225 313]] [[226 312]] [[227 313]] [[226 314]]] ('area = ', 2.0) 444 [[[231 312]] [[232 311]] [[233 312]] [[232 313]]] ('area = ', 2.0) 445 [[[225 308]] [[226 307]] [[228 309]] [[227 310]] [[226 310]] [[225 309]]] ('area = ', 5.5) 446 [[[226 307]] [[227 306]] [[228 307]] [[227 308]]] ('area = ', 2.0) 447 [[[218 306]] [[219 305]] [[220 306]] [[219 307]]] ('area = ', 2.0) 448 [[[303 305]] [[304 304]] [[305 304]] [[306 305]] [[305 306]] [[304 306]]] ('area = ', 4.0) 449 [[[226 303]] [[227 304]] [[227 305]] [[226 306]] [[225 306]] [[224 305]]] ('area = ', 5.5) 450 [[[201 304]] [[202 303]] [[203 304]] [[202 305]]] ('area = ', 2.0) 451 [[[198 304]] [[199 303]] [[200 304]] [[199 305]]] ('area = ', 2.0) 452 [[[246 303]] [[247 302]] [[248 303]] [[247 304]]] ('area = ', 2.0) 453 [[[224 303]] [[225 302]] [[226 303]] [[225 304]]] ('area = ', 2.0) 454 [[[214 302]] [[215 301]] [[216 302]] [[215 303]]] ('area = ', 2.0) 455 [[[235 301]] [[236 300]] [[237 300]] [[238 301]] [[238 302]] [[237 303]] [[236 303]] [[235 302]]] ('area = ', 7.0) 456 [[[206 301]] [[207 300]] [[208 301]] [[208 302]] [[206 304]] [[205 304]] [[204 303]] [[204 302]] [[205 301]]] ('area = ', 10.0) 457 [[[200 299]] [[201 298]] [[202 298]] [[204 300]] [[204 301]] [[203 302]]] ('area = ', 8.5) 458 [[[232 298]] [[233 297]] [[234 298]] [[233 299]]] ('area = ', 2.0) 459 [[[194 298]] [[195 297]] [[196 298]] [[196 299]] [[195 300]] [[194 299]]] ('area = ', 4.0) 460 [[[312 296]] [[313 295]] [[314 296]] [[313 297]]] ('area = ', 2.0) 461 [[[308 294]] [[309 294]] [[310 295]] [[311 294]] [[312 294]] [[313 295]] [[312 296]] [[312 298]] [[311 299]] [[310 299]] [[310 301]] [[309 302]] [[308 302]] [[306 304]] [[305 303]] [[305 300]] [[306 299]] [[305 298]] [[306 297]] [[306 296]]] ('area = ', 46.0) 462 [[[310 297]]] ('area = ', 0.0) 463 [[[305 294]] [[306 295]] [[306 297]] [[305 298]] [[303 298]] [[302 297]]] ('area = ', 10.0) 464 [[[229 295]] [[230 294]] [[231 295]] [[230 296]]] ('area = ', 2.0) 465 [[[226 295]] [[227 294]] [[228 294]] [[229 295]] [[228 296]] [[227 296]]] ('area = ', 4.0) 466 [[[205 295]] [[206 294]] [[207 295]] [[206 296]]] ('area = ', 2.0) 467 [[[197 294]] [[198 295]] [[198 298]] [[197 299]] [[196 298]] [[196 297]] [[195 296]]] ('area = ', 9.0) 468 [[[192 295]] [[193 294]] [[195 294]] [[196 295]] [[195 296]] [[193 296]]] ('area = ', 6.0) 469 [[[206 294]] [[207 293]] [[208 294]] [[207 295]]] ('area = ', 2.0) 470 [[[200 293]] [[204 293]] [[205 294]] [[204 295]] [[205 296]] [[203 298]] [[202 298]] [[201 297]] [[202 296]] [[200 296]] [[199 297]] [[198 296]] [[198 295]]] ('area = ', 23.5) 471 [[[195 294]] [[196 293]] [[197 294]] [[196 295]]] ('area = ', 2.0) 472 [[[186 292]] [[187 291]] [[188 292]] [[187 293]]] ('area = ', 2.0) 473 [[[198 291]] [[199 290]] [[200 291]] [[199 292]]] ('area = ', 2.0) 474 [[[195 291]] [[196 290]] [[197 291]] [[197 292]] [[196 293]] [[195 292]]] ('area = ', 4.0) 475 [[[192 291]] [[193 290]] [[194 290]] [[195 291]] [[193 293]] [[192 292]]] ('area = ', 5.5) 476 [[[190 291]] [[191 290]] [[192 291]] [[191 292]]] ('area = ', 2.0) 477 [[[188 291]] [[189 290]] [[191 292]] [[191 293]] [[190 294]] [[188 292]]] ('area = ', 7.0) 478 [[[212 290]] [[213 289]] [[214 290]] [[214 291]] [[215 292]] [[214 293]] [[214 294]] [[214 293]] [[215 292]] [[216 293]] [[224 293]] [[225 294]] [[224 295]] [[222 295]] [[221 296]] [[220 295]] [[218 295]] [[219 295]] [[221 297]] [[221 298]] [[220 299]] [[218 299]] [[219 299]] [[220 300]] [[219 301]] [[217 301]] [[216 300]] [[216 298]] [[215 299]] [[215 300]] [[214 301]] [[213 300]] [[212 301]] [[211 301]] [[210 300]] [[209 300]] [[208 301]] [[207 300]] [[206 300]] [[205 301]] [[204 300]] [[204 299]] [[203 298]] [[205 296]] [[206 296]] [[207 297]] [[206 298]] [[207 297]] [[207 295]] [[210 292]] [[211 293]] [[212 293]] [[211 293]] [[209 291]] [[210 290]]] ('area = ', 135.0) 479 [[[214 296]] [[213 297]]] ('area = ', 0.0) 480 [[[211 295]]] ('area = ', 0.0) 481 [[[208 290]] [[209 289]] [[210 290]] [[209 291]]] ('area = ', 2.0) 482 [[[202 290]] [[203 289]] [[204 289]] [[205 290]] [[206 290]] [[207 291]] [[207 292]] [[206 293]] [[203 293]] [[202 292]]] ('area = ', 15.5) 483 [[[178 290]] [[179 289]] [[180 290]] [[179 291]]] ('area = ', 2.0) 484 [[[185 289]] [[186 288]] [[187 289]] [[187 291]] [[186 292]] [[185 291]]] ('area = ', 6.0) 485 [[[198 288]] [[199 287]] [[200 288]] [[199 289]]] ('area = ', 2.0) 486 [[[196 288]] [[197 287]] [[198 288]] [[197 289]]] ('area = ', 2.0) 487 [[[192 288]] [[193 287]] [[195 287]] [[196 288]] [[194 290]] [[193 290]] [[192 289]]] ('area = ', 8.5) 488 [[[186 288]] [[187 287]] [[190 287]] [[191 288]] [[189 290]] [[188 289]] [[187 289]]] ('area = ', 9.0) 489 [[[214 287]] [[215 286]] [[216 287]] [[215 288]]] ('area = ', 2.0) 490 [[[204 287]] [[205 286]] [[206 286]] [[207 287]] [[208 286]] [[209 287]] [[211 287]] [[212 288]] [[211 289]] [[209 289]] [[208 290]] [[205 290]] [[204 289]] [[205 288]]] ('area = ', 21.0) 491 [[[191 286]] [[192 285]] [[193 285]] [[194 286]] [[193 287]] [[192 287]]] ('area = ', 4.0) 492 [[[186 286]] [[187 285]] [[188 286]] [[187 287]]] ('area = ', 2.0) 493 [[[183 286]] [[184 285]] [[185 286]] [[184 287]]] ('area = ', 2.0) 494 [[[178 286]] [[179 285]] [[180 286]] [[179 287]]] ('area = ', 2.0) 495 [[[365 285]] [[366 284]] [[368 284]] [[370 286]] [[369 287]] [[369 289]] [[368 290]] [[368 291]] [[367 292]] [[366 291]] [[366 288]] [[365 287]]] ('area = ', 24.0) 496 [[[207 285]] [[208 284]] [[209 285]] [[208 286]]] ('area = ', 2.0) 497 [[[188 285]] [[189 284]] [[190 285]] [[190 286]] [[189 287]] [[188 286]]] ('area = ', 4.0) 498 [[[179 284]] [[180 283]] [[181 284]] [[180 285]]] ('area = ', 2.0) 499 [[[209 283]] [[210 282]] [[212 284]] [[212 285]] [[211 286]] [[210 286]] [[209 285]]] ('area = ', 8.5) 500 [[[190 283]] [[191 282]] [[192 282]] [[193 283]] [[191 285]] [[190 284]]] ('area = ', 5.5) 501 [[[185 283]] [[186 282]] [[187 283]] [[187 284]] [[186 285]] [[184 285]] [[183 284]] [[184 283]]] ('area = ', 7.5) 502 [[[172 283]] [[173 282]] [[174 283]] [[173 284]]] ('area = ', 2.0) 503 [[[206 282]] [[207 281]] [[208 282]] [[207 283]]] ('area = ', 2.0) 504 [[[204 282]] [[205 281]] [[206 282]] [[206 283]] [[207 284]] [[207 285]] [[206 286]] [[204 284]]] ('area = ', 9.0) 505 [[[188 282]] [[189 281]] [[190 282]] [[189 283]]] ('area = ', 2.0) 506 [[[205 280]] [[206 279]] [[207 280]] [[206 281]]] ('area = ', 2.0) 507 [[[201 279]] [[202 280]] [[202 281]] [[201 282]] [[202 282]] [[203 281]] [[204 282]] [[204 283]] [[203 284]] [[202 284]] [[203 285]] [[200 288]] [[198 286]] [[199 285]] [[200 285]] [[200 284]] [[199 283]] [[198 284]] [[196 284]] [[194 282]] [[195 281]] [[199 281]]] ('area = ', 38.5) 508 [[[196 280]] [[197 279]] [[198 280]] [[197 281]]] ('area = ', 2.0) 509 [[[190 280]] [[191 279]] [[192 280]] [[192 281]] [[191 282]] [[190 281]]] ('area = ', 4.0) 510 [[[188 280]] [[189 279]] [[190 280]] [[189 281]]] ('area = ', 2.0) 511 [[[210 279]] [[211 278]] [[212 279]] [[211 280]]] ('area = ', 2.0) 512 [[[185 279]] [[186 278]] [[188 280]] [[187 281]] [[186 281]] [[185 280]]] ('area = ', 5.5) 513 [[[177 279]] [[178 278]] [[179 278]] [[180 279]] [[179 280]] [[178 280]]] ('area = ', 4.0) 514 [[[204 278]] [[205 277]] [[206 278]] [[205 279]]] ('area = ', 2.0) 515 [[[198 278]] [[199 277]] [[200 278]] [[199 279]]] ('area = ', 2.0) 516 [[[195 278]] [[196 277]] [[197 277]] [[198 278]] [[197 279]] [[196 279]]] ('area = ', 4.0) 517 [[[193 277]] [[194 277]] [[195 278]] [[193 280]] [[192 280]] [[191 279]]] ('area = ', 7.0) 518 [[[187 278]] [[188 277]] [[189 278]] [[188 279]]] ('area = ', 2.0) 519 [[[199 277]] [[200 276]] [[201 277]] [[200 278]]] ('area = ', 2.0) 520 [[[197 277]] [[198 276]] [[199 277]] [[198 278]]] ('area = ', 2.0) 521 [[[169 277]] [[170 276]] [[171 277]] [[171 278]] [[170 279]] [[169 278]]] ('area = ', 4.0) 522 [[[354 276]] [[355 275]] [[356 276]] [[355 277]]] ('area = ', 2.0) 523 [[[204 276]] [[205 275]] [[206 276]] [[205 277]]] ('area = ', 2.0) 524 [[[190 276]] [[191 275]] [[192 276]] [[191 277]]] ('area = ', 2.0) 525 [[[332 275]] [[333 274]] [[334 275]] [[333 276]]] ('area = ', 2.0) 526 [[[188 275]] [[189 274]] [[190 275]] [[190 276]] [[189 277]] [[188 276]]] ('area = ', 4.0) 527 [[[204 274]] [[205 273]] [[206 274]] [[205 275]]] ('area = ', 2.0) 528 [[[197 274]] [[198 273]] [[199 273]] [[200 274]] [[200 276]] [[199 277]] [[198 276]] [[198 275]]] ('area = ', 7.5) 529 [[[195 274]] [[196 273]] [[197 274]] [[197 275]] [[196 276]] [[195 275]]] ('area = ', 4.0) 530 [[[185 274]] [[186 273]] [[188 275]] [[188 276]] [[187 277]] [[185 275]]] ('area = ', 7.0) 531 [[[196 273]] [[197 272]] [[198 273]] [[197 274]]] ('area = ', 2.0) 532 [[[197 272]] [[198 271]] [[199 272]] [[198 273]]] ('area = ', 2.0) 533 [[[203 270]] [[204 269]] [[205 270]] [[204 271]]] ('area = ', 2.0) 534 [[[190 270]] [[191 269]] [[192 270]] [[191 271]]] ('area = ', 2.0) 535 [[[176 270]] [[177 269]] [[178 270]] [[177 271]]] ('area = ', 2.0) 536 [[[197 269]] [[198 268]] [[199 269]] [[198 270]]] ('area = ', 2.0) 537 [[[188 269]] [[189 268]] [[190 269]] [[190 272]] [[188 274]] [[187 273]] [[187 272]] [[188 271]] [[187 272]] [[186 272]] [[185 271]] [[185 270]] [[186 269]]] ('area = ', 18.5) 538 [[[188 267]] [[189 266]] [[190 267]] [[189 268]]] ('area = ', 2.0) 539 [[[275 265]] [[276 266]] [[276 267]] [[277 267]] [[279 269]] [[279 271]] [[278 272]] [[277 272]] [[276 273]] [[275 273]] [[274 272]] [[274 271]] [[272 271]] [[270 269]] [[270 268]] [[271 267]] [[273 267]]] ('area = ', 41.5) 540 [[[371 265]] [[372 264]] [[373 265]] [[372 266]]] ('area = ', 2.0) 541 [[[359 263]] [[360 262]] [[361 262]] [[362 263]] [[361 264]] [[360 264]]] ('area = ', 4.0) 542 [[[178 263]] [[179 262]] [[180 263]] [[180 264]] [[179 265]] [[178 264]]] ('area = ', 4.0) 543 [[[175 263]] [[176 262]] [[177 263]] [[176 264]]] ('area = ', 2.0) 544 [[[186 262]] [[187 261]] [[188 262]] [[187 263]]] ('area = ', 2.0) 545 [[[198 261]] [[199 260]] [[200 261]] [[199 262]]] ('area = ', 2.0) 546 [[[188 259]] [[189 258]] [[190 259]] [[190 262]] [[189 263]] [[187 261]] [[188 260]]] ('area = ', 9.0) 547 [[[175 258]] [[176 257]] [[177 258]] [[176 259]]] ('area = ', 2.0) 548 [[[187 253]] [[188 252]] [[190 252]] [[191 253]] [[191 257]] [[190 258]] [[189 258]] [[188 259]] [[187 259]] [[186 258]] [[187 257]] [[187 256]] [[186 255]] [[187 254]]] ('area = ', 26.0) 549 [[[189 255]] [[189 256]]] ('area = ', 0.0) 550 [[[338 252]] [[339 251]] [[340 252]] [[339 253]]] ('area = ', 2.0) 551 [[[185 252]] [[186 251]] [[187 252]] [[186 253]]] ('area = ', 2.0) 552 [[[194 246]] [[195 245]] [[196 246]] [[195 247]]] ('area = ', 2.0) 553 [[[192 245]] [[193 245]] [[194 246]] [[194 248]] [[193 249]] [[191 249]] [[190 248]] [[190 247]]] ('area = ', 12.5) 554 [[[187 245]] [[188 244]] [[189 245]] [[189 246]] [[188 247]] [[187 246]]] ('area = ', 4.0) 555 [[[352 244]] [[353 243]] [[354 244]] [[353 245]]] ('area = ', 2.0) 556 [[[351 243]] [[352 242]] [[353 243]] [[352 244]]] ('area = ', 2.0) 557 [[[180 242]] [[181 241]] [[183 243]] [[181 245]] [[180 244]]] ('area = ', 7.0) 558 [[[188 241]] [[189 240]] [[190 240]] [[191 241]] [[190 242]] [[189 242]]] ('area = ', 4.0) 559 [[[183 241]] [[184 240]] [[185 241]] [[184 242]]] ('area = ', 2.0) 560 [[[174 239]] [[175 238]] [[176 238]] [[178 240]] [[180 240]] [[181 241]] [[180 242]] [[176 242]] [[174 240]]] ('area = ', 16.5) 561 [[[346 236]] [[347 235]] [[348 235]] [[349 236]] [[348 237]] [[347 237]]] ('area = ', 4.0) 562 [[[171 236]] [[172 235]] [[173 236]] [[172 237]]] ('area = ', 2.0) 563 [[[178 235]] [[179 234]] [[180 235]] [[180 236]] [[179 237]] [[178 236]]] ('area = ', 4.0) 564 [[[153 234]] [[154 233]] [[155 234]] [[155 235]] [[154 236]] [[153 235]]] ('area = ', 4.0) 565 [[[186 233]] [[187 232]] [[188 233]] [[187 234]]] ('area = ', 2.0) 566 [[[344 232]] [[345 231]] [[346 232]] [[345 233]]] ('area = ', 2.0) 567 [[[175 232]] [[176 231]] [[178 231]] [[179 232]] [[180 231]] [[181 232]] [[181 233]] [[180 234]] [[178 234]] [[177 233]] [[176 233]]] ('area = ', 12.5) 568 [[[178 231]] [[179 230]] [[180 231]] [[179 232]]] ('area = ', 2.0) 569 [[[179 229]] [[180 228]] [[181 229]] [[180 230]]] ('area = ', 2.0) 570 [[[174 228]] [[175 227]] [[177 227]] [[178 228]] [[177 229]] [[177 230]] [[176 231]] [[175 231]] [[174 230]]] ('area = ', 11.5) 571 [[[180 224]] [[181 223]] [[182 224]] [[181 225]]] ('area = ', 2.0) 572 [[[178 224]] [[179 223]] [[181 225]] [[180 226]] [[179 226]] [[178 225]]] ('area = ', 5.5) 573 [[[169 223]] [[170 222]] [[171 223]] [[170 224]]] ('area = ', 2.0) 574 [[[178 217]] [[179 216]] [[180 216]] [[181 217]] [[181 218]] [[180 219]]] ('area = ', 5.5) 575 [[[176 217]] [[177 216]] [[178 217]] [[177 218]]] ('area = ', 2.0) 576 [[[179 215]] [[180 214]] [[181 215]] [[180 216]]] ('area = ', 2.0) 577 [[[177 215]] [[178 214]] [[179 215]] [[179 216]] [[178 217]] [[177 216]]] ('area = ', 4.0) 578 [[[175 213]] [[176 212]] [[177 213]] [[176 214]]] ('area = ', 2.0) 579 [[[181 211]] [[182 210]] [[183 211]] [[183 212]] [[182 213]] [[181 212]]] ('area = ', 4.0) 580 [[[179 208]] [[180 207]] [[181 208]] [[181 210]] [[180 211]] [[179 210]]] ('area = ', 6.0) 581 [[[177 208]] [[178 207]] [[179 208]] [[178 209]]] ('area = ', 2.0) 582 [[[178 207]] [[179 206]] [[180 207]] [[179 208]]] ('area = ', 2.0) 583 [[[340 205]] [[341 204]] [[342 205]] [[341 206]]] ('area = ', 2.0) 584 [[[122 202]] [[123 201]] [[124 202]] [[123 203]]] ('area = ', 2.0) 585 [[[189 199]] [[190 198]] [[191 199]] [[190 200]]] ('area = ', 2.0) 586 [[[187 199]] [[188 198]] [[189 199]] [[189 200]] [[188 201]] [[187 200]]] ('area = ', 4.0) 587 [[[119 196]] [[120 195]] [[121 196]] [[120 197]]] ('area = ', 2.0) 588 [[[323 188]] [[324 187]] [[325 188]] [[324 189]]] ('area = ', 2.0) 589 [[[321 187]] [[322 186]] [[323 187]] [[322 188]]] ('area = ', 2.0) 590 [[[320 183]] [[321 182]] [[323 182]] [[324 183]] [[323 184]] [[322 184]] [[321 185]] [[320 184]]] ('area = ', 7.5) 591 [[[319 180]] [[320 179]] [[321 180]] [[320 181]]] ('area = ', 2.0) 592 [[[190 180]] [[191 179]] [[192 180]] [[191 181]]] ('area = ', 2.0) 593 [[[316 172]] [[317 171]] [[320 174]] [[319 175]] [[317 175]] [[316 174]]] ('area = ', 10.0) 594 [[[317 171]] [[318 170]] [[319 170]] [[320 171]] [[320 172]] [[319 173]]] ('area = ', 5.5) 595 [[[318 169]] [[319 168]] [[320 169]] [[319 170]]] ('area = ', 2.0) 596 [[[312 159]] [[313 158]] [[314 158]] [[315 159]] [[315 160]] [[317 162]] [[316 163]] [[318 165]] [[318 166]] [[319 167]] [[318 168]] [[318 169]] [[316 171]] [[315 170]] [[315 166]] [[314 165]] [[314 164]] [[313 163]] [[313 161]] [[312 160]]] ('area = ', 38.5) 597 [[[310 153]] [[311 152]] [[312 153]] [[311 154]]] ('area = ', 2.0) 598 [[[121 153]] [[122 152]] [[123 152]] [[124 153]] [[123 154]] [[122 154]]] ('area = ', 4.0) 599 [[[205 110]] [[206 109]] [[207 110]] [[206 111]]] ('area = ', 2.0) 600 [[[202 108]] [[203 109]] [[203 110]] [[202 111]] [[201 111]] [[200 110]]] ('area = ', 5.5) 601 [[[199 109]] [[200 108]] [[201 109]] [[200 110]]] ('area = ', 2.0) 602 [[[217 108]] [[218 107]] [[219 107]] [[220 108]] [[220 109]] [[219 110]]] ('area = ', 5.5) 603 [[[219 107]] [[220 106]] [[221 107]] [[220 108]]] ('area = ', 2.0) 604 [[[201 101]] [[202 100]] [[203 100]] [[204 101]] [[203 102]] [[202 102]]] ('area = ', 4.0) 605 [[[195 92]] [[196 91]] [[197 92]] [[196 93]]] ('area = ', 2.0) 606 [[[203 85]] [[204 84]] [[205 85]] [[204 86]]] ('area = ', 2.0) 607 [[[200 85]] [[201 84]] [[202 84]] [[203 85]] [[202 86]] [[201 86]]] ('area = ', 4.0) 608 [[[214 84]] [[215 83]] [[217 83]] [[218 84]] [[216 86]] [[215 86]] [[214 85]]] ('area = ', 8.5) 609 [[[204 84]] [[205 83]] [[206 83]] [[207 84]] [[207 88]] [[206 89]] [[201 89]] [[200 90]] [[199 89]] [[199 88]] [[201 86]] [[205 86]] [[205 85]]] ('area = ', 29.0) 610 [[[197 80]] [[198 79]] [[201 79]] [[202 80]] [[207 80]] [[208 81]] [[210 81]] [[211 82]] [[212 82]] [[213 81]] [[215 83]] [[214 84]] [[210 84]] [[209 85]] [[208 85]] [[207 84]] [[207 83]] [[204 83]] [[203 84]] [[197 84]] [[198 84]] [[199 85]] [[197 87]] [[196 86]] [[195 86]] [[194 87]] [[192 87]] [[190 85]] [[190 84]] [[194 80]]] ('area = ', 103.0) 611 [[[195 77]] [[196 76]] [[197 77]] [[196 78]]] ('area = ', 2.0) 612 [[[239 74]] [[240 73]] [[241 74]] [[240 75]]] ('area = ', 2.0) 613 [[[209 71]] [[210 70]] [[211 71]] [[210 72]]] ('area = ', 2.0) 614 [[[208 70]] [[209 69]] [[210 70]] [[209 71]]] ('area = ', 2.0) 615 [[[202 69]] [[203 68]] [[204 68]] [[206 70]] [[206 72]] [[205 73]] [[204 73]] [[202 71]]] ('area = ', 15.0) 616 [[[193 63]] [[194 62]] [[195 62]] [[196 63]] [[196 64]] [[198 66]] [[198 68]] [[200 70]] [[200 72]] [[198 74]] [[197 73]] [[196 74]] [[193 74]] [[191 72]] [[191 69]] [[192 68]] [[192 67]] [[193 66]]] ('area = ', 71.0) 617 [[[189 59]] [[190 58]] [[191 59]] [[190 60]]] ('area = ', 2.0) 618 [[[218 55]] [[219 54]] [[220 55]] [[219 56]]] ('area = ', 2.0) 619 [[[221 53]] [[222 52]] [[223 53]] [[222 54]]] ('area = ', 2.0) 620 [[[219 53]] [[220 52]] [[222 54]] [[221 55]] [[220 55]] [[219 54]]] ('area = ', 5.5) 621 [[[217 48]] [[218 47]] [[219 48]] [[218 49]]] ('area = ', 2.0) 622 [[[225 47]] [[226 46]] [[227 46]] [[228 47]] [[227 48]] [[226 48]]] ('area = ', 4.0) 623 [[[207 46]] [[208 45]] [[215 45]] [[217 47]] [[216 48]] [[217 49]] [[219 49]] [[220 48]] [[222 48]] [[223 47]] [[224 47]] [[225 48]] [[226 48]] [[227 49]] [[226 50]] [[225 50]] [[224 51]] [[224 52]] [[223 53]] [[222 52]] [[222 51]] [[219 51]] [[219 53]] [[216 56]] [[212 56]] [[211 55]] [[210 55]] [[209 54]] [[209 53]] [[210 52]] [[210 50]] [[208 50]] [[205 47]] [[206 46]]] ('area = ', 126.5) 624 [[[179 39]] [[180 38]] [[181 39]] [[180 40]]] ('area = ', 2.0) 625 [[[213 30]] [[214 29]] [[215 30]] [[214 31]]] ('area = ', 2.0) 626 [[[182 9]] [[182 10]] [[183 11]] [[185 11]] [[184 11]]] ('area = ', 1.5) 627 [[[205 6]]] ('area = ', 0.0) 628 [[[186 4]] [[186 7]] [[187 7]] [[188 8]] [[188 9]] [[188 8]] [[189 7]] [[189 6]] [[187 4]]] ('area = ', 8.0) 629 [[[191 2]]] ('area = ', 0.0) 630 [[[205 1]] [[205 3]] [[206 3]] [[207 4]] [[207 3]]] ('area = ', 2.5)
imgray = cv2.cvtColor(im,cv2.COLOR_BGR2GRAY)
cv2.drawContours(imgray, newContours, -1, (0,255,0), 2)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
imgray = cv2.cvtColor(im,cv2.COLOR_BGR2GRAY)
cv2.drawContours(imgray, newContours, 0, (0,255,0), 3)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
imgray = cv2.cvtColor(im,cv2.COLOR_BGR2GRAY)
cv2.drawContours(imgray, newContours, 1, (0,255,0), 3)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
imgray = cv2.cvtColor(im,cv2.COLOR_BGR2GRAY)
cv2.drawContours(imgray, newContours, 2, (0,255,0), 3)
fig, ax = plt.subplots(figsize=(24,12))
plt.imshow(imgray);
area = cv2.contourArea(newContours[2])
area
42062.5