diff --git a/.DS_Store b/.DS_Store
index 5a3b97f0914df60ba46dcad59bb9f21a33b07ac3..14b326202101cc184c0d7cd2ce290564e14f7429 100644
Binary files a/.DS_Store and b/.DS_Store differ
diff --git a/Projet/README.md b/Projet/README.md
index 1922deb435725895926b76e2e804977faade6255..619961ec5d4de467e4dc9003b0f089084f1bd50b 100644
--- a/Projet/README.md
+++ b/Projet/README.md
@@ -28,5 +28,10 @@ author : Louis Chmielewski
 - 26/03 : corrections d'erreurs dans bloc.py
 - 26/03 : réalisation de la fonction decoupe_image
 
+- 27/03 : redéfinition de la fonction decoupe image
+- 27/03 : modification du fichier csv_en_png
+
+- 28/03 : modification apportés sur une partie de l'ensemble des fichiers
+
 
 
diff --git a/Projet/decoupe_image.py b/Projet/decoupe_image.py
index e913c7ddebf78168c3312ebfbe35c94e862db0ba..fee122be38a42e65a887baa196cc909d5a7663f8 100755
--- a/Projet/decoupe_image.py
+++ b/Projet/decoupe_image.py
@@ -9,10 +9,19 @@
 :date: 2024 mars
 
 """
+import sys
+sys.path.append("src")
 from PIL import Image, ImageDraw
 from bloc import Bloc
 import manip_couleurs
 
+image = Image.open("assets/calbuth.png")
+image_rgb = im.convert('RGB')
+image.size = (width, height)
+image_rgb.pixel_hl = (0,0)
+image_rgb.pixel_lr = (width, height)
+draw = ImageDraw.Draw(image)
+
 def decoupe_image(image: Bloc, ordre: int) -> Bloc:
     """
     Decoupe un bloc en quatre bloc "ordre" fois 
@@ -20,27 +29,67 @@ def decoupe_image(image: Bloc, ordre: int) -> Bloc:
     Exemple(s) :
     $$$ 
 
-    """    
-    draw = ImageDraw.Draw(image)
-    if ordre  != 0:
-        en_4_blocs(image)
-        decoupe_image(*arg, ordre - 1)
-        if sont_4_blocs_uniformes_proches([bloc1, bloc2, bloc3, bloc4]):
-            couleur_mid = moyenne_couleur([bloc1, bloc2, bloc3, bloc4])
-            pixel_hl = image.getpixel(image.pixel_hl(bloc1))
-            pixel_lr = image.getpixel(image.pixel_lr(bloc4))
-            draw.rectangle((pixel_hl),(pixel_lr), fill(couleur_mid))
+    """
+    if ordre != 0:
+        blocs = en_4_blocs(image)
+        for bloc in blocs:
+            decoupe_image(bloc, ordre - 1, draw)
+        
+        if sont_4_blocs_uniformes_proches(blocs):
+            couleur_mid = moyenne_couleur(blocs)
+            pixel_hl = image.pixel_hl
+            pixel_lr = image.pixel_lr
+            draw.rectangle((pixel_hl, pixel_lr), fill=couleur_mid)
         else:
-            pixel_hl = image.getpixel(image.pixel_hl(bloc1))
-            pixel_lr = image.getpixel(image.pixel_lr(bloc4))
-            draw.rectangle((pixel_hl),(pixel_lr))
+            pixel_hl = image.pixel_hl
+            pixel_lr = image.pixel_lr
+            draw.rectangle((pixel_hl, pixel_lr))
     else:
-        couleur_mid = moyenne_couleur(bloc)
-        pixel_hl = image.getpixel(image.pixel_hl(image))
-        pixel_lr = image.getpixel(image.pixel_lr(image))
-        draw.rectangle((pixel_hl),(pixel_lr), fill(couleur_mid))
+        couleur_mid = moyenne_couleur(image)
+        pixel_hl = image.pixel_hl
+        pixel_lr = image.pixel_lr
+        draw.rectangle((pixel_hl, pixel_lr), fill=couleur_mid)
+        
+        
+#     if ordre != 0:
+#         blocs = en_4_blocs(image)
+#         for bloc in blocs:
+#             decoupe_image(bloc, ordre - 1, draw)
+#         
+#         if sont_4_blocs_uniformes_proches(blocs):
+#             couleur_mid = moyenne_couleur(blocs)
+#             pixel_hl = image.pixel_hl
+#             pixel_lr = image.pixel_lr
+#             draw.rectangle((pixel_hl, pixel_lr), fill=couleur_mid)
+#         else:
+#             pixel_hl = image.pixel_hl
+#             pixel_lr = image.pixel_lr
+#             draw.rectangle((pixel_hl, pixel_lr))
+#     else:
+#         couleur_mid = moyenne_couleur(image)
+#         pixel_hl = image.pixel_hl
+#         pixel_lr = image.pixel_lr
+#         draw.rectangle((pixel_hl, pixel_lr), fill=couleur_mid)
+        
+        
         
-           
+#     if ordre  != 0:
+#         en_4_blocs(image)
+#         decoupe_image(*arg, ordre - 1)
+#         if sont_4_blocs_uniformes_proches([bloc1, bloc2, bloc3, bloc4]):
+#             couleur_mid = moyenne_couleur([bloc1, bloc2, bloc3, bloc4])
+#             pixel_hl = image.getpixel(image.pixel_hl(bloc1))
+#             pixel_lr = image.getpixel(image.pixel_lr(bloc4))
+#             draw.rectangle((pixel_hl),(pixel_lr), fill(couleur_mid))
+#         else:
+#             pixel_hl = image.getpixel(image.pixel_hl(bloc1))
+#             pixel_lr = image.getpixel(image.pixel_lr(bloc4))
+#             draw.rectangle((pixel_hl),(pixel_lr))
+#     else:
+#         couleur_mid = moyenne_couleur(bloc)
+#         pixel_hl = image.getpixel(image.pixel_hl(image))
+#         pixel_lr = image.getpixel(image.pixel_lr(image))
+#         draw.rectangle((pixel_hl),(pixel_lr), fill(couleur_mid))         
             
             
             
\ No newline at end of file
diff --git a/Projet/logiciel_lcom.py b/Projet/logiciel_lcom.py
index 3af877e3828d8c8ff244759bcccfe036f5118809..f4031070344684b3981e5c4071790323dead71dc 100755
--- a/Projet/logiciel_lcom.py
+++ b/Projet/logiciel_lcom.py
@@ -10,25 +10,26 @@
 
 """
 import sys
-import argparse
+sys.path.append("src")
+sys.path.append("assets")
 import numpy as np
 from PIL import *
-import csv_en_png
+from csv_en_png import *
 
-def charger_image(chemin_fichier: str):
+def charger_image(im: str):
     """
     Charger une image depuis un fichier PNG ou CSV
-    Précondition : 
+    Précondition : im est le chemin d'un fichier
     Exemple(s) :
     $$$ 
 
     """
     im = Image.open(input("Entrez le chemin du fichier : "))
     im_rgb = im.convert('RGB')
-    if chemin_fichier.endswith('.png'):
+    if im.endswith('.png'):
         return im.show()
-    elif chemin_fichier.endswith('.csv'):
-        return csv_en_png
+    elif im.endswith('.csv'):
+        return csv_en_png(im)
     else:
         raise ValueError("Erreur, veuillez recommencer.")
 
@@ -41,7 +42,8 @@ def traitement_image(image):
 
     """
     int(input("Veuillez entrer l'ordre à laquelle vous voulez traiter l'image"))
-    return decoupe_image(image)
+    im_rgb = decoupe_image(image)
+    return im_rgb
 
 def enregistre_image(image):
     """
@@ -61,6 +63,9 @@ def main():
     $$$ 
 
     """
+    charger_image()
+    traitement_image()
+    enregistre_image()
 
 if __name__ == "__main__":
     main()
diff --git a/Projet/src/.DS_Store b/Projet/src/.DS_Store
index 6de16898dbaa1a5d83b84cb7c438a80ac62ac4c3..b589339933fce1adb985c6e37f5c1e7081127b95 100644
Binary files a/Projet/src/.DS_Store and b/Projet/src/.DS_Store differ
diff --git a/Projet/src/assets/mystere.csv b/Projet/src/assets/mystere.csv
deleted file mode 100644
index 2f533e07dbaf516509216b30b66543ebcf114e12..0000000000000000000000000000000000000000
--- a/Projet/src/assets/mystere.csv
+++ /dev/null
@@ -1,1975 +0,0 @@
-0,0,128,128,255,255,255
-128,0,192,64,255,255,255
-192,0,256,64,255,255,255
-128,64,160,96,255,255,255
-160,64,192,96,255,255,255
-128,96,160,128,255,255,255
-160,96,192,128,246,246,246
-3,4,5,6
-192,64,224,96,255,255,255
-224,64,256,96,249,253,249
-192,96,224,128,204,235,201
-224,96,256,128,63,217,44
-8,9,10,11
-1,2,7,12
-0,128,32,160,255,255,255
-32,128,64,160,204,204,204
-0,160,32,192,255,255,255
-32,160,64,192,149,149,149
-14,15,16,17
-64,128,96,160,116,116,116
-96,128,128,160,255,255,255
-64,160,96,192,167,167,167
-96,160,128,192,236,236,236
-19,20,21,22
-0,192,32,224,247,247,247
-32,192,64,224,115,115,115
-0,224,32,256,242,242,242
-32,224,64,256,191,186,229
-24,25,26,27
-64,192,96,224,164,164,164
-96,192,128,224,158,158,158
-64,224,96,256,186,178,241
-96,224,128,256,158,150,213
-29,30,31,32
-18,23,28,33
-128,128,160,160,255,255,255
-160,128,192,160,125,133,124
-128,160,160,192,255,255,255
-160,160,192,192,111,129,109
-35,36,37,38
-192,128,224,160,22,141,8
-224,128,256,160,18,124,5
-192,160,224,192,19,130,6
-224,160,256,192,20,137,6
-40,41,42,43
-128,192,160,224,229,229,229
-160,192,192,224,78,130,72
-128,224,160,256,160,152,215
-160,224,192,256,79,171,91
-45,46,47,48
-192,192,256,256,32,212,10
-39,44,49,50
-0,13,34,51
-256,0,320,64,255,255,255
-320,0,384,64,255,255,255
-256,64,288,96,179,240,172
-288,64,320,96,126,229,113
-256,96,288,128,32,212,10
-288,96,320,128,32,212,10
-55,56,57,58
-320,64,352,96,111,227,97
-352,64,384,96,134,231,122
-320,96,352,128,32,212,10
-352,96,384,128,32,212,10
-60,61,62,63
-53,54,59,64
-384,0,448,64,255,255,255
-448,0,512,64,255,255,255
-384,64,416,96,197,243,191
-416,64,448,96,254,254,254
-384,96,416,128,32,212,10
-416,96,448,128,88,222,71
-68,69,70,71
-448,64,480,96,255,255,255
-480,64,512,96,255,255,255
-448,96,480,128,235,251,233
-480,96,512,128,255,255,255
-73,74,75,76
-66,67,72,77
-256,128,320,192,32,212,10
-320,128,384,192,32,212,10
-256,192,288,224,28,190,8
-288,192,320,224,32,212,10
-256,224,288,256,28,190,8
-288,224,320,256,32,212,10
-81,82,83,84
-320,192,384,256,32,212,10
-79,80,85,86
-384,128,448,192,32,212,10
-448,128,480,160,78,220,61
-480,128,512,160,251,254,251
-448,160,480,192,32,212,10
-480,160,512,192,184,241,177
-89,90,91,92
-384,192,448,256,32,212,10
-448,192,480,224,32,212,10
-480,192,512,224,141,232,130
-448,224,480,256,32,212,10
-480,224,512,256,160,236,151
-95,96,97,98
-88,93,94,99
-65,78,87,100
-0,256,32,288,255,255,255
-32,256,64,288,103,86,225
-0,288,32,320,255,255,255
-32,288,64,320,84,76,138
-102,103,104,105
-64,256,96,288,35,10,212
-96,256,128,288,35,10,212
-64,288,96,320,20,5,124
-96,288,128,320,30,8,187
-107,108,109,110
-0,320,32,352,255,255,255
-32,320,64,352,42,34,104
-0,352,32,384,236,236,236
-32,352,64,384,19,7,107
-112,113,114,115
-64,320,96,352,16,4,104
-96,320,128,352,31,8,191
-64,352,96,384,18,5,114
-96,352,128,384,25,7,153
-117,118,119,120
-106,111,116,121
-128,256,160,288,35,10,212
-160,256,192,288,39,68,160
-128,288,160,320,31,9,192
-160,288,192,320,32,9,197
-123,124,125,126
-192,256,224,288,32,212,10
-224,256,256,288,32,212,10
-192,288,224,320,34,114,81
-224,288,256,320,31,206,9
-128,129,130,131
-128,320,160,352,19,5,117
-160,320,192,352,28,8,174
-128,352,160,384,31,8,191
-160,352,192,384,19,5,121
-133,134,135,136
-192,320,224,352,18,5,113
-224,320,256,352,26,54,97
-192,352,224,384,20,5,127
-224,352,256,384,29,8,179
-138,139,140,141
-127,132,137,142
-0,384,32,416,252,252,252
-32,384,64,416,97,81,211
-0,416,32,448,255,255,255
-32,416,64,448,103,86,225
-144,145,146,147
-64,384,128,448,34,9,210
-0,448,32,480,255,255,255
-32,448,64,480,141,128,232
-0,480,32,512,255,255,255
-32,480,64,512,255,255,255
-150,151,152,153
-64,448,96,480,90,71,222
-96,448,128,480,90,71,222
-64,480,96,512,255,255,255
-96,480,128,512,255,255,255
-155,156,157,158
-148,149,154,159
-128,384,160,416,34,9,211
-160,384,192,416,33,9,203
-128,416,160,448,35,10,212
-160,416,192,448,35,10,212
-161,162,163,164
-192,384,224,416,33,9,201
-224,384,256,416,34,9,211
-192,416,224,448,35,10,212
-224,416,256,448,35,10,212
-166,167,168,169
-128,448,160,480,90,71,222
-160,448,192,480,90,71,222
-128,480,160,512,255,255,255
-160,480,192,512,255,255,255
-171,172,173,174
-192,448,224,480,90,71,222
-224,448,256,480,90,71,222
-192,480,224,512,255,255,255
-224,480,256,512,255,255,255
-176,177,178,179
-165,170,175,180
-122,143,160,181
-256,256,288,288,32,212,10
-288,256,320,288,32,212,10
-256,288,288,320,31,205,9
-288,288,320,320,30,202,9
-183,184,185,186
-320,256,352,288,32,212,10
-352,256,384,288,32,212,10
-320,288,352,320,31,208,9
-352,288,384,320,27,184,8
-188,189,190,191
-256,320,288,352,25,118,36
-288,320,320,352,23,135,10
-256,352,288,384,13,3,86
-288,352,320,384,216,214,228
-193,194,195,196
-320,320,352,352,19,130,6
-352,320,384,352,34,147,20
-320,352,352,384,143,144,143
-352,352,384,384,154,154,154
-198,199,200,201
-187,192,197,202
-384,256,416,288,32,212,10
-416,256,448,288,32,212,10
-384,288,416,320,32,212,10
-416,288,448,320,39,213,18
-204,205,206,207
-448,256,480,288,43,214,22
-480,256,512,288,234,250,232
-448,288,480,320,105,159,99
-480,288,512,320,255,255,255
-209,210,211,212
-384,320,416,352,98,192,87
-416,320,448,352,219,248,216
-384,352,416,384,241,241,241
-416,352,448,384,254,254,254
-214,215,216,217
-448,320,480,352,161,161,161
-480,320,512,352,255,255,255
-448,352,480,384,202,202,202
-480,352,512,384,255,255,255
-219,220,221,222
-208,213,218,223
-256,384,288,416,33,9,205
-288,384,320,416,227,224,249
-256,416,288,448,35,10,212
-288,416,320,448,227,224,249
-225,226,227,228
-320,384,352,416,244,244,244
-352,384,384,416,245,245,245
-320,416,352,448,255,255,255
-352,416,384,448,255,255,255
-230,231,232,233
-256,448,288,480,90,71,222
-288,448,320,480,234,232,250
-256,480,288,512,255,255,255
-288,480,320,512,255,255,255
-235,236,237,238
-320,448,384,512,255,255,255
-229,234,239,240
-384,384,512,512,254,254,254
-203,224,241,242
-52,101,182,243
->>>
-0,0,128,128,255,255,255
-128,0,192,64,255,255,255
-192,0,256,64,255,255,255
-128,64,160,96,255,255,255
-160,64,192,96,255,255,255
-128,96,160,128,255,255,255
-160,96,176,112,255,255,255
-176,96,192,112,255,255,255
-160,112,168,120,255,255,255
-168,112,176,120,255,255,255
-160,120,168,128,255,255,255
-168,120,176,128,247,247,247
-8,9,10,11
-176,112,184,120,255,255,255
-184,112,192,120,255,255,255
-176,120,184,128,191,191,191
-184,120,192,128,191,191,191
-13,14,15,16
-6,7,12,17
-3,4,5,18
-192,64,224,96,255,255,255
-224,64,240,80,255,255,255
-240,64,256,80,255,255,255
-224,80,240,96,255,255,255
-240,80,248,88,255,255,255
-248,80,256,88,255,255,255
-240,88,248,96,251,253,251
-248,88,256,96,171,237,164
-24,25,26,27
-21,22,23,28
-192,96,208,112,255,255,255
-208,96,216,104,255,255,255
-216,96,224,104,255,255,255
-208,104,216,112,255,255,255
-216,104,224,112,243,252,242
-31,32,33,34
-192,112,200,120,255,255,255
-200,112,208,120,255,255,255
-192,120,200,128,191,191,191
-200,120,208,128,179,188,179
-36,37,38,39
-208,112,216,120,225,248,223
-216,112,224,120,67,218,50
-208,120,216,128,47,174,33
-216,120,224,128,29,196,9
-41,42,43,44
-30,35,40,45
-224,96,232,104,255,255,255
-232,96,240,104,190,241,184
-224,104,232,112,113,226,100
-232,104,240,112,32,212,10
-47,48,49,50
-240,96,248,104,65,217,47
-248,96,256,104,32,212,10
-240,104,248,112,32,212,10
-248,104,256,112,32,212,10
-52,53,54,55
-224,112,240,128,32,212,10
-240,112,256,128,32,212,10
-51,56,57,58
-20,29,46,59
-1,2,19,60
-0,128,32,160,255,255,255
-32,128,48,144,255,255,255
-48,128,56,136,255,255,255
-56,128,64,136,199,199,199
-48,136,56,144,255,255,255
-56,136,64,144,102,102,102
-64,65,66,67
-32,144,48,160,255,255,255
-48,144,56,152,245,245,245
-56,144,64,152,15,15,15
-48,152,56,160,163,163,163
-56,152,64,160,0,0,0
-70,71,72,73
-63,68,69,74
-0,160,32,192,255,255,255
-32,160,40,168,255,255,255
-40,160,48,168,255,255,255
-32,168,40,176,255,255,255
-40,168,48,176,222,222,222
-77,78,79,80
-48,160,56,168,66,66,66
-56,160,64,168,27,27,27
-48,168,56,176,1,1,1
-56,168,64,176,118,118,118
-82,83,84,85
-32,176,40,184,255,255,255
-40,176,48,184,127,127,127
-32,184,40,192,253,253,253
-40,184,48,192,32,32,32
-87,88,89,90
-48,176,56,184,0,0,0
-56,176,64,184,211,211,211
-48,184,56,192,49,49,49
-56,184,64,192,254,254,254
-92,93,94,95
-81,86,91,96
-62,75,76,97
-64,128,72,136,0,0,0
-72,128,80,136,3,3,3
-64,136,72,144,7,7,7
-72,136,80,144,1,1,1
-99,100,101,102
-80,128,88,136,226,226,226
-88,128,96,136,255,255,255
-80,136,88,144,133,133,133
-88,136,96,144,255,255,255
-104,105,106,107
-64,144,72,152,93,93,93
-72,144,80,152,61,61,61
-64,152,72,160,186,186,186
-72,152,80,160,155,155,155
-109,110,111,112
-80,144,88,152,37,37,37
-88,144,96,152,254,254,254
-80,152,88,160,0,0,0
-88,152,96,160,194,194,194
-114,115,116,117
-103,108,113,118
-96,128,128,160,255,255,255
-64,160,72,168,252,252,252
-72,160,80,168,240,240,240
-64,168,72,176,255,255,255
-72,168,80,176,255,255,255
-121,122,123,124
-80,160,88,168,8,8,8
-88,160,96,168,97,97,97
-80,168,88,176,87,87,87
-88,168,96,176,12,12,12
-126,127,128,129
-64,176,80,192,255,255,255
-80,176,88,184,180,180,180
-88,176,96,184,0,0,0
-80,184,88,192,251,251,251
-88,184,96,192,23,23,23
-132,133,134,135
-125,130,131,136
-96,160,104,168,255,255,255
-104,160,112,168,255,255,255
-96,168,104,176,242,242,242
-104,168,112,176,255,255,255
-138,139,140,141
-112,160,128,176,255,255,255
-96,176,104,184,158,158,158
-104,176,112,184,255,255,255
-96,184,104,192,61,61,61
-104,184,112,192,255,255,255
-144,145,146,147
-112,176,128,192,255,255,255
-142,143,148,149
-119,120,137,150
-0,192,16,208,255,255,255
-16,192,32,208,255,255,255
-0,208,16,224,255,255,255
-16,208,24,216,255,255,255
-24,208,32,216,240,240,240
-16,216,24,224,255,255,255
-24,216,32,224,152,152,152
-155,156,157,158
-152,153,154,159
-32,192,40,200,188,188,188
-40,192,48,200,0,0,0
-32,200,40,208,91,91,91
-40,200,48,208,6,6,6
-161,162,163,164
-48,192,56,200,27,27,27
-56,192,64,200,63,63,63
-48,200,56,208,95,95,95
-56,200,64,208,95,95,95
-166,167,168,169
-32,208,40,216,9,9,9
-40,208,48,216,77,77,77
-32,216,40,224,0,0,0
-40,216,48,224,166,166,166
-171,172,173,174
-48,208,64,224,255,255,255
-165,170,175,176
-0,224,16,240,255,255,255
-16,224,24,232,255,255,255
-24,224,32,232,55,55,55
-16,232,24,240,255,255,255
-24,232,32,240,255,255,255
-179,180,181,182
-0,240,16,256,255,255,255
-16,240,32,256,255,255,255
-178,183,184,185
-32,224,40,232,11,11,11
-40,224,48,232,244,244,244
-32,232,40,240,255,255,255
-40,232,48,240,255,255,255
-187,188,189,190
-48,224,64,240,255,255,255
-32,240,40,248,255,255,255
-40,240,48,248,213,209,246
-32,248,40,256,255,255,255
-40,248,48,256,90,71,222
-193,194,195,196
-48,240,56,248,200,193,244
-56,240,64,248,200,193,244
-48,248,56,256,35,10,212
-56,248,64,256,35,10,212
-198,199,200,201
-191,192,197,202
-160,177,186,203
-64,192,72,200,63,63,63
-72,192,80,200,63,63,63
-64,200,72,208,95,95,95
-72,200,80,208,95,95,95
-205,206,207,208
-80,192,88,200,63,63,63
-88,192,96,200,19,19,19
-80,200,88,208,95,95,95
-88,200,96,208,91,91,91
-210,211,212,213
-64,208,80,224,255,255,255
-80,208,96,224,255,255,255
-209,214,215,216
-96,192,104,200,1,1,1
-104,192,112,200,218,218,218
-96,200,104,208,0,0,0
-104,200,112,208,122,122,122
-218,219,220,221
-112,192,128,208,255,255,255
-96,208,104,216,52,52,52
-104,208,112,216,28,28,28
-96,216,104,224,141,141,141
-104,216,112,224,0,0,0
-224,225,226,227
-112,208,120,216,252,252,252
-120,208,128,216,255,255,255
-112,216,120,224,184,184,184
-120,216,128,224,255,255,255
-229,230,231,232
-222,223,228,233
-64,224,80,240,255,255,255
-80,224,96,240,255,255,255
-64,240,72,248,200,193,244
-72,240,80,248,200,193,244
-64,248,72,256,35,10,212
-72,248,80,256,35,10,212
-237,238,239,240
-80,240,88,248,200,193,244
-88,240,96,248,200,193,244
-80,248,88,256,35,10,212
-88,248,96,256,35,10,212
-242,243,244,245
-235,236,241,246
-96,224,104,232,227,227,227
-104,224,112,232,2,2,2
-96,232,104,240,255,255,255
-104,232,112,240,255,255,255
-248,249,250,251
-112,224,120,232,87,87,87
-120,224,128,232,255,255,255
-112,232,120,240,255,255,255
-120,232,128,240,255,255,255
-253,254,255,256
-96,240,104,248,200,193,244
-104,240,112,248,200,193,244
-96,248,104,256,35,10,212
-104,248,112,256,35,10,212
-258,259,260,261
-112,240,120,248,200,193,244
-120,240,128,248,200,193,244
-112,248,120,256,35,10,212
-120,248,128,256,35,10,212
-263,264,265,266
-252,257,262,267
-217,234,247,268
-98,151,204,269
-128,128,160,160,255,255,255
-160,128,168,136,255,255,255
-168,128,176,136,223,223,223
-160,136,168,144,255,255,255
-168,136,176,144,223,223,223
-272,273,274,275
-176,128,184,136,0,0,0
-184,128,192,136,0,0,0
-176,136,184,144,0,0,0
-184,136,192,144,66,70,65
-277,278,279,280
-160,144,168,152,255,255,255
-168,144,176,152,223,223,223
-160,152,168,160,255,255,255
-168,152,176,160,223,223,223
-282,283,284,285
-176,144,184,152,0,0,0
-184,144,192,152,18,80,11
-176,152,184,160,0,0,0
-184,152,192,160,12,79,3
-287,288,289,290
-276,281,286,291
-128,160,160,192,255,255,255
-160,160,168,168,255,255,255
-168,160,176,168,223,223,223
-160,168,168,176,255,255,255
-168,168,176,176,221,222,221
-294,295,296,297
-176,160,184,168,0,0,0
-184,160,192,168,12,79,3
-176,168,184,176,0,0,0
-184,168,192,176,12,79,3
-299,300,301,302
-160,176,168,184,255,255,255
-168,176,176,184,172,212,168
-160,184,168,192,255,255,255
-168,184,176,192,114,201,104
-304,305,306,307
-176,176,184,184,0,0,0
-184,176,192,184,3,19,0
-176,184,184,192,0,0,0
-184,184,192,192,3,19,0
-309,310,311,312
-298,303,308,313
-271,292,293,314
-192,128,200,136,0,0,0
-200,128,208,136,0,0,0
-192,136,200,144,45,162,31
-200,136,208,144,24,159,7
-316,317,318,319
-208,128,216,136,0,0,0
-216,128,224,136,0,1,0
-208,136,216,144,22,152,7
-216,136,224,144,12,85,3
-321,322,323,324
-192,144,208,160,32,212,10
-208,144,224,160,32,212,10
-320,325,326,327
-224,128,232,136,8,56,2
-232,128,240,136,27,183,8
-224,136,232,144,0,0,0
-232,136,240,144,3,28,1
-329,330,331,332
-240,128,248,136,32,212,10
-248,128,256,136,32,212,10
-240,136,248,144,30,204,9
-248,136,256,144,32,212,10
-334,335,336,337
-224,144,232,152,11,77,3
-232,144,240,152,0,0,0
-224,152,232,160,19,130,6
-232,152,240,160,0,0,0
-339,340,341,342
-240,144,248,152,21,143,6
-248,144,256,152,32,212,10
-240,152,248,160,16,114,5
-248,152,256,160,32,212,10
-344,345,346,347
-333,338,343,348
-192,160,208,176,32,212,10
-208,160,216,168,32,212,10
-216,160,224,168,32,212,10
-208,168,216,176,32,212,10
-216,168,224,176,27,185,8
-351,352,353,354
-192,176,208,192,8,53,2
-208,176,216,184,6,46,2
-216,176,224,184,0,5,0
-208,184,216,192,9,64,2
-216,184,224,192,13,91,4
-357,358,359,360
-350,355,356,361
-224,160,232,168,17,116,5
-232,160,240,168,0,0,0
-224,168,232,176,3,25,1
-232,168,240,176,0,1,0
-363,364,365,366
-240,160,248,168,18,124,5
-248,160,256,168,32,212,10
-240,168,248,176,26,177,8
-248,168,256,176,32,212,10
-368,369,370,371
-224,176,232,184,0,0,0
-232,176,240,184,14,103,4
-224,184,232,192,24,162,7
-232,184,240,192,32,212,10
-373,374,375,376
-240,176,256,192,32,212,10
-367,372,377,378
-328,349,362,379
-128,192,144,208,255,255,255
-144,192,160,208,255,255,255
-128,208,136,216,255,255,255
-136,208,144,216,255,255,255
-128,216,136,224,191,191,191
-136,216,144,224,0,0,0
-383,384,385,386
-144,208,152,216,255,255,255
-152,208,160,216,255,255,255
-144,216,152,224,159,159,159
-152,216,160,224,255,255,255
-388,389,390,391
-381,382,387,392
-160,192,168,200,255,255,255
-168,192,176,200,71,193,56
-160,200,168,208,255,255,255
-168,200,176,208,45,188,29
-394,395,396,397
-176,192,184,200,0,0,0
-184,192,192,200,12,79,3
-176,200,184,208,0,0,0
-184,200,192,208,12,79,3
-399,400,401,402
-160,208,168,216,255,255,255
-168,208,176,216,31,185,13
-160,216,168,224,255,255,255
-168,216,176,224,38,186,21
-404,405,406,407
-176,208,184,216,0,0,0
-184,208,192,216,12,79,3
-176,216,184,224,0,0,0
-184,216,192,224,12,79,3
-409,410,411,412
-398,403,408,413
-128,224,136,232,191,191,191
-136,224,144,232,0,0,0
-128,232,136,240,255,255,255
-136,232,144,240,255,255,255
-415,416,417,418
-144,224,152,232,159,159,159
-152,224,160,232,255,255,255
-144,232,152,240,255,255,255
-152,232,160,240,255,255,255
-420,421,422,423
-128,240,136,248,200,193,244
-136,240,144,248,200,193,244
-128,248,136,256,35,10,212
-136,248,144,256,35,10,212
-425,426,427,428
-144,240,152,248,200,193,244
-152,240,160,248,200,193,244
-144,248,152,256,35,10,212
-152,248,160,256,35,10,212
-430,431,432,433
-419,424,429,434
-160,224,168,232,255,255,255
-168,224,176,232,56,190,40
-160,232,168,240,255,255,255
-168,232,176,240,94,223,79
-436,437,438,439
-176,224,184,232,0,0,0
-184,224,192,232,12,79,3
-176,232,184,240,32,212,10
-184,232,192,240,32,212,10
-441,442,443,444
-160,240,168,248,200,193,244
-168,240,176,248,117,202,130
-160,248,168,256,35,10,212
-168,248,176,256,51,66,178
-446,447,448,449
-176,240,192,256,32,212,10
-440,445,450,451
-393,414,435,452
-192,192,256,256,32,212,10
-315,380,453,454
-0,61,270,455
-256,0,320,64,255,255,255
-320,0,384,64,255,255,255
-256,64,272,80,255,255,255
-272,64,288,80,255,255,255
-256,80,264,88,254,254,254
-264,80,272,88,208,245,204
-256,88,264,96,71,218,54
-264,88,272,96,32,212,10
-461,462,463,464
-272,80,280,88,133,230,122
-280,80,288,88,70,218,52
-272,88,280,96,32,212,10
-280,88,288,96,32,212,10
-466,467,468,469
-459,460,465,470
-288,64,296,72,255,255,255
-296,64,304,72,255,255,255
-288,72,296,80,238,251,237
-296,72,304,80,197,243,192
-472,473,474,475
-304,64,312,72,255,255,255
-312,64,320,72,255,255,255
-304,72,312,80,163,236,155
-312,72,320,80,139,232,128
-477,478,479,480
-288,80,304,96,32,212,10
-304,80,320,96,32,212,10
-476,481,482,483
-256,96,288,128,32,212,10
-288,96,320,128,32,212,10
-471,484,485,486
-320,64,328,72,255,255,255
-328,64,336,72,255,255,255
-320,72,328,80,127,229,115
-328,72,336,80,117,228,104
-488,489,490,491
-336,64,344,72,255,255,255
-344,64,352,72,255,255,255
-336,72,344,80,125,229,114
-344,72,352,80,137,231,126
-493,494,495,496
-320,80,336,96,32,212,10
-336,80,352,96,32,212,10
-492,497,498,499
-352,64,360,72,255,255,255
-360,64,368,72,255,255,255
-352,72,360,80,160,235,151
-360,72,368,80,192,242,187
-501,502,503,504
-368,64,376,72,255,255,255
-376,64,384,72,255,255,255
-368,72,376,80,233,250,232
-376,72,384,80,255,255,255
-506,507,508,509
-352,80,368,96,32,212,10
-368,80,376,88,32,212,10
-376,80,384,88,62,217,44
-368,88,376,96,32,212,10
-376,88,384,96,32,212,10
-512,513,514,515
-505,510,511,516
-320,96,352,128,32,212,10
-352,96,384,128,32,212,10
-500,517,518,519
-457,458,487,520
-384,0,448,64,255,255,255
-448,0,512,64,255,255,255
-384,64,400,80,255,255,255
-400,64,416,80,255,255,255
-384,80,392,88,125,229,113
-392,80,400,88,198,243,193
-384,88,392,96,32,212,10
-392,88,400,96,32,212,10
-526,527,528,529
-400,80,408,88,253,254,253
-408,80,416,88,255,255,255
-400,88,408,96,61,217,43
-408,88,416,96,158,235,149
-531,532,533,534
-524,525,530,535
-416,64,448,96,254,254,254
-384,96,416,128,32,212,10
-416,96,424,104,55,215,36
-424,96,432,104,172,238,165
-416,104,424,112,32,212,10
-424,104,432,112,32,212,10
-539,540,541,542
-432,96,440,104,254,254,254
-440,96,448,104,255,255,255
-432,104,440,112,94,223,79
-440,104,448,112,234,250,232
-544,545,546,547
-416,112,432,128,32,212,10
-432,112,440,120,32,212,10
-440,112,448,120,55,215,36
-432,120,440,128,32,212,10
-440,120,448,128,32,212,10
-550,551,552,553
-543,548,549,554
-536,537,538,555
-448,64,480,96,255,255,255
-480,64,512,96,255,255,255
-448,96,464,112,255,255,255
-464,96,480,112,255,255,255
-448,112,456,120,210,245,206
-456,112,464,120,255,255,255
-448,120,456,128,44,213,23
-456,120,464,128,201,243,197
-561,562,563,564
-464,112,480,128,255,255,255
-559,560,565,566
-480,96,512,128,255,255,255
-557,558,567,568
-522,523,556,569
-256,128,320,192,32,212,10
-320,128,384,192,32,212,10
-256,192,272,208,32,212,10
-272,192,288,208,32,212,10
-256,208,264,216,32,212,10
-264,208,272,216,32,212,10
-256,216,264,224,28,185,8
-264,216,272,224,0,0,0
-575,576,577,578
-272,208,280,216,32,212,10
-280,208,288,216,32,212,10
-272,216,280,224,16,106,5
-280,216,288,224,32,212,10
-580,581,582,583
-573,574,579,584
-288,192,320,224,32,212,10
-256,224,264,232,28,185,8
-264,224,272,232,0,0,0
-256,232,264,240,32,212,10
-264,232,272,240,32,212,10
-587,588,589,590
-272,224,280,232,16,106,5
-280,224,288,232,32,212,10
-272,232,280,240,32,212,10
-280,232,288,240,32,212,10
-592,593,594,595
-256,240,272,256,32,212,10
-272,240,288,256,32,212,10
-591,596,597,598
-288,224,320,256,32,212,10
-585,586,599,600
-320,192,384,256,32,212,10
-571,572,601,602
-384,128,448,192,32,212,10
-448,128,456,136,32,212,10
-456,128,464,136,45,214,25
-448,136,456,144,32,212,10
-456,136,464,144,32,212,10
-605,606,607,608
-464,128,472,136,213,246,210
-472,128,480,136,255,255,255
-464,136,472,144,61,216,42
-472,136,480,144,240,251,239
-610,611,612,613
-448,144,464,160,32,212,10
-464,144,472,152,32,212,10
-472,144,480,152,115,227,102
-464,152,472,160,32,212,10
-472,152,480,160,33,212,11
-616,617,618,619
-609,614,615,620
-480,128,496,144,255,255,255
-496,128,512,144,255,255,255
-480,144,488,152,255,255,255
-488,144,496,152,255,255,255
-480,152,488,160,204,244,200
-488,152,496,160,255,255,255
-624,625,626,627
-496,144,512,160,255,255,255
-622,623,628,629
-448,160,480,192,32,212,10
-480,160,488,168,93,223,78
-488,160,496,168,255,255,255
-480,168,488,176,33,212,11
-488,168,496,176,223,248,220
-632,633,634,635
-496,160,512,176,255,255,255
-480,176,488,184,32,212,10
-488,176,496,184,149,233,139
-480,184,488,192,32,212,10
-488,184,496,192,90,222,75
-638,639,640,641
-496,176,512,192,255,255,255
-636,637,642,643
-621,630,631,644
-384,192,448,256,32,212,10
-448,192,480,224,32,212,10
-480,192,488,200,32,212,10
-488,192,496,200,47,214,27
-480,200,488,208,32,212,10
-488,200,496,208,32,212,10
-648,649,650,651
-496,192,504,200,254,254,254
-504,192,512,200,255,255,255
-496,200,504,208,245,252,244
-504,200,512,208,255,255,255
-653,654,655,656
-480,208,496,224,32,212,10
-496,208,504,216,230,249,229
-504,208,512,216,255,255,255
-496,216,504,224,237,250,236
-504,216,512,224,255,255,255
-659,660,661,662
-652,657,658,663
-448,224,480,256,32,212,10
-480,224,488,232,32,212,10
-488,224,496,232,35,212,14
-480,232,488,240,32,212,10
-488,232,496,240,66,218,48
-666,667,668,669
-496,224,512,240,254,254,254
-480,240,488,248,32,212,10
-488,240,496,248,117,227,104
-480,248,488,256,32,212,10
-488,248,496,256,184,240,178
-672,673,674,675
-496,240,512,256,255,255,255
-670,671,676,677
-647,664,665,678
-604,645,646,679
-521,570,603,680
-0,256,32,288,255,255,255
-32,256,40,264,255,255,255
-40,256,48,264,90,71,222
-32,264,40,272,255,255,255
-40,264,48,272,90,71,222
-683,684,685,686
-48,256,64,272,35,10,212
-32,272,40,280,255,255,255
-40,272,48,280,90,71,222
-32,280,40,288,255,255,255
-40,280,48,288,90,71,222
-689,690,691,692
-48,272,64,288,35,10,212
-687,688,693,694
-0,288,32,320,255,255,255
-32,288,40,296,255,255,255
-40,288,48,296,83,69,181
-32,296,40,304,255,255,255
-40,296,48,304,66,64,85
-697,698,699,700
-48,288,56,296,21,6,132
-56,288,64,296,21,6,132
-48,296,56,304,0,0,5
-56,296,64,304,4,1,26
-702,703,704,705
-32,304,40,312,255,255,255
-40,304,48,312,41,41,41
-32,312,40,320,243,243,243
-40,312,48,320,2,2,2
-707,708,709,710
-48,304,56,312,10,3,67
-56,304,64,312,35,10,212
-48,312,56,320,17,5,110
-56,312,64,320,35,10,212
-712,713,714,715
-701,706,711,716
-682,695,696,717
-64,256,96,288,35,10,212
-96,256,128,288,35,10,212
-64,288,72,296,21,6,132
-72,288,80,296,21,6,134
-64,296,72,304,4,1,26
-72,296,80,304,4,1,24
-721,722,723,724
-80,288,88,296,24,6,152
-88,288,96,296,32,9,197
-80,296,88,304,0,0,3
-88,296,96,304,1,0,8
-726,727,728,729
-64,304,80,320,35,10,212
-80,304,88,312,30,8,189
-88,304,96,312,2,0,18
-80,312,88,320,35,10,212
-88,312,96,320,8,2,49
-732,733,734,735
-725,730,731,736
-96,288,104,296,35,10,212
-104,288,112,296,35,10,212
-96,296,104,304,24,6,148
-104,296,112,304,35,10,212
-738,739,740,741
-112,288,128,304,35,10,212
-96,304,104,312,7,1,46
-104,304,112,312,35,10,212
-96,312,104,320,6,1,42
-104,312,112,320,35,10,212
-744,745,746,747
-112,304,128,320,35,10,212
-742,743,748,749
-719,720,737,750
-0,320,32,352,255,255,255
-32,320,40,328,197,197,197
-40,320,48,328,0,0,0
-32,328,40,336,147,147,147
-40,328,48,336,0,0,0
-753,754,755,756
-48,320,56,328,24,7,152
-56,320,64,328,35,10,212
-48,328,56,336,11,3,67
-56,328,64,336,13,3,79
-758,759,760,761
-32,336,40,344,99,99,99
-40,336,48,344,2,0,14
-32,344,40,352,48,48,48
-40,344,48,352,10,2,63
-763,764,765,766
-48,336,56,344,13,3,79
-56,336,64,344,13,3,79
-48,344,56,352,35,10,212
-56,344,64,352,35,10,212
-768,769,770,771
-757,762,767,772
-0,352,16,368,255,255,255
-16,352,24,360,255,255,255
-24,352,32,360,249,249,249
-16,360,24,368,255,255,255
-24,360,32,368,204,204,204
-775,776,777,778
-0,368,16,384,255,255,255
-16,368,24,376,255,255,255
-24,368,32,376,157,157,157
-16,376,24,384,255,255,255
-24,376,32,384,106,106,106
-781,782,783,784
-774,779,780,785
-32,352,40,360,6,6,6
-40,352,48,360,16,4,105
-32,360,40,368,0,0,0
-40,360,48,368,23,6,143
-787,788,789,790
-48,352,64,368,35,10,212
-32,368,40,376,0,0,0
-40,368,48,376,57,39,190
-32,376,40,384,0,0,0
-40,376,48,384,0,0,0
-793,794,795,796
-48,368,56,376,35,10,212
-56,368,64,376,34,9,211
-48,376,56,384,0,0,0
-56,376,64,384,0,0,0
-798,799,800,801
-791,792,797,802
-752,773,786,803
-64,320,72,328,35,10,212
-72,320,80,328,35,10,212
-64,328,72,336,13,3,79
-72,328,80,336,9,2,61
-805,806,807,808
-80,320,88,328,28,7,171
-88,320,96,328,0,0,6
-80,328,88,336,4,1,28
-88,328,96,336,18,5,115
-810,811,812,813
-64,336,72,344,13,3,78
-72,336,80,344,8,2,53
-64,344,72,352,35,10,212
-72,344,80,352,35,10,212
-815,816,817,818
-80,336,88,344,1,0,10
-88,336,96,344,19,5,120
-80,344,88,352,14,4,91
-88,344,96,352,0,0,2
-820,821,822,823
-809,814,819,824
-96,320,104,328,19,5,118
-104,320,112,328,35,10,212
-96,328,104,336,34,9,211
-104,328,112,336,35,10,212
-826,827,828,829
-112,320,120,328,35,10,212
-120,320,128,328,34,9,211
-112,328,120,336,35,10,212
-120,328,128,336,30,8,185
-831,832,833,834
-96,336,104,344,35,10,212
-104,336,112,344,35,10,212
-96,344,104,352,31,8,192
-104,344,112,352,35,10,212
-836,837,838,839
-112,336,120,344,35,10,212
-120,336,128,344,23,6,142
-112,344,120,352,35,10,212
-120,344,128,352,16,4,100
-841,842,843,844
-830,835,840,845
-64,352,80,368,35,10,212
-80,352,88,360,21,6,131
-88,352,96,360,0,0,0
-80,360,88,368,14,4,92
-88,360,96,368,0,0,2
-848,849,850,851
-64,368,72,376,32,9,198
-72,368,80,376,19,5,121
-64,376,72,384,0,0,0
-72,376,80,384,2,0,17
-853,854,855,856
-80,368,88,376,0,0,4
-88,368,96,376,14,3,90
-80,376,88,384,17,4,111
-88,376,96,384,34,9,209
-858,859,860,861
-847,852,857,862
-96,352,104,360,27,7,167
-104,352,112,360,35,10,212
-96,360,104,368,31,9,195
-104,360,112,368,35,10,212
-864,865,866,867
-112,352,120,360,35,10,212
-120,352,128,360,9,2,58
-112,360,120,368,34,9,211
-120,360,128,368,2,0,15
-869,870,871,872
-96,368,112,384,35,10,212
-112,368,120,376,30,8,185
-120,368,128,376,0,0,0
-112,376,120,384,23,6,142
-120,376,128,384,0,0,0
-875,876,877,878
-868,873,874,879
-825,846,863,880
-718,751,804,881
-128,256,160,288,35,10,212
-160,256,176,272,35,10,212
-176,256,184,264,48,192,50
-184,256,192,264,32,212,10
-176,264,184,272,51,100,144
-184,264,192,272,32,212,10
-885,886,887,888
-160,272,176,288,35,10,212
-176,272,184,280,39,17,211
-184,272,192,280,48,189,53
-176,280,184,288,35,10,212
-184,280,192,288,56,72,177
-891,892,893,894
-884,889,890,895
-128,288,144,304,35,10,212
-144,288,160,304,35,10,212
-128,304,136,312,35,10,212
-136,304,144,312,35,10,212
-128,312,136,320,21,6,129
-136,312,144,320,24,6,147
-899,900,901,902
-144,304,152,312,35,10,212
-152,304,160,312,35,10,212
-144,312,152,320,28,8,174
-152,312,160,320,14,3,87
-904,905,906,907
-897,898,903,908
-160,288,176,304,35,10,212
-176,288,192,304,35,10,212
-160,304,168,312,35,10,212
-168,304,176,312,35,10,212
-160,312,168,320,9,2,62
-168,312,176,320,28,7,171
-912,913,914,915
-176,304,184,312,35,10,212
-184,304,192,312,35,10,212
-176,312,184,320,35,10,212
-184,312,192,320,26,7,162
-917,918,919,920
-910,911,916,921
-883,896,909,922
-192,256,224,288,32,212,10
-224,256,256,288,32,212,10
-192,288,200,296,60,123,133
-200,288,208,296,32,212,10
-192,296,200,304,38,13,212
-200,296,208,304,61,149,109
-926,927,928,929
-208,288,224,304,32,212,10
-192,304,200,312,35,10,212
-200,304,208,312,37,13,211
-192,312,200,320,16,4,101
-200,312,208,320,10,2,68
-932,933,934,935
-208,304,216,312,64,150,112
-216,304,224,312,32,212,10
-208,312,216,320,9,2,61
-216,312,224,320,26,87,26
-937,938,939,940
-930,931,936,941
-224,288,240,304,32,212,10
-240,288,256,304,32,212,10
-224,304,232,312,32,212,10
-232,304,240,312,32,212,10
-224,312,232,320,27,184,8
-232,312,240,320,32,212,10
-945,946,947,948
-240,304,248,312,32,212,10
-248,304,256,312,32,212,10
-240,312,248,320,32,212,10
-248,312,256,320,22,153,7
-950,951,952,953
-943,944,949,954
-924,925,942,955
-128,320,136,328,2,0,15
-136,320,144,328,7,2,51
-128,328,136,336,0,0,0
-136,328,144,336,5,1,38
-957,958,959,960
-144,320,152,328,4,1,28
-152,320,160,328,15,4,96
-144,328,152,336,32,9,197
-152,328,160,336,35,10,212
-962,963,964,965
-128,336,136,344,0,0,0
-136,336,144,344,26,7,162
-128,344,136,352,3,0,23
-136,344,144,352,34,9,211
-967,968,969,970
-144,336,160,352,35,10,212
-961,966,971,972
-160,320,168,328,15,4,96
-168,320,176,328,30,8,188
-160,328,168,336,35,10,212
-168,328,176,336,35,10,212
-974,975,976,977
-176,320,184,328,34,9,208
-184,320,192,328,3,0,23
-176,328,184,336,34,9,208
-184,328,192,336,33,9,206
-979,980,981,982
-160,336,176,352,35,10,212
-176,336,184,344,35,10,212
-184,336,192,344,34,9,211
-176,344,184,352,22,6,141
-184,344,192,352,4,1,29
-985,986,987,988
-978,983,984,989
-128,352,136,360,10,2,66
-136,352,144,360,35,10,212
-128,360,136,368,17,4,108
-136,360,144,368,35,10,212
-991,992,993,994
-144,352,160,368,35,10,212
-128,368,136,376,24,6,149
-136,368,144,376,35,10,212
-128,376,136,384,31,8,192
-136,376,144,384,35,10,212
-997,998,999,1000
-144,368,160,384,35,10,212
-995,996,1001,1002
-160,352,168,360,35,10,212
-168,352,176,360,24,6,151
-160,360,168,368,35,10,212
-168,360,176,368,11,3,71
-1004,1005,1006,1007
-176,352,184,360,0,0,3
-184,352,192,360,20,5,127
-176,360,184,368,7,2,46
-184,360,192,368,35,10,212
-1009,1010,1011,1012
-160,368,168,376,35,10,212
-168,368,176,376,10,2,68
-160,376,168,384,35,10,212
-168,376,176,384,25,7,155
-1014,1015,1016,1017
-176,368,184,376,3,0,24
-184,368,192,376,33,9,203
-176,376,184,384,0,0,3
-184,376,192,384,3,0,21
-1019,1020,1021,1022
-1008,1013,1018,1023
-973,990,1003,1024
-192,320,200,328,12,3,77
-200,320,208,328,17,4,104
-192,328,200,336,35,10,212
-200,328,208,336,35,10,212
-1026,1027,1028,1029
-208,320,216,328,14,4,92
-216,320,224,328,2,0,17
-208,328,216,336,35,10,212
-216,328,224,336,26,7,163
-1031,1032,1033,1034
-192,336,200,344,30,8,186
-200,336,208,344,26,7,165
-192,344,200,352,0,0,5
-200,344,208,352,3,1,23
-1036,1037,1038,1039
-208,336,216,344,26,7,159
-216,336,224,344,22,6,135
-208,344,216,352,4,1,26
-216,344,224,352,2,0,15
-1041,1042,1043,1044
-1030,1035,1040,1045
-224,320,232,328,3,18,1
-232,320,240,328,46,183,44
-224,328,232,336,0,0,0
-232,328,240,336,28,13,145
-1047,1048,1049,1050
-240,320,248,328,32,212,10
-248,320,256,328,18,122,5
-240,328,248,336,55,107,143
-248,328,256,336,40,151,39
-1052,1053,1054,1055
-224,336,232,344,0,0,0
-232,336,240,344,23,6,148
-224,344,232,352,0,0,0
-232,344,240,352,29,8,183
-1057,1058,1059,1060
-240,336,248,344,35,10,212
-248,336,256,344,34,12,199
-240,344,248,352,35,10,212
-248,344,256,352,35,10,212
-1062,1063,1064,1065
-1051,1056,1061,1066
-192,352,200,360,33,9,205
-200,352,208,360,35,10,212
-192,360,200,368,35,10,212
-200,360,208,368,35,10,212
-1068,1069,1070,1071
-208,352,216,360,35,10,212
-216,352,224,360,15,4,94
-208,360,216,368,33,9,203
-216,360,224,368,3,0,21
-1073,1074,1075,1076
-192,368,200,376,35,10,212
-200,368,208,376,33,9,201
-192,376,200,384,8,2,50
-200,376,208,384,2,0,20
-1078,1079,1080,1081
-208,368,216,376,10,2,67
-216,368,224,376,0,0,0
-208,376,216,384,16,4,107
-216,376,224,384,0,0,0
-1083,1084,1085,1086
-1072,1077,1082,1087
-224,352,232,360,2,0,16
-232,352,240,360,34,9,211
-224,360,232,368,9,2,61
-232,360,240,368,35,10,212
-1089,1090,1091,1092
-240,352,256,368,35,10,212
-224,368,232,376,17,4,106
-232,368,240,376,35,10,212
-224,376,232,384,24,6,151
-232,376,240,384,35,10,212
-1095,1096,1097,1098
-240,368,256,384,35,10,212
-1093,1094,1099,1100
-1046,1067,1088,1101
-923,956,1025,1102
-0,384,16,400,255,255,255
-16,384,24,392,255,255,255
-24,384,32,392,210,210,210
-16,392,24,400,255,255,255
-24,392,32,400,255,255,255
-1105,1106,1107,1108
-0,400,16,416,255,255,255
-16,400,32,416,255,255,255
-1104,1109,1110,1111
-32,384,40,392,191,191,191
-40,384,48,392,67,53,167
-32,392,40,400,255,255,255
-40,392,48,400,90,71,222
-1113,1114,1115,1116
-48,384,56,392,26,7,159
-56,384,64,392,26,7,163
-48,392,56,400,35,10,212
-56,392,64,400,35,10,212
-1118,1119,1120,1121
-32,400,40,408,255,255,255
-40,400,48,408,90,71,222
-32,408,40,416,255,255,255
-40,408,48,416,90,71,222
-1123,1124,1125,1126
-48,400,64,416,35,10,212
-1117,1122,1127,1128
-0,416,32,448,255,255,255
-32,416,40,424,255,255,255
-40,416,48,424,90,71,222
-32,424,40,432,255,255,255
-40,424,48,432,90,71,222
-1131,1132,1133,1134
-48,416,64,432,35,10,212
-32,432,40,440,255,255,255
-40,432,48,440,90,71,222
-32,440,40,448,255,255,255
-40,440,48,448,90,71,222
-1137,1138,1139,1140
-48,432,64,448,35,10,212
-1135,1136,1141,1142
-1112,1129,1130,1143
-64,384,128,448,34,9,210
-0,448,32,480,255,255,255
-32,448,40,456,255,255,255
-40,448,48,456,90,71,222
-32,456,40,464,255,255,255
-40,456,48,464,90,71,222
-1147,1148,1149,1150
-48,448,64,464,35,10,212
-32,464,40,472,255,255,255
-40,464,48,472,90,71,222
-32,472,40,480,255,255,255
-40,472,48,480,255,255,255
-1153,1154,1155,1156
-48,464,56,472,35,10,212
-56,464,64,472,35,10,212
-48,472,56,480,255,255,255
-56,472,64,480,255,255,255
-1158,1159,1160,1161
-1151,1152,1157,1162
-0,480,32,512,255,255,255
-32,480,64,512,255,255,255
-1146,1163,1164,1165
-64,448,80,464,35,10,212
-80,448,96,464,35,10,212
-64,464,72,472,35,10,212
-72,464,80,472,35,10,212
-64,472,72,480,255,255,255
-72,472,80,480,255,255,255
-1169,1170,1171,1172
-80,464,88,472,35,10,212
-88,464,96,472,35,10,212
-80,472,88,480,255,255,255
-88,472,96,480,255,255,255
-1174,1175,1176,1177
-1167,1168,1173,1178
-96,448,112,464,35,10,212
-112,448,128,464,35,10,212
-96,464,104,472,35,10,212
-104,464,112,472,35,10,212
-96,472,104,480,255,255,255
-104,472,112,480,255,255,255
-1182,1183,1184,1185
-112,464,120,472,35,10,212
-120,464,128,472,35,10,212
-112,472,120,480,255,255,255
-120,472,128,480,255,255,255
-1187,1188,1189,1190
-1180,1181,1186,1191
-64,480,96,512,255,255,255
-96,480,128,512,255,255,255
-1179,1192,1193,1194
-1144,1145,1166,1195
-128,384,160,416,34,9,211
-160,384,176,400,35,10,212
-176,384,184,392,28,8,175
-184,384,192,392,18,5,116
-176,392,184,400,35,10,212
-184,392,192,400,35,10,212
-1199,1200,1201,1202
-160,400,176,416,35,10,212
-176,400,192,416,35,10,212
-1198,1203,1204,1205
-128,416,160,448,35,10,212
-160,416,192,448,35,10,212
-1197,1206,1207,1208
-192,384,200,392,20,5,127
-200,384,208,392,30,8,188
-192,392,200,400,35,10,212
-200,392,208,400,35,10,212
-1210,1211,1212,1213
-208,384,216,392,32,9,199
-216,384,224,392,26,7,159
-208,392,216,400,35,10,212
-216,392,224,400,35,10,212
-1215,1216,1217,1218
-192,400,208,416,35,10,212
-208,400,224,416,35,10,212
-1214,1219,1220,1221
-224,384,256,416,34,9,211
-192,416,224,448,35,10,212
-224,416,256,448,35,10,212
-1222,1223,1224,1225
-128,448,144,464,35,10,212
-144,448,160,464,35,10,212
-128,464,136,472,35,10,212
-136,464,144,472,35,10,212
-128,472,136,480,255,255,255
-136,472,144,480,255,255,255
-1229,1230,1231,1232
-144,464,152,472,35,10,212
-152,464,160,472,35,10,212
-144,472,152,480,255,255,255
-152,472,160,480,255,255,255
-1234,1235,1236,1237
-1227,1228,1233,1238
-160,448,176,464,35,10,212
-176,448,192,464,35,10,212
-160,464,168,472,35,10,212
-168,464,176,472,35,10,212
-160,472,168,480,255,255,255
-168,472,176,480,255,255,255
-1242,1243,1244,1245
-176,464,184,472,35,10,212
-184,464,192,472,35,10,212
-176,472,184,480,255,255,255
-184,472,192,480,255,255,255
-1247,1248,1249,1250
-1240,1241,1246,1251
-128,480,160,512,255,255,255
-160,480,192,512,255,255,255
-1239,1252,1253,1254
-192,448,208,464,35,10,212
-208,448,224,464,35,10,212
-192,464,200,472,35,10,212
-200,464,208,472,35,10,212
-192,472,200,480,255,255,255
-200,472,208,480,255,255,255
-1258,1259,1260,1261
-208,464,216,472,35,10,212
-216,464,224,472,35,10,212
-208,472,216,480,255,255,255
-216,472,224,480,255,255,255
-1263,1264,1265,1266
-1256,1257,1262,1267
-224,448,240,464,35,10,212
-240,448,256,464,35,10,212
-224,464,232,472,35,10,212
-232,464,240,472,35,10,212
-224,472,232,480,255,255,255
-232,472,240,480,255,255,255
-1271,1272,1273,1274
-240,464,248,472,35,10,212
-248,464,256,472,35,10,212
-240,472,248,480,255,255,255
-248,472,256,480,255,255,255
-1276,1277,1278,1279
-1269,1270,1275,1280
-192,480,224,512,255,255,255
-224,480,256,512,255,255,255
-1268,1281,1282,1283
-1209,1226,1255,1284
-882,1103,1196,1285
-256,256,288,288,32,212,10
-288,256,320,288,32,212,10
-256,288,272,304,32,212,10
-272,288,288,304,32,212,10
-256,304,264,312,32,212,10
-264,304,272,312,32,212,10
-256,312,264,320,17,115,5
-264,312,272,320,32,212,10
-1291,1292,1293,1294
-272,304,288,320,32,212,10
-1289,1290,1295,1296
-288,288,304,304,32,212,10
-304,288,320,304,32,212,10
-288,304,304,320,32,212,10
-304,304,312,312,32,212,10
-312,304,320,312,32,212,10
-304,312,312,320,19,131,6
-312,312,320,320,20,137,6
-1301,1302,1303,1304
-1298,1299,1300,1305
-1287,1288,1297,1306
-320,256,352,288,32,212,10
-352,256,384,288,32,212,10
-320,288,336,304,32,212,10
-336,288,352,304,32,212,10
-320,304,336,320,32,212,10
-336,304,344,312,32,212,10
-344,304,352,312,32,212,10
-336,312,344,320,31,211,9
-344,312,352,320,22,153,6
-1313,1314,1315,1316
-1310,1311,1312,1317
-352,288,368,304,32,212,10
-368,288,384,304,32,212,10
-352,304,360,312,32,212,10
-360,304,368,312,32,212,10
-352,312,360,320,12,82,3
-360,312,368,320,8,61,2
-1321,1322,1323,1324
-368,304,376,312,32,212,10
-376,304,384,312,32,212,10
-368,312,376,320,12,86,3
-376,312,384,320,26,175,8
-1326,1327,1328,1329
-1319,1320,1325,1330
-1308,1309,1318,1331
-256,320,264,328,0,0,0
-264,320,272,328,30,201,9
-256,328,264,336,0,0,0
-264,328,272,336,24,166,7
-1333,1334,1335,1336
-272,320,288,336,32,212,10
-256,336,264,344,0,0,0
-264,336,272,344,32,119,32
-256,344,264,352,4,1,27
-264,344,272,352,14,4,92
-1339,1340,1341,1342
-272,336,280,344,36,212,15
-280,336,288,344,32,212,10
-272,344,280,352,48,37,202
-280,344,288,352,50,94,145
-1344,1345,1346,1347
-1337,1338,1343,1348
-288,320,296,328,32,212,10
-296,320,304,328,25,172,7
-288,328,296,336,31,211,9
-296,328,304,336,7,54,2
-1350,1351,1352,1353
-304,320,312,328,0,1,0
-312,320,320,328,22,152,6
-304,328,312,336,8,61,2
-312,328,320,336,31,211,10
-1355,1356,1357,1358
-288,336,296,344,21,147,6
-296,336,304,344,0,3,0
-288,344,296,352,5,29,5
-296,344,304,352,43,95,37
-1360,1361,1362,1363
-304,336,312,344,26,177,8
-312,336,320,344,32,212,10
-304,344,312,352,52,215,33
-312,344,320,352,32,212,10
-1365,1366,1367,1368
-1354,1359,1364,1369
-256,352,264,360,10,2,65
-264,352,272,360,9,2,57
-256,360,264,368,16,4,105
-264,360,272,368,2,0,20
-1371,1372,1373,1374
-272,352,280,360,35,10,212
-280,352,288,360,19,5,121
-272,360,280,368,32,9,198
-280,360,288,368,2,0,15
-1376,1377,1378,1379
-256,368,264,376,23,6,143
-264,368,272,376,0,0,0
-256,376,264,384,29,8,182
-264,376,272,384,0,0,0
-1381,1382,1383,1384
-272,368,280,376,12,3,78
-280,368,288,376,4,1,31
-272,376,280,384,0,0,0
-280,376,288,384,23,6,147
-1386,1387,1388,1389
-1375,1380,1385,1390
-288,352,296,360,17,17,17
-296,352,304,360,235,235,235
-288,360,296,368,119,117,138
-296,360,304,368,255,255,255
-1392,1393,1394,1395
-304,352,320,368,253,254,253
-288,368,296,376,144,132,228
-296,368,304,376,255,255,255
-288,376,296,384,145,132,233
-296,376,304,384,255,255,255
-1398,1399,1400,1401
-304,368,320,384,255,255,255
-1396,1397,1402,1403
-1349,1370,1391,1404
-320,320,328,328,32,212,10
-328,320,336,328,31,210,9
-320,328,328,336,32,212,10
-328,328,336,336,16,113,5
-1406,1407,1408,1409
-336,320,344,328,12,84,3
-344,320,352,328,0,6,0
-336,328,344,336,1,8,0
-344,328,352,336,24,167,7
-1411,1412,1413,1414
-320,336,328,344,30,203,9
-328,336,336,344,1,12,0
-320,344,328,352,22,149,6
-328,344,336,352,0,0,0
-1416,1417,1418,1419
-336,336,344,344,15,106,4
-344,336,352,344,32,212,10
-336,344,344,352,26,181,8
-344,344,352,352,32,212,10
-1421,1422,1423,1424
-1410,1415,1420,1425
-352,320,360,328,11,81,3
-360,320,368,328,15,103,4
-352,328,360,336,32,212,10
-360,328,368,336,32,212,10
-1427,1428,1429,1430
-368,320,376,328,6,48,2
-376,320,384,328,1,7,0
-368,328,376,336,31,208,9
-376,328,384,336,4,31,1
-1432,1433,1434,1435
-352,336,360,344,32,212,10
-360,336,368,344,32,212,10
-352,344,360,352,48,214,29
-360,344,368,352,80,220,64
-1437,1438,1439,1440
-368,336,376,344,32,212,10
-376,336,384,344,11,77,3
-368,344,376,352,122,228,109
-376,344,384,352,53,82,50
-1442,1443,1444,1445
-1431,1436,1441,1446
-320,352,328,360,132,138,132
-328,352,336,360,0,0,0
-320,360,328,368,144,144,144
-328,360,336,368,0,0,0
-1448,1449,1450,1451
-336,352,344,360,235,248,234
-344,352,352,360,248,253,248
-336,360,344,368,246,246,246
-344,360,352,368,255,255,255
-1453,1454,1455,1456
-320,368,328,376,203,203,203
-328,368,336,376,0,0,0
-320,376,328,384,255,255,255
-328,376,336,384,110,110,110
-1458,1459,1460,1461
-336,368,344,376,154,154,154
-344,368,352,376,255,255,255
-336,376,344,384,1,1,1
-344,376,352,384,52,52,52
-1463,1464,1465,1466
-1452,1457,1462,1467
-352,352,368,368,255,255,255
-368,352,376,360,254,254,254
-376,352,384,360,42,42,42
-368,360,376,368,191,191,191
-376,360,384,368,0,0,0
-1470,1471,1472,1473
-352,368,360,376,255,255,255
-360,368,368,376,212,212,212
-352,376,360,384,53,53,53
-360,376,368,384,3,3,3
-1475,1476,1477,1478
-368,368,376,376,29,29,29
-376,368,384,376,84,84,84
-368,376,376,384,85,85,85
-376,376,384,384,245,245,245
-1480,1481,1482,1483
-1469,1474,1479,1484
-1426,1447,1468,1485
-1307,1332,1405,1486
-384,256,416,288,32,212,10
-416,256,448,288,32,212,10
-384,288,416,320,32,212,10
-416,288,432,304,32,212,10
-432,288,448,304,32,212,10
-416,304,432,320,32,212,10
-432,304,440,312,32,212,10
-440,304,448,312,32,212,10
-432,312,440,320,34,212,12
-440,312,448,320,145,232,136
-1494,1495,1496,1497
-1491,1492,1493,1498
-1488,1489,1490,1499
-448,256,464,272,32,212,10
-464,256,480,272,32,212,10
-448,272,464,288,32,212,10
-464,272,472,280,32,212,10
-472,272,480,280,56,216,37
-464,280,472,288,32,212,11
-472,280,480,288,188,241,182
-1504,1505,1506,1507
-1501,1502,1503,1508
-480,256,488,264,50,215,31
-488,256,496,264,248,253,248
-480,264,488,272,147,233,137
-488,264,496,272,255,255,255
-1510,1511,1512,1513
-496,256,512,272,255,255,255
-480,272,488,280,244,252,243
-488,272,496,280,255,255,255
-480,280,488,288,255,255,255
-488,280,496,288,255,255,255
-1516,1517,1518,1519
-496,272,512,288,255,255,255
-1514,1515,1520,1521
-448,288,456,296,32,212,10
-456,288,464,296,32,212,10
-448,296,456,304,32,212,10
-456,296,464,304,98,215,85
-1523,1524,1525,1526
-464,288,472,296,63,148,53
-472,288,480,296,193,193,193
-464,296,472,304,2,3,2
-472,296,480,304,126,126,126
-1528,1529,1530,1531
-448,304,456,312,112,226,99
-456,304,464,312,195,198,194
-448,312,456,320,253,254,253
-456,312,464,320,149,149,149
-1533,1534,1535,1536
-464,304,472,312,0,0,0
-472,304,480,312,174,174,174
-464,312,472,320,0,0,0
-472,312,480,320,225,225,225
-1538,1539,1540,1541
-1527,1532,1537,1542
-480,288,512,320,255,255,255
-1509,1522,1543,1544
-384,320,392,328,25,169,7
-392,320,400,328,32,212,10
-384,328,392,336,9,67,2
-392,328,400,336,32,212,10
-1546,1547,1548,1549
-400,320,408,328,32,212,10
-408,320,416,328,32,212,10
-400,328,408,336,32,212,10
-408,328,416,336,53,215,34
-1551,1552,1553,1554
-384,336,392,344,6,34,3
-392,336,400,344,86,221,70
-384,344,392,352,54,54,54
-392,344,400,352,255,255,255
-1556,1557,1558,1559
-400,336,408,344,171,238,164
-408,336,416,344,248,253,247
-400,344,408,352,255,255,255
-408,344,416,352,255,255,255
-1561,1562,1563,1564
-1550,1555,1560,1565
-416,320,424,328,32,212,10
-424,320,432,328,67,218,49
-416,328,424,336,158,235,150
-424,328,432,336,249,253,248
-1567,1568,1569,1570
-432,320,440,328,202,244,198
-440,320,448,328,255,255,255
-432,328,440,336,255,255,255
-440,328,448,336,255,255,255
-1572,1573,1574,1575
-416,336,432,352,255,255,255
-432,336,448,352,255,255,255
-1571,1576,1577,1578
-384,352,392,360,103,103,103
-392,352,400,360,255,255,255
-384,360,392,368,191,191,191
-392,360,400,368,255,255,255
-1580,1581,1582,1583
-400,352,416,368,255,255,255
-384,368,400,384,254,254,254
-400,368,416,384,255,255,255
-1584,1585,1586,1587
-416,352,448,384,254,254,254
-1566,1579,1588,1589
-448,320,456,328,255,255,255
-456,320,464,328,99,99,99
-448,328,456,336,255,255,255
-456,328,464,336,49,49,49
-1591,1592,1593,1594
-464,320,472,328,19,19,19
-472,320,480,328,254,254,254
-464,328,472,336,69,69,69
-472,328,480,336,255,255,255
-1596,1597,1598,1599
-448,336,456,344,253,253,253
-456,336,464,344,11,11,11
-448,344,456,352,229,229,229
-456,344,464,352,0,0,0
-1601,1602,1603,1604
-464,336,472,344,130,130,130
-472,336,480,344,255,255,255
-464,344,472,352,195,195,195
-472,344,480,352,255,255,255
-1606,1607,1608,1609
-1595,1600,1605,1610
-480,320,512,352,255,255,255
-448,352,456,360,229,229,229
-456,352,464,360,127,127,127
-448,360,456,368,255,255,255
-456,360,464,368,255,255,255
-1613,1614,1615,1616
-464,352,472,360,249,249,249
-472,352,480,360,255,255,255
-464,360,472,368,255,255,255
-472,360,480,368,255,255,255
-1618,1619,1620,1621
-448,368,456,376,102,102,102
-456,368,464,376,114,114,114
-448,376,456,384,12,12,12
-456,376,464,384,109,109,109
-1623,1624,1625,1626
-464,368,480,384,255,255,255
-1617,1622,1627,1628
-480,352,512,384,255,255,255
-1611,1612,1629,1630
-1500,1545,1590,1631
-256,384,264,392,34,9,210
-264,384,272,392,26,7,159
-256,392,264,400,35,10,212
-264,392,272,400,35,10,212
-1633,1634,1635,1636
-272,384,280,392,26,7,161
-280,384,288,392,34,9,211
-272,392,280,400,35,10,212
-280,392,288,400,35,10,212
-1638,1639,1640,1641
-256,400,272,416,35,10,212
-272,400,288,416,35,10,212
-1637,1642,1643,1644
-288,384,296,392,145,132,233
-296,384,304,392,255,255,255
-288,392,296,400,145,132,233
-296,392,304,400,255,255,255
-1646,1647,1648,1649
-304,384,320,400,255,255,255
-288,400,296,408,145,132,233
-296,400,304,408,255,255,255
-288,408,296,416,145,132,233
-296,408,304,416,255,255,255
-1652,1653,1654,1655
-304,400,320,416,255,255,255
-1650,1651,1656,1657
-256,416,288,448,35,10,212
-288,416,296,424,145,132,233
-296,416,304,424,255,255,255
-288,424,296,432,145,132,233
-296,424,304,432,255,255,255
-1660,1661,1662,1663
-304,416,320,432,255,255,255
-288,432,296,440,145,132,233
-296,432,304,440,255,255,255
-288,440,296,448,145,132,233
-296,440,304,448,255,255,255
-1666,1667,1668,1669
-304,432,320,448,255,255,255
-1664,1665,1670,1671
-1645,1658,1659,1672
-320,384,336,400,254,254,254
-336,384,344,392,196,196,196
-344,384,352,392,140,140,140
-336,392,344,400,255,255,255
-344,392,352,400,255,255,255
-1675,1676,1677,1678
-320,400,336,416,255,255,255
-336,400,352,416,255,255,255
-1674,1679,1680,1681
-352,384,360,392,147,147,147
-360,384,368,392,207,207,207
-352,392,360,400,255,255,255
-360,392,368,400,255,255,255
-1683,1684,1685,1686
-368,384,384,400,254,254,254
-352,400,368,416,255,255,255
-368,400,384,416,255,255,255
-1687,1688,1689,1690
-320,416,352,448,255,255,255
-352,416,384,448,255,255,255
-1682,1691,1692,1693
-256,448,272,464,35,10,212
-272,448,288,464,35,10,212
-256,464,264,472,35,10,212
-264,464,272,472,35,10,212
-256,472,264,480,255,255,255
-264,472,272,480,255,255,255
-1697,1698,1699,1700
-272,464,280,472,35,10,212
-280,464,288,472,35,10,212
-272,472,280,480,255,255,255
-280,472,288,480,255,255,255
-1702,1703,1704,1705
-1695,1696,1701,1706
-288,448,296,456,145,132,233
-296,448,304,456,255,255,255
-288,456,296,464,145,132,233
-296,456,304,464,255,255,255
-1708,1709,1710,1711
-304,448,320,464,255,255,255
-288,464,296,472,145,132,233
-296,464,304,472,255,255,255
-288,472,296,480,255,255,255
-296,472,304,480,255,255,255
-1714,1715,1716,1717
-304,464,320,480,255,255,255
-1712,1713,1718,1719
-256,480,288,512,255,255,255
-288,480,320,512,255,255,255
-1707,1720,1721,1722
-320,448,384,512,255,255,255
-1673,1694,1723,1724
-384,384,512,512,254,254,254
-1487,1632,1725,1726
-456,681,1286,1727
diff --git a/Projet/src/bloc.py b/Projet/src/bloc.py
index 17167fea46d75270894507b81f388d729cd69621..ca0e04ac51e91953b96312119f02b31f42dd2a4a 100755
--- a/Projet/src/bloc.py
+++ b/Projet/src/bloc.py
@@ -14,15 +14,24 @@ from PIL import Image, ImageDraw
 from manip_couleurs import *
     
 class Bloc:
-    """Classe d'un bloc d'une image en pixel
     """
+    Classe d'un bloc d'une image en pixel
+    Exemple(s) :
+    $$$ self.pixel_hl = (0, 0)
+    $$$ self.pixel_lr = (10, 10)
+    $$$ self.color = (255, 0, 0)
+    $$$ self.bloc = Bloc(self.pixel_hl, self.pixel_lr, self.color)
+    """
+    
 
-    def __init__(self, pixel_hl, pixel_lr):
+    def __init__(self, pixel_hl: tuple[int, int], pixel_lr: tuple[int, int], color:tuple[int, int, int]):
         """
         Initialise le type bloc à la valeur de l'image 
         """
+        # 
         self.pixel_hl = pixel_hl
         self.pixel_lr = pixel_lr
+        self.color = color
         
     def __eq__(self, other):
         """
@@ -42,12 +51,12 @@ class Bloc:
         $$$ 
 
         """
-        return est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0]), moyenne_couleur_bloc(liste_bloc[1])) and \
-               est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0]), moyenne_couleur_bloc(liste_bloc[2])) and \
-               est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0]), moyenne_couleur_bloc(liste_bloc[3]))
+        return est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[1].color)) and est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[2].color)) and est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[3].color))
+# est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[1].color))
+# est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[2].color))
+# est_couleur_proche(moyenne_couleur_bloc(liste_bloc[0].color), moyenne_couleur_bloc(liste_bloc[3].color))
     
-    
-    def est_bloc_non_uniforme()-> bool:
+    def est_bloc_non_uniforme(liste_bloc: : list[Bloc, Bloc, Bloc, Bloc])-> bool:
         """
         Renvoie True si le bloc n'est pas uniforme, c'est à dire
         si il peut être divisé en 4 blocs
@@ -56,9 +65,9 @@ class Bloc:
         $$$ 
 
         """
-        return not(est_bloc_uniforme())
+        return not(est_bloc_uniforme(liste_bloc))
     
-    def sont_4_blocs_uniformes_proches(liste_bloc: list[Bloc, Bloc, Bloc, Bloc])-> bool:
+    def sont_4_blocs_uniformes_proches(liste_bloc: : list[Bloc, Bloc, Bloc, Bloc])-> bool:
         """
         Renvoie True si les 4 blocs uniformes sont proches
         Précondition : aucune
@@ -76,7 +85,7 @@ class Bloc:
         return res
             
             
-    def en_4_blocs(bloc:Bloc)->bloc:
+    def en_4_blocs(bloc: Bloc)->Bloc:
         """
         Divise un bloc en 4 blocs
         Précondition : aucune
@@ -84,16 +93,44 @@ class Bloc:
         $$$ 
 
         """
-        bloc1 = pixel_hl = image.getpixel((0, 0)) and \
-                pixel_lr = image.getpixel((largeur/2, hauteur/2))
-        bloc2 = pixel_hl = image.getpixel((largeur/2, 0)) and \
-                pixel_lr = image.getpixel((largeur, hauteur/2))
-        bloc3 = pixel_hl = image.getpixel((0, hauteur/2)) and \
-                pixel_lr = image.getpixel((largeur/2, hauteur))
-        bloc4 = pixel_hl = image.getpixel((largeur/2, hauteur/2)) and \
-                pixel_lr = image.getpixel((largeur, hauteur))
-        new_bloc = [bloc1, bloc2, bloc3, bloc4]
-        return new_bloc
+        # Obtenez les coordonnées du coin supérieur gauche et du coin inférieur droit du bloc
+        x_hl, y_hl = bloc.pixel_hl
+        x_lr, y_lr = bloc.pixel_lr
+    
+        # Calculez les coordonnées du milieu du bloc
+        x_milieu = (x_hl + x_lr) // 2
+        y_milieu = (y_hl + y_lr) // 2
+    
+        # Obtenez les couleurs des pixels pour les 4 coins du bloc
+        couleur_bloc1 = bloc.getpixel((x_hl, y_hl))
+        couleur_bloc2 = bloc.getpixel((x_milieu, y_hl))
+        couleur_bloc3 = bloc.getpixel((x_hl, y_milieu))
+        couleur_bloc4 = bloc.getpixel((x_milieu, y_milieu))
+    
+        # Créez les 4 nouveaux blocs à partir des pixels obtenus
+        bloc1 = Bloc((x_hl, y_hl), (x_milieu, y_milieu))
+        bloc1.pixel_couleur = couleur_bloc1
+    
+        bloc2 = Bloc((x_milieu, y_hl), (x_lr, y_milieu))
+        bloc2.pixel_couleur = couleur_bloc2
+    
+        bloc3 = Bloc((x_hl, y_milieu), (x_milieu, y_lr))
+        bloc3.pixel_couleur = couleur_bloc3
+    
+        bloc4 = Bloc((x_milieu, y_milieu), (x_lr, y_lr))
+        bloc4.pixel_couleur = couleur_bloc4
+    
+        # Retourner une liste contenant les 4 nouveaux blocs
+        return [bloc1, bloc2, bloc3, bloc4]
+    
+    
+    
+#         bloc1 = pixel_hl = image.getpixel((0, 0)) and pixel_lr = image.getpixel((largeur/2, hauteur/2))
+#         bloc2 = pixel_hl = image.getpixel((largeur/2, 0)) and pixel_lr = image.getpixel((largeur, hauteur/2))
+#         bloc3 = pixel_hl = image.getpixel((0, hauteur/2)) and pixel_lr = image.getpixel((largeur/2, hauteur))
+#         bloc4 = pixel_hl = image.getpixel((largeur/2, hauteur/2)) and pixel_lr = image.getpixel((largeur, hauteur))
+#         new_bloc = [bloc1, bloc2, bloc3, bloc4]
+#         return new_bloc
     
         
     
diff --git a/Projet/src/csv_en_png.py b/Projet/src/csv_en_png.py
index 704765db572973baf7ea183ef029f6aaef9186a6..00071a3e13731ecac404d1a7d94593f62b648e8d 100755
--- a/Projet/src/csv_en_png.py
+++ b/Projet/src/csv_en_png.py
@@ -14,7 +14,7 @@ import csv
 from PIL import Image, ImageDraw
 
 max_y2 = 0
-fichier_csv = "../assets/mystere.csv"
+fichier_csv = input("Entrez le chemin du fichier : ")
 
 # Récupère la valeur maximale compris dans la 4eme colonne pour obtenir la dimension max de l'image
 with open(fichier_csv, newline='') as csvfile:
@@ -25,7 +25,7 @@ with open(fichier_csv, newline='') as csvfile:
             if y2 > max_y2:
                 y2 = max_y2
 
-width, height = 512, 512 #max_y2, max_y2
+width, height = 512, 512 #max_y2, max_y2 ne marche pas
 image = Image.new("RGB", (width, height), "black")
 draw = ImageDraw.Draw(image)