Complexité algorithmique K Classement par longueurs croissantes des fichiers compressés par : | Complexité structurelle LD Classement par nombres croissants d'instructions de décompression exécutées par : |
'Neutre.01' [=0] | 'DeNeutre.01' [=0] |
'bzip2 --best' [=1] | 'bunzip2' [=1] |
'JPEG2000.01' [=3] | 'DeJPEG2000.01' [=3] |
'PNG.01' [=4] | 'DePNG.01' [=4] |
'lzma --best' [=7] | 'unlzma' [=7] |
'Rotation(+pi/2) ; bzip2 --best' [=8] | 'bunzip2 ; Rotation(-pi/2)' [=8] |
'Rotation(+pi/2) ; lzma --best' [=A] | 'unlzma ; Rotation(-pi/2)' [=A] |
'xz -9' [=B] | 'unxz' [=B] |
'RLE.11' [=C] | 'DeRLE.11' [=C] |
'Optimal.01' [=X] | 'DeOptimal.01' [=X] |
Complexité algorithmique K Classement par longueurs croissantes des fichiers compressés par : | Complexité structurelle LD Classement par nombres croissants d'instructions de décompression exécutées par : |
'Neutre.01' [=0] | 'DeNeutre.01' [=0] |
'bzip2 --best' [=1] | 'bunzip2' [=1] |
'JPEG2000.01' [=3] | 'DeJPEG2000.01' [=3] |
'PNG.01' [=4] | 'DePNG.01' [=4] |
'lzma --best' [=7] | 'unlzma' [=7] |
'Rotation(+pi/2) ; bzip2 --best' [=8] | 'bunzip2 ; Rotation(-pi/2)' [=8] |
'Rotation(+pi/2) ; lzma --best' [=A] | 'unlzma ; Rotation(-pi/2)' [=A] |
'xz -9' [=B] | 'unxz' [=B] |
'RLE.11' [=C] | 'DeRLE.11' [=C] |
'Optimal.01' [=X] | 'DeOptimal.01' [=X] |
Neutre.01 | 0 | DeNeutre.01 |
bzip2 --best | 1 | bunzip2 |
JPEG2000.01 | 3 | DeJPEG2000.01 |
PNG.01 | 4 | DePNG.01 |
lzma --best | 7 | unlzma |
Rotation(+pi/2) ; bzip2 --best | 8 | bunzip2 ; Rotation(-pi/2) |
Rotation(+pi/2) ; lzma --best | A | unlzma ; Rotation(-pi/2) |
xz -9 | B | unxz |
RLE.11 | C | DeRLE.11 |
Optimal.01 | X | DeOptimal.01 |
Images format octet : | Images format bit : |
Neutre | Neutre |
Rotation +pi/2 | Rotation +pi/2 |
Rotation pi | Rotation pi |
Rotation -pi/2 | Rotation -pi/2 |
Symétrie OX | Symétrie OX |
Symétrie OY | Symétrie OY |
Transposition | Transposition |
1 ZA6__1 .............244 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 .............244 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA4__1 .............247 "Mire_de_barres_obliques_-fausses_couleurs-" 4 ZA5__1 .............247 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 5 ZA9__1 .............249 "Damier_recursif_1_-fausses_couleurs-" 6 ZAA__1 .............249 "Damier_recursif_2_-fausses_couleurs-" 7 ZAB__1 .............249 "Damier_recursif_3_-fausses_couleurs-" 8 H31__1 .............352 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 9 H32__1 .............352 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 10 K1 .............352 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 11 ZA2__1 .............399 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 12 S____1 ............1135 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 13 V____1 ............1160 "Ensemble_de_Julia_-fausses_couleurs-" 14 ZA1__1 ............1222 "Croix_fractale_-fausses_couleurs-" 15 ZA3__1 ............1460 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-"
1 ZA6__1 ............1808 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 ............1808 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA4__1 ............1824 "Mire_de_barres_obliques_-fausses_couleurs-" 4 ZA5__1 ............1824 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 5 ZA9__1 ............1832 "Damier_recursif_1_-fausses_couleurs-" 6 ZAA__1 ............1832 "Damier_recursif_2_-fausses_couleurs-" 7 ZAB__1 ............1832 "Damier_recursif_3_-fausses_couleurs-" 8 H31__1 ............1976 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 9 H32__1 ............1976 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 10 K1 ............1976 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 11 ZA2__1 ............2368 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 12 S____1 ............3128 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 13 V____1 ............3240 "Ensemble_de_Julia_-fausses_couleurs-" 14 ZA1__1 ............3576 "Croix_fractale_-fausses_couleurs-" 15 ZA3__1 ............4056 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-"
1 ZA6__1 .........3150850 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 .........3150850 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA4__1 .........4199426 "Mire_de_barres_obliques_-fausses_couleurs-" 4 ZA5__1 .........4199426 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 5 ZA9__1 .........4199426 "Damier_recursif_1_-fausses_couleurs-" 6 ZAA__1 .........4199426 "Damier_recursif_2_-fausses_couleurs-" 7 ZAB__1 .........4199426 "Damier_recursif_3_-fausses_couleurs-" 8 H31__1 .........5251074 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 9 H32__1 .........5251074 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 10 ZA1__1 .........7506597 "Croix_fractale_-fausses_couleurs-" 11 K1 .........8393730 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 12 ZA3__1 .........9059948 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA2__1 ........10146818 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 14 V____1 ........50594059 "Ensemble_de_Julia_-fausses_couleurs-" 15 S____1 .......108790060 "Ensemble_de_Mandelbrot_-fausses_couleurs-"
1 ZA6__1 ........19934217 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 ........19934217 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA5__1 ........22031371 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 4 ZA4__1 ........23079947 "Mire_de_barres_obliques_-fausses_couleurs-" 5 ZA9__1 ........23079947 "Damier_recursif_1_-fausses_couleurs-" 6 ZAA__1 ........23079947 "Damier_recursif_2_-fausses_couleurs-" 7 ZAB__1 ........23079947 "Damier_recursif_3_-fausses_couleurs-" 8 H31__1 ........25182223 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 9 H32__1 ........25182223 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 10 K1 ........30419983 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 11 ZA1__1 ........40931448 "Croix_fractale_-fausses_couleurs-" 12 ZA3__1 ........49410923 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA2__1 ........58387627 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 14 V____1 .......307180199 "Ensemble_de_Julia_-fausses_couleurs-" 15 S____1 .......689919449 "Ensemble_de_Mandelbrot_-fausses_couleurs-"
1 H31__1 .1048576/1048576 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 2 H32__1 .1048576/1048576 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 3 K1 .1048576/1048576 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 4 S____1 .1048576/1048576 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 5 V____1 .1048576/1048576 "Ensemble_de_Julia_-fausses_couleurs-" 6 ZA1__1 .1048576/1048576 "Croix_fractale_-fausses_couleurs-" 7 ZA2__1 .1048576/1048576 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 8 ZA3__1 .1048576/1048576 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 9 ZA4__1 .1048576/1048576 "Mire_de_barres_obliques_-fausses_couleurs-" 10 ZA5__1 .1048576/1048576 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 11 ZA6__1 .1048576/1048576 "Mire_de_barres_verticales_-fausses_couleurs-" 12 ZA7__1 .1048576/1048576 "Mire_de_barres_horizontales_-fausses_couleurs-" 13 ZA9__1 .1048576/1048576 "Damier_recursif_1_-fausses_couleurs-" 14 ZAA__1 .1048576/1048576 "Damier_recursif_2_-fausses_couleurs-" 15 ZAB__1 .1048576/1048576 "Damier_recursif_3_-fausses_couleurs-"
1 H31__1 ..........572845 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 2 H32__1 ..........572863 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 3 ZA9__1 .........5421069 "Damier_recursif_1_-fausses_couleurs-" 4 ZA1__1 .........5421307 "Croix_fractale_-fausses_couleurs-" 5 ZA3__1 .........5421307 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 6 ZA5__1 .........5421307 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 7 ZA6__1 .........5421307 "Mire_de_barres_verticales_-fausses_couleurs-" 8 ZA7__1 .........5421307 "Mire_de_barres_horizontales_-fausses_couleurs-" 9 ZAA__1 .........5421307 "Damier_recursif_2_-fausses_couleurs-" 10 K1 .........5421308 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 11 S____1 .........5421308 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 12 V____1 .........5421308 "Ensemble_de_Julia_-fausses_couleurs-" 13 ZA2__1 .........5421308 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 14 ZA4__1 .........5421308 "Mire_de_barres_obliques_-fausses_couleurs-" 15 ZAB__1 .........5422896 "Damier_recursif_3_-fausses_couleurs-"
1 ZA6__1 ....2017/1048576 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 ....2032/1048576 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA4__1 ....2792/1048576 "Mire_de_barres_obliques_-fausses_couleurs-" 4 H31__1 ....2973/1048576 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 5 H32__1 ....5741/1048576 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 6 ZAB__1 ...10101/1048576 "Damier_recursif_3_-fausses_couleurs-" 7 ZAA__1 ...10758/1048576 "Damier_recursif_2_-fausses_couleurs-" 8 ZA9__1 ...12720/1048576 "Damier_recursif_1_-fausses_couleurs-" 9 S____1 ...18873/1048576 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 10 V____1 ...27405/1048576 "Ensemble_de_Julia_-fausses_couleurs-" 11 ZA5__1 ...85149/1048576 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 12 ZA2__1 ...86326/1048576 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 13 ZA1__1 ...90952/1048576 "Croix_fractale_-fausses_couleurs-" 14 ZA3__1 ..101032/1048576 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 15 K1 .1053655/1048576 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 ZA7__1 ........20110663 "Mire_de_barres_horizontales_-fausses_couleurs-" 2 H31__1 ........20253675 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 3 S____1 ........29207870 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 4 V____1 ........30734770 "Ensemble_de_Julia_-fausses_couleurs-" 5 ZA6__1 ........52688910 "Mire_de_barres_verticales_-fausses_couleurs-" 6 ZA4__1 ........52971442 "Mire_de_barres_obliques_-fausses_couleurs-" 7 H32__1 ........54014006 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 8 ZAB__1 ........55869005 "Damier_recursif_3_-fausses_couleurs-" 9 ZAA__1 ........56332045 "Damier_recursif_2_-fausses_couleurs-" 10 ZA9__1 ........56486585 "Damier_recursif_1_-fausses_couleurs-" 11 ZA1__1 ........63167852 "Croix_fractale_-fausses_couleurs-" 12 ZA3__1 ........74842595 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA2__1 ........82348030 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 14 ZA5__1 ........92250560 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 15 K1 .......331866099 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 ZA7__1 ....1530/1048576 "Mire_de_barres_horizontales_-fausses_couleurs-" 2 ZA6__1 ....1646/1048576 "Mire_de_barres_verticales_-fausses_couleurs-" 3 ZA4__1 ...28586/1048576 "Mire_de_barres_obliques_-fausses_couleurs-" 4 V____1 ..114185/1048576 "Ensemble_de_Julia_-fausses_couleurs-" 5 S____1 ..123265/1048576 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 6 H31__1 ..178653/1048576 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 7 H32__1 ..231190/1048576 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 8 ZAB__1 ..254510/1048576 "Damier_recursif_3_-fausses_couleurs-" 9 ZAA__1 ..255694/1048576 "Damier_recursif_2_-fausses_couleurs-" 10 ZA9__1 ..259489/1048576 "Damier_recursif_1_-fausses_couleurs-" 11 ZA1__1 ..488554/1048576 "Croix_fractale_-fausses_couleurs-" 12 ZA3__1 ..489285/1048576 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA5__1 ..524286/1048576 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 14 ZA2__1 ..575465/1048576 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 15 K1 .1139853/1048576 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 ZA6__1 .......403134777 "Mire_de_barres_verticales_-fausses_couleurs-" 2 ZA7__1 .......405276246 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 ZA4__1 .......587816297 "Mire_de_barres_obliques_-fausses_couleurs-" 4 V____1 .......601668213 "Ensemble_de_Julia_-fausses_couleurs-" 5 H31__1 .......627273065 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 6 S____1 .......637359037 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 7 H32__1 .......644954369 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 8 ZAA__1 .......790358210 "Damier_recursif_2_-fausses_couleurs-" 9 ZAB__1 .......803351890 "Damier_recursif_3_-fausses_couleurs-" 10 ZA9__1 .......869563705 "Damier_recursif_1_-fausses_couleurs-" 11 ZA1__1 .......894257798 "Croix_fractale_-fausses_couleurs-" 12 ZA3__1 ......1002175326 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA5__1 ......1138940083 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 14 ZA2__1 ......1154052061 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 15 K1 ......1410222986 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 ZA7__1 ....3811/1048576 "Mire_de_barres_horizontales_-fausses_couleurs-" 2 H31__1 ....3914/1048576 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 3 ZA6__1 ....6318/1048576 "Mire_de_barres_verticales_-fausses_couleurs-" 4 H32__1 ....7008/1048576 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 5 ZA4__1 ....7232/1048576 "Mire_de_barres_obliques_-fausses_couleurs-" 6 ZA9__1 ...25937/1048576 "Damier_recursif_1_-fausses_couleurs-" 7 ZAA__1 ...28925/1048576 "Damier_recursif_2_-fausses_couleurs-" 8 ZAB__1 ...29260/1048576 "Damier_recursif_3_-fausses_couleurs-" 9 S____1 ...37661/1048576 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 10 V____1 ...41797/1048576 "Ensemble_de_Julia_-fausses_couleurs-" 11 ZA5__1 ..182876/1048576 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 12 ZA3__1 ..196934/1048576 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 13 ZA1__1 ..203751/1048576 "Croix_fractale_-fausses_couleurs-" 14 ZA2__1 ..249748/1048576 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 15 K1 .1050352/1048576 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 K1 ........66953024 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-" 2 ZA7__1 ........67999133 "Mire_de_barres_horizontales_-fausses_couleurs-" 3 H31__1 ........68050604 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 4 H32__1 ........68073590 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 5 ZA4__1 ........68089917 "Mire_de_barres_obliques_-fausses_couleurs-" 6 ZA6__1 ........68662418 "Mire_de_barres_verticales_-fausses_couleurs-" 7 ZAB__1 ........68843804 "Damier_recursif_3_-fausses_couleurs-" 8 ZAA__1 ........68865614 "Damier_recursif_2_-fausses_couleurs-" 9 ZA9__1 ........68966998 "Damier_recursif_1_-fausses_couleurs-" 10 V____1 ........69617372 "Ensemble_de_Julia_-fausses_couleurs-" 11 S____1 ........69802280 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 12 ZA5__1 ........72232956 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 13 ZA2__1 ........75953754 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 14 ZA1__1 ........77037626 "Croix_fractale_-fausses_couleurs-" 15 ZA3__1 ........77948117 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-"
1 ZA6__1 .....468/1048576 "Mire_de_barres_verticales_-fausses_couleurs-" 2 H32__1 ....1283/1048576 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 3 ZA4__1 ....1422/1048576 "Mire_de_barres_obliques_-fausses_couleurs-" 4 ZA7__1 ....1562/1048576 "Mire_de_barres_horizontales_-fausses_couleurs-" 5 H31__1 ....1973/1048576 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 6 ZAA__1 ....3048/1048576 "Damier_recursif_2_-fausses_couleurs-" 7 ZA9__1 ....4341/1048576 "Damier_recursif_1_-fausses_couleurs-" 8 ZAB__1 ....5117/1048576 "Damier_recursif_3_-fausses_couleurs-" 9 S____1 ...19430/1048576 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 10 V____1 ...30166/1048576 "Ensemble_de_Julia_-fausses_couleurs-" 11 ZA5__1 ...31940/1048576 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 12 ZA2__1 ...39960/1048576 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 13 ZA1__1 ...79979/1048576 "Croix_fractale_-fausses_couleurs-" 14 ZA3__1 ..135612/1048576 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 15 K1 .1062882/1048576 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
1 H32__1 .........2713198 "Droites_verticales_de_niveaux_aleatoires_-luminance-" 2 S____1 .........7439841 "Ensemble_de_Mandelbrot_-fausses_couleurs-" 3 ZA4__1 .........9023093 "Mire_de_barres_obliques_-fausses_couleurs-" 4 V____1 ........10130285 "Ensemble_de_Julia_-fausses_couleurs-" 5 ZAA__1 ........10555883 "Damier_recursif_2_-fausses_couleurs-" 6 ZA9__1 ........11012603 "Damier_recursif_1_-fausses_couleurs-" 7 ZAB__1 ........11186788 "Damier_recursif_3_-fausses_couleurs-" 8 ZA6__1 ........14085083 "Mire_de_barres_verticales_-fausses_couleurs-" 9 ZA7__1 ........14754604 "Mire_de_barres_horizontales_-fausses_couleurs-" 10 H31__1 ........14755417 "Droites_horizontales_de_niveaux_aleatoires_-luminance-" 11 ZA2__1 ........15747338 "Combinaison_logique_et_arbitraire_des_coordonnees_-fausses_couleurs-" 12 ZA5__1 ........19079935 "Mire_de_barres_hyperboliques_-fausses_couleurs-" 13 ZA1__1 ........25729827 "Croix_fractale_-fausses_couleurs-" 14 ZA3__1 ........36543498 "Marche_aleatoire_sur_un_tore_-fausses_couleurs-" 15 K1 .......235537528 "Points_pseudo-aleatoires_type_'drand48(...)'_-fausses_couleurs-"
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Classement global (toutes les images) |
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Classement global (toutes les images) |
![]() 1.808 | ![]() 1.808 | ![]() 1.824 | ![]() 1.824 | ![]() 1.832 | ![]() 1.832 | ![]() 1.832 | ![]() 1.976 | ![]() 1.976 | ![]() 1.976 | ![]() 2.368 | ![]() 3.128 | ![]() 3.240 | ![]() 3.576 | ![]() 4.056 |
Classement global (toutes les images) |
![]() 3.150.850 | ![]() 3.150.850 | ![]() 4.199.426 | ![]() 4.199.426 | ![]() 4.199.426 | ![]() 4.199.426 | ![]() 4.199.426 | ![]() 5.251.074 | ![]() 5.251.074 | ![]() 7.506.597 | ![]() 8.393.730 | ![]() 9.059.948 | ![]() 10.146.818 | ![]() 50.594.059 | ![]() 108.790.060 |
Classement global (toutes les images) |
![]() 19.934.217 | ![]() 19.934.217 | ![]() 22.031.371 | ![]() 23.079.947 | ![]() 23.079.947 | ![]() 23.079.947 | ![]() 23.079.947 | ![]() 25.182.223 | ![]() 25.182.223 | ![]() 30.419.983 | ![]() 40.931.448 | ![]() 49.410.923 | ![]() 58.387.627 | ![]() 307.180.199 | ![]() 689.919.449 |
Classement global (toutes les images) |
![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 |
Classement global (toutes les images) |
![]() 2.017 | ![]() 2.032 | ![]() 2.792 | ![]() 2.973 | ![]() 5.741 | ![]() 10.101 | ![]() 10.758 | ![]() 12.720 | ![]() 18.873 | ![]() 27.405 | ![]() 85.149 | ![]() 86.326 | ![]() 90.952 | ![]() 101.032 | ![]() 1.053.655 |
Classement global (toutes les images) |
![]() 1.530 | ![]() 1.646 | ![]() 28.586 | ![]() 114.185 | ![]() 123.265 | ![]() 178.653 | ![]() 231.190 | ![]() 254.510 | ![]() 255.694 | ![]() 259.489 | ![]() 488.554 | ![]() 489.285 | ![]() 524.286 | ![]() 575.465 | ![]() 1.139.853 |
Classement global (toutes les images) |
![]() 3.811 | ![]() 3.914 | ![]() 6.318 | ![]() 7.008 | ![]() 7.232 | ![]() 25.937 | ![]() 28.925 | ![]() 29.260 | ![]() 37.661 | ![]() 41.797 | ![]() 182.876 | ![]() 196.934 | ![]() 203.751 | ![]() 249.748 | ![]() 1.050.352 |
Classement global (toutes les images) |
![]() 468 | ![]() 1.283 | ![]() 1.422 | ![]() 1.562 | ![]() 1.973 | ![]() 3.048 | ![]() 4.341 | ![]() 5.117 | ![]() 19.430 | ![]() 30.166 | ![]() 31.940 | ![]() 39.960 | ![]() 79.979 | ![]() 135.612 | ![]() 1.062.882 |
Classement global (toutes les images) |
![]() 2.017 | ![]() 2.032 | ![]() 2.657 | ![]() 2.973 | ![]() 5.761 | ![]() 7.754 | ![]() 12.716 | ![]() 14.296 | ![]() 26.998 | ![]() 27.396 | ![]() 85.222 | ![]() 87.813 | ![]() 88.606 | ![]() 100.421 | ![]() 1.053.694 |
Classement global (toutes les images) |
![]() 468 | ![]() 1.284 | ![]() 1.562 | ![]() 1.777 | ![]() 1.973 | ![]() 3.123 | ![]() 3.705 | ![]() 4.342 | ![]() 29.509 | ![]() 29.913 | ![]() 31.910 | ![]() 39.586 | ![]() 77.607 | ![]() 134.005 | ![]() 1.062.851 |
Classement global (toutes les images) |
![]() 512 | ![]() 1.328 | ![]() 1.468 | ![]() 1.608 | ![]() 2.020 | ![]() 3.096 | ![]() 4.388 | ![]() 5.160 | ![]() 19.476 | ![]() 30.212 | ![]() 31.984 | ![]() 40.004 | ![]() 80.032 | ![]() 135.676 | ![]() 1.048.688 |
Classement global (toutes les images) |
![]() 20.480 | ![]() 20.480 | ![]() 128.495 | ![]() 128.879 | ![]() 489.267 | ![]() 655.291 | ![]() 870.932 | ![]() 1.004.908 | ![]() 1.004.908 | ![]() 1.044.556 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 | ![]() 1.048.576 |
Classement global (toutes les images) |
![]() 468 | ![]() 468 | ![]() 1.283 | ![]() 1.284 | ![]() 1.422 | ![]() 3.048 | ![]() 3.705 | ![]() 4.341 | ![]() 18.873 | ![]() 26.998 | ![]() 31.910 | ![]() 39.586 | ![]() 77.607 | ![]() 100.421 | ![]() 1.048.576 |
Classement global (toutes les images) |
![]() 572.845 | ![]() 572.863 | ![]() 5.421.069 | ![]() 5.421.307 | ![]() 5.421.307 | ![]() 5.421.307 | ![]() 5.421.307 | ![]() 5.421.307 | ![]() 5.421.307 | ![]() 5.421.308 | ![]() 5.421.308 | ![]() 5.421.308 | ![]() 5.421.308 | ![]() 5.421.308 | ![]() 5.422.896 |
Classement global (toutes les images) |
![]() 20.110.663 | ![]() 20.253.675 | ![]() 29.207.870 | ![]() 30.734.770 | ![]() 52.688.910 | ![]() 52.971.442 | ![]() 54.014.006 | ![]() 55.869.005 | ![]() 56.332.045 | ![]() 56.486.585 | ![]() 63.167.852 | ![]() 74.842.595 | ![]() 82.348.030 | ![]() 92.250.560 | ![]() 331.866.099 |
Classement global (toutes les images) |
![]() 66.953.024 | ![]() 67.999.133 | ![]() 68.050.604 | ![]() 68.073.590 | ![]() 68.089.917 | ![]() 68.662.418 | ![]() 68.843.804 | ![]() 68.865.614 | ![]() 68.966.998 | ![]() 69.617.372 | ![]() 69.802.280 | ![]() 72.232.956 | ![]() 75.953.754 | ![]() 77.037.626 | ![]() 77.948.117 |
Classement global (toutes les images) |
![]() 2.713.198 | ![]() 7.439.841 | ![]() 9.023.093 | ![]() 10.130.285 | ![]() 10.555.883 | ![]() 11.012.603 | ![]() 11.186.788 | ![]() 14.085.083 | ![]() 14.754.604 | ![]() 14.755.417 | ![]() 15.747.338 | ![]() 19.079.935 | ![]() 25.729.827 | ![]() 36.543.498 | ![]() 235.537.528 |
Classement global (toutes les images) |
![]() 20.110.658 | ![]() 20.253.671 | ![]() 30.504.155 | ![]() 30.664.844 | ![]() 52.688.576 | ![]() 52.933.152 | ![]() 54.017.537 | ![]() 55.105.015 | ![]() 56.496.802 | ![]() 57.521.023 | ![]() 62.768.987 | ![]() 75.103.672 | ![]() 82.766.658 | ![]() 92.279.441 | ![]() 331.227.909 |
Classement global (toutes les images) |
![]() 2.713.257 | ![]() 6.345.869 | ![]() 9.470.896 | ![]() 9.539.500 | ![]() 10.632.304 | ![]() 11.012.596 | ![]() 11.990.647 | ![]() 14.085.081 | ![]() 14.754.604 | ![]() 14.755.414 | ![]() 15.667.814 | ![]() 19.034.261 | ![]() 24.555.727 | ![]() 36.995.358 | ![]() 235.540.580 |
Classement global (toutes les images) |
![]() 5.590.934 | ![]() 7.487.640 | ![]() 12.231.462 | ![]() 13.790.394 | ![]() 14.936.427 | ![]() 15.332.582 | ![]() 15.794.776 | ![]() 15.965.446 | ![]() 18.858.003 | ![]() 19.530.108 | ![]() 19.530.870 | ![]() 20.625.154 | ![]() 23.940.298 | ![]() 30.624.790 | ![]() 41.487.775 |
Classement global (toutes les images) |
![]() 13.167.618 | ![]() 16.277.446 | ![]() 18.128.134 | ![]() 18.140.381 | ![]() 23.956.048 | ![]() 26.767.784 | ![]() 30.166.934 | ![]() 30.594.020 | ![]() 32.122.516 | ![]() 32.124.137 | ![]() 32.625.907 | ![]() 32.689.944 | ![]() 32.690.034 | ![]() 32.690.034 | ![]() 32.690.083 |
Classement global (toutes les images) |
![]() 2.713.198 | ![]() 2.713.257 | ![]() 5.421.308 | ![]() 6.345.869 | ![]() 9.023.093 | ![]() 10.555.883 | ![]() 11.012.603 | ![]() 14.085.081 | ![]() 14.085.083 | ![]() 15.667.814 | ![]() 19.034.261 | ![]() 24.555.727 | ![]() 29.207.870 | ![]() 30.664.844 | ![]() 75.103.672 |
Classement global (toutes les images) |
![]() 468 | ![]() 468 | ![]() 1.283 | ![]() 1.284 | ![]() 1.422 | ![]() 3.048 | ![]() 3.705 | ![]() 4.341 | ![]() 18.873 | ![]() 26.998 | ![]() 31.910 | ![]() 39.586 | ![]() 77.607 | ![]() 100.421 | ![]() 1.048.576 |
Classement global (toutes les images) |
![]() 2.713.198 | ![]() 2.713.257 | ![]() 5.421.308 | ![]() 6.345.869 | ![]() 9.023.093 | ![]() 10.555.883 | ![]() 11.012.603 | ![]() 14.085.081 | ![]() 14.085.083 | ![]() 15.667.814 | ![]() 19.034.261 | ![]() 24.555.727 | ![]() 29.207.870 | ![]() 30.664.844 | ![]() 75.103.672 |
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