cube | solides de Platon

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  • Courbe d'apprentissageCourbe d'apprentissagerégulièrementvraiVersion 1 000fauxlearningcurve_tt.ttf
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  • blancCMYKPROCESSUS0.0000000.0000000.0000000.000000
  • noirCMYKPROCESSUS0.0000000.0000000.000000100.000000
  • CMJN RougeCMYKPROCESSUS0.000000100.000000100.0000000.000000
  • CMJN JauneCMYKPROCESSUS0.0000000.000000100.0000000.000000
  • CMJN VertCMYKPROCESSUS100.0000000.000000100.0000000.000000
  • CMJN CyanCMYKPROCESSUS100.0000000.0000000.0000000.000000
  • Bleu CMJNCMYKPROCESSUS100.000000100.0000000.0000000.000000
  • CMJN MagentaCMYKPROCESSUS0.000000100.0000000.0000000.000000
  • C = 15 M = 100 Y = 90 K = 10CMYKPROCESSUS14.999998100.00000090.00000410.000002
  • C = 0 M = 90 Y = 85 K = 0CMYKPROCESSUS0.00000090.00000484.9999960.000000
  • C = 0 M = 80 Y = 95 K = 0CMYKPROCESSUS0.00000080.00000194.9999990.000000
  • C = 0 M = 50 Y = 100 K = 0CMYKPROCESSUS0.00000050.000000100.0000000.000000
  • C = 0 M = 35 Y = 85 K = 0CMYKPROCESSUS0.00000035.00000284.9999960.000000
  • C = 5 M = 0 Y = 90 K = 0CMYKPROCESSUS5.0000010.00000090.0000040.000000
  • C = 20 M = 0 Y = 100 K = 0CMYKPROCESSUS19.9999990.000000100.0000000.000000
  • C = 50 M = 0 Y = 100 K = 0CMYKPROCESSUS50.0000000.000000100.0000000.000000
  • C = 75 M = 0 Y = 100 K = 0CMYKPROCESSUS75.0000000.000000100.0000000.000000
  • C = 85 M = 10 Y = 100 K = 10CMYKPROCESSUS84.99999610.000002100.00000010.000002
  • C = 90 M = 30 Y = 95 K = 30CMYKPROCESSUS90.00000430.00000194.99999930.000001
  • C = 75 M = 0 Y = 75 K = 0CMYKPROCESSUS75.0000000.00000075.0000000.000000
  • C = 80 M = 10 Y = 45 K = 0CMYKPROCESSUS80.00000110.00000244.9999990.000000
  • C = 70 M = 15 Y = 0 K = 0CMYKPROCESSUS69.99999914.9999980.0000000.000000
  • C = 85 M = 50 Y = 0 K = 0CMYKPROCESSUS84.99999650.0000000.0000000.000000
  • C = 100 M = 95 Y = 5 K = 0CMYKPROCESSUS100.00000094.9999995.0000010.000000
  • C = 100 M = 100 Y = 25 K = 25CMYKPROCESSUS100.000000100.00000025.00000025.000000
  • C = 75 M = 100 Y = 0 K = 0CMYKPROCESSUS75.000000100.0000000.0000000.000000
  • C = 50 M = 100 Y = 0 K = 0CMYKPROCESSUS50.000000100.0000000.0000000.000000
  • C = 35 M = 100 Y = 35 K = 10CMYKPROCESSUS35.000002100.00000035.00000210.000002
  • C = 10 M = 100 Y = 50 K = 0CMYKPROCESSUS10.000002100.00000050.0000000.000000
  • C = 0 M = 95 Y = 20 K = 0CMYKPROCESSUS0.00000094.99999919.9999990.000000
  • C = 25 M = 25 Y = 40 K = 0CMYKPROCESSUS25.00000025.00000039.9999980.000000
  • C = 40 M = 45 Y = 50 K = 5CMYKPROCESSUS39.99999844.99999950.0000005.000001
  • C = 50 M = 50 Y = 60 K = 25CMYKPROCESSUS50.00000050.00000060.00000225.000000
  • C = 55 M = 60 Y = 65 K = 40CMYKPROCESSUS55.00000160.00000264.99999839.999998
  • C = 25 M = 40 Y = 65 K = 0CMYKPROCESSUS25.00000039.99999864.9999980.000000
  • C = 30 M = 50 Y = 75 K = 10CMYKPROCESSUS30.00000150.00000075.00000010.000002
  • C = 35 M = 60 Y = 80 K = 25CMYKPROCESSUS35.00000260.00000280.00000125.000000
  • C = 40 M = 65 Y = 90 K = 35CMYKPROCESSUS39.99999864.99999890.00000435.000002
  • C = 40 M = 70 Y = 100 K = 50CMYKPROCESSUS39.99999869.999999100.00000050.000000
  • C = 50 M = 70 Y = 80 K = 70CMYKPROCESSUS50.00000069.99999980.00000169.999999
  • Groupe de couleurs d'impression1
  • C = 0 M = 30 Y = 70 K = 0CMYKPROCESSUS0.00000030.00000169.9999990.000000
  • C = 5 M = 70 Y = 90 K = 0CMYKPROCESSUS5.00000169.99999990.0000040.000000
  • C = 5 M = 90 Y = 75 K = 0CMYKPROCESSUS5.00000190.00000475.0000000.000000
  • C = 30 M = 0 Y = 95 K = 0CMYKPROCESSUS30.0000010.00000094.9999990.000000
  • C = 60 M = 5 Y = 95 K = 0CMYKPROCESSUS60.0000025.00000194.9999990.000000
  • C = 30 M = 0 Y = 10 K = 0CMYKPROCESSUS30.0000010.00000010.0000020.000000
  • C = 60 M = 10 Y = 5 K = 0CMYKPROCESSUS60.00000210.0000025.0000010.000000
  • C = 80 M = 5 Y = 10 K = 0CMYKPROCESSUS80.0000015.00000110.0000020.000000
  • en niveaux de gris1
  • K = 100GRAYPROCESSUS255
  • K = 90GRAYPROCESSUS229
  • K = 80GRAYPROCESSUS203
  • K = 70GRAYPROCESSUS178
  • K = 60GRAYPROCESSUS152
  • K = 50GRAYPROCESSUS127
  • K = 40GRAYPROCESSUS101
  • K = 30GRAYPROCESSUS76
  • K = 20GRAYPROCESSUS50
  • K = 10GRAYPROCESSUS25
  • K = 5GRAYPROCESSUS12
  • Bibliothèque Adobe PDF 8.00

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    Les anciennes traditions néolithiques ont gravé des images des éléments de la nature sur des boules de pierre un millier d’années avant qu’elles ne soient renommées sous l’appelation de solides platoniques. Les philosophes et les mathématiciens grecs ont diagnostiqué l’idée des formes primaires. Certains attribuent leurs origines à Pythagore ( 570-495 av. J. -C. ), Empedocle ( 490-430 av. J. -C. ) ou Theaetetus ( 417-369 av. J. -C. ). Platon ( 424-347 av. J. -C. ), un étudiant de Socrate, en a beaucoup parlé dans son dialogue avec Timée. Il les a décrits comme les composants constituants de la vie représentés par les 4 éléments que sont la terre, l’eau, le feu et l’air. Aristote a identifié un cinquième élément qu’il a nommé Aether. Euclide ( 323-283 av. J. -C. ) les réunit, les nomme les Solides de Platon et leur donne des descriptions mathématiques ciblées dans son bouqin Elements. Ce vaste corpus de connaissances est passé pratiquement sous terre jusqu’à ce que Johannes Kepler ( 1571-1630 ), un astronome allemand, considère la sphère comme un container pour chacun des cinq robustes de Platon. Il a également essayé de raccorder les solides aux six planètes renommées de Mercure, Vénus, Terre, Mars, Jupiter et Saturne. En forme euclidienne, un solide de Platon est défini comme un polyèdre annuel et convexe, dont les faces sont des polygones réguliers et congruents, avec le même nombre de faces se rencontrant à chaque plus haut qui s’inscrivent dans une sphère. Empedocle voyait l’attachement comme le pouvoir qui attire ces formes ensemble mais la bataille les sépare. Les composants ont inspiré l’art, la technique et la compréhension de la classe de notre monde. n

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