¤ Optical Illusions drawn with SPIEGELKUNSTENAAR (MIRROR ARTIST) ↓
→ http://web.inter.nl.net/hcc/Hans.Kuiper/optillus.htm¤ Trust your brains? ↓ Practice your Spanish with this slideshare
- 1. What’s our brains up to…!
- 2. If you see anything turning – you’re in need for a holiday!!! Stare at each circle in isolation and you’ll see they remain motionless!
- 3. Is everything turning again? If you pay closer attention you’ll realise they don’t.
- 4. Or perhaps they do???
- 5. Maybe not … ?
- 6. The red lines are always parallel to each other!
- 7. What is it that you see? A spiral or only circles?
- 8. Pay close attention to this drawing… What can you see? Researchers have proved that small children can just see 9 dolphins!!! If, after 3 seconds, you still can´t spot the dolphins you’ll get well aware of your perverted mind’s associations…
- 9. Here come the best!!!
- 10. Focus your attention on the cross in the middle. After a while the moving circle will turn green! If you keep staring at the cross, the purple circles will soon disappear, and you’ll only see the green circle moving about the screen… (Which is actually a purple circle)
- 11. Watch the spot in the middle. Move your head closer and further…
- 12. Instructions:1. Keep watching for 40 seconds the four spots in the centre of the drawing. Then look away and wink briskly… What do your eyes see?
- 13. Lee lo mas rápido que puedas el texto azul hasta el final, sin fijarse en que este se ve algo extraño… En difreetnes invesigtacinoes los cinefiticos inlgeses descbureiron, que es de pcoa impotrancia en que odern etsan las lertas en las palbaras, lo mas improtnate,es que la prirmea y ulimta lerta tieenn que esatr en su luagr. Lo den meido no es imoprtnate, aun asi pudees leer. Poruqe nosrotos lemeos las pablaras enetras y no lerta por lerta. Observa con cuidado lo que acabas de leer . . . [sic]
- 14. ¿UNA VARIANTE DE LO ANTERIOR? SI PUEDES DESCIFRAR LA PRIMERA LINEA PODRAS LEER EL TEXTO COMPLETO – C1ER70 214 D3 V3R4N0 3574B4 3N L4 PL4Y4 0853RV4N20 4 TR35 CH1C45 8R1NC4N20 3N L4 4R3N4, 357484N 7R484J4N20 MUCH0 C0N57RUY3N20 UN C4571LL0 23 4R3N4 C0N 70RR35, P45421Z05 0CUL705 Y PU3N735. P3R0 CU4N20 357484N 4C484N20 D3 PRON7O V1N0 UN4 0L4 2357RUY3N20 7020, R32UC13N20 3L C4571LL0 4 UN M0N70N 23 4R3N4 Y 35PUM4, P3N53 9U3 235PU35 2E 74N70 35FU3RZ0 L45 CH1C45 C0M3NZ4R14N 4 LL0R4R, P3R0 3N V3Z 23 350, C0RR13R0N P0R L4 PL4Y4 R13N20 Y JU64N20 Y C0M3NZ4R0N 4 C0N57RU1R 07R0 C4571LL0.C0MPR3N21 3N7ONC35 9U3 H4814 4PR3N2120 UN4 6R4N L3CC10N: P454M05 MUCH0 713MP0 23 NU357R45 V1245 C0N57RUY3N20 4L6UN4 C054, P3R0 CU4N20 M45 74R23 UN4 6R4N 0L4 LL364 4 2357RU1R 7020 LO 9U3 H3MO5 H3CH0, 50L0 P3RM4N3C3 L4 4M15742, 3L 4M0R, 3L C4R1Ñ0 Y L45 M4N05 23 49U3LL05 9U3 50N C4P4C35 23 H4C3RN05 50NR31R Y NO V4C1L4N 3N 4YU24RNO5 4 CON57RU1R 4C3P74N2O COMO UN1CO P46O 3L PR1V1L361O 23 PO23R 4YU24R.
- UNA PRUEBA MAS DE QUE EL CEREBRO HUMANO ES UNA VERDADERA MARAVILLA DE LA EVOLUCION – UTILIZALO SIEMPRE PARA CONSTRUIR
•→Psychedelic White Lines⇐ / •→ Geometric illusions⇐ / •→Sleep⇐
•→ Hypnosis Spiral ⇐ / •→ giphy.com/optical-art GIFs ⇐ / •→ Optical illusions ⇐
Optical Art often termed ⇒«Op Art»⇐ has its roots from the Bauhaus school borrowing from constructivism. Op Art is often geometrical art that plays tricks on the eyes. It has quite a profound effect on the eyes and is sometimes hard to look at for a period of time. This is because of the intense and excessive stimulation to the eyes and brain. Once dismissed as simply optical illusions, it is now understood that Op Art uses complex color theory and line principals. Op art is done in black and white only and also using certain color combinations because of their relationship to one another produces a certain effect on the eye. These color relationships are simultaneous contrast, successive contrast, and reverse contrast (or assimilation). Using certain color relationships will create the optical illusions such as movement, gyration, hidden images and juxtaposition. You will often hear someone say «That makes me dizzy»…
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¤ Victor Vasarely ⇓ [1906-1997]
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Φ M C Escher ↓ (1998-1972)
Maurits C. Escher was a Dutch draftsman, book illustrator, tapestry designer, and muralist, but his primary work was as a printmaker. Aspiring to be an architect, Escher enrolled in the School for Architecture and Decorative Arts in Haarlem. While studying there from 1919 to 1922, his emphasis shifted from architecture to drawing and printmaking upon the encouragement of his teacher Samuel Jessurun de Mesquita. In 1924 Escher married Jetta Umiker, and the couple settled in Rome to raise a family. They resided in Italy until 1935.
After Escher left Italy in 1935, his interest shifted from landscape to something he described as «mental imagery,» often based on theoretical premises. This was prompted in part by a second visit in 1936 to the fourteenth-century palace of the Alhambra in Granada, Spain. The lavish tile work adorning the Moorish architecture suggested new directions in the use of color and the flattened patterning of interlocking forms. Replacing the abstract patterns of Moorish tiles with recognizable figures, in the late 1930s Escher developed «the regular division of the plane.» The artist also used this concept in creating his Metamorphosis prints. Starting in the 1920s, the idea of «metamorphosis»—one shape or object turning into something completely different—became one of Escher’s favorite themes. After 1935, Escher also increasingly explored complex architectural mazes involving perspectival games and the representation of impossible spaces.
◊ The Mathematical Art Of M.C. Escher ↓
♦ Kraan ↓ M.C. Escher
♦ Sky and Water ⇓ [National Filmboard of Canada]
∇ Jesus R. Soto ⇓ [1923-2005]
•→ Op Art Museum – Amsterdam ⇐
A very young museum where you can experience what it’s like to be misled by your own eyes and you can admire different kinds of optical phenomena and illusions. Nothing is what it seems, or is it?
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¤ Fractals
Mysteriously beautiful fractals are shaking up the world of mathematics and deepening our understanding of nature.
A fractal is «a rough or fragmented geometric shape that can be split into parts, each of which is (at least approximately) a reduced-size copy of the whole,» a property called self-similarity.
Fractals are found everywhere in nature and artists have created some incredible renderings as well. Fractals are purely a wonder — too irregular for Euclidean geometry; iterative and recursive and seemingly infinite. They turn up in food and germs, plants and animals, mountains and water and sky.
♦ HD Mandelbrot ↓ Fractal Tour Guide
George Gershwin ↑ «Rhapsody in Blue»
♦ Mandelbox trip ↓
♦ The Splendor of Color Kaleidoscope ↓
• Fractal of the day . . . →http://sprott.physics.wisc.edu/fractals.htm
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