Skip to main content

Moroccan Geometry: Pattern Studies and Tessellations


Part 1: Patterns constructed from classes with Hamza El Fasiki, Fes 

S1: Six-fold with circles and qTeeb (مسدس بالدواير والقطيب)



S2: 4 Hammers (Arbaa Mtarek), tessellation  (اربع مطرق)

___________________________________________________________________________________

S3: 12-fold Bald (Tanashri Qraa), tessellation (تناشري قرع)

_________________________________________________________________________________


S4: 8-fold with scissors (Mteman bil Maqoussa)  (متمن بل مقوصة)

___________________________________________________________________________________


S5: 8-fold with folds and tajine (Mtemen bil Matwi w Tajine) (متمن بل مطوي و طاجين)




___________________________________________________________________________________


S5: The Spiderweb (Al-Ankaboutiya) (ال عنكبوتية)

__________________________________________________________________________________


S6: 8-fold w/ ball (Tanashri bil Kora ) (تناظري بل كرا)

___________________________________________________________________________________


S6: 8-fold w/ ball (Tanashri bil Kora ) (تناظري بل كرا), tessellated

_________________________________________________________________________

S6: 8-fold w/ Jellyfish (Mtemen bil Kandeel) (متمن بال قنديل)

___________________________________________________________________________________

S6: 8-fold w/ Jellyfish (Mtemen bil Kandeel) (متمن بال قنديل) (12"x12")

         __________________________________________________________________________________

S7: 12-fold with looza (Tanashri bil Loozat ),  (تناشري بل لوزة)

__________________________________________________________________________________


S7: 12-fold with ball (Tanashri bil Kora),  (تناشري بل كروة)

__________________________________________________________________________________




S7: 12-fold with jellyfish (Tanashri bil Kandeel ), channeled full tessellation (تناشري بل كنديل)
___________________________________________________________________________________


S8: 8-fold jellyfish & ba &a la tessellation (Mtemen bil kandeel bil ba w la) (متمن بل كنديل بل ب و ل)


___________________________________________________________________________________


S9: 10-fold with the eye of the sun (AlMa'ashr mul A'yn Asshams) (المعشر مول عين الشمس)











___________________________________________________________________________________



Part II. Tessellations of patterns from Eric Broug, Islamic Geometric Patterns


 Medersa Ben Yusuf, Marrakech (9 full repeats)


___________________________________________________________________________________


Tomb of Jalal Al-Din Hussein, Uzgen, Uzbekistan (18 full repeats)

___________________________________________________________________________________


Mustansiriy Madrasa, Baghdad (16 full repeats)

___________________________________________________________________________________


Great Mosque of Herat-Herat, Afghanistan (16 full repeats)

___________________________________________________________________________________


Mosque of Al-Saih Tala'i, Cairo (9 full repeats)

___________________________________________________________________________________


Mosque of Al-Nasir Muhammad, Cairo (20 full repeats)

___________________________________________________________________________________


Attarine Madrasa, Fes (24 full repeats)

___________________________________________________________________________________







Labels:

Comments

Post a Comment

Popular posts from this blog

Thin-crust pizza

I had a 20-year career in telecommunications engineering in my thirties and forties, at times working alongside an Italian-American guy from New York. Bob had deeply set eyes and a hangdog look, at odds with his pleasant manner. On Fridays, he'd show up at the office with a homemade pizza that he called his "garbage pie”—baked dough, sauce, cheese, and whatever leftovers were in his fridge. Pizza is a dish of humble origins, so when it became known that Margherita of Savoy, the first queen of unified Italy, loved pizza and often asked her kitchen staff to prepare it, the dish was elevated to an honored position, and the Pizza Margherita, in the colors of the Italian flag, was named for her. On a personal level, some things   about this dish are inviolable.   I’ll never let barbecued chicken or sliced pineapple  near it. Or broccolli or cannned tuna. That being said, it’s probably the most bastardized, personalized dish in the world, but I keep it simple.  I once ate at  Da Mic
Post a Comment
Read more

Moroccan Seafood Bastilla

Moroccan seafood bastilla is a rich mixture of shrimp, calamari, and whitefish, seasoned with herbs and spices, fluffed out with cellophane noodles, and wrapped in "warqa" (Arabic word for "paper") a Moroccan filo dough made fresh daily in the souks, the large marketplaces filled with independent vendors that are in any Moroccan city of any size. In coastal cities like Essaouira and Agadir, bastilla is available in the souks in individual serving sizes .   But wherever I tried it, it seemed a little underwhelming. There was a potentially great dish there, but the flavors were muted.  It seemed strange that the seafood bastilla should be as bland as it was. After all, its cousin, chicken bastilla, albeit with a much different set of ingredients and spice mixture, is such a special occasion dish that I'd ask Nabila, our housekeeper in Fes, to make it whenever there were guests.  The typical seafood bastilla contained ingredients that I felt blunted the flavor of t
Post a Comment
Read more

Moroccan Geometry: S9 Master Class: 10-fold with the Eye of the Sun from Bou Inania Medersa, Fez

  Adv S9 Master Class: 10-fold with the eye of the sun, from Bou Inania Medersa, Fes Part A: Draw the main circle and subdivide it into tenths. This 10-fold design is based on 2 concentric circles. These two fully contain the 4 central shapes. 10 other overlapping circles whose centers are outside of the outer circle complete and contain the remaining shapes. The first of the 2 concentric circles to be drawn is the outer one 1.  We want the finished drawing to fit with 5 mm margins above and below. The ratio of the circle's radius, A, to the distance between the center and the outer point of the pattern, B, is approximately 5 to 7. Using a watercolor paper that is 304mm high, B should be no more than 304mm, minus the 5 mm margins, then divided in half, or 147 mm. So then A, the radius of the main circle, should be about (5/7) x 147 mm, or about 105 mm. Use the usual method of finding the center of the page, draw a circle of the desired radius and quarter the circle with horizontal
Post a Comment
Read more