![\"IMG_0785\"](\"https:\/\/maghrebi-voices.swarthmore.edu\/wp-content\/uploads\/2013\/12\/IMG_0785.jpg\")
<\/a><\/p>\nI\u2019m still overwhelmed. \u00a0Five-pointed stars, ten-pointed stars, safts (petals) of many different varieties. \u00a0How do I make sense of unity and variation here?<\/p>\n
According to Critchlow,\u201cIslam\u2019s concentration on geometric patterns draws attention away from the representational world to one of pure forms, poised tensions, and dynamic equilibrium, giving structural insight into the workings of the inner self and their reflection in the universe.\u201d<\/p>\n
I need a little help translating that structural insight.<\/p>\n
Critchlow and his students, including Richard and Adam, work to articulate those structural insights by reconstructing the geometrical forms one step at a time.\u00a0 Implicit in this workshop is the sense of a spiritual discipline in following, re-enacting the construction of a pattern, as if those of us laboriously following the model before us could also abstract ourselves from three dimensions to two or even one, from embodiment to spirit.\u00a0 Certainly the room is full of concentration, and amusement at our struggles. Geometric patterns in the Maghreb are most consistently based on four-fold symmetry, Richard tells us. Richard begins with first principles: the point as abstract concept and its material embodiment; the line coming from the point, defining the horizon; the circle, drawn from a point on that horizon, representing unity: the heavenly circle. He draws two departing circles, with the same radius, centered where the circumference of the original circle meets the horizon: Next, we place the point of the compass at the intersection of the vertical line with the original circle and draw semi-circles touching the line of the horizon: this produces four petals. After class, I ask Richard to explain the pattern and the reason for its name more fully, then I go back to my hotel room with its functioning internet and look up Ibn Arabi.\u00a0 Here\u2019s what I find:<\/p>\n \u201cIbn al-\u2018Arab\u00ee looks at God’s creativity as an analogue of human speech. Just as we create words and sentences in the substratum of breath, so God creates the universe by articulating words in the Breath of the All-Merciful (nafas al-rahm\u00e2n<\/i>), which is the deployment of existence (inbis\u00e2t al-wuj\u00fbd<\/i>); indeed, existence itself is synonymous with mercy (rahma<\/i>).\u201d [\u201cIbn Arabi,\u201d Stanford Encyclopedia of Philosophy<\/i>, online, first published 2008]<\/p>\n I’m reminded of the Tibetan Buddhist practice of tonglen, where one works to breathe in suffering, and breathe out compassion. \u00a0To think of existence as synonymous with compassion offers a wonderful (if sometimes distant) ideal. \u00a0This month (September 2013) a Pakistani Christian church will be bombed and a Kenyan mall violently occupied by terrorists. \u00a0Breathe in suffering, breathe out compassion.<\/p>\n The breath of compassion pattern expands into khatams, then compresses back into a cross or x form as each point of the khatam folds in. \u00a0This visual, from greatdreams.com, makes it easy to see the relationship between the two forms:<\/p>\n The pattern can be elegantly simple, or marvelously complex: Daud Sutton says that the naming of this pattern after Ibn Arabi is a relatively recent phenomenon, but the pattern itself is clearly of long standing. \u00a0I like connecting this pattern to a sense of divine creativity, and to the central prayer of Islam: Bismillah ir-rahman ir-rahim. \u00a0In the name of God, the most compassionate, the most merciful.<\/p>\n","protected":false},"excerpt":{"rendered":" If you’re like me, all that beauty is still too much. \u00a0So let’s concentrate on geometry alone for the moment–geometry in the form of zellij: I\u2019m still overwhelmed. \u00a0Five-pointed stars, ten-pointed stars, safts (petals) of many different varieties. \u00a0How do I make sense of unity and variation here? According to Critchlow,\u201cIslam\u2019s concentration on geometric patterns … Continue reading Breath of compassion<\/span>
\nSama straightening out one of my many confusions…
\n<\/a><\/p>\n
\n<\/a><\/p>\n
\n<\/a><\/p>\n
\n
\n<\/a>Centering the compass on the top and then the bottom of each vesica (intersecting shapes–see handwritten note above), we draw intersecting arcs to define a vertical line.<\/p>\n
\n<\/a>
\nIf we draw diagonal lines out from the center, passing through the outer intersection point of each petal, we will have marked eight points on the original circle: these eight points define the shape of the khatam or seal of Solomon, a static square with a dynamic or diagonal square intersecting.
\n<\/a>
\nRichard speeds through this introduction and goes on to develop the basic relationships sketched here into a pattern with four- and twelve-fold symmetry.\u00a0 But I\u2019m lost, still stuck back on a phrase lightly tossed off: a pattern of khatams touching at the points of the dynamic squares creates a pattern known as the breath of compassion (or breath of the compassionate), after the work of medieval Islamic philosopher Ibn Arabi, who spent time in Fez.<\/p>\n<\/p>\n
\n<\/a>
\nimages from artofislamicpattern.com and ibnarabi360.wordpress.com<\/em><\/p>\n