All posts filed under: Heresies

Blue Hydrangea, the Blue Death flower

The Mask of the Blue Death

These horrifying mutations brought about the Age of Permanent Safety, when the Blue Death was, the health experts informed us, still very little understood. They arranged their data to present, nonetheless, a frightening image of a steadily rising mortality rate, which helped persuade the public that the virus had evolved to attack not the immune system anymore, but the emotional and reasoning centers of the brain.

Covid-19 produces Covid Rage aka Covid Fatigue

Hashtag Suicide is the Best Vaccine

It all begins here with an utterance, a scrambled item of speech requiring brain time to reconstruct: “Two metres.” Grumbled and garbled, the words issue from a mask. A figure cocks its head autistically sideways. The manner resembles that of a bird, the way it jerks its little skull to look at you with just one eye. Picture that gull eyeing you as you take your lunch on a park bench, the way it indirectly sidles in your direction while you eat. Picture Norman Bates.

π and human suffering

Rede-phi-ning π: On Measuring a Circle

The following investigation is a product of the ongoing scientific inquiry ‘whence human suffering?‘, the same encountering a critical need to call into serious question the long-standing pi (π) “approximation” methodology (ie. of exhaustion) first employed by Archimedes (late, c. 287 – c. 212 BCE), and then by mathematicians and scientists ever since. To begin, the author draws attention to an important inquiry: ‘ does π ever naturally emerge as a product of a square? ‘ If so, it must be measureably so such to negate any/all need/inclining for “approximation” methodology(s) employing the use of multiple straight-edged polygons. Now consider the quadratic: x² – x – 1 = 0 and find it to have positive solution x = (1+√5)/2 which, as the reader may recognize, is the so-called golden ratio (hence: Φ). By expressing Φ in/on a base of 2π (thus generally applicable to rotational motion): Φ = (π+π√5)/2π = 1.618… and then squaring: Φ² = (3π+π√5)/2π = 2.618… we find a numerator difference (being a matter) of a discrete 2π: Φ² – Φ = 2π/2π …