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You Can't See 'Round Corners is an Australian drama and military TV series that aired on the Seven Network for 26 episodes from 28 June 1967 based on the 1947 novel by Jon Cleary, updated to be set during the Vietnam War.
You Can't See 'Round Corners was well-received critically, winning second prize in The Sydney Morning Herald's novel contest, losing to Ruth Park's The Harp in the South. [6] [7] It was praised by such writers as Dymphna Cusack. [8]
You Can't See 'round Corners is a 1969 Australian drama film directed by David Cahill and starring Ken Shorter and Rowena Wallace.
Squircle centred on the origin (a = b = 0) with minor radius r = 1: x 4 + y 4 = 1A squircle is a shape intermediate between a square and a circle.There are at least two definitions of "squircle" in use, one based on the superellipse, the other arising from work in optics.
In the 6th round another clash of head caused the cut on Pacquiao to worsen prompting the ringside doctor to stop the bout and sent it to the scorecards. [13] [14] Ricardo Bays scored it 58–54 for Pacquiao, Marshall Walker had it 57–55 for Sanchez and Raul Caiz saw it a draw 56–56 with Pacquiao retaining his belt by a technical split draw.
An interior or exterior corner, with an angle or type of bevel, is called a "chamfer". Fillet geometry, when on an interior corner is a line of concave function , whereas a fillet on an exterior corner is a line of convex function (in these cases, fillets are typically referred to as rounds).
Opening can be used to find things into which a specific structuring element can fit (edges, corners, ...). One can think of B sweeping around the inside of the boundary of A , so that it does not extend beyond the boundary, and shaping the A boundary around the boundary of the element.
The angles made by each pair of arcs at the corners of a Reuleaux triangle are all equal to 120°. This is the sharpest possible angle at any vertex of any curve of constant width. [ 9 ] Additionally, among the curves of constant width, the Reuleaux triangle is the one with both the largest and the smallest inscribed equilateral triangles. [ 15 ]