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| Fibonacci Waistcoats - photographs can be found by scrolling down this page. Fibonacci Patchwork - during the late 1980's and early 1990's I created a series of patchwork designs based on the Fibonacci sequence of numbers. I created wallhangings and had several Fibonacci Waistcoat commissions - please scroll down this page to view photographs
"It was a beautifully hot August afternoon. My professor friend and I were having a picnic on the Sussex Downs. Picnics with Charles were never ordinary. It's more than wicker baskets of food and tartan wool rugs - the other essential items are portable film studio, writing bureau, library of books and vital to me, my sewing tin and bag of assorted unplanned chintzes. We were happily involved in our different projects when Charles starts talking to himself about the Fibonacci sequence of figures, I was not really listening to him - then he repeats himself a little louder - and I become vaguely aware that he is trying to tell me something interesting. "Did you know that the Fibonacci sequence of figures is found in many forms of nature - for example the veins on leaves and the spiral of a snail's shell?" And he continued to explain in depth. I was mesmerised and decided that I must celebrate this new knowledge by creating a patchwork design using the Fibonacci sequence of figures. It just seemed the most essential thing to do!! The Fibonacci sequence is:- 1, 1, 2, 3, 5, 6, 13, 21, 34, 55, 89, etc. You will see that 1 + 1 = 2, 1 + 2 = 3, 2 + 3 = 5, 3 + 5 = 8, 5 + 8 = 13, 8 + 13 = 21, 13 + 21 = 34, 21 + 34 = 55, etc. My great love in patchwork has always been traditional English Hexagon work. I love the intricate hand-sewing, the mosaic effect, and the notion that hexagons are therapeutic to work with. Everything about this six sided shape pleases me to the point of addiction - just had to find a way that hexagons and the Fibonacci sequence would play happily together!! Fibonacci Elgin was my solution. (see picture below) - the templates were made using isometric paper. (diagram 1). You will see how I have proportioned the templates - sizes 1, 2, 3, 5, and 8 from the isometric grid. The design needed a centre balance and a side balance of a size 4 (which is not a Fibonacci figure). There are three vertical rows of size 4 in the Elgin design. The idea of Fibonacci is to keep the sequence of vertical columns of 1, 2, 3, 5, 8. - you will see from the centre of my design there is a magnificent natural flow of movement. It's gentle and interesting. However I have been a little mischievous and to the extreme left and right of the Elgin design, I have mixed my sequence of Fibonacci figures; for example I put a column of 1 next to 5 and 2 next to 8. I thought this would add extra interest and confuse! You can adapt any design on the isometric grid to the Fibonacci hexagons.e.g. the numbers 13 and 21 in the sequence as in diagram 2. Cover your templates with fabric - the traditional English hexagon method way (and sew together, removing templates after pressing). There is only one rule - FOR EACH VERTICAL COLUMN YOU MUST USE HEXAGONS OF THE SAME SIZE WIDTH. .Make your paper templates from isometric paper - following the rules in diagrams 1 and 2. Once I had decided the method of Fibonacci hexagons - the next task was to design a wallhanging - for some reason I had a flash of inspiration whilst staying in a granite bed and breakfast farmhouse - off the beaten track in Elgin, Scotland. It was a real colourless grey day - I needed colour and confusion. Basically that is how Fibonacci Elgin was conceived.- pictured below - I have used glazed cotton chintz - which although not suitable for washing - is great for wall-hangings - providing windows are kept closed and they are displayed away from direct sunshine. The glow and richness of the chintz helps my intricate designs by giving them great dimension. "
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