https://www.uni-weimar.de/kunst-und-gestaltung/wiki/api.php?action=feedcontributions&feedformat=atom&user=Qado3701 2026-04-12T07:48:37Z User contributions MediaWiki 1.39.6 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Mechanical_System_2.jpg&diff=84388 2016-06-27T18:45:17Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Mechanical_System_1.jpg&diff=84387 2016-06-27T18:44:27Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=84386 2016-06-27T18:44:07Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread-based-visualization.png]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> [[File:Thread-based-visualization2.png]]<br /> <br /> [[File:Thread-based-visualization3.png]]<br /> <br /> [[File:Thread-based-visualization4.png]]<br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]<br /> <br /> <br /> <br /> <br /> == Wheels and Pulleys == <br /> &lt;br&gt;<br /> <br /> * The system simply works by pulling the thread. The wheels which in fact act as gears make the swabs move in opposite direction.<br /> <br /> [[File:Mechanical System 1.jpg]]<br /> <br /> [[File:Mechanical System 2.jpg]]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=84385 2016-06-27T18:42:10Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread-based-visualization.png]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> [[File:Thread-based-visualization2.png]]<br /> <br /> [[File:Thread-based-visualization3.png]]<br /> <br /> [[File:Thread-based-visualization4.png]]<br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]<br /> <br /> <br /> <br /> <br /> == Wheels and Pulleys == <br /> &lt;br&gt;<br /> <br /> * The system simply works by pulling the thread. The wheels which in fact act as gears make the swabs move in opposite direction.<br /> <br /> [[File:Mechanical System 1]]<br /> <br /> [[File:Mechanical System 2]]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread-based-visualization4.png&diff=83658 2016-06-09T09:24:27Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread-based-visualization3.png&diff=83657 2016-06-09T09:23:48Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread-based-visualization2.png&diff=83656 2016-06-09T09:22:50Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=83655 2016-06-09T09:22:09Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread-based-visualization.png]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> [[File:Thread-based-visualization2.png]]<br /> <br /> [[File:Thread-based-visualization3.png]]<br /> <br /> [[File:Thread-based-visualization4.png]]<br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread-based-visualization.png&diff=82841 2016-05-28T12:41:28Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82840 2016-05-28T12:40:55Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread-based-visualization.png]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> <br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread-based-visualization.jpg&diff=82786 2016-05-25T22:20:44Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82785 2016-05-25T22:18:52Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread-based-visualization.jpg]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> <br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Thread_based_visualization.jpg&diff=82784 2016-05-25T22:16:08Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82783 2016-05-25T22:15:33Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]<br /> <br /> <br /> <br /> <br /> == Thread based visualization == <br /> &lt;br&gt;<br /> <br /> * The idea that I am developing is to show that asylum in not only from the countries with bad situation or countries that are facing war. In this thread combination I tried to show the amount of refugees from the 20 first successful countries. <br /> <br /> [[File:Thread based visualization.jpg]]<br /> <br /> <br /> * Guide:<br /> <br /> # Red rows show the origin of refugees<br /> <br /> # Yellow color shows the destination of refugees<br /> <br /> # each thread shows a number that represents the number of refugees <br /> ## Less than 10: 1 thread<br /> ## 10 to 20: 2 thread<br /> ## 20 to 40: 3 thread<br /> ## 40 to 60: 4 thread<br /> ##<br /> <br /> <br /> <br /> == Links ==<br /> <br /> * [http://www.therefugeeproject.org/#/2014 Refugee Project]<br /> <br /> * [http://goodcountry.org/index/overall-rankings Country Ranking]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82071 2016-05-04T08:38:50Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]<br /> <br /> <br /> == Link ==<br /> <br /> * [http://www.animatedknots.com/fig8follow/#ScrollPoint Climbing Knot]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Net-climbing_knot.jpg&diff=82069 2016-05-04T08:37:11Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Climbing_knot_2.jpg&diff=82068 2016-05-04T08:36:43Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Climbing_knot_1.jpg&diff=82067 2016-05-04T08:36:10Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82065 2016-05-04T08:33:22Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...<br /> <br /> <br /> == Knot == <br /> &lt;br&gt;<br /> <br /> * There is a special knot in climbing which is very strong and easy to unknot. This knot is using for hanging from the mountain and can save climbers lives.<br /> <br /> <br /> [[File:Climbing knot 1.jpg]]<br /> <br /> <br /> [[File:Climbing knot 2.jpg]]<br /> <br /> * repeating the climbing knot over and over creates a network of knots which is a very strong net.<br /> <br /> <br /> [[File:Net-climbing knot.jpg]]</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-2-2-pins.jpg&diff=82063 2016-05-04T08:13:53Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-1-1-pin.jpg&diff=82062 2016-05-04T08:13:08Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Licensing ==<br /> {{self|c}}<br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82061 2016-05-04T08:12:53Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82060 2016-05-04T08:11:50Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-one-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-two-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-1-pin.jpg&diff=82059 2016-05-04T08:09:01Z

<p>Qado3701: uploaded a new version of &amp;quot;File:Computing-with-thread-niloo-1-pin.jpg&amp;quot;: Image size</p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-1-pin.jpg&diff=82058 2016-05-04T08:06:31Z

<p>Qado3701: uploaded a new version of &amp;quot;File:Computing-with-thread-niloo-1-pin.jpg&amp;quot;</p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-1-pin.jpg&diff=82057 2016-05-04T08:05:40Z

<p>Qado3701: uploaded a new version of &amp;quot;File:Computing-with-thread-niloo-1-pin.jpg&amp;quot;</p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-1-pin.jpg&diff=82056 2016-05-04T08:04:01Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=82055 2016-05-04T08:02:09Z

<p>Qado3701: </p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-1-pin.jpg]]<br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> [[File:computing-with-thread-niloo-2-pins.jpg]]<br /> <br /> <br /> == Links ==<br /> <br /> * [https://www.youtube.com/watch?v=0ePriBJKYt8 Silk pavilion]<br /> * ...</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=File:Computing-with-thread-niloo-two-pins.jpg&diff=82054 2016-05-04T07:53:21Z

<p>Qado3701: </p> <hr /> <div>== Summary ==<br /> <br /> == Copyright status: ==<br /> <br /> == Source: ==</div>

Qado3701 https://www.uni-weimar.de/kunst-und-gestaltung/wiki/index.php?title=GMU:Computing_with_Thread/Niloofar_Ghobadi&diff=81535 2016-04-20T22:49:34Z

<p>Qado3701: Created page with &quot;== Thread Geometries == &lt;br&gt; * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread. * Conve...&quot;</p> <hr /> <div>== Thread Geometries == <br /> &lt;br&gt;<br /> <br /> * Conversion process of a circular shape with four focal points to an egg shape by moving one of the points with same length of thread.<br /> <br /> <br /> * Conversion process of a circular shape with four focal points to an ellipse shape by moving two of the points with same length of thread.<br /> <br /> <br /> <br /> <br /> <br /> <br /> '''Helpful link'''<br /> <br /> Silk pavilion<br /> [https://www.youtube.com/watch?v=0ePriBJKYt8]</div>

Qado3701