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	<title>Crafting Material Interfaces &#187; Conductors Research</title>
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		<title>Metal-filled Polymers and Conductive Adhesives</title>
		<link>https://courses.media.mit.edu/2011fall/mass62/?p=238</link>
		<comments>https://courses.media.mit.edu/2011fall/mass62/?p=238#comments</comments>
		<pubDate>Fri, 30 Sep 2011 18:47:51 +0000</pubDate>
		<dc:creator>jasonwee</dc:creator>
				<category><![CDATA[Conductors]]></category>
		<category><![CDATA[Conductors Research]]></category>
		<category><![CDATA[Research]]></category>
		<category><![CDATA[conductive adhesive]]></category>
		<category><![CDATA[conductive polymer]]></category>
		<category><![CDATA[conductive powders]]></category>
		<category><![CDATA[metal-filled polymers]]></category>

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		<description><![CDATA[What are Metal-filled Polymers and why are they used? The term polymer sometimes refer to plastics, but also encompasses a large class comprising of both natural and synthetic materials. Some natural materials are: shellac, amber, natural rubber and cellulose. There are many synthetic polymers consisting of  many types of plastics, man made rubbers, epoxies and resins. [...]]]></description>
			<content:encoded><![CDATA[<p><strong>What are Metal-filled Polymers and why are they used?</strong></p>
<p style="text-align: left;">The term polymer sometimes refer to plastics, but also encompasses a large class comprising of both natural and synthetic materials. Some natural materials are: shellac, amber, natural rubber and cellulose. <span id="more-238"></span>There are many synthetic polymers consisting of  many types of plastics, man made rubbers, epoxies and resins. Some examples are synthetic rubber, Bakelite, neoprene, nylon, PVC, polystyrene, polyethylene, polypropylene, polyacrylonitrile, PVB, silicone.</p>
<p style="text-align: left;">A Metal-filled Polymer is: A polymer filled with metal particles such as Nickel, Copper, Graphite, Silver and other metals. Conductive Adhesives are a type of metal-filled polymer commonly used to repair or bind things to metal surfaces.  Both are widely used because of there unique properties. Metal-filled polymers&#8217;  mechanical properties and processing methods are typical of plastics but exhibit electrical characteristics similar to metals, due to the metals that are mixed in. As a result they can be compressed, shaped, hardened, softened, and more using temperature variance. Controlling these aspect allows for a wide range of applications.</p>
<p style="text-align: left;"><strong>Applications</strong></p>
<p>Because of these properties, metal filled polymers and conductive adhesives are commonly used for rebuilding, repairing, protection, prevention, bonding, and sealing of metal objects (such as pipes, washing machines, etc). They also can serve as conductive inks, which can be used for printing circuits.</p>
<p>Metal filled polymers can effectively be used for surface mounting and other electronic component assemblies. Instead of using traditional soldering that contains lead, using conductive adhesives both increases the integrity of circuits and allows engineers to perform &#8220;cold&#8221; soldering. Nifty products such as LED glass are created by mounting surface LEDs onto glass using conductive adhesives and circuit printing.</p>
<p>There exist many suppliers of conductive adhesives and metal filled polymers (usually referred to as metal filled epoxies). The following lists a few of them:</p>
<ol>
<li>ITW Devcon &#8211; local corporation: 30 Endicott Street, Danvers MA 01923</li>
<li>Hy-poxy &#8211; hy-­poxy-­<a href="http://systems.amazonwebstore.com/" target="_blank">systems.amazonwebstore.com</a></li>
<li>Epoxies, Etc - <a href="http://www.epoxies.com/" target="_blank">http://www.epoxies.com/</a></li>
<li>Cool Polymers - <a href="http://www.coolpolymers.com/eseries.asp" target="_blank">http://www.coolpolymers.com/eseries.asp</a></li>
<li>Polysolder - <a href="http://www.cooksonsemi.com/products/polymer/polysolder.asp" target="_blank">http://www.cooksonsemi.com/products/polymer/polysolder.asp</a>&#8220;</li>
</ol>
<p>&nbsp;</p>
<p><strong>Safety</strong></p>
<p>So I am going to write a little about the safety concerns when handling some of the metal-filled polymers and conductive powders we found.</p>
<p>With Plastic Steel (http://www.devcon.com/), a metal-filled epoxy used as a bond or sealant in the rapid repair of metal surfaces and equipment, it is a moderate skin irritant.  Contact at elevated temperatures can cause thermal burns, which may result in permanent damage. Extensive contact may also cause skin sensitization (itching, redness, rashes, hives, burning, swelling). It is best to handle this with no direct skin contact. The same applies to the other associated products in this class of materials, including Aluminum Putty Resin and Aluminum Liquid, Titanium Putty, Bronze Putty and FasMetal Alumina-filled Putty.</p>
<p>Plastic Steel has low vaporizations, but some of the other products in this class are toxic at sufficiently high concentrations, and maybe cause dizziness, headache and anesthetic effects, even trigger asthma-like symptoms in susceptible individuals. It is best to use these in a well-ventilated room, rather than in a completely closed environment.</p>
<p>Conductive metallic powders may cause irritation to the eyes, skin, and respiratory tract, as will metal-filled lacquers such as Cosmichrome (<a href="http://www.goldtouchinc.com/">http://www.goldtouchinc.com/</a>). In addition, powders at a sufficient powder-air concentration may ignite in the presence of a heat source. Care should be taken to avoid accumulations of dusts or powders in places where these accumulations could cause shorting of electrical switches, circuits or components</p>
<p><strong>Uses in Art and Design:</strong></p>
<p>Due to the wide range of applications there are some interesting uses of Metal-filled Polymers and conductive adheasives in art and design. MR Shock absorber are one example. MR Fluids are oily flids that when exposed to electric currents become viscus due to the electro manganic particles contained in the fluid. &#8220;Because the current can be turned on and off in milliseconds, the oily liquid transforms itself from a liquid to a solid and back again so instantaneously that is can significantly dampen shock from potholes, speed bumps or washboard roadways&#8221;  <a href="http://www.djc.com/news/ae/11151055.html">http://www.djc.com/news/ae/11151055.html</a>.</p>
<p>EM Shielding is another interesting use in design. Du to excessive cell phone use, Ipods and other wireless devices, we are becoming increasing aware of and concerned by EW pollution. Conductive Polymers can function as shielding from these waves in elements like windows by coating them with a EM absorbing paste. <a href="http://www.iccm-central.org/Proceedings/ICCM16proceedings/contents/pdf/ThuH/ThHM1-02ge_leewj225994p.pdf">PDF </a>.</p>
<p>A third Example could possibly generate power though your shoes. Flexible generators or comprised partly by Metal-filled Polymers and have the ability to create energy when deformed. &#8220;Unlike traditional piezoelectric generators, which require quick, subtle motions to generate power, artificial muscles are better tailored to the “large, slow motions” we perform every day&#8221;. <a href="http://www.ecouterre.com/flexible-generators-could-turn-shoes-into-rechargeable-batteries/">Ecouterre article</a>.</p>
<p>Here is our PDF:</p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/MetalFilledPolymers_ConductiveAdhesives.pdf">MetalFilledPolymers_ConductiveAdhesives</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Carbon Nanotubes</title>
		<link>https://courses.media.mit.edu/2011fall/mass62/?p=205</link>
		<comments>https://courses.media.mit.edu/2011fall/mass62/?p=205#comments</comments>
		<pubDate>Wed, 28 Sep 2011 15:51:09 +0000</pubDate>
		<dc:creator>denamolnar</dc:creator>
				<category><![CDATA[Conductors]]></category>
		<category><![CDATA[Conductors Research]]></category>
		<category><![CDATA[Research]]></category>

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		<description><![CDATA[&#160; &#160; By Dena Molnar, Daekwon Park, Jill Sherman &#160; Introduction Applications of Carbon Nanotubes are an exciting area of exploration in that they display a number of  performative qualities and they are still considered a relatively new discovery (about 20 yrs old). Aside from their extreme mechanical strength, the electronic properties of CNTs, which can [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Allotropes_of_Carbon.png"><img class="size-full wp-image-267 aligncenter" title="Allotropes_of_Carbon" src="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Allotropes_of_Carbon.png" alt="" width="300" height="323" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>By Dena Molnar, Daekwon Park, Jill Sherman<span id="more-205"></span></p>
<p>&nbsp;</p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Allotropes_of_Carbon.png"></a><strong>Introduction</strong></p>
<p>Applications of Carbon Nanotubes are an exciting area of exploration in that they display a number of  performative qualities and they are still considered a relatively new discovery (about 20 yrs old). Aside from their extreme mechanical strength, the electronic properties of CNTs, which can be either metallic or semiconducting, make this a unique material. High thermal conductivity and chemical resistance are additional qualities. Together, the properties of this material lend itself well to sensory and actuation applications, field emitters, semiconducting components, energy storage devices, and have broad implications for use in the product design, architecture and textile fields.</p>
<p><strong>Structure and Properties</strong></p>
<p>Carbon is unique among the elements in its ability to take on many different structural formations. Carbon nanotubes or CNTs are part of a class of carbons referred to as Alltropes of Carbon. Alltropes of carbon are the different molecular configurations (alltropes) that carbon can take. Put another way, Carbon nanotubes are essentially rolled up tubes of carbon atoms.</p>
<p>The hardest known alltrope of carbon is diamond, while one of the softest is Graphite, or &#8220;graphein&#8221;, which is conductive and the the most common form of carbon nanotube.</p>
<p><em>Thermal conductivity- </em>Carbon-based materials, diamond and &#8220;in-plane&#8221; graphite display the highest measured thermal conductivity of any known material at moderate temperatures.</p>
<p><em>mechanical properties- </em>Nanotubes are recognized for their strength (one of the strongest materials known) and elasticity. Single walled nanotubes are most commonly used because they can be grown with fewer defects and are, for this reason, stronger. Because nanotubes are essentially  &#8221;rolled up&#8221; graphein, they are capable of elastic deformation, where the shape of the nanotube may change, but the local structure does not. While they are also capable of local and irreversible deformation on the atomic level, they can bend reversibly at very high angles and their tensile strength is unmatched.</p>
<p><em>electrical properties-</em> Carbon nanotubes can be either metallic or semiconducting. This is advantageous because  metallic conductors may burn up or out more easily. &#8220;Whether a nanotube is a metal or semiconductor depends on the properties of the electrons in the tubes. Carbon nanotubes are unique in that small differences in their diameter and chirality affect whether it is a metal or a semiconductor. For most other materials, its metallic or semiconducting nature depends mainly on its chemical composition and the 2-D arrangement of atoms and molecules&#8221;. Physics Graphics: <a href="http://www.aip.org/png/html/nanotube.htm">http://www.aip.org/png/html/nanotube.htm</a></p>
<p><em>Adhesion &#8211; </em>The aligned growth of CNTs allows for highly adhesive technical surfaces to be generated, which work according to the Van der Waals force.  This is the same principle behind why a gecko can stick to glass surfaces. The contact surface area provided by these vertically aligned tubes is large enough that forces of attraction act between the ends of the nanotubes and the molecules of the substrate.</p>
<p><strong>Varieties and Applications</strong></p>
<p>Although large scale applications of CNTs are well documented. (ie. as an additive for increasing the strength of plastics), their potential in smaller applications and in the creative realm is still being explored. Examples of novel applications are listed below:</p>
<p>-As sighted in &#8220;Smart Surfaces&#8221;, by Thorsten Klooster, researchers at Rensselaer Polytechnic Institute have developed one of the darkest known synthetic materials via the controlled growth of nanotubes. This material only reflects 0.15% of incoming light, compared with traditional black pigment, which reflects between 5-10%. The high level of absorption is attributed to the vertical positioning of the nanotubes and their &#8220;porous&#8221; quality, allowing light to penetrate further into the surface.  Greater levels of light absorption is of interest for efficient solar energy conversion applications. Link to pdf - <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/RPI.pdf">RPI</a></p>
<p>&nbsp;</p>
<p>Conductive nanotube ink, polymers, and thin films are on the market .</p>
<p>&nbsp;</p>
<p><strong>Resources</strong></p>
<p>Below are a list of links to Resources to obtain various components containing Carbon Nanotubes. Additional pdfs with process, specification, and safety guidelines are also included.</p>
<p><strong>SWeNT</strong></p>
<p><strong> </strong>Producer of ready to use Carbon Nanotube Ink for Screen Printed applications  <a href="http://swentnano.com/">http://swentnano.com</a></p>
<p><a href="http://swentnano.com/"></a>Printing process recommendations  <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/swent.pdf">SWeNT</a></p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/swentproperties.pdf">Structure and Applications</a></p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/VC100_Data_Sheet1.pdf">Nanotube Ink Specifications</a></p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/VC100_MSDS.pdf">Product Identification and Safety</a></p>
<p><strong>NanoLab</strong></p>
<p>Producer of Carbon Nanotube Inks for the printing of nanotube electronics and sensors.</p>
<p><a href="http://www.nano-lab.com/">http://www.nano-lab.com</a></p>
<p>Buckypaper <a href="http://www.nano-lab.com/buckypaper.html">http://www.nano-lab.com/buckypaper.html</a></p>
<p>Nanotube Ink <a href="http://www.nano-lab.com/nink.html">http://www.nano-lab.com/nink.html</a></p>
<p><strong>US Research NanoMaterials, Inc</strong></p>
<p><a href="http://www.us-nano.com/">http://www.us-nano.com/</a></p>
<p><strong>Papers/ Articles</strong></p>
<p>Thermal properties of carbon nanotubes: <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Thermal_conductivity.pdf">Thermal_conductivity</a></p>
<p>Mechanical and electrical properties of carbon nanotubes: <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Mechanical.Electrical.pdf">Mechanical.Electrical</a></p>
<p>Carbon Nanotube dye may put a capacitor in your Shorts: <a href="http://arstechnica.com/science/news/2010/01/carbon-nanotubes-bind-to-fabric-to-make-wearable-electronics.ars">http://arstechnica.com/science/news/2010/01/carbon-nanotubes-bind-to-fabric-to-make-wearable-electronics.ars</a></p>
<p>Conducting Textiles from single walled carbon nanotubes:</p>
<p><a href="http://www.sciencedirect.com/science/article/pii/S0379677907000914">http://www.sciencedirect.com/science/article/pii/S0379677907000914</a></p>
<p>Carbon Nanotube Thread: <a href="http://www.technologyreview.com/computing/21689/">http://www.technologyreview.com/computing/21689/</a></p>
<p><strong>Class Presentation</strong> - <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Carbon_Nanotubes1.pdf">Carbon_Nanotubes</a></p>
<p>&nbsp;</p>
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		<title>Conducting Polymers Blog Post (Fawn, Oz, Timothee)</title>
		<link>https://courses.media.mit.edu/2011fall/mass62/?p=281</link>
		<comments>https://courses.media.mit.edu/2011fall/mass62/?p=281#comments</comments>
		<pubDate>Tue, 27 Sep 2011 18:55:43 +0000</pubDate>
		<dc:creator>Oz</dc:creator>
				<category><![CDATA[Conductors]]></category>
		<category><![CDATA[Conductors Research]]></category>
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		<description><![CDATA[Click the images.]]></description>
			<content:encoded><![CDATA[<p>Click the images.<span id="more-281"></span>
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		<title>Conductive Elastomers</title>
		<link>https://courses.media.mit.edu/2011fall/mass62/?p=123</link>
		<comments>https://courses.media.mit.edu/2011fall/mass62/?p=123#comments</comments>
		<pubDate>Tue, 27 Sep 2011 18:49:36 +0000</pubDate>
		<dc:creator>Sara</dc:creator>
				<category><![CDATA[Conductors]]></category>
		<category><![CDATA[Conductors Research]]></category>
		<category><![CDATA[Research]]></category>

		<guid isPermaLink="false">https://courses.media.mit.edu/2011fall/mass62/?p=123</guid>
		<description><![CDATA[Group research by Sara Hendren, Sam Jacoby, &#38; Woong Ki Sung I. Introduction. &#8220;Elastomers,&#8221; from the combined terms &#8220;elastic&#8221; and &#8220;polymer,&#8221; encompass a broad range of rubber and rubber-like materials, with conductive particles embedded inside—making them conductive composites. Since they&#8217;re highly mold-able and naturally highly resistant, elastomers are widely used for their insulating or dissipative [...]]]></description>
			<content:encoded><![CDATA[<p>Group research by Sara Hendren, Sam Jacoby, &amp; Woong Ki Sung</p>
<p><strong>I. Introduction.</strong></p>
<p>&#8220;Elastomers,&#8221; from the combined terms &#8220;elastic&#8221; and &#8220;polymer,&#8221; encompass a broad range of rubber and rubber-like materials, with conductive particles embedded inside—making them conductive composites. Since they&#8217;re highly mold-able and naturally highly resistant,  elastomers are widely used for their insulating or dissipative  properties. <span id="more-123"></span> However, precisely because they&#8217;re so  pliable—they can be shaped and extruded into almost any desired form,  where metals can be limited and/or pricey—they&#8217;ve become desirable as  conductive materials as well. Elastomers are used for their conductivity properties in four ways:</p>
<blockquote><p>Insulating (e.g. wire coating)</p></blockquote>
<blockquote><p>Dissipative (&#8220;anti-static&#8221; polymers)</p></blockquote>
<blockquote><p>Conductive (materials capable of conducting modest amounts of electrical current)</p></blockquote>
<blockquote><p>Highly Conductive or Shielding (materials capable of conducting significant amounts of electrical current)¹</p></blockquote>
<p>The range of conductivity is pretty wide, requiring different materials for different conductivity rates:</p>
<blockquote><p>For modest conductivity (surface resistivity 10<sup>3</sup> to 10<sup>7</sup> ohms/square) &#8220;conductive carbon&#8221; additives are generally used very cost  effectively. For highly conducting thermoplastics  (surface  resistivities of 10<sup>2</sup> ohms/square and higher) carbon or stainless steel fibers are often necessary.²</p></blockquote>
<p><strong>II. How does it work?</strong></p>
<p>Elastomers act as a &#8220;film&#8221; against a conductive &#8220;filler&#8221;; with enough filler present, elastomers transform from insulating materials to conductive ones. Filler material can be nickel, silver, aluminum, glass, or other materials.</p>
<p>Even with highly conductive filler material, however, conductive composites always maintain resistivity several orders of magnitude higher than the pure filler material.  So refinements in the research have sought to understand all influences on conductivity—beyond the intrinsic conductive properties of the filler material itself. Influences on conductivity include the size of the filler particles, their relative hardness, and the rate and intensity of contact among particles:</p>
<p style="padding-left: 30px;">Resistivity increases with increasing filler hardness and/or elastic   modulus and insulating film thickness, while resistivity decreases with   increasing particle size and intrinsic stress.³</p>
<p>Resistance occurs in three different forms: the base-line, intrinsic resistance of the filler material and polymer; the constriction resistance (when small areas of passage constrain the flow of electrons); and tunneling resistance at the point of contact, where particles of filler meet and must &#8220;tunnel over&#8221; the film of polymer.</p>
<p><strong>III. Types &amp; Examples</strong></p>
<p>The most common uses for these elastomers are for connecting and shielding mechanical parts—for example, with a gasket as a buffer between two working elements—while retaining enough desired conductivity. Some common use areas include:</p>
<p>Electronic Enclosures<br />
Computer Enclosures<br />
Cell Phones<br />
Hand Held Devices<br />
Network Routers<br />
Medical Diagnostic &amp; Analytical Equipment<br />
Aerospace &amp; Automotive<br />
Electronic Systems<br />
Indoor &amp; Outdoor Enclosures</p>
<p>Such wide usage means you can find all shapes and sizes on the market, and there are custom-order services available. Gaskets, shields, tubing, cords, O-rings, sheets—all of these forms are <a href="http://www.emiconductiverubberllc.com/">readily</a> <a href="http://www.marcorubber.com/">available</a>. (A sample kit from EMI costs $79 and quotes are available for orders; do note, however, that most items require a minimum of $250 per order.)</p>
<p>You can also get <a href="http://www.inventables.com/technologies/soft-conductive-foam">conductive foam</a> ($30 for a 6-inch square), <a href="http://www.inventables.com/technologies/conductive-elastic-fabric">conductive elastic fabric</a> ($30 for a piece 12 x 52 inches); and <a href="http://www.inventables.com/technologies/stretch-sensing-rubber">stretch-sensing rubber</a>, narrow cording that&#8217;s embedded with carbon particles ($13 for a 10 cm length, 2 mm in diameter). Note, too, that some tech-fabrics contain polymers and can be threaded with conductive materials.</p>
<p>And <a href="http://www.inventables.com/technologies/conductive-foam-sensor">this conductive foam sensor</a> ($8 for a 12 x 12 x 1/8&#8243; sheet) is modestly conductive, but its resistivity is decreased when compressed—so it can detect changes in pressure, easily measured by simple electronics.</p>
<p>There are ambitious projects in the works for conductive elastomers as well. <a href="http://physicsbuzz.physicscentral.com/2010/09/stanford-and-berkeley-teams-create.html">Stanford researchers</a> have created an electronic synthetic skin, using organic electronics with an elastic polymer stretched over it:</p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/synthetic_skin.jpg"><img class="alignnone size-full wp-image-134" title="synthetic_skin" src="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/synthetic_skin.jpg" alt="" width="687" height="428" /></a></p>
<p>Researcher Zhenan Bao, chemistry professor at Stanford, and her team &#8220;used organic electronics – with an elastic  polymer called polydimethylsiloxane (PDMS) – to make their electric skin, which is  1,000 times more sensitive than human skin:</p>
<p style="padding-left: 30px;">Bao took a piece of PDMS measuring six centimetres square with  pyramid-shaped chunks cut out of it at regular intervals. When the PDMS  is squashed, the pyramid-shaped holes that were previously filled with  air become filled with PDMS, changing the device&#8217;s capacitance, or its  ability to hold an electric charge.</p>
<p style="padding-left: 30px;">To make it easier to detect  the changes in capacitance, Bao stuck the PDMS capacitor onto an organic  transistor, which can read out the differences as a change in current.  The team used a grid of transistors to track pressure changes at  different points across the material.³</p>
<p>Here&#8217;s <a href="http://physicsbuzz.physicscentral.com/2010/09/stanford-and-berkeley-teams-create.html">more on this project</a>, as well as a second prototype in development by a team at UC Berkeley. And here&#8217;s the video with the skin&#8217;s extraordinary sensitivity demonstrated by researchers:</p>
<p><object width="640" height="360"><param name="movie" value="http://www.youtube.com/v/RYFVtH3hiC0?version=3&amp;hl=en_US" /><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><embed type="application/x-shockwave-flash" width="640" height="360" src="http://www.youtube.com/v/RYFVtH3hiC0?version=3&amp;hl=en_US" allowscriptaccess="always" allowfullscreen="true"></embed></object></p>
<p>In addition, there are ongoing research initiatives using conductive elastomers: <a href="http://www.youtube.com/watch?v=-YbS-YyvCl4">graphene</a> composites, which present great promise for computing applications, and <a href="http://www.nanosonic.com/80/4/product.html">metal rubber</a>, a highly conductive and flexible elastomer that can be mechanically strained to 1000% of its original proportions while remaining conductive.</p>
<p><img 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" 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" alt="" width="375" height="251" /></p>
<p><strong>V. Safety issues</strong></p>
<div dir="ltr">
<div dir="ltr">
<ul>
<li>Fillers are powdered metals and metal oxides, sometimes at a nanoscale. They are easily inhaled. Avoid inhalation.</li>
<li>Should be handled in well-ventilated environments and procedures to minimize the production of dust should be in place.</li>
<li>Be aware of potentially dangerous chemical reactions with the substances you are using.</li>
<li>Some powdered metals can be explosive when airborne.</li>
</ul>
</div>
</div>
<p><strong>VI. And a last speculative thought:</strong></p>
<p>There&#8217;s been a lot of interest in <a href="http://sugru.com/us">Sugru</a>, a durable silicone rubber that molds to any shape for any purpose.</p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/574.jpg"><img class="alignnone size-full wp-image-146" title="574" src="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/574.jpg" alt="" width="560" height="427" /></a></p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/562.jpg"><img class="alignnone size-full wp-image-147" title="562" src="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/562.jpg" alt="" width="558" height="408" /></a></p>
<p><a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/575.jpg"><img class="alignnone size-full wp-image-148" title="575" src="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/575.jpg" alt="" width="560" height="373" /></a></p>
<p>It &#8220;cures&#8221; at room temperature, but it maintains some flexibility, so it can hold together things that still need to move, like wires, cables, etc. In its natural state it&#8217;s not conductive, but this is such a DIY material goldmine that it&#8217;s worth putting out there: What might be ways to make this conductive, and for what uses? You can buy 12 minipacks, 5 grams apiece on the <a href="https://sugru.com/us/buy">Sugru site.</a>)</p>
<p>Sources:</p>
<p>1. &amp; 2. <a href="http://solutions.3m.com/wps/portal/3M/en_US/dyneon_fluoropolymers/Home/Custom_Compounds/Custom_Thermoplastic_Compounds/Conductive_Polymers/">3M on conductive polymers</a></p>
<p>3. Ruschau, G. R., Yoshikawa, S., and R. E. Newnham, &#8220;Resistivities of Conductive Composites.&#8221; <em>Journal of Applied Physics. </em>72:3, 1 August 1992. Materials Research Laboratory, Pennsylvania State University, University Park, PA.</p>
<p>Link to the <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Crafting_Material_Interfaces.ppt">conductive elastomers presentation slides</a> (PDF).</p>
<div id="_mcePaste" class="mcePaste" style="position: absolute; left: -10000px; top: 1368px; width: 1px; height: 1px; overflow: hidden;">
<table style="border-collapse: collapse; width: 648pt; mso-yfti-tbllook: 1536;" border="0" cellspacing="0" cellpadding="0" width="864">
<colgroup>
<col style="mso-width-source: userset; width: 110pt;" width="147"></col>
<col style="mso-width-source: userset; width: 41pt;" span="13" width="55"></col>
</colgroup>
<tbody>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; line-height: normal; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; margin-right: 0in; text-indent: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Model #</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: yellow; mso-font-kerning: 12.0pt; language: en-US; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-color: yellow; mso-style-textfill-fill-alpha: 100.0%;">101</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">102</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">103</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">104</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">105</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">106</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">107</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">108</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">109</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">110</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">111</span></p>
</td>
<td class="oa3" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: white; mso-color-index: 0; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: background1; mso-style-textfill-fill-color: white; mso-style-textfill-fill-alpha: 100.0%;">112</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Based   polymers</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">F.silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">F.silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/A</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">F.silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">EPDM</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Silicone</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">volume   resistivity (</span><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: el; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ω*</span><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; font-weight: bold; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">cm)</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Max</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.004</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.008</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.01</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.012</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.002</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.002</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.007</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.005</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.01</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.005</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.005</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">0.006</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Filler   type</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Cu<span style="mso-spacerun: yes;"> </span></span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Al </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Cu</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Al</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Cu</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Cu </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Ni </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Ag/Glass</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Hardness   (Shore A)</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">65</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">65</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">75</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">70</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">65</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">75</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">80</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">80</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">45</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">85</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">75</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">65</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Elongation   (%)</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Min</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">60</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">200</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">20</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">90</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">50</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">100</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Max</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">260</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">500</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/A</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">290</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">250</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">Tensile   strength</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">200</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">200</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">180</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">180</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">300</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">250</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">600</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">400</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">150</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">400</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">200</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">200</span></p>
</td>
</tr>
<tr style="mso-height-source: userset; height: 22.67pt;" height="30">
<td class="oa1" style="height: 22.67pt; width: 110pt;" width="147" height="30">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 9.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">FLUID   IMMERSION</span></p>
</td>
<td class="oa2" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;"> </span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">sur</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">sur</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">sur</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
<td class="oa4" style="width: 41pt;" width="55">
<p style="language: en-US; margin-top: 0pt; margin-bottom: 0pt; margin-left: 0in; text-align: center; direction: ltr; unicode-bidi: embed; vertical-align: bottom; mso-line-break-override: none; word-break: normal; punctuation-wrap: hanging;"><span style="font-size: 10.0pt; font-family: Calibri; mso-ascii-font-family: Calibri; color: black; mso-color-index: 13; mso-font-kerning: 12.0pt; language: en-US; mso-style-textfill-type: solid; mso-style-textfill-fill-themecolor: dark1; mso-style-textfill-fill-color: black; mso-style-textfill-fill-alpha: 100.0%;">N/S</span></p>
</td>
</tr>
</tbody>
</table>
</div>
]]></content:encoded>
			<wfw:commentRss>https://courses.media.mit.edu/2011fall/mass62/?feed=rss2&#038;p=123</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Conductive Ink (silver based)</title>
		<link>https://courses.media.mit.edu/2011fall/mass62/?p=159</link>
		<comments>https://courses.media.mit.edu/2011fall/mass62/?p=159#comments</comments>
		<pubDate>Tue, 27 Sep 2011 17:13:20 +0000</pubDate>
		<dc:creator>adedoyin</dc:creator>
				<category><![CDATA[Conductors]]></category>
		<category><![CDATA[Conductors Research]]></category>
		<category><![CDATA[Research]]></category>

		<guid isPermaLink="false">https://courses.media.mit.edu/2011fall/mass62/?p=159</guid>
		<description><![CDATA[By: Shan Gao, Jeremy Roc Jih, and Adedoyin Ogunniyi &#160; Conductive ink is a rising technology that is making circuitry available to a larger audience than the traditional method.  The ink can be inserted into a standard roller-ball pen which is highly available, cheap, and precise.  This pen can then be used to write on paper.  Paper is [...]]]></description>
			<content:encoded><![CDATA[<p><strong>By: Shan Gao, Jeremy Roc Jih, and Adedoyin Ogunniyi</strong></p>
<p>&nbsp;</p>
<p>Conductive ink is a rising technology that is making circuitry available to a larger audience than the traditional method.  The ink can be inserted into a standard roller-ball pen which is highly available, cheap, and precise.  This pen can then be used to write on paper.  Paper is perfect for circuits because it is available, inexpensive, lightweight and biodegradable.  Also because paper can be manipulated into 3D configurations, it increases the possibilities for using conductive ink.<span id="more-159"></span></p>
<p>Silver based conductive ink is the most effective conductive ink available to us.  Unfortunately, silver is very expensive and its price fluctuates too much to be stable (<a href="http://www.vorbeck.com/news.html">Developments in Conductive Inks</a>).  It is made of mostly silver (about 45-55% of the total solution).  This percentage insures the right viscousity so that the ink flows without leaking or clogging.  Also, it can be wriiten on soft and hard surfaces.  The other 45-55% is the fluid solution composed of Diethanolamine and Hydroxyethyl cellulose.</p>
<p><a title="Pen on Paper" href="http://hlt.media.mit.edu/cmi_readings/conductorsPapers/conductivePen.pdf">hlt.media.mit.edu/cmi_readings/conductorsPapers/conductivePen.pdf</a></p>
<p>Silver based conductive ink is highly conductive (it&#8217;s mostly made of silver flakes and particles).  It&#8217;d resistivity decreases after drying.  After 30 minutes at room temperature, the resistivity is 1.99&#215;10^(-4)ohm-cm.  Impressively, the paper on which a silver based conductive ink circuit has been printed on can be folded and bent many times without affecting the conductivity.</p>
<p>&nbsp;</p>
<p>Due to the expensive price of silver, silver based conductive ink is not very popular with the general public.  It&#8217;s most common use currently, is to make the RFID tags (like the one pictured below).</p>
<p><img class="alignnone" title="RFID tag" src="http://www.wired.com/images_blogs/gadgetlab/images/2008/02/25/rfid_tag_blue_security.jpg" alt="" width="360" height="323" /></p>
<p>However, based on the rising popularity of printed circuits over the traditional methods, this technology can be applied to anything.  There are already prototypes of interactive wallpapers, books, paintings, and clothing.  Also, because these circuits can be printed on almost literally anything, the cost and time for manufacturing circuit boards and prototyping projects can be reduced.</p>
<p>&nbsp;</p>
<p>As useful as this ink is, it has some health risks.  The main component is, of course, silver.  Silver is actually antibacterial and is often used in the medical field (tooth fillings, topical gels and bandages).  However, if large quantities are inhaled or ingestid, it can cause argyria (blue skin).  One example is <a href="http://www.google.com/search?q=paul+karason&amp;hl=en&amp;prmd=imvnso&amp;source=lnms&amp;tbm=isch&amp;ei=jUiBTq6bMvK30gHU7PytAQ&amp;sa=X&amp;oi=mode_link&amp;ct=mode&amp;cd=2&amp;ved=0CAsQ_AUoAQ&amp;biw=925&amp;bih=747">paul karason &#8211; Google Search</a>.  Silver also has less dramatic side effects such as seizures, fatigue and stomach distress.</p>
<p>Other components in silver ink are also only dangerous if ingested in large quantities, and are commonly used ingredients in cosmetics.  One of these is called Diethanolamine, a common ingredient that is responsible for the creamy texture and foaming action in shampoo and cosmetics.  Another ingredient is Hydoxyethyl Cellulose, also used in cosmetics and household cleaning products.  It is frequently used with hydrophobic drugs to assist dissolution in the digestive juices.</p>
<p>&nbsp;</p>
<p>Silver based ink can be acquired from these retailers:</p>
<p>M.E. Taylor Engineering, INC.</p>
<p><a href="http://www.semicro.org/silverpaint-18silver15g.aspx">Silver Paint, 18% Silver, 15 gram brush-cap bottle</a></p>
<p>SRA Soldering Products and more</p>
<p><a title="SRA Soldering Products and more" href="http://sra-solder.com/product.php/6028/0">Silver Ink 50 gram kit &gt; Silver Epoxy and Silver Paint &gt; Electronic Chemicals &gt; Main Section &gt; SRA Soldering Products</a></p>
<p>CAIG Laboratories, INC.</p>
<p><a href="http://store.caig.com/s.nl/sc.2/category.174/.f">CircuitWriter™</a></p>
<p>And of course, Amazon, INC.</p>
<p><a href="http://www.amazon.com/gp/search/ref=sr_nr_scat_172282_ln?rh=n%3A172282%2Ck%3Aconductive+ink&amp;keywords=conductive+ink&amp;ie=UTF8&amp;qid=1317095029&amp;scn=172282&amp;h=744238d24411fd2e6afa99c7339d2ac953ddeb38">Amazon.com: conductive ink: Electronics</a></p>
<p>&nbsp;</p>
<p>If you are interested in a safer conductive ink, check out the Bare Conductive Ink group at: <a href="http://www.bareconductive.com/">Welcome &#8211; Bare Conductive</a></p>
<p>Bare Conductive Ink is nontoxic and can be applied to the skin for incredible projects like <a href="http://www.youtube.com/watch?v=f06aZ0yoJv8">The Humanthesizer</a>.</p>
<p>&nbsp;</p>
<p>Presentation: <a href="https://courses.media.mit.edu/2011fall/mass62/wp-content/uploads/2011/09/Silver-Ink-Presentation.pdf">Silver Ink Presentation</a></p>
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