Three Dimensional Printing

[Commander Haris]

http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxATEhUSERMVExUVGBcYFhUVFxUXFhYSFRcXGBUVFxMYHSggGBolGxcVIT0hJSkrLi4uFx8zRDMsNygtLisBCgoKDg0OGxAQGy0lICUvMi0tLi0tLy8tLisyNS4rKy8vLS0tNS4tLS0vLy0tLSsrNi01LTUtLy0tLS0tNS0uN//AABEIAOEA4QMBIgACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABAUDBgcCAQj/xABAEAACAQIEBAQDBQYDCAMAAAABAgADEQQSITEFQVFhBhMicTKBkQcjQlKhM7HB0eHwJFNiFBUWcqKywvE0gpL/xAAZAQEAAwEBAAAAAAAAAAAAAAAAAQMEAgX/xAAwEQACAQIEBAQFBAMAAAAAAAAAAQIDEQQSITETQVFhInHB8IGRodHhIzJCsQUz8f/aAAwDAQACEQMRAD8A7jERAEREAREQBERAEREAREQBERAEREAREQBERAETE+IQMELqGOykgMR2G5mWAIiIAiIgCJ5dwNyB7yJV4kg2u36CQ2kSk3sTYlV/vVvyiJznR1w5FrEROzgREQBERAEREAREQBERAEREAREQBERAEicU4hTw9J61U5UQXJ/cB3JsPnJc4v8Aar4p8+qMNSJNKk3qIHpqVBo/q20BsL8776QDSuOeKK2KxT4gsVJ0UC5VUU+le+nsbkmXvBPtdxmHYJVQYinzDMwqW6o7X+jX9xNPqoqAqNAdW6hOS36nb6yZ4b4E+NxC0h6Qfia2lOmNyB2FgB1tAP01wriFPEUadekSUqorrcWOVhcXHIyUTKXCVadClToUFslNQi3/ACqLD3MxVa7NuxPbl9Jw5pFiptlrWxyLzue385CrcSc/D6f3yCWExPXAnDmy2NJIzu5O5v7zBUqWkWtjZErYucNlyiWPnCfZTf7V3iRcWOjRETUYBERAEREARE+OwAJOw1PsIABn2U/COK+bUcWsCBlH/LoeXt9JcSWmnZkJ3EREgkREjcRq5abdToPcwSld2Ij8SuTl0HLv3nhOIN1H0ErKa6Ty9W3KVXZq4cS1fibDmPpPicTY8x9BNexWLMq8Zx5KKl2Oij5noB3JkZmdcJWLDx34sfD0TTR7VaoIBFromxf35Due04e3xGo1j+QA3vf4Rfrt9J741xqti67lj8RHPRVW/pHbUfTvIha9rbDRfbYt89vb3lqMcnrofQpdrb66kc2OmnbkJ27wP4fXB0PUPvaljUP5R+FPl+8ntNG+zvgqlxiKg9KH0A83H4vZf3+06U+J0nE5ci+lT5smvWEjVcTK+pipDq4qVGhRLKrjLSDVx8gV8RIT1CYsdaIsKuMMjtijIhgxY5uSv9on2RoiwOzRETSeeIiIAiIgCV3HMSEpkc20+W5/SWM037UXKYVXFQ0yKijMP9RF79gATbna0lOxMYuTUVzPnCKypUViSAedtBvf+Im5zgicfrg4ZPNurvTBe6qzZquQrYg3AHMC5IHWd5pCygbWA0nU3fU5yuLceh6iInBIlNxWsGbKNl/fz/v3k/iOKyL3Og/nNearznEmXUoX1MlSoFEpeI8RAG888S4hvrNN4jiqlRwqddegFtzK2zdCCWrJHGfEYQane/1E51xbjVSuxsTlB9I6nrJ/jcooRA5aoSSRYWC7FvmdB8+kqcBRCrnOvJR1M7hHmZsRV/ijIlLIuXmdWPbp7n+ck4DD53C7X37KJFZrak9yeplxwRNL8z/dp3J2RRThmZvnCsSqqqKLBRYAdJaLixNbwYIGsnF7yg3ZSyqVxrrIFaqeWsxqCTaXOB4NWYWSmW720+p0kpHMpZSl15xlM2+h4PqnV2VO25/TSTqfgxOdQ/Jf6zrKyp1YmiCkZ6FEzff+EKf+Yf8A8/1nw+EV/wAz/p/rGVkcZGieQYm9f8Ij/M/6f6xGVjio2eIiWmUREQBERAE0f7Va5FGkoF7vUaxItenRqMpYEG6hgCRpe24m8Tnv2ps7GnSVgo8qoxvtq1NVudbXYhb6ftB3kPYuw6vURzvB5xiFNJPTRYC2bQqK1NQWKjUnPYHXe/cfoVdhPz/g6LfeOxKKC7hVsrmmHpZVzEkD1lTlA2S99p+gE2E7eyK6n+yXmfYiQOO4jJQqMN7WHu2n8ZyQld2NY4xxjNVNr2Gi+3WQauLa2uki5LkMegMhcTxZAMobPThFWSRX8TxZY2G5/u8psbxJKNNmv6V3I3duQHz0k3gPD6mLxLUUIUWJ152Fzr76TRfF2MFTEHD0iDTosVuNQ9QaM4PMbgH3POTGNyK1VQXfkQKZfEVWqPuxuegHIDsBJlRwdvhGi+3Nvn+6fMgRcg3Iu57cl+f7pJ4LwXEY6q1HDi+RDUqNsFpr3/MdgOvYGXHm7sh4Kia1QKuwnQeD8KygXEi+DfD+VTUYWvsO02tgFEpbub4QyKxCNEATxMztc2l14d4Ca7ZmuKanU9f9I7yErkzkorUsPBXBcx8+oug0QEbnm1u397TdhPNKmFAVRYAWAHICepclYwSlmdxERJORERAEREAREQBERAEREATmv2g1A2JdCCVWnhlNiwu9Ss5WnodQciakEDsbEdKnI/F9VKmMr+hiRVoouQZmYqgN7b6EMNAbh+wEhmnCq8ylq8PXI4Zi1nqizE5QzZnKO2ouRTqH1XJNjflO18JxAqUKVQDKHpowB3AZQQP1nEKeJo5nsCSztrs9N/II8ynUb0p6mc2YgMFXaxE7L4UqZsFhjly/dUxbplUDY7bbTr+KKKl+I7lrMOMw61EZG2YW9uh+W8zTHiQcjW3ym3vaQco5xVqDX9Jr/Fqmhlk1S4mq+M8SUol72ClbjqCQLX+kznrR8KuQq/i2lh8A6UbjG4gsjNqPJw5HqZTydjdeo1OltdR4XQCL5hGuyDq3L5SHQVq1Us34iWY7AXNz7ASwqO1RlSkpYt6aSDc3526nfsJelZHm1JZ5NkbE1zfKt2Zjy1LO2mg/Sdi8KcL8jCDCUhrVs2Kr7Gq1v2ScxSUem539RsLm8Dwd4Kp4a1bEWeude1O/Je/eb0lSmBe4HacSlyRfTo5dWRKlFUUKOUpca99BJePxJNz9JbeFPD/m/fVh6Pwj8x5n2nKVy6UlBXZi8M+Gmq/eVPSnLq3t0Heb3QoqihUAVRsBPaqALDQDYDpPstSsYZzcnqIiJJwIiIAiIgCIiAIiIAiIgCIiAeK1VVUsxsqgknoALkzh1WpTZixzoGYE+rMrtdWAIfK4X4TbOdxY6zpn2icR8rCFAbNXZaQI5Idah3/IGHzE5e+HzZDZbtqQGBNy7KAzE2RrKdOhB/FL6dNSV2ZquKnSmowdn77MmrgRVqBxVKjkctn0LZ/SxKgFVUa320tOpeD6YXCUlBJCrlXNqQq6Bb87ATQsOCrh7k+vMRVGpBNRTm57st7c1U95vHhB/u3Xo5PP8Wux21vMim+I49D0pRvSU3u7XL6IiWGY5TxPDGnUdOjEfy/SaR9oT/4Vh1ZP+4GdN8aUbV2IsbhSbciBax6aAfWcf8c8SSrUTD0iHCHM5GozbKl/qTKkvEb3UXCu+hreGGSnY89W65eS+539vedT8IcCp4RPOqjNiag15+Wp1yL36nr2E0HBYEmrR5gVEZu9mBJnXHN/hFgZNRvYqw0VuyJiMU59RuOk+CsxEuMHwGtVAsmn5m0AH8fYTaOG+FaFMDP94e+i/T+chRuXSrxRrPhrgzYh81S4pJv3P5R/GdDpoAAALACwA2AHKKaBQAoAA2A0A+U9SxKxjqVHN3EREkrEREAREQBERAEREAREQBERAEj43GJSXM1+wUEk2BY6DspPykia94mpG4bZbAFvTp8Q3bY+oW768oLKUYylaRpX2jcRarXVCgUUlZVztqalULf0gEE5dLXvre/Ka0GF9fLP3iqqtlXQLYMF3IPxaGwJB5zZcfhq4VjlZzqV0VtcwyG52AHTYa72lVQWiXVWoLrVK2OaxVFABZSCNrdNhrNcJeHQzYnCriXT6bp+Wm+vvTctcLWOTcmwJXzBrdTm0I/Fy6WmyeGscqV6mY38wA3CnVkF9hstr7gbTV8Pg1y2UHTYHe1rCxS3UnfroJMwmAq+bmXVSgARVF812B1/5Ttra086K8bff7nuxowdK0nyOk4fEI4zIwYdQf7tIvHeJphsPVxD7UkLW6kfCvzNh85h8P4d1Vi65SxFhp8Kiw2mtfbPUYcLqBfxPTB9s2b/AMRLjyqkVGTSODca4jVxNd69ViWckvrYEdPYDS3QTFhailrhAqjRQOXUnTW8j2JGXlzm6fZ34TfGVwLWpJY1G5BfyjudR9Tyg4Nz+znwStVDiMQCFItSGxJvrU9uQ+Z5CdIwPBaFK1luR+JtT/IfKTqVNVUKoCqoAAGgAGgAHIWnuRYnM7WEREkgREQBERAEREAREQBERAEREAREQBERAE0r7SMUMtKlYMM2d1sGOmlPfYhjmv8A6JubsACTsBc+wnL8fjkrYks7EXcWCLdyvwqUGp0p5rkfn76dRV2cydkYMIlenT81Q+RUBuTmCra5Y0wbJ30uNTPlPitQ2V1DMb6t6Li+mpA21HfT52vEhQFCqyYUZ8rv5jsUChg7UwLXJsAi7AEsO817hOJ8wsAwIptVW5UWyozAuASQNQSbE20N9biXF7kRqNftZeVMcV9ShQQbAdrAhtToLEi5/hMNLEVhVFTViuVjbWwJGUaaLe+0m4YKrA1E82nYE0wRfMRlDa6X+Lci0k8RrYUhXpI1MX8tlKstnysym49LEeq9idh0nk8KrOLm3ovoZJOc2s0tjdsPWDqGGzC8r/E9Ok2FrCsi1EyH0v8ACW/DqNR6rajUSu8K474qTHXcXvcfmuTrvJdL/FtmP/xlPoH+e4/GRzpDl+Y67AX9Gm+JDMjYprQ45w/7MsZVdGUBaLnVyR6VGubKbFgRtbnp3nbOA8Go4SitGiLKNyfiZubMeZliBElXS1O2IiJJAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAJW8X4oaJpqtM1Wct6QyqcqKWZrtpppzG8spU8a4ImIsxd0ZVdVKtYWqKVfQg7g7+06hlv4tiurny+Df3f6GqcY8S1KiZc6pnt9zkfN5RRHzMWXM4N2T0gA767TXFxT0w7IAnmA+uxDBmsCxQ7kBF57k663lhxrg92IoCiVCZSL2JZL5WDMCGOttegkE8JtUCuGQZwArLmUAgE5SwYA/ELiXKVN/sfvuZb1FpJfH7FfWq1saxV6rVad7MEyrRNyWW6i2b1G9rlhlHS0s+FYNKKlKmVbXCFFNlTUhQbZjqX119R0GpnzD4o0wQoVvhUhD5bgsxXKCOdxrbLMor0MxV/QgIupvYNlTQk9gOcrnxZaW07HdGrBPxaFqFW65iRou2tzbT3IPUc9pmolhdTURwQBlqrZhZWUG6nU2ci9uQlLiXUMBUNM3VAqgZj8PqzoLgjsLe880a9ULlFR2FiQazF9VIHpBuV19tjpPOjUlByi1o38DtTpRTvqyVilGUrUORfgJQgaCwZ+mo+vzk7BeJyHp00r1apIZLBUINvMyVbuBcZVVjlNrE22lEz5jmCh9SvmXC01AzXOY6E91BOg0mz+DsBSrA5qnmNTtdMtkAbW4U6m5G7dBoJfhJxp3jLW+y96vz0Kowqz1jouvy5/9N0wVUvTR2GUsqki97EgEi/OZp8AtoJ9lxtQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAlLxvGm/lKbaXc9vy+2ov9Ocz8Y4mKakL8XYXt8uplPTwqvao6m4GttSCbjL0uSd+9t9vMx+LyJ04b236HUY5mRKeDN9Te+o0G/y2Frn6SeeHMB6bPpoQSDcDex32/dLKjhHNyVUFgPi1sB+ELyHznyrhqiktZTv8F1Ou2mxt0nl08LVgs7TfdJp/wBb89viaM0djW8bgUcgVRqMrBhcMG7HXQfQ32lNV4VaxW9VASSLqHL30DBiFYfTlpoJsOPw4ZmZXYMd+uh09PsDt+YyOaJ23HLkbdx73/SW0v8AJV6T1aa10e9vO/r8CuWGhNdH2KSnwt6ZsmUMRRqNUY+lXU1M6jmdMtgOlzbSYq1KmGAsazfAQQvl5ic17C4NtdybC8k08Mvm1FfM3JRcBRcH4rkaX13v8XaZcNQUnNcot2Nk+KwsqqH0J1KjS34eeo2Txbq+JaX+f4Laf+PpU9Wr/wBETG4Oob+aQrBdEuT0yj8u/tbL8j64bjHoOtVD6r5StmAYE+oNc79LdBNt4LwR/LBsKNwNLFm0vqcx03O95F454Z1FYhaoUHOLFXKWFyCPxaf+5SqNVWmk/Xz6/Q1qtT/Y/fp9TaeHY6nWpipTNwfqCN1PcSTObeG+LHDG+9JiLgDdAAocADRgbAjY9tBOjUaqsoZSCpFwRsQZ6tCsqke5gr0XTl2PcREvKBERAEREAREQBERAEREAREQBERAEg43iSIDb1HpJ0rsZwwMSQbE8jteUYh1VD9Ja+nblfz0Jja+pT4WozMWbTW+97a3vta+1gCbXlngqg0J2Hwj/AMiOsh/7uqA2y/TaWGH4eRuZ5+Cw0nNznFqz26v1S5N3u9dLJFkmkrJ3M74vpIeIxLGTxhRPD4aeuVFLVw5ILcxr3tzE+eQpFMA6toc19wCbX6y1ejaVVNv2d77Pc/K2pvPFx2GjxU1bXX43irrpdOz7fM0U5ae+5qWPuMU6+zEj8JuuUvy/Ee+0uuBAF2Nv2bW0OYF7fEG58z/9pUcUT/F1rEtlVbCw6LZmvyAzajmQJtHh+mjB8g0D2vob2Vbm43ubm/O8jDU1xYpq3byv7+RtxE/0tOi9C1TGmZBjpkTCCejg1ntnlHPuPYZqNR2S4ovexF70S3xrlXUoddP9RGllMm+F/EK06nkn9kxtpcmlVPIg65G/T2Omz8S4VnRgNSRp77j9bSq4N4TUWqVwM2lkGygagE87fwExSpTjVvT/AAbY1oyptVPybXERNpiEREAREQBERAEREAREQBERAEREAREQBERAEREAw4ogIxPIH68pQqgAS5uch021JG/9Zd8Qw7OmVTY3B+ko6+CqLqVOg1K+q/bqPpPKx0ZOopON4pb7803orvZc1Yup2ta+pqXEwTXqhrFRTGpJ3NluOpF7/Kbf4WxAapWA1BZXB6koocW5WOX6zX6HB6tWvWKqSrhRmJIUWUC4PXTYTZuEcANJxUaoSRm0AsvqFj35D6CRg6b0nBad+mv3+hqxFSOXK3y+xexET1jzxERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQD/9k= http://data:image/jpeg;base64,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

http://data:image/jpeg;base64,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

Inventors Max Bogue and Peter Dilworth have invented a unique pen that draws in the air.

A colorful spool of plastic thread is fed into the pen.

The thread is then extruded as heated plastic that cools and solidifies instantly as it exits the tip.

This allows solid 3D structures to be drawn on any surface or from any surface into the air.

The pen, called a 3Doodler, weights approximately 7 ounces (198 g) and is 7 inches (17.7 cm) long. It requires no technical knowledge or software and plugs into an electrical outlet.

Max and Peter have received over 2.2 million dollars worth of advanced orders for their three dimensional printing pen.

They expect to fulfill those orders and launch the product in the fall of this year.

- See more at: http://www.inventor-strategies.com/latest-science-inventions.html#sthash.SEaOVnDT.dpuf