Solidification lab
The Solidification Laboratory in the Department of material science engineering conducts research into fundamental aspects of solidification and their application in casting of metals.
Mechanical testing lab
In this laboratory, it is possible to determine mechanical properties such as hardness and micro hardness, tensile strength, impact strength and other mechanical properties of materials
Metallography lab
The metallography lab has full facilities for preparation and examination of materials (especially metals and alloys) by various optical microscopes. In addition, image analyzing facility is available.
Heat treatment lab
The Heat Treatment Lab equipped many furnaces that are necessary for synthesis of thermal processing of ceramic and metallic samples used in both teaching and research.
The laboratory is equipped by several special furnaces which can carry out various heat treatments on ferrous and non ferrous alloys up to 1200ºC under normally or protected atmospheres. In addition, special treatments can be made using a salt bath furnace for small and medium size parts.
Powder metallurgy, Nanomaterial's lab
Powder Metallurgy, process of molding metal parts from metal powder by applying high pressures. In this laboratory, tests are carried out using metal molds, hydraulic presses and resistive electrical furnaces.
Corrosion and Coating Laboratory
The activity of this laboratory includes two parts of corrosion and coating materials. Using the facilities of this laboratory, we can perform dynamic polarization experiments and cathodic protection of metals in aqueous solutions.
Casting lab
This lab consists of two parts of the modeling and casting. Various tests of casting, casting of metal composites, etc. are carried out in this section.
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vUOxUZPrVq2jSNMIgUewoTBowofDhVMfvnJ5JICg1dt/DyRPnbEm7rkbz+vFbAanAjrT1EQw6fAiFW3SDj7x4/KplRIlxGiqPYYpQfkJ96TdkYpDF3fMTRnvTDwaM8UxDy3FSo37hfck1WLcGnkkRx/SgB4bBppYlqQnjNNJ5FMBzGm7sGkY03PFIBzNTQaazUmaAHs1MLUhamk0gKOqHNzNWInWtfU2/fzn3NY6UIolblcVKo4H0qLtipC7F0XGFxnIoYGhYH/AEhOe9dUnauTsTidD711aHgUITKepf65PpVTUf8Aj7b6D+VWtS4mjJ6YrNuLqC6vHaEuQqhfmGKYhksW4rIM7l96huJNsZarGfk5PSqd6wW3fPTbTAxPEGvXOmWcX2NUaeYkDeM4FZdp401O4lEN4Ldo48eYUBBGax/FTtc+T5cyjZu4Dc1ztjNJGskIcncclgM5IqlFPcLtHrhwzhx0K9akj1WOwsZbiUjCMAeazdHv2vNJjd0AdRtbjnIqFrqzj+0C9YLAT8zEZArPqUXofGdiSfNmXrwAelTHxdp7IxicMw6AsBmsBT4WdCq6ha5Jzl0GafbWHhxmJkvrGUHoBhMfrRrfcDaPi20MMhAIcD5QSPmNUP8AhLL9hujtosAjJEgP9agk0LRGkDWl5axZHPzhs/maij8H6c025rm2kDHLFZNp/DBp203C/kXbvXprm7Xy3ZY1XI29zW/oV3c3ELNcOj5wUI649/euWuvBVk4UWdyqc/Numz+VdDoOnrptr5CNu24yQc5NCWtwclaxp6pe/ZLJpQu5gRj61V0nVLiaZIriMKMcEOSR9c0a3JGliHmYKm4ZLHiqel3UE95GsUyPgHhTnirS0Ib1N25szNOsqyMhCleB1FVHsJUPFyxHuorQSTK4PUUj8qc4pDMS902a6tJLb7RGGkXGSnOO9OGmyCNU8q1YKAOVrEuNXi/4Tu2hZmxGpiAB43GuxVcigDFbSFb7+n2revH/ANanW9gdOjklt4YY5JHGI+i8Vt+WKzPEEotrBXzjMgGamWiuD2JbVb64dlngtkAGQVJOf0qnrVs0YhLKn3jjaKn0G7acSgtnaBUevTDci5/gJrPeNzOn8aILK/lkvBbsQUSPIPetuFvlz7VzOlL/AMTOb/ZjUV0kZwn4VaNnuSA08HANQg5zTgaoknB/dZ9TTcmjOIk/E03NACk0uab2o70ADcCppTjaPRRUJ5IHrUsxBkPtSAZuzikzzSY4pM4FAAxpu405qbnPagBGNIG5ozSZNIBTTCfWlJpj0AZ2otmSc+5rLTpWlenJl92P86zkpFslHSkjmieXyd48xRkoeuKdGgdwpcJn+I9BWD/Yl3J4ibUpLloMkbBGchgPWgR1locTL9a6yJwUH0rk7b/WL9a6eL7in2qXK2xVrlbVmwyNntWS7KGLAc1qasPljP1rPe2Eto5VwjHgOwyF9zS522HKQNcDaRjnP51i+JJ2OlOqnaT/AIV09j4fla2UXFzG7/3o34qtrHhN7i0KJdp7E1pyzJvE8Wltmex+1RXG6UybfJdTkj1FXo/DmpQ6Y16z20aou7ywcuR+FF5ps2i65c2kk6zrHDkGNsr1qsJrg24aN5CSxHGeBS57O1iuVtXudf8AD0x3011bzGR12K+H6A98Vs3cnhiJJo2kj3clgXzyPauX+Ht4tvqsquWAeLBOOByabJolnaz3GpzTviOZuCvUGtmlbYz67luO78HTsUaS2PofLxUrWfgtsb5bRSR0JIrnI5Qj+aY1WEMCXCjpW/CfCF2xlkurM7+cOoBFZuNik7kkmi+FLlcx3VqHxgfveP50o8LaAyfJdQ7sdRPxn86euleDpiMT2OP98D+tPXwx4WccT2pPqs2P60reQDI/CGmE8XC4/wBm5NdJpNvFptoYUkzGh+8Wz+tc/wD8Ih4fI/dTrnti4/8Ar1raXaiG1ksCAYFXarg53Z681L0GtWbBubaeMxu8TqexwRUNv9ktUXaIVIOwEYBPpWBL4V0uHO68vI/92Qmsq40aKO7RIdRvTBtyWYnIbIx+mTQtepXL5HoKTD1H5055eO351xY0eL/ll4lvPxXNMfS7hAfL8TTZ/wBqKn8w5fIyI38/4ixnri4/lXqCy45xXnMWkax5z3K6ta7IslpSo3jj0xmtCCz8RTWq3NvrdvJGy7lyhBIqpJq2olE7wSA9jXNeOLsw6XBtVjmbkD6Vg2t14pmeySK8gZryNpFBBG0Drmqnie913TIrddWS3uFlJ8tU3HkVErtWTBpWNrwlfiTStRnkcKoOxSTz0NT6bZw3BDS7m/3iTiuN0uW8WCCCCWK3trhjJNEVZiTnjBPSu40fGzCtuyMVrRilGxhaz0N650yxOlCSOFyznHmRkgqPXjrXK3rXUGqW8VneThHcbgXJGM+9dnLKsWmpEpI2jn1rkn+bV4PUmrq2RULnSbsU7d8tVi5HQ0LKc4yD7VgpovlZchmeSECSIoRx16+9ScVAkx4yKkEi98iqUkLlZJjFGKTep704EHoaLoBhIDqN6qxPy7jgVIeuSQT6iontYpx++QOB2IqYKAuAKQDcVDLPDAB50qISeATyfpVbUdYisLmGzjie5vJ/9XCnXH94nsPeuF8WpLfS3N1c3VsJ7dwscEQYkgAZw34/pVJXYm7HozL7j86acgmvItEv511GDz1uZIIpRvaN88fnXrMFzFd263EJ3RyDIJGDTlGwk7i54pM+tB4PFB5qRidTTH61JTH6UgOf1q6a1sZp1AJVu/Qc9aoRJctEJRfR7CMg+WMfzqzrUyLpFyxG8bTxjOa87jlgvIIRe3t1FBv2hAcJjGevrUpXOlN8um53H9oJEcNqtm5H8BIGf1rStLmO9tYp0Iwcg4OcGvPLzw158kb6SxRQvRn35PrUlpJdaI6LcM6yqwzzhWHoRRp0N5Yep7Pmkj0qOeONhubnNdZAQYUPsK47TZ7e6gWaFcKTzxyDXWWjBoEI9MVEjls4uzIdXJ8uLHqa5nWbnWYLUNpBQlc+akgBBX8a6fV+II/rXO6mziwmWN40LqVJkIAwR796S3Aq6NPr13ZCUTITkgqpGBReTagI5RNOVKA/KAM1Z8Its0lVAxjPSs3WvKS9upWyG29Qx6Vy0sVOdVw6I0lSSSZxOlwPq+qTxM+ZHgIDH13VJqWmT6Ram3E5SYKW3JVK31mHQdSS5jTzA8RK7jgHJqvqfiqXVHeSRIlJGBt9K7HCTd0Z8yWjF8O3GrJezfYLxYX2YcuPvc1Nql7qazG0v78MjsC6jOCfpVTw/D598+RIRsydhI7+1alxpTS6gsiyTrsYYDJuH5mtLu+onaxMl04jkVDFMu37pixSh41t/Nlsrdgqk7dgYk44FaA0pJGLTSFsj0x+FPi023gbKRkAepzWnMmrGaVmcI2sSRjEmmQFj13QYxSabqiLqUYutPinhdwCgTawB9MV6CbVDno3OckdKT7EpYFYl/ADmlp2HqV7uHwlZT+RcKIZNu7G4itW317T7XSzFbyEBUOzH04qpLYwyPiWBWA6lhk0qadaPCxMJAJwOOBWfKXzEUOu6VPugkuJg8yYaR5DheOwrDm1DTBcyJBqV2IlYRq4Y/M/59PetybRdNLAmJeV5G3vWMukacb+4gMIjiwGQbe+OtXfUSLV+502HzLfXJpRs3YV6j0q6vdViEkWrtETn5ZSD0/Cll0ywbQGnTb5ghz074pdL0K3TSoTcgJOQSRkgjmlzOwaXItP1PUtS1OTTrfUAZEznzI1CnHvWyLPxNEMJPaOB0GB/jVGz8OWFvdGeCYJIwIJDGrlxZLDbvKb5l8tSxO+plOXQpJDbK48TXBcwW1s/lNsJAIwfbmn3N54kV1FxpcEjAZUEk0vh6a6awD+ZtbPzc9TV6dZZXEkspzjGd1LndxSSsY0mramUcS6NCViwz/OQBj8KWDWbi2tXuBouyCUgtKsxAyemDjirV6irpVykhwzBtzbu1SaqIm8Bmyt5FywDDnsv/6q0iyCl/wlMh3Qm1vMj5Sq3pJFT23iSOK5WcaPdNIq7cmTP+TXO2yXMPhe6laMNJcOJA4Ybv8AGu70UKsdmABk24LN13HHNJzvuVyobZeLDez/AGc6ZcQsVJ3MRjitJJ2R/MyelLet8hwB0qpLKEQ/SsG09izUsLszHk5B6VoisOxwCuOK2lOQKAJAKUDBpAacDn8qQDlYgcGlaYxoWYjaoyc9hTBUN/k6dcYUsfKbgd+DRdisjIs7iOTSdR8Q7CJrlH2MeqoOFA/n+NcFFdyrGwL53D5uM5rqL7VEPgiGGziJRokSRugT/Z9zXJ7SE/CuyhdptnPU3KVjeslzJGoC70Dcd+1d/wCB5p5be63yFkVgACehrzSJtt9Cx77kNekeFwYPD7yA7TJITn6cU6srIUFdnTSXCROFJNTghhuHQ1yQvphcbg5OD3PWt+C6Z4FYEEEVze0RryMv4461XnyRgUiznGCtOLr+NUpJi5Wjh9S1BrewuIurt8qA9ya5V9Ent5UjiBuoX44GTuxyCO1bGsqZL6BWOEyWyO5HSu28MQxW8Ml89oZUwFV41y2fw5pRV1Y6KdR058yPNLjw7qOnlZVN3YB/u7gyg/Ss+5glWRHurgzy7vl3Ekn869M+JNxLqekWn7u6tgk2C5TbnIrz+306KCQuXeRiPvOcmlJ8jtc9mhT+sQu4Jf12O48HzF9OkjJ+7J/Su60pNsBxnlia888IPta4T6HFeg2JuViVkty8ZJyc4IqN0eZio8teSJNYGLVSezVy+qwx3dhJDKMo3XNdFr0rx2iCSPG5uD6fWuSv7r/Rz5I8589AcUrHOi74bXyNPVQwIAP86wPFl6IJ54NhLsmfpkVq6JqcVlb7bmCZGPXgEVW1uK01G+WWGBuV2v5g/LFctDDuNWU31NZzvFI88h0c3emIFubbcjkKZOqg84qWLwxOikST2Mm4fLhOQa6yLRbYKy/Zk2A556Zq3ZadaR/PFbKjE43kdvavRVznbRhaDoc2lM0zzAs4wdowMVvh2fCgAkdMjrVoRKkvC5z3POKdHGqqI8BpTnBPFMlsrbNxy2wH0pWhVW++M/oBVv7MNu3cN55wP4adLDHHsJBfPr1NAFX7OgYKhB9R61EISswAX5DkD2HqaueSJHKqm1jycdhT2RHZY1LSEchDgYp2EUzFhC6KrMRgUjAxrtbjirnkBpUQfNg5OO1OWBRv3IgLnBJFFhmY+Ukf92pAUd6x9QvILWCe8a1DFBzgkYFdQURHcMgBIAxjrVaSwtLmOWC4t/3cikMB1xU2GmcLF4jtpdKNl5A3uNqsD0yeKuf8JPYWzG3nildo/lJBq9ceDNHs7c3ESyK0fK7pCelRReENJukeWXzxK43ZD8c0ytDNsNc0a1uHn8ycq4wVPar8vijQJ4mhMkmHGDuAqT/hBdJCnbNdeuSR/hTJfAmmNsdbuXaeDwCRSsK5JY61oNurZuWJYg4KjA4xVoa9orMzC5+U9PlqgfAGmlwBfyjPcqDVd/h/blykep7WHIynX9aOVBdMvXmqWl5a+XbMZRI4VsLjYM85NZer3EQs5I4psADag9cnFWbbwfcWCSJFqCOXOfu4Iom0yYSWsJjjdRKGdwuOB6+tGwaDVubeDT4jEI2IUAx7MmtKyvxbrC0UixBgdqquNp4zSaZaoz3ERjjJWQkE9BmtJdCsSfMltELk44bOPpQ9Q0M268SsWaJAC6/8tieG/CorfxFNc8zhQuecCpNQ8HJIH+wM0D5+6WJBrMXwzrtoS8BVz907sMMfjVxjTtqS5SvodYt+xs0a1dRLKcITyAO5/Ct+C9uBpsVwts1w5A3KhAOPUZ/lXBWGj38YVJo3yoxkPxXe6NCttZrGHzj1PSsGrGi1LtndRXkfmRE9cMrDBU+hFMvNV0/Tsfa7yKEscAFufyrG8W2N82nS3el3EsEuP3wjON6jv9a84O2INJ95gMlm5J/GklctRuezi5tzam4SVZIwu7KHORT4ZUmRZI2DIwyCK8D/ALZvLQFbe6ljGegbj8qiufEOrW07RJqE429w2KfJcVrHp/iGXZ4YsoRx5k7nH0JrlXPBx0qjoV5eXtmzXVw8qq58sMc49avsVC12Uo8sTjqO8jIW3eW6KxjJikLn6V6Tp6eT4dt1IxlN358156shg1YBEDmcbQCe9ekXZEGmpGONqgfpXNWcuZp7GtNK1zOiIJJre03mDFc9D0+tdBp3EQ+lc/U2LuKBywHvSE0bsAn0BpiOF1S38y2c52suCjehqPWtY1zRbJIgstldHGXiPySoR2P5cVpR2k2qslhAgeWT7qk4zjk/pW78QPCzS+Fp5WuY0SCJGw2c5HGBW1O5MjydvFOrapdC2vrmRowc+WzHGfXBrSU8A1ykU9xHdRoWV1z8pcZI/HrXQxXeSIZk8qQjK9w30NFZa3PcyuqlTcX3O48Baha2mpTCe189jHlMdiDXXXeuX93uWFEto8dM5NeaeHZXj1iHZyWBXAOK7mGVCQkWThvmJHyinDWJw5jHlxDfchuzc6hAUN077TyGfC1Rj0ty/DKR2O75a05wqSkBCysMkqOKgiZceVaDK92OflquVHn8zK725h2i4kznoijOalnhJgLuwTjpjnFTxyRIBGdokz99zk5pZXST5XY5Q8470uXULlS1iS4RsmTy88MRjJprMomEe9UiB5Y8lvpVmRJ3jy8YiQnhTnJ+uKhW2BVyyxxhOvOR+tWImEMfl4RN2442k9ql8tkHCB2I+UqRx9fai2McdrGAihicAj+dMuJJLeUJG2Xf7zjgAUAN2SLIq7RhvvM4wD9DQx8pJCVT5B1JqzHHJGqiSVp2cY2rg496HjW5nKMcRREAFhjLelICrAT5PmSOCzdQvOBR9mLTKFmAGOqrn8Ktw2RhEjsFjc8sM5BH0pqQCFXnYDLdARxQgG2MbyLPtZNwbAZhwRUzQ7Y/LILFuc5yFp9xao0EapE0YB5Kng/h6VNaQYUE+WGHUJ6UDKESqZJ1kj3bQDu7miO3RXMpO8HgL6VO4AuZnXLEuFyD27k07yljVxFLvjPT5cn35oApy6Kl6k0EoRlb5sB+agOmQ26hNpXacY3c1fKiO5hdHyMYyQORU07tLMrmNHQDHI6UwMhbOPzjAyHa/K5NM/s6FzLHECz4+7mtqe1VIFaJBJJG2Qp4yO9IkEMgEifKAODn+tAGBBYESGOeNgo+6f73t9alk0iJ32vLtJPybe1aqwRXFsRb/NJG2OGyVPrTnIlXKRmSWP78YHzGgRkS6UwkEORv4OP7wpZNHjV182TYx4HetZbQNGZTBIG+8A33k+lReSJJkWUAS44P94UWAxbbRp4dSnKyIUkAwM85FaAsCu0KpwffjPtV05kZiY/kQ43L1GO4qaXaY1LSFsHIIGPzNFguZ62TFlLSNyeQRgipTYviR43EmPbBq7IsMiBizEAYyDkg0JEY4to4B/i7k0WAyRA7qdr4xyxHWmMtyiA2zAMDkZPBFaTJMmd8e3nBK96ZPYqYedu0DjA6flUuI7kEN9fK7CZImjPGM81z1v4a0PUje29wktvJFMfnjcj5TyMjpxWpLpCSD5du48gq1c5eibTZrppmZS4UBgT81ZuJcZGTe+DNPtrdr+a9mit2DNDjDE4OAD9a5S4gR7qVpVdfmz9RXZaprsS6YtvErSqSo2yKcCsjxHefZ7e2gksrcTKpy2Dnb2rSF2KcraE2jRLDpyBM7Wywz161alPTnpUdshjs4lwB8g4pshauuK0OSWrI3D/areaJN7wyB8eoHJ/Su0l1eHU7BZ4A6qTgq64INcnp0iLeZkbYGQqGxkAkYya39W06/me2ksLhGsY0AlZTyMDriuapFykbwdkS6cGaWSUsSHbgZ4AFdXZrtiH0qha+H4IraOSTUTENoODFnB/CprjTdVSEvZ6xABjI3QdaydF3L51Y0WqjfzTIbeOAgNLKA2Rn5QCTUllJcPZRG7Kmcr8+0YGars+/WkXtHCT+JI/wqEirnC+JL2ays4prdmWVZRtKNgisxfFWoXFpPp9/qcrCdduHJZc57mpvF0wVwkUyOEJyFOcH61RGl2htY/3gDvbs5LnABHp71rBe6H2ilLp9mhDy3ycfwp1NTSg+XGVEqwhgV3csDVR7CWKUPIpVDzuAyK0hdRBVEcu9h2INS3do9ai4RpydkvRmrptysep2/wB0tuHyn+td5az3JQlIYtx/hU5xXK6Vpa3Olho/ml8kzv2wB3zXQWcMaWiyRuACAXGTWnJynmV8TLES5pLYvgxhlW7J3n+EZJNSRQwl2kJkQ9FAOBj6CoUWGVg8UpkccbMYIqWOY28bI0e91/hzjaPXPemYDZja7lWW3kaYHKRqPvD1pfJjdA0yTbyeE5wn496tWUYhJeQK7N82/dkqPSnPveTeu3Z6EYz+NAiiZE+0+XE0hfHIGeKf9lZRJcPlVcY2O3JNTGaKNmkkjVXXjAblqWL7PckmZXx2TBAX6k0AQ29vHH+8k5PQbDkYp0sgTBjkDk/d5yQfTFRk2kEwWFSFQ8jdnP41PJf2DxHzVMWOdxxx70m0OzFmYtFHuO+QkA7eOaAs1lduoiEsJUMzj19BnvVSDWtOnuDJNJGI4/8AVlTzmtF2guxHLFO2BzjGd31oTCwslm010rln2bfmTIHX6VCxgiuIreIb8NkgrkircB2lfMWNZCM4UH/Go7Ri95LM6HaOFI6igCWdEmkjhmgfMn3SDwKRLWSFuIQFUYDA9fyrnvEfjux0NZFMv2i95CRYyF+uO9Ydv8Ub5rdWm0GcKeGljjbafcCmM7W1g82O5d4T1xuWQoDS2NtNYxD9zIc9SDkc1T0q6t9SsTPFdGSKNyWDIfl4/iHUVpyNI0exQ6oRwyLkMPagRFcCf7O5MaxmBt+BzuFV3vhHtdh8j/cijByfrVl1P2NsRq4VSDuBBFO0+OW704ROYUXGNyudwoAgspLoTvLI2YmHyKxzt9qi8iSN5EZNgbJiPUU77ObBBbTGCVM5UrKQ2fpTpIGA8yKeVSoznso9KAGQTiFyEcMQecDCg+n1pbhpty3kAVGAwyZ5YVejtbeT/SPMA8xRk7gM1mxWsiwyJ8jSBjtckEflSGSi5tZVzvkidxk84NBVHgEXmN8vIbgke9UZkitb2I8kyDG8jCqe/Wrfk+epaeUiKLjMbfeNMRLau0imKVWIbuGwG9//AK1TOCdokU7RwAo4I96jTYqmH7RsQcgEAnPrmkaeWeVIXlbzhyu3Gxh70AKI281lWLdABn5T8ymsvVPFljplwLR0zKFDA5xx75rQv7prOTaJFjzguQnKj1ryTxreodbuAkzTIxysi8cemKFuOx6pperRa1GXt5AvlnJjLZFXZCGlDkFXxgqOlefeBxe/2WxhubaFJGDbpPvntiuz8ubaBJcuSOrKgGTRcVrFh4FTMqgKD97PSsiXTo55DKxAYHO1sMP1q7JESmxzNIp/i3YH41W/s2JGDJbnjqWctmgRia3o9rcWkgkmjgD8A5wDXnl/pd59tRZrhJ4wQodWLcelezLbowUGJDg8BkzWfqnh7+0ohCZBCwfeMKM8ULyHc4neNoAxwMVXlbHTOa3LjwnqdqmE2T7emDtP5GsO607UlbH2GVtvUqAR+lbqasY8ruX9Ej812zyGdF/XP9K1L6RkuGETlAxAYDofwrK0mSW0RPPTYS5bke1XJJ45ZQ4kBOeR6VzSfvXRvFWVjagkv7pCgmzkY5bHFSefq1rdLZJKGby94BII2g471W028CuVA5/Spba5L69cSE58uFEHtkk1HtZFuJa+1ayjgSQoQeSRjpSWNzJdazLMjYRcKyMPSrF1dKLd2bstYujXBtwZ+u8kmk5XVxJGPeeGJXt2UKSzjj5h1qGz8N6zJafZL10jt153IMtj6126wrAclixHXLD+tHmyXjeUofyjwxA4q4poTdzlG8MQ3KhJLueXH3UiPX61Qn8ICBTIvn7/AOFSQc/hXoMdnBB8iSMpPXA5qNoVgjZrcs755L8frTVguzkfD8eqvENOuovsyDgvgl2X0xXXizdtjeYQI/ugjr9abYSsu942ij5xlyCWP1qwbm+uv3HmKgIyT04pttkpEdtLLPcmKGQRt0d4+9W5NMikTbN5rgfxbOv1NRwG2tYnbfGjqcEFOv0qS3mXUWZEy23oBkZ/DNJIdyJzJLdYjlmRAoU5UYx6VM4W3jczN5gbpvbkfSry20kcAWNorYLwBIuc/rWbJb+fuvbmSHCDC4QgH607MVyC206PAd/+WrclwTsqe4uWtrfarG8x/wAtChCqPrUlu6quE1XG4ZMSjp9O9Zmsa/Fa2zW32lZVJwYwQpApMEiq6PKwkhmMJzk8ZB9qfc26XUBi3shYYJHcVmDVJnQC1tQZD9ze4wagTWda3hP7IiDE43GTgU+VFXkWjozIoBmG0DGQvNb2gJKIVMRPmr+7DO3y/WsQ6s6xHzrcFkHzbXGKuaXq017pzCyChSdyxjOW/Gm/InXqdPdpeWkAnk2SSFdpZCPlH41leIL6fTdGt5rHZFNPIsJl4JG7+KsybVJYpVj1KFkwPlROC1czfeI7W+1G2tr5XtbS2uGEmSSAf4SaznNRVy4wbZtW1to2iXM0lnD9svHOXvboh8HvtHTrW9outLPB9mESME+aQjqR7e9cbqGseGlyF1p5M9BDFk1mv47TT4Tb+HrSQMes9w25s+uBWVOr7TVJ/NNfmbVIRirI7rUNTsdDiN/E7W5u32OHIxIo9vXt+Na+la4mr28DWKMo8oEgKGUD0NeaaLpeo38/9razM04KHasg6k+gPSvR/D+nQHTre3SyEKqmC8b7O/60U8RCdRwi72IlScYKT6mhbGeWZyLR9gJG7IGD+dULa5i+0SW00TkxufkVCD/hWsrraymLaq84UIQdw96qSxyrqplTK+aoC8A5x1zXQ2ZJENxLp8ZaeSwYSrzHkZx+IpF1m2YCBYZXcjLZOfr3rSkefZsaCJWYY3bgfxxVOOLTomlEEDO4P7xtu7BpXY9CpZXUMcr2k9q+0sTCSnJFS290kMrpbrKwBJwgwD7HimXAFzLDcNFI/lHBCRkAqf1zWtFcRLZK1vGfL/u7e1NXE7FfzzOjLNONrDPlmDcQPrWZFMDcvbPdylR/qvlIVl9Mdau2E8NzNMEnkij/AIVC8Y71LLZr5rxTeYVIzBKo5WmIz5F043CgkRXI+ZS24g/nUjeVczmAygZX72zI/A9qJIFe1zO3+kwg7ZGJ69jipI5sQxZglJU5ZsdfcGkMo3Ki4l8jzYBNEMBypxKvcGsu+8PRToW/s+Jj6JKD+hrevJNORPPNyUYt8jxseD6Y9aI9SvLqAqbaRR/DJ90t9R2p2uF7HLWmiC3JYWrsB/Csqjb+Fa324abatcX+baBOGeQhvp0re+wXSgykQQq68lkJJPvXkWo3up2OseY8b6hYWcp3MASrv3bB9Kio3BaIqHvvU61fGKoD9j0fUbiJujsoQH6Z5qW28backgjvEnsWbjZcphfwYcVc0i80/WrJZreWFpCOYW4cfhS3ljaXETwT2yup4KsvFeE82q058tSnY7vqkJL3ZGlHcLIyTRYZTyCOaiuJ4zeR/vWQ5JMbKVL+wJrm9AR9N1mbS43LWKhWjBfPlk/w11NzYwzOqTx45+WRASfx9K9nD1lVjzI4atPkdhPtNpMvErOevku2HXFZ88HmN9ptWkkjI5jOAV/DvVuSGaCUBfLk7AtFz+dOMMbjMluYnPVlwK6GZHMJYC7vGkHK424A/i9xVG40eeO68tE5ZS3HBwK682yxyEPbREN9yVRyp96hfS/NvVvB5i7U2BSffrUNFJnPW+n36IGRN69CQeaS2ingluJmUoWcD5uhwK2bm3Mb7SuP9tOn4imG2IiG+Etj+IHINLlQ7sytRvGNo6t8pIxRaSL9lRcjI4NO1HTJJkj8mP5S4J54xVWS0ltzmPKsOx71LhpoUpHUNpzmUzStAGPZgeKlSW4jAQlNgPMhQqg9hVZEteDBqjxHrlnyasBra7Rof7SluMc7dwxmtSAl+2PMkEZjYy5G9UI2/nVg2UWm2heco4XvIxOT9Kg+2pZwn7V5sjHgbXX5fbIqeGRbqCNnVbgsejHds/OgBfKe6QSm0SRFXKRBsVP9inlZXmhEMSgEqrYYH3NXoba2VQTtGO5YVCZZL59sdxHHbq/Zh84/OlYDPvbeKK6Dw2zzyOBzI25Vp9yoVFKwxo/HzBgg+me9bEkcEUDyNKjFVzyRzWDDNPrF1E08UQiiJIXOAaYEd9e384ie2s1SCM5bfLw3ofert6802nJNdSSwlPm2JggmrskUbRgXNur7fuorZ/Sori3nLK8aSGAL80CtgmkBQRk1SN0srcGVR/rHkwV96xL7wJLqNvtknRTnO8c5NdK0AvLdxbWEVrJ0LO4DD8KhMF3Hs03MEu8csOqj61LV9ylJrY5P/hHdQkgNtHGpCcBg2OlVJfDXiBXSOW5YoTwAw/nXpRtZIIljhlQKoxhh/Ws62mNzeeVDHu8o8yBuKsk5c+G9QjgCkRKpHd+1WdI0+aGJkgXoeZD0H0FdBrYENsLu6lLQxsNyduTilhmRLdSg3Z6Be/vSYIzF0m2MxknLSORy7Nmq+p2OlsgwqNg/cZMqw966BoI7qF4wvluwwCRWNLYuHMZTO3g96466clynRSaTuZX/AAj3g6XB1DSHts874dxU/iDV23sfDFsyjSLEO4GMmM8fianXTnRP3cs0R9Byp/CpRZXu3AnYL6ogU15E8LXceXmuvNs61Up3vYhkjaWRVfCgfw1o2tw9uikMflJwCeKgjsPs8RkZssTgFjkk1K0sfyoBnaOWboa7cDh/YmVepzlpb6CWb94S0iDITb0B96kkiR4VkKyR4cdQTgVk6dewz+I/Kg2MUiO9u3biujukZbN23Dgg8N0FeocZHI9tFGHzNMV42hSpx7VDCLIyTGKZ45G+Y4ByteXaz4xu7zVpfOmcRq+ECsQABWl4V8U3E+uw2cLHMx2b2bJPFXa+pJ3cE9wLtrhWnZcbcOhIK1Hau7b7aQm3Qtlc8MR7Zp1sRaanIupq8hdfl6n9Kt6tafarFZbG2eKSM7lIXBx3pDKX2O4tg0MNwxszyRjL/hxU1tqXnRsZWkKR8BigDCrK3Hn2SKv2qQ4B3eUBmqcj3SQiSK1Ow/eLNkH6jtQhCXErKGmSEeZjgluGHuKiWKW4t/tKGJCoztJJ2H2FWrK5KpJtmhkXbkQDLEfSqVvO9rNJNHazxIx+Y43Y9etUIo6WsS+KfndJJ0iz5bDAGe4HrXcW0tuSd8aiQ8/WvFfF2r3Efi17y1lkgdCArdGGBXS6N8SYiI4tXVYpCMeeBlW+o7VSYmj0S/eR08i2lEauOGIzk+ntXnutarN4PuWea1hudOuH+eGdQCjnqVbHQ/zrtLTWre4thJFFFPE3/LSE7hUkq6XqMRhuAjxn+CdAw/WneLFqjyO+mtfEUe/RfC2oWsrnIlgchc+uMYqb/hHfHvh+2SSKaOdWHzRtJv2fn/SvWLfTrNfLitjHGi8bEBUY9sVaNhaKzYgVyeTuYnNRUo05q0kmONSUXdM8k8NeGdSudQh1K7uBIVcyyo+R5sn+FekQXUczNER5cy9UP9PWr7WttACywiMnsOgrltRiSHUPPErYT5lbP3SPSlCCgrBOXM7m+UHaoLi1juI2ilQFWGCKkjl3xI+MbgDinbgetaaEHLSadqHh9zNYGS+ss5a2dvnT3U9/pWjY3tjrFsZLOUbhwyN95D6EVrtjvWDq3h5bif7fp0pstQXpKnR/Zh3FKyHdkkumNtONuffpVZraWJGhhhBcDOW4/AetM0/xOVuP7O1qEWV50DH/AFcvup/pW28azLhW/DNS4lXOen8ryclWRgcFQtUbu2uoovOa0aSP2PQeta95ZMr8Ph26bz/Kqzs8Fr5c1xLheMoen4UhguoxxSeVcWrqo6EIH/kKsZs48zabbPLNNwzIuNg+namiTULhVdLd/KY/wdxVq7lhFt5Men3Cs3QoMHNMB1rHpmCxtWWYcs1wMc+uTVR76WK/8tPJulf+KNSQg9OKtzTyfYI4jYzb3GCXwQv1xUlrvtbclpZnY8ALEEGaQzOvAbu+ijSUPgjCNEVQ+xNbFl/ZIkaBI7dZY/vrwceuPUVYiMMMOGjl56ll5rnryybUr/zLe1EESnG8Dlvc0gNKcDWpmgtFjjt4j88oX7x9BVuKzs7WIBbaNscZc9TWfHqMWlW32RJ1Rh6wndn1NLb6mq3Ue9zcLgl3ERAT6UAX74wRae0hto06Zw+COfWorZrO8j+0QHJAzkNgrSXGtwXELpZ7Z3x91VyR+lUbLTbaMiTy7iLd99Rkg/WmIvT3DfZWmjMZG35S0WST9aisLaOdftd1eIgByQF4NPuHS6ICxyNFF97Z/Ki3svPjSWRZDAP9XEM7R9fU0txjXuVuZGgs4VMZyplZcY9xUvlWdrHsZkaXH3RwT+AqjqLs8m+S3ZLVB1Hyk0Wl/YxMHgjlmfGAQuB+ZoAqeKYSPCt3KzRgkAhQeQM9K8907xPdWEe1ZC6r0Vj0r0TWGbVbKe1+zJH5w2s5bLAZrm4PAunwEFpJHOc4J4NJoaZYt/FNy0KvOIwvX/WDNX01tZYzNlY9oyPmH5VnT+ErBo9sqlEY9jiq48E2Jz5V5cxEEY+fI/WiyY7o0ZfFKxHc/mBV7lTj603/AITa0Pyje/uorPufC0q20kSXcsrHjIYVzc/h3WtKfc0Xmp1JjOePpS5Ij5jrZvFTMpKQmT+7k4qs+q316DHINqsPujj9a5a3v3V/3owqcAd810NrPIbZp3wAighj0HPerjBESky3YXMGl6nbiSQK1wdmT09q6e/1yC10278xclYWx14OK88N9BfX3mOVJiOYxjjjv9a6bWrOfVNFmNptaR48bd3JolHXQcXpqeVSTl7lySetdH4LUP4qsFMhjBlGWBxiudewubacpNC6NnkMpFdP4ItWPiS2lmifyEYlmKnA471Qj1iS0kS43XlyskY+7IH5x7j/AAo+1m2n/diW4Q9BFKf5U6a6t72zdYZI3mQZAx3HtWRPfo0JWNXWXHBUYINSBq2t7C0rRXLT28X8Kykr+tWbnS4bm3zayYJOWxISHHpVUy2k+mQzzyf6TGoOyQ9T7g1PMdIuLQpG628zL/yzyCD+FJDEltYJUhito2t7gcbjJyn4d6tNYyrbl727e4UY6fKB9aoaLBYJAZtQfM5YjMhPTtVvUI9Oms5I7e7SCTGV+Y8+xFMR514+8O3FpdnUoYme3k5Yg5KH/CuPKRTwoQxByVfPQehr2jTbVNQ07/S711wxUo+MYrmNW8DafdzutpMtnPngjmKT8P4TQI4S2utQ0s/Z7PUJIgrbgFYgN9DXTw+NPE+nwpJPcWd3Hj7sgyx98iptJ+HV5LeSvqcqwxRn5TE27f8AQ11tp4a0mzC7NPa4x08xicUXsBz48dS24LXaWysoyfJkZT+RFWz8QrRSoBJLEAfvAPzNbx8OaZcybxpUW8nGW7VE/wAPNLkzvsYQT3AFPUNDndU+IZtYQ4tPOUttG2cMQaxV8S6j4j1CG28pLaJ3CkJ94jPrXYy/DXTym0RuD6rjio7PwFDpN5HdxmZjGcgUO4ro6RZGRFVYzgDA5pd7nkIaqpcSW/8ArVynTOORVyOeOVcxurgdcGmtRbEZkkIwYzUZaVR/qyatqwNKcEU7BcxNV0yDV7U293bFl7Hup9Qa5V77WPBzhbwSX2mDhZP44x716CyVWuLeOZCkiBlYYIIyDRYLmVY6xYazb+ZbP5yDBKn7y/h2qSZYGQo8LsuOuK52+8GyabePf6M7xEnJRTyv09R7Vp6dqpmK29yypORwCMb/AKe/tUso0mvGt7RXnkBDYCLbIST6CoJba+YLd2Ra1kA5SRyxf69qpRgX9hDJNrDRS8MUCgBGqabUL2N1hiuLa4JxliCuPc9qSAuQaleNEftk1nbEHB3n5vyqNNZtoF8iW9jlIbKyJk8+47VnJpcU1w897cLcSufXAFXV+yW6FbdYmkPB2gfL+NDGi++orqFo0VjIodgQznOF+lV9JWeSxnje8iijj4SWM8sfWnMI7ixW1bbDGDkhDy3tmiF7fTzsit7cBhhTtGQaAHRbrSzeO2vxd3C9jGCcn1PpTYX1Z43WcRsrDBESjJqsY/JnMy225zy0izlS31FbFsZXjMsc6lMcBiCc/WgRktpdnp4jd0kikc/KqyHc34CrTajPEPIhiuCzcLuINQW8tvCsl/qV0st6wOEQ52D0FO0xWu7s3EpTcORGwPyj1FJjJ7T7TDZTw3E0Vsz5YM4yW9apNqmxPsthcTyueGkZ/lT2AqTWftsKTsWi8p8BMckZ+tZdiiojMuRRsBZ+zNIoDTyu692bNTxRlT+9kGPQcU+1hV/mJ/KqerhpLeTygWfGAAKl7lD7jXbKzPUMRkc1jXXjVFY7FUYHTGa5G7luI3IuQwYEgAjGKz5ZN5ySelOyDc7VfFpuQqzRq0ZbkY6VtWfiK1lZY5Qq54HHT2rykyz/AHkBKg+vSt/w7Z6pqU4BgaOIdZHXH5etJhY9MiEcrYCDGe9RyQqrZcH2p9rbm3gUPzjqR6025lkkOAn50rjscl4m0NG3X8MSrLH84wOHA65968/1HW7+6d45SyRSYxHjA+uK9W8QXi22mOrPyVKqD3OK4GfQRqUCzCfy37LjNaRZDRn6bMgdFkOM+nevR9MvDJLDGTsTAyc1yFl4TniIle+iVcZx5fSu00fT7W3gVGkD/wC0xpt3ElYv30tp9pgwiTBeW4BxV37O7wOIbXbns2FX9KoXdlAArQyAjoQMVvWWx7CNWnBBQAluDU3GVorcWWn4R7cTkZcq/wA7ew96oizWzv1urj7V5Iw4coOD71r3ky2tqCojuZM7RwAaintAbJTcTFioyUWThvzpXHYy77UViv0uYZ7e9V18tUZQCPrVT7ZJpl8fttuiLLycDO33FQSA6/cmKKSK1SPnDcGrWp2FwtlEjzxXccI5BGG49DQwRJJrNsTt+1Bkx3zgj/Gq8+s2U0ypdOJFH3JBkYHoatw2ek3mnr5UEYJXv1U1kWqWQtlDiITchg3XIoA0IvEtvBKIVlMkJHykjlPb3FTyalFLIHjVNynPs1c9qiQ+WjoFAVvmKY6VlprGhwTmKS4JIOPmB4o1YtEd7oXiiynvJ7SZkgYvxG3f0xXSRO5LOrAx/wCz1rwK/vEkvjLaSfdbKsO1dr4Z+JK2sK2eroWHQTL1/GtFJbMi19j1Ga5SC3lkUAsq54FcZd+Jr6aN1SUx54U46GujsPE2lXgAguUy3RW4z/jUWoeHtK1YMxQwuw5MZwD+HetPQkxrDxfeLboJWSZvXrmtO28XwShfPtzGD97sR26VlXHg/ULZv9E2XEfbadpH4Vm3ei6tGzF7OUAYGQM4qXcpWO9ikstQU+TKreqt1rOu9BCSGW2JikP93oaxNC0jUre/XMDwopzuc8EV3BYeWA/J9qEkxHLG6lhQxXUblhwXTgj3qSG7MYUO/mxHhZR/Jveti5gjlGQOf1rAvIRp8zXSEhOBIg6OCcZx6ipegzUEgbpSNiqbMR7+lQm7lj4ZSwFPmsFi6wHpVC50mzuriK4khHmxNvRhwQaet8jrlT+FKJww9DSuKxycOrSWmoSveWqGRgAEIwENXVvHupPMm1WCHZyI4lGB9c9aswRxalctcX1vuuANrIIiAPb3NZes2vlsgj0+K3jZsAZ+d/wpFl6fW72YLaW32WZ5OBJGnzflWja6JLBAofZIcZbPrUGlaBBFAktyX88jPyNjb7cVoHTLNQMPcE/9d2/xpMYgtDAoDwId3A+XdVW8jjLpH9nRMH5iOP51dGn2xbczSgAf89mrBmEN7qnkwu4tlPO5i2cfWkABbC8vktEZol3fNJkgN7AV0aeG9PIAWJ8f9dDWcfs8QCR25ZieiLlvrT9Y1a7stNWO1VoHbjfI3IHtTaEUtWgso7gWGnwM0+7DOCSFPpWpFYW2nQNNNIMquXeQ8DFYmganp8Clp5wJCTt4JPuT70vim4i1rTZLSxu0WRMEBzgP60WA5bUvEN7ql/NNp8JNlbtukn2/LkdAK39LvotQQSRNsZv9ZH/dPr9K5mOLxJa6Rc2WxG0xVJlMQUqPxHvWTb6hJbRcEhgfvA4IqWUtj1C3uDFwSD7Vo7oXUEEDI5AryiPxrf2ygbVn9d/U/jWvp3j+3kbE9jKh77WBFDiNHaz6dZ3inzY45ADkFlrObwxpjOPOtIAOvHGapDxtpPTE+PUR1Xm8caHn5zcse2I6LAbP/CO6IiiI2sIHXIByDV7MEA2qpmHbPauPl8dafIT9ksbqRj/eIAqtc+MdUwfs9ksI7M3NHKB3k9ziPJbyxjPPGK5zVfGFlalooT9quOgVDx+Jrkru41XVn8y7u5WQ9EBqB4orO1kIcK+OWPJotYLlt9Xa5vFu9TcbQ+GUdEX0ArRt9X0OQhILqNmd8Ku0g89BXP6NDHqOpQ20sZaJjyp/irqLnwppthPbtaQgTyPhP9n3oEaVrZqSAbd3Y/dKdVrVXTZdUiVSQgjOHjGN2R71Ri0rUT/qLnHb72M07T5orG5kgvCcZwXBPDfhQDNa+QwaeUhjjJVcOrgKw9xWZYX+yMIlqJnY5JLY/nWhPc6VbobpityCNuC24n86xY4TfauWs0dIS24qoGVp2EaF5dxRyRzuZIJV+6irkk/XpVlruLWmVriwMcMR+Z9+1j+HpVeZFk1CKJwXigbdI23BHt75q/d6jpV2Rbmyknlc7dqrtP50AaFrbaRJa4tkgMSnkEZI+tUL+30uFkkaDcpJUiMH88VlA3WnXi4t5LG2J+Yf6zNX47m2vX/1qSFBuAVSpB9adgMS0iiXW5o4mR0T5ow2cEVFrEVu0whFjJHO3Ksh+U1o6jbW6RPeKxE6fxKR0qjDaX91CkyXwbuFfqKmwync2kht8CGEvjnbkEVjCy09TKb/AE9ZZMdeh+tdJK+oWylpIElHdhWJqtn/AGnE05uDDLGCQqjgihCkjkp4XjkzHEVHoPSiRAUQg7iRziln+1QvhZmI780iAovFU0ZJsfbXl7YkfZ52VQc7c5FdHpnxEvbNRHeCRl9UbOPwNYGY2ByCuBxVaSPnkVOqNFK+56rpPxH0rasQuzH82cS5B+ldhb+JdMuUDRajAwPbeK+c5LcFiV7njNQFJrdsrke2auM2DSZ9Om8gYApOnths07z1244YeucV80Wep6hBIMXUy+mHNWG8Q6qS+dSuvYCQ80c7DlPoo3USIxllRV9c1xXjHxbpcKLaR3EcrFwXKHO0A9zXkkupXU3zTXdzIG6K0pOKmtRAJgbqGSSBkw6qecmhyuHLbVns1rqtvcxIQ4IYfKc9aV9Qt14aRfxrzHw5fzwzDT47mQ2ykvGJIgWT2zXVW4vNQnFvHdBSRkFoxQJWZsy31qDvBX6imx6pbHpMB7GsPUNN1W0YE3IaLuVjBxVSKzvZwzJeLkdAUFTcqx1lzq0dnE0yOrzNxgDgn3qpps9vPdNqOqXEYkBxHGTwPes7Q7M6vfsZkH2eHnb6+nNdSmmaemcW8fHt0ouOw3+2bJ5RDBKsjkZ67VH1NRXOqwwNlp4VzzhQz1BqOuabpq+XBFHJL2CKCAfesm1NpqFy02qXM27/AJ5qhAA9MjtTET3OvXF4HtodscZ4MjcZH9KkWKaCIpDdW+3O75lOenrWhZjQ7ib7PbpCWXnaU+Y/nWu3lRRM8gRVXu2KQHK6ZeXEc73E8yRCUbTvUseD0A7U/UVXXLtcXIigRcFn4P4CoNVuV1jUksrO3B2cs/ata10r+zYleTZd4HzBzgr9KV2GhZsLDSLSBY8274HVsZNU9bbTYYlgtYbdJJjtMwHCD1qBtWtri7Lw6cJI4jt+7gg96hv55bj5orERqONzqOfwp3A0tUuNJtvCV1Y2l1G7GPoDyx9a8cuz5eU64ORXpV7awx6TMQql1j5evO7wAPRuNGdneecinIkqEsmSB1x6VKoDKVx+NNClflDHJ4x60DVrlqKTFqT5mNoxjvVdo3YBgpK8c4qkJpI2ZckVZjupWjChjx2ouN2NTTREkpaZscdDVu41S1wy8uMYXjiufnnlQeUG+Y/eP9KgyzDnJNMmxtTa3tG23ULmsueee6kYsxzTI4WODV6KAYB249qBk2iNrU1yiWTL5iHCFgM133h211B5nudfcCSMbYgBnPr0rl/DkL/2mnlnaTnB9K7JtRurB9kwjmHGDjFIRrtcW0Z3RsxIBwMGsSztzPelbwOqMS+0A/PWraa7bSAh8oQM/dzmnf2i019aSiFo4CWXe5A3cdqS0Bj57bS3iHm2m0AYyEK8VRiSzsrxXsb3yt5xKHGQFraNxCc7pI2U/wB5xXKavJHHrHljyxGcf6s5HNAGnf3Vpb6kswmluBIPmVDgLin2t9okEgucXYmHQs3I+la3nQJEhkaJQFGd2Kz7jW9DQMHMcpHXamaYivc+LpzDIiQRE7sK7ngj6etMstUsFdrsutrOww6fwt71Xl1fTLpXNrovmhRkllAFVNEdTrUrT2SwRyRfKh5Axj1oAuTazY6naOs91HaMCewJI9azbW8jgYwxTiZF6MvWtu4XRlJ8+O2X/eArIvLeyt/9NsIiAvB8tTtIpNjRKl7GxO8tk9uaztReCOJvJ9Ofarh1G18oSbslv4QOaytQuhcRuRHtB4GRg0IHsc5ONzk+tVsdqsOQ2SD3qH+KrOccoyOaNvHrT1FBpDGrOIicxI+Rj5hVSUkn09qsyjpVd0yc0WHcjRAWPrjNL5S7fX8KemcscY9qfjGBRYOZkEcK5JAruPAq2izXUt5ErKUCLlcgGuRiXPHvXe+DojaWAuZowYJZNpYjO0jvRYpO5tg29hayXJUys/XdDxj0zVFr2x3LfWttKkoPb7h9a6SSVHX5CrqR+BFU3LWsf+ixo0fXyumfoaY7nO6j4gukjSUWzeQ3DN1xWTLqUttumiiBVx0xx9a6dSNRglaSLyAc4jYfK3vn1rkL+2msgzR28ktqTjYD/qz6g9xUSTKTR0+lrrNjbLBDbQgEkuznk/WrVzaalqAVLi8SCH+JYQea0HiKrt8w89s1FJE5Bc3DRgDgnFNsZSt9A023bLb5jnPzdKdqepLYQi2tFX7S4+RVX7oqvJNfwXJLSmW1HMknlhQtWI720Rv9CiN1MwzlRx+LHpRYVyjpmk3kVyuo3cnkFDvIPJP1pmuX8d3bMjX8hl3bkhTnj/ax0rVKzXE6rfOgjA3ui/dA7Ak9a5zUvs898RYIse9tiBBjdz1p3AdotpcXJkggXDsv+tLEbPfiuljW4WCW3vJQwjQYaPgt9TUun2i6daCGNcnqx9T3NY+uxXMLC+SU7MgPCWwD6UWFcq6dI9kWBygk5AccfnWhO0t1GkbF2jZvnCr1FYtxcXetRpbRQeWqNl2U8e3NaNtcGCDde3ModRgqx/ljrSGJrM1p9jlhVymxOIwCDnHevPrnBB5713GopFdQy3DJ5YEZC5PzN9a4GcMpYnnnNCGNRdpODTv4gfTmmRtyPerHlg9aYrmbN87lqWEFGGOCKmZFXpSqgzk0BcXyxI5ZsDvT0gFCj9asRD2pC5hFjC4qaMA0u0bc0KpxmnYnmNvQF3Xa4BJGeg5revnkmSNpImXZwSw4NYnhxgl2r5xjNddHHHOp8xh5bj5txqW7M0hrEraJfAytZwxKskgJV+uPwrXTSIY4wlxJJcBTuHmHgH6VyqCaw1oDTHNxJk7cDIx6GumSC+mjzeXJ3nqkPAX/ABpsCl4kiit9IIhjSNDIN2BisU6LObNLtJFBKBivcVo63o0aWRnWSaVlYDDuSCCcVoOgNm0AGD5ZA/KkI5y1hTUtUEbu6qy5JHtXQx6NpsXPkFiO7/NXKWgvAwuLOORjCSGZE7itF/EWo4Ecqxxkj77Rkc0DOjnWJLORQY1TafQVy0utQJGqeSZGAAPHer6aGNTQSSax53qE6A1Qn0eSwnje7uIZIkcYKn5gAfTvQkBXja8vF/s6G3iG6TzFdl+Zec8+1dBNq1vAi214+2YDBVUJB+lSXcXmxrc2Pmeft+SRVADD0Oe1ZAN9POPtciJcwnPlrHlsfWjcWxYtjEryRogCn5oy64OKy9emUW6xjqWq9qcUqBbiOSRgnUFe1c5rE58xA0m7IyB6VK+Icn7rMwxEyFgcAjke9R7PmqwnPU5prKc1sc4wAjihlp+0jrSuMDIOeKQFds85H0qBlJbBGCPWrJOWzjIHam3k/wBpunm2BSxzgdBQhEKp8uc5yaGBBFCMUJUHg0vLsQoyfQUxEkBXdjPPWvU/DtvJFoFujIHikXJHpn1rzGGLbIFIIPoRXp+n3unWmmQnzgqgBSCeQfpQ9DWGuxGyPY3XkkyR2rnKsVyFP19KkvdIuLld0N+wHYAcVDJqJ1F5IbS4hEJwrITyfcVPAz6cPLlk3wgfK39360rltNbjbe4uLWH7NeW4ZVHDIMhvwrPuIIZDvWKW3gcdTyufp2rZe9tpYyTIuR0INZ+lXNzNNOrKDCOVBHXmgQjanZbtgnd2Y4JGQB75p1qLK2G+W8+0S92Yk/kK0HtYWHKKCfTFRJZxIc4XjqcVJZzur39zeybEib7OpyF/vH1NXE1sQW6x21kUIHO4YAP0rcUR5O0dPamz+WsTSPgbRnpQI5C4uLq8uGkuJOAOQOAfQYqOxjI1CG5fcAjZVFGTx0qzBb3N9cSuuEj6lm6EmtPT3WzRQliZJAMNLuAB+lCTB2LU/iCWGIsbCdtvUngVz+p61PqixxiMRR53H5slj6Vty6wlwjxrC2eVYv0H09ay4bS2tiPLjUsP4m5NMRVOo6i6CKGNYlUD7i55qxa3Mbxj7ZDLPIpJ3EcCrdg58hnZcMzt/OnSSgPjH3RSKRHcXkb2cqJY7AUI3H6V5/qAKMRjg969BNyGjkU/3SBXG6lBmInbna1CB6GTFEWQZ6irHltxyRTrWEkZx1qaVSDjHFVYzbMzADZznnrU6DeQqKWJ7CtW1sLe0FlM8cksszfcK5UD1NathpSW95cTPBEAX+UhuSPUDtU3NlRb3Zz32O4QbngcD3FNU4YjoK7HUXtf7Mmmz91SVHQ1x8EiztkDr7U7mMoNEyjIBxUi9MY59aesZxxipBD8tUZ3L2hhxd/IATg8HpWndxSjLTS7EI+6D3rN0smKcHBOPSt+W4tp4XR8qpU4O3nNRLc2h8JY0cro+mmeS2cuRlpQO30oTxZZtKkaiTc5wNwrMsNQ1E2/lb0MKDbiXnd7VkS2N1LNK6W5URkY284+lFijsLz7dMrAImwkEqXHSspfEsYeTzFYMDtwaqaZpJvovNmvpUwcFB1FI2gWo1oWokkMJi3kg/MD9aQFnRtYTTZbqVtzpK27aOCK1NQ1WDUbYK1kzDII+YCsm90S3s4Ekgd2G7DBjmlU7UB7g8YoQ2adpqEcbYg0VQ3qHHNMvHk8SIbe2t1gktmywJGc9KhiuSHGTj3qK31d9P1Ge4gtxKJ8ZHTp3piL8P8AblgkcItxLGvGSAeKpajPcy3cd2lpLDOq4yoJGa0f+EqdVLSadJt77XH8jS/8JHFIci1uACMcLkUgMKfUNQmUoxBx1ymMiuU1pmEkErH5PukjtzxXo51a1cbSNp770xiuWv8ATIrqa4i3BreRjgj+E+oqW9bjS0szCj457mpNoNQCKbT7j7Jd8Ef6uT+FxVrAHFap3OeUXF6ibRtprgnk+lSnrjvTWPB4pk3KxA5JHA61Vl2+ZhSevBrasNOj1BZFacxOOQMZzWfqNhJp84Rzv3cq6jg01a9hO9rlB8qCQc1t+FhbzzvG6hn689qzba1N6XhilRZgu4Kx61Ws57rRNW2yjG7qexobstBxV9z0C88OJczpdQyYYEbk7Ee1Xbvw9HLCJLaXbKnRT0aqVnq5eIOWAAGc1K3iFgCkAyxHOV5A9RWfNfc6IXi7xMC11KJtRMd5bHcpKkxjLZ/CtmCe5uYZTbpO9vDwS+c/SsTT7D7Nq81+ssTl1YKd2CrHvitTS/GE0JOnyx+WygkyLyDUrQ2c1NWsSQeRJKqHKqTgnPArZj0aSMhre8aM+1cvf67bK5WP5wxzvxgVqWPiWSGwjO9JCW2jAzge5rSxzcyTsf/Z)
Welding and Joining Laboratory
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)
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)
Research Laboratory
The metallography lab. has full facilities for preparation and examination of materials ( specially metals and alloys) by various optical microscopes. In addition , image analyzing facility is available.
Referring to chemical analysis of each sample, the recognizing of different phases on the microstructure and the production history of the sample can be provided.
These examinations can be helpful to determine the proper production route for specimen owing desirable microstructure and mechanical properties.
- Mechanical Properties Lab
This Laboratory is equipped with machines and instruments to measure mechanical properties of materials such as tensile, compression, fatigue, and creep properties:
- Tensile and compression tests
Tensile and compression tests can be carried out with different cross head speed from 0.05 to 50 cm/min at different temperatures up to 1600ºC.
- Impact test
The impact machine is able to measure the fracture energy of materials according to charpy standard
- Hardness test
Two hardness machines are able to measure the hardness of materials with Brinell, Vickers and Rockwell methods.
Welding laboratory is one of the most important and active laboratories in materials science and Engineering department
Following activities are presented in welding laboratory:
- Evaluation of tensile properties of welded structures according to standard tests.
- Evaluation of toughness of weld metal and heat affected zone at different temperatures.
- Evaluation of bending properties of weld metal according to standard tests.
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)