KARALIT develops strategic partnerships in research, academia and industry to test our products, provide complementary features and technologies, and extend our reach in areas such as 3D modeling and visualization.
Our University Partners program plays an important role in spreading the use of our technology to undergraduate and post-graduate students – the world’s future researchers, engineers and designers.
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KARALIT TECHNOLOGY PARTNERS
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KARALIT partners with the prestigious Mechanical Engineering Department at the Università di Roma Tor Vergata through our collaboration with Professor Roberto Verzicco, KARALIT’s Scientific Advisor.
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x4uEff/AMdSMQ4bKQrKs0trZCJprNJeCSsVEhSR9yygcQ30/wDBZZ5tfPZm/wCYPlv8uvKl/fWFpZvNcxSNbw+lrETSK/AlXmtBakooP2l9T/ZZjYsspdf9j+1yMmOMen2/sSXyz5FTXtEm1dL/ANC30ws2v1t2Y28PEsksPFj9Z5hWXhWFkf7f7n99ls83Car+q1xxWL/0ylF5X8tw6Fpus6lq93ax6rcXNvaR21jHcELamMM8vK6g48vWX4U9TCcpsgDl5/sR4YoEn8fNNNK8gaTeWur6k2sSfVdNvxp8csNtEpnVkeQSlLy5s+Hwx/3fJ5f+GyJzkECuY/HSTIYQb3Y7d+UtKu9D1vW9MvZZLXS5rKKNZ7dYZJfrgk5MQk0yx+mYTReUnP8A4r+zlgykEDvazjBBPclEXlf1PKOo+YvrPEWF5bWYtuFef1lJX58+Xw8PR+zw+Lllvi+oRavC9JKa+UfINlrflq91281KW0hs7uOz9CCG2kZjJE8vPlc3dimwjpxVnk/yftZDJm4ZAV+P9LJnjw8Qu/x84u8vfl/ZeZbXWrjRNYCjT5bODTotSiSze8mu0lb0qrNPFBJyt3WENKyTfD8cX2cZZ+GrHP8Am/wrHDxXRVrD8r7qTV9A0zUbmTT7jV7W/u7uOS3JltRp73Kunps6eo7rZ1WrRf3n+yxOoFEjfhr/AGVf8UowGwD1v/YtWPlbyvqlzolpo2tXMkmqanDpjpd2AgaITMg9dfTuLiKQL6n92ZYpP+JYDmIuxyHf+xkMQNUeZ7lTzV5Z0PQZms4r67ub8MQEe2s0hKKxVm9S3vrtlO3wo8St/q4MeUy/H/HUzxiP4/48jPI/lFPMd1fwNPNCthZPekW0AuZZOEscfBI2lgFT6vKvqfs4MuThA81x4+IlF2flTy/dT6uRqd7DaaHbGfUDNYRLcCQTrAYkhF2yGjP8TNOn+pkTlIrYerz/AOOshiG+/Ly/a1b/AJb6BryaLPpeqzmHVtUbSGluLNIJIpFjjk9ThHcTrKvGUbc48fzBjdjkOLn+xHgCVUeZ4Uv83flVHoHl271j65eqbaeGBLfULGOz9cTFwXgZLq5Mix+n8dUX7S5PHqeKVbfP9jGen4Rf6P2pP+WnlzS/MPmlLDVPVNilrd3UqQOI5H+rW7yqodlkC8mQVPBssz5DGNhrwwEpUV14/kLUPLGp3mlaNqmnahYy2yxSvci+tSszOHE7rb24gNE/dfE3qt/qNkBOQkASCP8AS/pZmETEkA2nUf5Z+WG86weS38wXq65M8UXMabEbUSyxLKB6v14S8Bypy9Dl/kZH8xLh4qFf1v8AjqfAHFw3v7v+PJVp35aatq3lOx1zR5BfXd3cSQyaSi0mjjjdIxODy+OL1JFWVuK+jyTn8LclmdQBIgsBgJjYTa3/ACigfzFdaS+smaG10OHXfrVlbrN6qzGECKJZZ7dWX9/yWV5Y+Sr/AHa8sidT6br+LhZjT71f8PEot+V1i+v6BpNtrLk62l07rPbwpcW31ZWYepDDdXCcZeH7tvXXH8zsTX0/juX8vuBfP8d7HNN8t29z5VvfMU940MFjfWllLAkQkcrdLIzSKTJGOUYh2jP2+X94mWyyVLh8moY7jaY6/wCU/K2neX9K1Wz1i/vJtbill021fToogfQuGtnWV1vZihLRsU9OObl8P2chDLIyIIHp8/8AjrOWIAAgnfy/48iPMv5av5dsrO+vr55bdZ0s9fFvb8pLC5eJZhEFeSNbj4GZefqRJ60U0XL4OTMNRxGh/m/0lng4RZ/zv6KzXPJfljT/ANBxWutXtzda/Bb3dmkunxQxrDPcPb/vXW8mYSKYnbgsbq3w/vP5WOYm7A9Pn/x1ZYQK3+ry/wCPL5vIGkWA8zz6tq88Nl5c1X9D+paWaXEs8heZRJ6clzbrGtLcmnqyfaweOTVD6hxc/wBi+CBdn6Twomy/LPSNQudGa0154tL1jTtQ1Jb29tBC0C6a0qyCWOKe4HAmBjzSRuKf7r/ZwHUEXY3BH+ySMANb7EH/AGKU67+Xur6FoV1qepsI2gvbW0t1QCSC5hu4Z5kuYLhW4SRf6PReK/t/FwZOGThnEjQ7mEsJiLKJ1v8ALTUNL8qR621x6t3CtvNq+m+kytaQ3oJtXaQn95zAX1VVP3LSxK328EdQDKkywERtJ/N/lseXdUhsPrP1r1bO0vPU4enT63Ak/CnJ/sc+PKvxf5OWY8nELY5MfCaVvIGjaVrXm2x03VmlXTpRM1y1uQJQkUDy/ByBHL4O+DNMxiSOa4oiUqPJm/lv8mbR/MRXXb7/AJ1u6Vv0Be2xAbUi8LTRGGobisca87nkP3bfuftvmPPVenb6v4v6LfDTerf6f4f6THdD8gaXeeSl81ahqs9tA09zAbe2t7WZlW1jSRnrcXtkX5CTaOJJHyyWciXCB+P9LJhHADHiJ/H+mihbPyv5Yfy7c+Yr3V72HS11H9G2YhsIpp5D6XrepJG15CkXw/srLN8WSOU3QAur5/8AHWIxCrJ2vu/48iIvy6TUF8xPoWotqKaGLJoedv8AVmuBeUDBllk/ctAeSneVZOPwNx4tg8eqsVxWnwLuj9KD1vyBqulweXE+KfU/MKyGPT1VeUciXLW6IHV3WQycVf8AY48uOSjnBvuixlhIrvkjfNP5ay6HfaVFFqC31lqNw1hLfJEyLDewyiOeHizHmq8lkikqvrxty+HI48/EDtVMp4OEhE6v+Ueoade6kVvo7zRrO3vZrfWLZC8UktiCXtpVLA21x8JDRv8A6yeqnxYI6kEDbfb0plpyCe5Qsfy5t5rnTluNUaK2u/L8/mO4ljtxJJHHbmfnCkZljWVyLf4WaSL7eE5+e38XAgYOW/8ADxoS38reVtQvtCt9L1+Xhq94bO4fULIWhtlqgEpKz3EMinmfh9dH+D4uPLlh8WQBscvNHhAkUeav5j8h2Ol6FPqlvdX8hgliiaO6sYIUPq8t/Vt7y9C04dJFTl+zghns1t8/+OxTPDQvf5f8eYZmQ0OxV//R4ZnTvOuxVMbBRHAZv2mbjQ+HXK5FnELpLto3NaBTSnzrv+FMiySllBkNCCATSnz2xVtVox3FF/riruBWPl3NNsVdBCWINaE0Ar4k0xV1zMJJRxNVRAincVoOuKojSro20+5/dyD4h3NAaU+nFU0OrITSJVfp1kVdjXx+WKt/pSnHnFxLAkEOGXYE05D5Yqg01O4C0gVSxJJQgmgoD1BHj/Liq2G9u0Desoq9TzIoS3Gm+9Oi4qi4tUgjiWMNGeFFFCVFAPkcVVf0jb16pTx5riqk99ayypVlWJDVqlTybjt+10Wo/m+P/VxVX+t6e1aOpod9vbFVzNZUqeND3piqx7fTy9CyBt6Lyp/HFVJ7GwqRzUMd+PIeHzxVQutPt1t5HRwWVSQtRiqoNFFd5fH9n+3FWpyNPCKY1mjcmhPw8Tt86jFW01W0rxkjCOD0FT3/ANXFVX9Kab2dffZv6YqptqGn1+F1p8mO9R7DFV+m3ckvMSBFWpMfHvvvvXFUb6g6KKnFVnKQOK8VDdAeu3+YxVc08SipYGlOnv0xVCzanaDYMXrT7O/XoffFVFb2N4ebURvh4qwNSD36/diqhBJ6vKT1DSJebBV6jev7WKqizCYBhKksYoKMCrg0O1ajFVPiJAI3K8gB8DijUoR1+ftiqHTTk5EfWUShowbYjb54qrxwWMIHO7DkfsqNunscVUXksACVDs3iaAdK9N8lxI4UPljWnGiedfM3l61urXSriJLW9aN7q3uLa2u43aKvBuFzHMoZebbqMozYhLct2LIYqtx+ZXne41PSdTe+jS70MsdJ9G1tYIoDI3NysMUSQnk3xNyjbKhgFEVzbDmNg9yg3nfzE11ZXSLYWtzp9zFe2k9npmnWkizwHlGS1vbxM6ht/Sk5RN+0nw4Ri9/zKDl/FIa081eZ7PTdT0u2v5E07WafpK0opjlIcOG4sCEfko+OPi/H4fs4Ti3B7kDJsR3oc6tqp0T9Cet/uM+s/Xfq/FP7/wBP0ufOnP7Hw8eXDJ+HvfVjx7V0RyedfNsNxBPHffFb2S6WsbRQtE1mleMMsTIYpkFa/vkf4vi+0q5XLCGYylfZ+e/M9ppdtpamxuLGzaRrWK703T7v0jM/OTg1zBK6hm34hsBw73+kpGXakHAks0slxIqiWZmcqiLGgLGp4ogVEH8qoqquXjYNJ3LLo/zK88LfpfiWzGox8eGoHTNON0CihFb6wbf1uYUU58+WY0sI5dPeXJjmPx9wS573V7rRbXTribnZabI31OLio4euWeT4gAzcmH7ZbEQ3tTPZ0BeHi6GkiEMp8CNx1y+tmm9031T8xfOmpyXH16azna6DLPM2m6d6rcxxJ9UW/qBqfthuWYowAHZyDmJCG03zT5n0ywhMF5JFBpDGWxMKooSab4WkkUL+9YgcC0vP91+7+x8OSnjB+LGM6bXzz5pt9Hg4Gznt47mWSFJtP0+4RJJgru0PrQP6NeCfu04L8GR8Lf8AtZ+Jshk8/wDm0fXma4t7yPUrr67fJeWVndK11Rl9ThcQyrG4DsvwKv2sJxBj4hVLHzx5ktfr/ofUxFqRha9tTp9g1uxtgyxEW7QGCPjzb+6jTkzcm+LJeEPwSjxFN/OvmqCK8W1+o/Vb54pbqybTNOe3LwKVjdYGt2hVlDN8UaK3xfFj4Y/BkjxD+AEuT8wPNVvFdQILD6teTR3M9m+l6bJbetFGYkkSB7doYmEZZaxInLk7N8TtkziB7/nJgMhH9gS678ya1dW1/bO8MVtqclvPeW9tbW9tE0lojpCyxwRxpHxWWSvpKnqM/OTm+SGP7EHImA/MDz02o6ZqT6m899o9u1pY3E6RTFLeRXVon9RGEwZZXU+t6nwNx+zlZxCiK2LMZTsVRvPfm2VrAJNbWw028TUrKOzsbKzjW8ipwmZLeGJJWXiP71XweCGXilWvvMWt6vE8V/HYj1X9R5rbTrC0mLVrUzW8EUu5PxfH8X7WMMdFZTsN2l/rWm295Hp9zwS/t2tLtGVTzhZ1kKVIbj8UafEvFssnG2uMqa0DzNrehfWTalITeRehdRzwQ3UMsfJX4sk6SxN8aK32eWQljvmzjOuSZnz55tZ7B4J7e2/Rlz9dsktLKzto0uCFUymOCGNJG4og/eK/2ch4QZeKUtfWdfm006VPcerp5mNwsMiRuY5GNXMTspeEP/uxYmRJP28Ix72gz2pbpt5q2g38er6DOLTUoldVYpHIhWRCjqY5VeNgysRxZeOXyAlGi1RJibCH1f8AMPzlqWlXGjXk9vHp9y8b3VvbWNlZ+o0JLR82toYnbgSSoLZXHCAbZSykikSn5q+eUvk1ETWX6Sj48NROl6YboFFCK31g23rcwo48+fPHwBVdPfJPjHn+gJDH5g8wR2VtZQ3kkNtaLcRwLFSMhLwAXCllAd1lAoyuzZPw+rDxES/nDzS/rcryvr6bHosv7uLewh9P04fsbcfRj/eD978P959rB4P38SfF/wCJQeh6pquh6nb6rpk31e/tWLQS8UcAkFTVJAyMCpIKsvHJHFYosRko2E6vPO/mS+0GfT5fqcVi1zBLJBa6fYWis6pKFZxbwRcyoJ48sgMQEv2lmclhDQ+cvM0DaQ0dxEDoRY6SGtrZhAWlM5IDRkMfWYyfHy4tkjhG/wDSYjKdvJFQefvO94ZNNvNVlvLDUjHDeW10EnR19RXFBKr8GDKCsicXX+bIHCBuAzGYnYlL7jzRr9zLp0s88bvpMKW+nn0IB6UUUjSooom/GSR2+Ll9rJjEN/NgcpRyfmJ5vjk1Jmmtbgavc/XdRjubCxuY5birt6pjmgkjV6yyfYVftZE4Bt5eZSMx+a+/8/ebZUsW9e3hEdjc2UUUFlZwRJb3bypcIsUUKRr6od+RVeXxcvtZEYQyOUoKPzt5sTRbfRDeCTSLS6W+trGWGCWJJ0DAMqujAD435R/3b8vjTJeCLvqx8U1XRMv+Vl/mDcjVJLjWJrkXcEi3UM6xywus8iq4MLq0X7Xw0T4P2OOROACqDIZjvuh7v8xPNV9CIr76hc0gS1E0ul6a84ijjEaKJzb+sOCAKjepzX+bJxxAd/zkxllJ7vkFHQde1Sz1a1ntGihn5+mHFvBXjMDE43T9pHZctnAGLXCRBUNP83eadOubG4s7305NNEg0+scTrCJgRKI0dGRefJuXw5UcALYMxCtY+evM9jpUekxGyl06GV54re607T7tUllCh2X6xBKVLBFrT+XInCLv9JSM21IpfPXmSzsFtoRYG1vHN7NaS6bp00H1jk8XqRwy27xRH0xw/dInw4fBB7/mV8Uj+wIa/wDPnm3UP0l9buo5P0uLddQH1a2USLaACBaLGAixBVCrHwwjCBXkg5SfiraZ52812sVs1vdJG2iW0selMLe35W63M1ZeBMdeTGaQh/tpy+BlwHCP9Moyn5LJPzF89S2rWlxqsl1bGaK5Ed0kdxxmgJMboZVcxsvJvsceS/C/w4PAF3SfGNc1O389+cbY6t6F/wCmmuiRdXiEUPp3Hqkly6cOHKrNRlXkvL4MJwjbyQMx380S/nvzbY6kjwXMQOn20uk2yva2siCyZpOVuySRMkkberJy9RX5csfBBH+yT4pBWS/mH5tlNj+9tIo9Nle4soINPsIIUlkCh3MMUCROzBFDc0b7OIwj8EqcpWan5w8wX+hmxlFlBZ3U/K4jstPsbIyGAKY+bWsELsEMj0Bb9rGOKpWpyWElT7OZQcYt4UP/0uGZ07zrsVTKwk5ReiVrT4+R7CtKUyEgziW9RipBzG5Uiv07fxyDJLUBdi3c7n764qrCNeLgihYqPH9o+OKtTowdY9qKqlvniqydwiCMCpdRRgff8cVUYoidttxiqLsYpDKpoCB8R+4gYq65BMoou+wBHfqMVRE8/BrS3UgSxRhnbrSiHY0IOKt2a3VBCGFI0DjquzDpUDrQ4qpxXt3wRZhVJdlLAGopTt8W5xVXtbwpBx9JWCDf46E7E9Ke2KuuL2Ih4WiCO3JS4INBwqW2FaivTFVO9js2BlgdVIqskR+EEcaUFR9oYqhha1mUSoPTDFWZfACtdh/w2Kpi1jaWwYOgaJ1I5/tioAoNt/b+XFUvi02eRpPq7ExqStSSpr4EYqiRp2o7j1GH+zxVZcW93F6glm5Bo3KgmtaUJHzxVbE9/cFIlKmWjFw6qAADQdBiqy5aZpVtJAnIuVPGoFSRT9fhiqKijkuykcsTKiAgTAijcSBvt7YqoGwaC6WJwTG5ohBINCw/ViqOS2hKUKiOVGPElid1PXehocVQLXHoSzNxpRg1N9m5kNQnriqudUuJG4RoN/2q06Hf36Yq1W/Mo5cY0ag9TZz12IB/5pxVzGNJFNTMsQHqhySae3Ud64qrRXk86FoVEMShSq9zUmvbYfDTFVlst1N8c/GhVGShO1WNOvc0xVWt7T0bj1gfhc0NN+oP8cVWR2TCF4DTk60r25Kaj8cVQCeqi1Zi32QRUgg0Ydafy4qqSByihhVyQVqK8l40J6fLFVOKyBpyjct3AU+HviqKhsX4/DCQexcgdR4CuKrILjU9Evo7vT7yWzvoqmG6tXeKRA6lDxkQqy8lLKafs5OhIUQw3ibCZn8yPzEPXzTq5+d/c/8AVTI+BD+bH5MvGn3n5rR+Yv5gjp5n1Yf9H1z/AM14+BD+bH5L40+8/Nv/AJWL+YP/AFM+rf8ASdc/9VMfAh/Nj8l8afefmiIvPX5mSQ+uPMusraiRYXumvbv0kd6kBnDkA0Ban+TgOLH/ADY/IJ8WffL5sr16b8wND0u6ubrz9fzX1jMIbrTY7+7ST+94c4mdwJomUq6yRq32l9RF+HlRE4ya4R8g3SEwPqPzTw6hYLPED+ZetPE5meYNqxheJRArwxEMX5yeuJIpHX4G/d8F+3lRP9CP+lbQP6Uv9MlNvfeYrmSFLbz3rTkWT6lczi8nniVYw7PbIElDSXEXFFb7KOzM37uNOTz9P82P83kw9X86SVXfmb80YBHLba9rVzZ3EksVncJc3a+sYFDScUZufwA/Ft/N/LlscePuj9jDjyd5r4pV/wArI891+LzHqtfe9uD+t8kcEO6PyY+NPvPzTC2/MjzsbSQ/4h1MsJIwCLy4BAKvX9vIeDC+UWXiy7yqr+YXnlxVfMmqEf8AMbcf814fBh3D5I8WfeXHz153JqfMOp1/5jLj/mvHwYdw+S+LPvKIs/zD86QuRLrupSwuKOpvJ6geKnnscBww7h8kjNLvKjrPnfztbxxS2HmXUp7YA+qjXtwZSanf7YYD+X/rnAMMf5o+STll3lJm/MXzwgWRfM2qtbk/C/125JQ/yuOfxDD4MO4fJHiy7yrj8wfPT9PMmqKx+yBfXBVvdTz/AAx8GHcPkviy7yvT8w/PH2W8xaoG9724/wCa8Pgw7h8keLLvLrjzr57lX935m1WNx4X1yB9ID4Rih/Nj8lOSfefmlrefvzHik4P5n1dff6/c0p/yMyfg4/5sfk1+LPvPzXH8x/P52/xPq/8A0nXX/NeQOGH82PyZDLPvPzRVt5+89Vq/mbVa/wCVe3Q/W+DwYdw+TLxZ95RyefPPB3HmPUz7/Xbj/mvHwYdw+S+LPvKp/j/z3/1Mmqf9Jtx/zXj4MO4fJfFn3lx8/eeiKHzHqlP+Y24/5rx8GHcPkviz7yhn86+fFYyReZNUr3Rr65IPyq+2Pgw7h8k+LPvK6L8x/PDbN5i1RWHUG9uNv+Hx8GHcPkviz7yrN+YHnun/ACkmqU/5jbj/AJrx8GHcPkjxZd5QN35589uPg8y6qjjoRfXI/U+EYofzY/JTkn3n5pY/5h/mGrFW8z6vUf8AL9c/815Z4GP+bH5NXjT7z82h+Y/5hjp5o1cf9H9z/wBVMfAh/Nj8l8afefm3/wArH/MP/qaNX/6T7n/qpj4EP5sfkvjT75fN3/KyfzEpT/FOr0/5j7n/AKqY+BD+bH5L40++XzTex/NHzedJmt5vMmoR3oqsU8l1dNVWO55KzNyX4qf7DIHTwv6QzGeVcygf8eefP+p21H/pN1D+mS8GH80fKLHxZ/zj85IzSvzG85W14JLrzhfzwFSrobu+cjuCoagrUf8AA5GWCBH0j/Yso5pD+I/ap335h+d57uWWHzlfxRM37uNby/UBRsNhtWn2v8rCMMK+kfKKDml/OP8AslBfPvnwMG/xrqBKkEBry/YbeIIIOHwYfzR8oo8Wf84/amerfmZ5puYIUs/NV9bODymIur1TWlAFZeq7nqP5chHBEc4j7Gcs8j/EftSv/Hnnv/qdtQ/6TdQ/pk/Bh/NHyiw8Wf8AOPzkm2m/mh5rt7KWK581Xs04qbeRrm9YVI2D1AagbIS08SfpH2MxnlX1H7Uo/wAdeef+p11D/pNv/wCmT8GH80fKLDxZ/wA4/ajNN/Mfzta3aSTecb+aDpJG15fNUHuOQO465GWCBH0j5RSM0gfqP2rtW/MjzndXZktfOF/BAFCogu75Ce5LBaitT/wOMcEAPpH+xTLNI/xH7UEfPfno9fOuoH/o91D+mS8GH80fKLHxZ/zj/skz1T8zPNdzawR23mu9glHxXDLc3yValKKRX4alvtf5OQjgiP4R/sWcs8j/ABfelg89eeh0866gP+j3UP6ZPwYfzR8osPFn/OP+yTTS/wAzvNttazx3Pmy9nlPxW7tdXz0YilGJoeNQv2f8rISwRP8ACP8AYso5pD+I/alf+O/Pf/U66h/0m6h/TJ+DD+aPlFj4s/5x+clex/MPzvBdxSy+cr+WJW/eRteX7Aqdjsdq0+z/AJWA4YV9I+UUjNL+cftVdW/MbzjdXZktfN9/BAFCogu75Ce5LBaitT/wOCOCAH0j/YplmkT9R+1Bf4688/8AU66h/wBJt/8A0yXgw/mj5RY+LP8AnH7Ux1L81PNzaZFDB5j1Br1qCaaO6uVoF6kEmM1c/wCT/NkI6eN8gyOeVcywi5ubi6uJbm5lee5ndpZ55GLu7ueTO7NVmZmNWY5kAU0E2pYVf//T4ZnTvOuxVH6cP3jD/JG3uTXISZxRU/CWF4xT4ulfGu345BklkcLKnIqoAIO+1SG6CgOKoyNFeP1FSvA/ED2qeoNO+KoWgjUu4DniGPiST8sVQ6qzty47mm3bwAGKolIuERkIHwAkAd9jiqJt7hGXa2CRBQzENSnX274qgWlEkqsE4LyArWvj0oBiqKmVJbhUgVGIUIgQUABqSf8AMYqrvLHGs6JQSFFjVKEEcV3rUeBxVRtOLNy4CtuV5N/qLxVRt1ZqtiqnbKsKepPGH4EgIx/aZKgHbuBiq6CGNbd3dAas7UBKigSoG1K/FRVxVbCkRtp5JvhNCsSgnqqfLwOKr/RUQUZAJhIIwDQCnpg1Oxriq5hKFQ2vNZCGLRqFYKVoOhA+/FVgmuUEgeUxE/FyUAAtQdRxDj50xVpL24DOpuOPXi3IGhoKdR0OKunv5JIWRuDfC9C3217eA/4jirZmpyq/7wqeLEtWoP2TTh+rFVOdmDRrOFYk8nZe61+ilKYqpPcLyi4KDwqo5kFeValu3XFXSc2YAGIbndAKCp8aYqrXFu8XxAglq8x8P7JBr/q/Z6YqtidY1cOqiQMNjX7StXYBe+KosNNPKJI4UjeQbk7EqTT4tvbFVttEiPJLKEkZaCKNaFSxb9n5t3xVuKBkUsiqDSNSterOaKWNP8rliq+ORYbmKMKTWMLQeAFRX5AD/ZO2Kr3YRlHKiiUPI7UANGP3cUjxVue+itlRJFJVuhXoCNjiq1dWtSRKQ3IAcq9Bsen04qutnguppCq0VlVipp7g9PkMVVYo42hhLKKxsAaePHjt9+KpXNd34I4ynjWgAO+w37YqhJJLllq7lvEVr23w0ttrXivyr9+Tjya5c3ZJDsVeg6V5HsdFtZr/AM2eraXK28d1Y28ls01vxmBMTzMHSvxKvKBVflHJy/YdVxZ5r2i5MMNbyTDVvNE1xJeWthatptn5hET3Oni3jubm6CxCJDHa0ENtGGBeOVysnxLLHlA6Xvwtx/3SW3ui3Zjjub+O3jkVCpW/uXvrwcP3aO3LjaqiyBEaJfjVFf8AkwiXcgxRDWsNxpthLDcraSrDCLq2TT4auxjrI5Ig4/DI3pqvxcl+H7b4Dz/akclaPRore8drG+03UriMoYzLZ/UHJdinwvasjJup6j4U4fzMuDi77TW/RMn83a1pGo2BZVRbCX1bSK9k+sWzqxCPHFfRhTGJki9H07mP4E5cpF+LBwgg/j/YsjKig9bg0TWkjEel3C62nKCWGOKsrS8PVEs0cblmWeV/RtvS/dRQRp+9f7OThkI67Nc8YPIbsMu7Weza7sprRIby1nWOe1cuHV0Dgj7fVSKbHMgG9wWgitkPBqqIwSW1RWHeslf+J4UWmMeo27AE20XE9GBkp9Px7Y0tqrzxslFgRCejKXr+LEYVUScVSq9tFRmkjBKt/exjv7jEqgDM1s3FT6lu+4U/57EYqjYriOZCeRNP2v21H+UP2h/lYqqid4uPPdG+w432+eBVZhDcR8X+JT0I23/hhVJ7yxmtmLAl4uzDqPnitL7a+lUAByKdu2Kplb3YcfGBy8V2OKolJa/ZPMeHRsVVFcN06jqO+KuJxQoTxq/xfZcdG74pUI7huXpMCHpUDsafynFV7H78VJQd5ByBYD4h+IyUSxkEBljW7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq/wD/1OGZ07zrsVR2nMgmbkQtVFKkDwyEmQVTLp8EjEl5XqSACeINSadffAIsjJCvcRtJyCMSxBoWJCgGuJiokmMM1qzi3U/E4HJhWhIrsCflkUpfKpu5yLdGMQp32J/m6++Kq8Ol3DbsAnTqfD5VxVEXVgxtXUOBQCpOwFOvfFUDLHcmzhiK8AftAbMeIJqd+m67H4sVXBES0jkZQVDKKgitOJryxVb6dxbvBM/NYZAC3Fqb0O3XwxVcLNkQ3N9Iyr/LXkzHjt3xVRjaVG+FnAlWqEUC8igqxNf2fixVSR5VjViTxNeFDT7K0J2xVfwkNqQSwVSwJ2IqoJ8a9MVXQK5aJrgN6X2a8jsQtBsCNsVV7eG7kMjziRCeTK5biAeOxNSNhirrZFS7eIzNUgrzVqGpANaE4q1HeTenIiSCeNVJb1qq24GwNQcVXJBFKGlSMk0IlQ1LClAab/TiqGuTKhIkDB6MORbqH3Fd+v2sVaa5ZS4bkxBcMa9ee2KumdPSh9RD8DOjlTQ9ajFVWO7sl2ghDNTcyKCT8XUkviq6W+i4NE1uFB2chKdD4hsVQ6AsjGQSFOxrSiBhtuaeGKq5dFm5uGZ148TH0ahqOW467YqiZUjublFSN1ao9X4vhKg7dD7eGKue1jUt6bHjCwLnkaDc079VXFUGZON0skYaSE8WIr1JJCnY4qiXLG8jZuQ5MvwD7Ro1ad/hX7Tn+fFV1+rISFBpxVl3+EEE7v7L+z/M2Kqepqv1CB+pbgeXzQn8TiqGtlnQLJGCw6V+g4qjLBz9ajIj9MGqMB03Bbp/scVTEx1SZFNGJJU+BIqPxxVKwODiZ5lid9zVW/aFaDqMVU3jt2DMkomcCrChXYCpIyQkgxUKoSaUPjUk9cPEx4VPJsWZeSvLqMBrF9HZ3NlGHNzpl67wPJZEGOe6t3+FXNv8VPTaSRHXn6L8cx82Sth+JN+LHe6G1vzT/vJEhmGm2MZj0KyuGEskEW5E8gIEbTOSzr8Ppx8v3aZjiJJP+ybyaA/2LI9avdLtorH/AA+Ls3EqzSeoDLJ9cF03JgZJVVzQxw8JHX4ZY/h9Rl9XIC+rM10YkmneftX1IqlpexStyeSQxzKEVfid3cgtRep/4XLaiGq5F1zb+Yra44adZX8sA2uZJ4ZSbo/teotP7r+SOvw/a+3h4QedI4iOSIvvL/mVLWPVdIt79rBn9Oaxmjlke2lIrwYMvGSJ6fupePxceLqrr8QHDdGrZHi5hkPl5tRvpYLbXtOvBAZA00MscnoTgFWSIO6s1uOaIzbtDIyqr+ivxZXICPIs4m+a2TWrXR9atbW0lNu1lIHtZ2BaS0kEhfiysSfQJ4+pafEqcVf+/wCeREbCbophL5Z0/UdGuoIUjOrQCF7y6urqklxqE0khMUSsQjpLFV7b0A7v9uSTJxyEHyYyxgjzYDLEjLxlBdF/a/3Yn/NS5luMoFJrVgykNG32W6qwPY4oRlvcck5J0H20PUfLFLPPIP5UeafO0T3enelbabG/pve3JKqXABKoqhmdhXw4/wCVlGbURhz5t2LBKfJnR/5xX1R0HPzDArdwLZ2APsfUH6sx/wA+O5v/ACZ70A//ADiDqbV/52aGh3p9Vfr/AMjcfz47l/JHvWp/ziBqyMGXzRCGHQ/VH/6q4/nh3L+SPejE/wCcTtTAFfMcB/nX6q/E+9PV+E/LB+eHcv5M97HfNP8AzjV540Kzm1DSrmDWIIQXlt4uSXBVd6iNgVfbssnqfyq2WY9ZAmj6WE9LIbjd5L9YMiVUVFPjQ/wOZbigoKeydVWaNSEckJXvx60+/Da0nfkHy7L5p802Hl5LgWkl87IJ2UuE4oz7qCtfs+OV5J8MSWeOHFKntq/84naqtKeZYdv+XV/+quYn58dzlfkz3q4/5xW1Mgc/McJYdHFswI/5KY/nx3L+TPevH/OLOp0o3mKEnxFqw/5mY/nx3L+TPetf/nFbUW/6aKH/AKRm/wCqmP58dy/kj3qR/wCcUNRP/TRwhhurC2aoP/IzB+fHcv5Pzebfmb5Cl8ja9b6RPfJfSzWiXZkSMxAB5JI6cSz94vHMrDmExbRlxcBYbK3wEjqBtlwakV5L8qyeafNth5ejuBaPqDsi3DKXCcY2k+yCtfs065LLk4ImXcwx4+KXC9fvf+cRtdis5pbTX7e5uURmht2gaMSOBUJzMjcOXTlTMIdoi9w5Z0B73g93aXVndzWd3E0F1bu0U8MgKujoaMrA9CCM2AkCLDgkEbFRwodirsVZH5B8jax518xwaLpg4l6vc3TAlIIV+1I9PuVf2m+HKs2UY42WzFiM5UHrOpf84n6jY6ddXreY4XW1hkmZBasCRGpalfU70zDHaAJqnLOhIHN4EGBG2bAFwCG8KuxV2KuxV2KuxVl35fflf5q893k0GixRrBbcfrV7cMUhj5V4gkBmZjQ/CitlObPHGN23FhlM7PVIf+cQ9YMYM3mO3STuqW7uPvLp/wARzD/lEdzlfkD3r/8AoULU/wDqZof+kV/+quP8oj+an8ge93/QoWp/9TND/wBIr/8AVXH+UR/NX8ge93/QoWp/9TND/wBIr/8AVXH+UR/NX8ge9Kde/wCcUfOdlavPpOo2mqvGK/ViGt5X26Jy5R1/1pEycO0InmKYS0MhyNvFLi3ntriW2uI2iuIHaOaJwVZHQ8WVgejKRQ5nA24RFKeFXYq7FX//1eGZ07zrsVb5H+3FVrvxIFKk7/wyEpMoxaiuZEkBB+EMCdh0rkSWYCPEETyQzKZavIFYk0HxNvSgBp1wKjXu9Ns/3YbdQPgUV6e9P44qh31ttioCqenIMcVUl1O4uJlQqsqsB+7AIAPidtz/AMLiqtcz2XqepV3kUBUiC0rUnpUYqsR45hFAI2iqVaj0NONexG42xVYtzLOYmkk5xoQWSgryANaALiqnbzPeXkUEzH0RUKooACF9sVWyOfqsUbyMeJZPRUCuwO/T3UYquMSJZKTTcHcg8qlKhaU6chXFV3BTbuK04/vAeJLEtHuK0oBUYqqXaBrQMlFUSbMa8ieIApt7b4qseZ+MgkeVmSvpggFalT1BA2DftYqo2EdwXmPIK3E1kfcKairEkH9ktirbiESOS7mVTxT4RuVp9o+OKqs7wS3dxQM1UpGBX7XwgHYbb4qh7i1eAyK9dhX2PxDvtX7WKqzRRelOT8UitU1FK96GnybFVRII5oHjatFuF7U2duP6jiqJ/QkKofTduXUVoRt2oRiqhZafDMKlnBBNRtTYgjqPA4qvntJYlEiyOeBMZFASVJHCgA+WKqU8XKJX5sBKQT1IFW6BePy74qmVkypbAuQlC1SaLUcjQnp1GKoC5e+VvTjJ4Skha8WBq3UECo2OKrYLaW3W4iO7qsUq032Vqmntiq0tSQgsxVFSMrQHYHbkwHwL7faxVEaqylIwxPFqEnonX9rudvDFXXSxPp0ZeSiLwo/CgNOQ2WgpiqhYzStG0UDuwU7kCMAVB3PIe2KotEljubcSMHJO7KKb8WHYe+Koxdp3HiAf4YqlepGNuMTAk8VYEdjxxVqDS404SrMOQ3KtShBHQ0PQ9DilQv7SO2uKJukgDxnsAa1H+xNV/wBjkoBhMtWFnNeXkNrCjSSSsFCJTkfGlSB08cmTQtiBZZ55z1mb6jBoEOo2l7oVufWtpLZGPp2XwLBFLK6ROxklHJ0fn6fH4ZOOa+t7/i/3znXtX8LENIhRrq81y/Qva2L8hE+3qXDE+hCfb4S8gH+6Y3/ycvEaAAaCd7TDzRZ6nquuwT+r8ctqs9xcMeEcSeo68nI2RFptT/UTIwAAZzJJe9/84w6pp0k+tWVnaTSARW8h1iRGPrFGeIiRyT6ZageKH+XmzfHmFrIkU5ekI3RH5h/8433vmjzhf69p+uRaZb3pR2sxA7UkCBXclZFFZGHM/Dgw6vhjRFpy6XiNg0y7zqkXkf8AJu4srWz+uR6fp4t5I4omcOSnB5GQHkFZyZJG5fAvJuWY/EZTvzb+ERhT5NhgvbrSV1SzuHltQQt3CHdpLV2PwiSv+63/AN1yf7B/3mbSMr2LrpCuSL1TSINQk1BHcrqNg7mOQGhlt1YgqfF4q8h/xXy/kwQFe4pmbZF5C1zULRbf61LIIYJoNPu7mNvTLWVwWjjPOhMbQSy+lzX4vTuEX9nK80GeKSV+edLtrLzBMbaMw2V0WmswIJrVFXkRwjW4AlZE6eoR8f2stwTsNWaFFjQlELlJlAjY7gdDX9oeHvmQ0rnjEUnJTTwOKvtH8nrSG1/LPy8kKhRLarO3EUq8xMjH72zSag3Mu3wCoBi/5z/n0fy11XTtPGhfpb9IQNP6n1r6tw4vw409Gbl865CELZSnTzlv+c15Aaf4K/7mf/ZplngFh4wa/wCh2ZP+pK/7mf8A2aY+AV8YJr5V/wCcvH17zPpGhnyj9V/St7bWP1j9Iep6f1iVYufD6qnPjy5ceS8v5sBwkBIygl9F5S2vhDzrpMUP5jeYNMg/dRQ6ndLEw2RYxKzAHfbgn/Bcc3GCdxdXlhUkjuwZXLBBEBQIgrxAHbfv3r+02ZAaCy/8jAv/ACtzy4COMgnkr7/uJMo1X0Ft0/1h9uZpnbPmDU/+cxtWs9UvLJPK0Mi2s8kIc3bjl6bla09LvTLhhtqOWlJf+cy9ab/pk4P+kt/+qWHwCjxg2f8AnMnWwd/KcFPH62//AFSx8Ar4wd/0ORrf/Upwf9Jb/wDVLD4BR4weZ/mR+Zt9+YHme116fT10021mlkYEkMoZUlkk5ciqf796U/ZzL00DFxtRISSWZgF235dMzwHDZd+SBH/K3vLf/GaSv/IiXKtX/dFnpv7wPtvNE7l4F/zkl+UB1K2k866FBXUbZK6xbRjeaBBT1wB1khUfH/NF/wAY/iz9HqOE8J5OFq8HEOIc3zACCM3DqnYqiNPsL3Ub6CwsYWuLy6kWK3gQVZ3c0VQPc4CQBZSASaD7b/KH8srLyH5ZS0PGXWLsLLqt2v7UlNo0P++oq8V/m+KT9vNDqc5ySvo7rT4Rjj5sk82f8otrP/MDc/8AJlsojzbjyfnhZsWjBOdBhNh0eUbojLmpEWGnahqFylrYW0t3dSfYggRpZG+SoCxwEgblIBPJmEf5I/mtJB66+W7oJStG9NX/AOAZg/8AwuUfmsfe2/lsncxbWdB1vRLs2mr2E+n3I39K5jaJiPEBgOS/5Qy6MxIWDbXKBjzCAyTF2KvsP/nGGxgt/wArILiNQJL27uZZWAoSVb0hU9/hjGaTXG8jt9GKxpl+dP5wH8s9N0y9Gkfpf9IzPD6f1j6tw4IG5V9KblWvguY0IcTkylTyf/odaT/qSv8AuZ/9mmW/ly1eOG/+h1pP+pK/7mf/AGaY/lyvjhr/AKHWk/6kr/uZ/wDZpj+XK+OH0/mO3viP/nIOyhsfzi12OHZJzb3JWnR5bdGf/gn5N/ss3OincAHU6uFSt5/mc4bsVdir/9bhmdO867FXYqpy7ug6UG/3k5XLmzjyUsiyZFxjfSYuR4D92GetCPjAJrirSXWl2o4QrzbYEoKk9vtGgxVZ9e/fmVoJHGwVSRRadwtKct8VU55bK8HCJfSm3JNArEBSaVHXFVOCxR7WQgkMqqxblQ1KB+lPE4qq/o62DQN6jMZVqocg9BXwGKtR29vDLzFPsxPvQU+Li3UbVxVViCJHFwKlVuBQinRlJpt/rYq3HCwlk4BSRK1ZT9pRwG/hiqHicfU5AJFCAAMWG5HFieH+UQaYqp2slUKAt8aUolCenRqjYb4qrxCU20qRupYABnYg/Dx3oaU70/42xV3r28c85aWtarWoPQDpUYqteS0a4mq5ZCJK+mRuvFT2/wBliq97mEtMjTDYMdwKElVHT78VQYuIYWbiqyb1HLoSONOlP8rFUTe3Edy/wuQvpswG37JBpv8A6mKqbyALOQ1OcbVqOp5kDcfLFVy3MUZmcuCeaGnf4XU06Yqi/wBN2neuKqK6pbo/NdgxJIHT7R3+nniq6fURJG7RtQAptt15e+KqbtHJZpG0gVfssdhsHp1p/HFVixaVx2k3LitW2A5/R+ziqIkntRDAscq0jmqFDCvEFqde3TFVzywNetxcMr2xWo3HU4qggEknaQvEFHEqZHA99gvX/ZYqmNI5UikaYKFoVaiHc9KFgaYqp6kENkV5mT7NXJWpAJPan6sVSi3kaIn02IrTl03pXFUVZXDSSKzOfgZQoNPf2xVNIZg9x1/Y/iMVQs88MVDLByO3xsfu74qpC/tCCwtlNNzSm21MVREGoWEy/VpreMI1THKxKiNyNjVa/C1FV/8Agsd+i7dUb5MfSbXzSs2qXw0mG1EhS4MX1lFlHwBHi4S+rGanmhX40+Hkv2sct8OwtcVcW+yG846nHeXt1JatH9SluPSthbxiGD0bdBxEaKFAXlKx+zy/af4soxjfdvyHZXns5dQsNLtrOJU5LLfajyL8VZ34eo37XpenGnHj+2/pr8fHLQau2oi6fRX5Xaf+Umt+Tbaz1CC2vdTniAvFulpKyh5REygk8VoXZFjZuH7X7zNZnnOM9i7HDCEosv0HzB+XvlPy9BpulSQ2VvGpIjZ6uWHwksW+OR/h7/FmPORkbLfCIiKDzXUvPnnKLX5Usdf0u1sz+/uIdRl4SxiWJpkHw+oqchHx4jmv7f2uUeEQtiZU9M8n+e9EbSLTTL/UFuNSWNVuBOw5vzXl+0FLrRuPIryb9vISG7OJYxJH+SHlLT9Vv/0bBB9bluYnSZuXNfsSJEOR4wk/ZjT/AJpyw5Zmt2Axx7ngVnqVvLrsmuWKt+jfrTLcq9GaKKdihWQfyOjMquf9X7ebGEuKNHm4M40bHJG6NGsF1qmizOGMontoipG0yKzRyBhv8M0UTchkp7gFjDYkJX5nlM8Ng7fXJfTCqt9eySSSSGZPUJ+KKIU5BuNHm+H/AHZleIVJnkNhKJUYAc9x2OZjiqZmRh6RO4FV+X9mFD7Z/KcEflp5ZB6/o63r/wAAM0Wf6z73c4foHufP/wDzmEoPm3y8SKj6jL/yey7Siy06k0HghgViABUnoM2fAHX8RTOz0mIQmR1DPICsQ60H82/4YeALxlO/K89pofmHR9VeH1l0y9t7x0WgZhbyrIQCeleNBkJ47iQyhOiHrOs/85f680jJo/lm3hUGiSXU8k9ffjGsH/E81h05BdgM9vH9U1nWdT1y/wBUmESajq9w9zexRqfSQu3MogYsyqrf5TN/lZnaeNBxM8rU5JkJpcxmFuglG6H5nMpxmZfktalPzY8tvQMvryUcf8YJMx9T9Bb9P9YfaOaZ2r48vv8AnGL80Z9Zv7oW1oYbi5lljP1lKlXkLLtTwOZ+LPADdwsmGZOypF/zjJ+Zisa2tpTan+kp/TLvzONr/LzSXzr+Uvmbybp8F9rsMEdvcy+hF6cqyEvxLdB7LlmPJCZoNc8c4Cyw0wQqQAAQwqp9v7Mu4A1cSjIiKfh+ke+ERQZLBIfSBbsCBT55aGBLNfyKJP5ueXCepnk/6h5Mo1f92WzS/wB4H1l+bGu3+gfl5rWt6e3G906JLmAnoWjlRuLU6q1OLD+XNHEWXcyNBFfl/wCedG88eVrTX9MP7q4XjcW7EF4ZlH7yJ/dT/wAEnF/2sZRINIjKw+afz+/Jx/K+s/p7Q4QPLupSH1IwQqWlw1SUJJCrDJ1i/lb9z/vvntdHqeIcJ5ut1Wno2OTyVtPuwhdUEiKKu0TLKFA7sYy3H/ZZn2HCovp7/nHH8ov0NZJ5w1uCmrXkf+4uBxvb27j+8IPSWZf+Ai/4yNmp1uo4jwjk7PSYKHEebKvMP5oWj/m/5Y/LzTJudxLJPda68Z/u0hsppoLcn+Z3VJZB/Iqf78zCEdrcsy3pm3mz/lFtZ/5gbn/ky2RHNkeT877H+6GdBg5Ojzc2V+QfJOp+c/M9roWn/A01XubgiqwwJTnKw2+zWij9p2VP2sObKIRsoxYzOVB9dxW35a/k55QNxMY7C1QBJbpgHu7ualabfFI7UqEX92n+QmaOeSWQ7u5hjjjGzza4/wCcyNBW6K2/li9ezrQTzTRQuR/qUda+3q4Rh80eM9N0PW/y+/ODyhIzWn1uyLeldWV2np3NtKRXqCSjU3SWJ/8AZfayIMsZsMiIzG75W/Nv8sb/AMgeY/qbM1xpF4Gk0u9YAF0BHKN6f7tiqA383wv+1xzc6fUDIPN1OfAYHyYPmS477L/5xq/8lJpv/Ge7/wCoh80Wt/vC7nSf3YYR/wA5kgHQPLIP/LbP/wAmhjpR6k6k+l8zJBHxG2bkQDqDMt/V4/DDwBHGVSLTZZw3oQPLx+1wUtSvStBgMQkSL6C17/nL3XY3aPSPJ/CleMt5NI9fCsccaU/5G5ppaaurto6i+jw3zf501jzt5pufMerQwW95dLGjRWyusQWJBGtA7SN9lfi+LM/S4+FwtRPiS/M5w3Yq7FX/1+Mx2du5PGetNyOJHf3pnSmTz9Lxp0VD+8JPbb3+eDiTwqi6dAD8TkjpQbb/ADwcS8KFvIVN3GkYoFjWpFAT8fEnwrgZBTtrJ3iV9qE9PkxBwKua+lSNrckcVYAj/Vb5+2Krhqc4AWMLQAdiBQe1cVa/SV2eyEUB26/rxVUiuTdyrFMfSFC3IEDsR1+nFVv1V2haVbj4URQR1J+Gnj47Yq5EtFKFZ3UqCCCdqkbUqBiqstpZm4KSH4gFQA1PxGpJ2IxVbbwp9ZV1iNI3AYgmikDuD/XFV6yxC5n9acxxF3rEBs4Ciu/yxVZYC5cu6Kkaqu3KtFqnwnviqlbpJIxEZd1HNSUorMvH3J2JxVUjSnqNTkIyY1EYJXkUAFa78QcVU4bNBI5keoQEdKCpG3j9OKrIQfrsjwH02j5FFYE+wrXFVdY4ZHneZQGq1SVJC7LsaH6MVUntURijQ1HBnPEkEKKfECcVXJAjyD6u9YhG4FQagEVNae7f9dYq5kleIqKFeDuflyO+zf5/8Liq2S1kcktsin94aEGjNtTfFUcmjaeyg/F4/axVDJpEcxPpylI6milamlB4kYqtksEgVojLVmZFFRQHep7nxxVTJkW2HM/CGPwhSSfjI618cVTSG1jkTkgCjn8QK1+y5J74qoXOmxkIi8VkZqvIo3O/Slf8+OKoeWweKYLHJtBEGcnuasegxVVslljT0fVWJpBVUkQENXb4SG3+nFUUCViVfUMfALV1FRvWnKuKrb6UC2/euHWiklRsak0PGv8AHFUHF6VD8UQCgFWI6kgnpiqjEwHxqAvIoWAB41Csdq4qjbBj9YI5VotOnyxVDXTzSkxxgsOIrQV6itMVUPReOLjRgSasCKDp88IpBtTIbcn6TljXTNPy31zRrDUrmXVJ/q9LN4UNOS3FZY2EMlYbkinHknGL4uHp5j6iJI2cjBIXux7zJdxXkpuIXMsUl5eukxUJzDyKwbiqoq1VhsET/VyOEb/JllO3zTjV5xqem6ZZaSTDdW1hBJPbofiu2iDEupHWSD4v3X8vORPj54RsTfeg7gUzr8qPy+8ya15z8o+ZIrB5tCsbdPr987qq8iJx8PNg0hB48vTDcf2sxNTKIBHVydPGRIPRB69+VmrPDL5k9UfpjQ9Umt9WE0gUyVugEl5OaCMpKu/wRqnL7K5RGuXe3yvm9J0SKDVdB1PU7nT4re68uxRC0F68Y9aTlI37wnpFQvFBcAqr+rJx+HIH0mu9kNw85l8m3vmnznJrWswSQadpkYv760kcLcEs2yyI3xxMzrvyX+7/AHi/B8WTFAUw5m2/Pn5TeeNc/L3yxrdlYT3bW6X91eRmRTLDZySJJagK5WSQ+ly2jVm4ccEOESIZTsxthegWsul6veXTmmkwXDWrRuAxuavT6sqnaTmKeoT8MS/G3xenyzQKjThk7o7T1eXzkbqFeEH11maMGoQcmagJ3NArZIH0fBifqVfPv1q20fy9HO1+zG1tpWE7E2QVoqxi2DtIaqnIS8OEfPmvBWXIY/qPJnP6RzSL1opIRQghhtmWHGKSzOySkd1Ox74UPur8pv8AyWfln/tnW/8AxAZos/1n3u5w/QPc8B/5zCFfNfl72sZP+T2ZGkaNU8OgVIgsku6seg60GbR1yKXVWJIIVSRRWANBTtQ4qjLGS51C7g0+0tzLfXsscEEIIBkeRgiotdqsxA3wSNDdQCSyW/8AJ+teXrT61q+j3VnMASPXhcRxgGnIvTg7bfDxPH9rKhKMuRbSJR5hJbaIKDJT4n3+Q7DLQGol1zVwIF6yfbPgnc4VZd+Sdq8P5q6B6L0g9Zw0Z/4wSdMx9V/dlv0/1h9mZpnavDr/AP5y9/Layvrizl0zWmltpXhkZILUqWjYqaVuRtUZYMZYHIFD/ocr8sf+rVrf/Ii0/wCyrD4RR4oebfnj+fXlT8wtB03TdDs9Qtri0vPrErXscCIU9J0opimmPKrfy5kaaJjJozyEg8rhmdo+PfqvsQP45ta2dbdFuRq71rhAQSou1dgdhkwGBLO/yJ/8m35b/wCM8n/UPJmPq/7st+l/vA+o/wA9/wDyUPmj/mDP/E1zSY/qDt8n0l8q/kf+aNz+X/mNZJ2eTy9qBWPVbdd+I6LOi/zxV/2acl/lzZZsHFGxzcDFn4ZUeT7Uv7HRPM2gS2lysd/o+qQUNDySSKQVVlYfQyOv2ftZrATE31diQJCngfkT/nGq6078xrmbWyLjy1pTrPpklRW7ZjyiV1H2fRp++/mfjx5Rvmwya24UPqLgY9HU7P0h6R+d/wCbFn+XnlRpoSknmDUA0OjWp3+MD4pnX/fUNQT/ADtwj/azAhDiLmzlQfNH/OOt1f33536Lf30puLu6kvpri4cKZHkeynZmLUrViczcmKsZLiY8l5AH2R5s/wCUW1n/AJgbn/ky2YA5uaeT899OuYWhCzwK4/nT924HtT4P+CjbN9hGzpMp3fTf/OJek2H1HX9aihdZnlhs1aR1chUUyuFoqU5F05f6i5hdoSNgOboYiiXn3/ORV/5m86fnC3lXR4J75NFiigtbS3QsfVmjSaaXYVX7aRu5+HjHlOCAqy25pG6DM/y2/wCcTbSFYtQ88yiWTZho1s9EHtPOu7e6Q/8AI5slk1QG0P8ATMcemPOTNvO354flf+WVh+hNLjiu7+1HCHQ9MCIkR8JpFBjh/wAr7c3/ABXmMISluXIMxHZ8y+evzm83/mDdoNcEcWlQP6lpptqOCRNQry5tzd3KmjF+S/yImZ+mxcJsOFqMnEEgB01gDxmj478apJz9uVI/T+fGTNju680+xP8AnG4xH8p9NMSsievdUVmDH+/fuAv6s0ms/vC7jSf3YYT/AM5hyBNC8sngrH67NTluAfSG9Oh/2WOk+pdT9L5wj1G5CDiIlPZlhiVgfEMFDA+4zdiLqCV36U1P/lrm/wCRj/1w8IRxFSnurm4p68zy8a8ebFqV60rjSLTnWvy487aMS2q6DfWyDczNA5i/5GKDH/w2UxyY5ciG6UJx5gpXBdc3Ed2weJ/haRwGdKigYNQyUQ/HwVvi/wBllnDXJr4r5qEsTxSvFIOMkbFXHWhBoemTYrMVdir/AP/Q4fHK8bh0NGHTOmedTKC+tp+MUycGNBz2oT3r0yBizEld7NyOUTBgdx75Fkgbi2mMwcfC60HxdCORIptiroJLyJFj9BXANVIIA+0TiqxuJbg9stSwMkgqSAW3B6/6uKpollYutBEpoBv3xVo6VZk140xVTbT7eH4uKGtB8Y279sVUYBcHqEAYq0AGyECvw/jiqHtblYS0MkKepTdiBtQE9h2xVRhkMKIDGOdeRetdgDSopt1xVNvq8qwcrYKJGozg13+H3rTFVG1kufSnkSNDVqFSTswUAk7bj2xVDWSILWdQFlUVAYVDVZNqbfZP2cVagjcGaOVFLcXZeBCGm4+Hb7OKrCzo1wP7sk78AeDBh9gbbbdMVVkNwtJlSP012ZEBpUjY0p3qMVbvGeRmPFGV0ZgQaEigND/lL8OKtSRR3HqyoR64X94g+BK0rQknqMVXAxq7mQrXgxCLUfa/ZANO9a/y8cVU3FpE8otlDVgcs3xEVJHbelMVQ60pIrID6cPDatORNa9D0xVWbiI7hGA4NIqllpUBSORFAOWKrLS0R5ireoY9/wB4vah2qCp64qinufQMa23K5DBiQAdqkHsMVQfKf1A0kQBDMwUggqWI3NRv1xVF3QRkCIEIAA+QUk1PfqcVVtOnEa8JKAswCkVqS1abH+bFVVLWOGaWXivEVZW/a5Emv3VxVBjlFDJ9ZYPPcNGePU05V6U8MVbiVV4rwQH4VIIHBj1AcAbNv+7enxYqrxSs1W4+kE4gODWhLH7QFAV/mxVDatIRbiIxqgDKBx6VHKtBttviqWwfbGwPsemKq8cpePiUoOSkeFAGxVGaahVpHIAoAK/MVOKrbi8u7eIcQijYHiTWtK+AxVDjWLym7V/2sVXnVJ5FYNGhrtuN60pXpkgEEpt5Funt/NunGJT6k8n1eN0dEkjaYemJI3kSZUkTlVWMT/5PxZHMLgU4TUmSfmL5elj1XUbNisd5F6GorHXkXFxGsMvJysfKVZUj9WT0ofUlf+6j/axcE+Tk5oMUubWc+X7HUYo3gudPla3mlFVbizmSGQdG+F/WiZh9jhGv2syf4qcfpb1DTv8AnI3XvLXlTTtEg06Oa7W3EqTrSP1DK7sWKqPtcvtcft5rM+D1Euww5vSAzT8n9c0380L0a1Pfy6Z5k05QNV0mJYzBcKSFFwOasxWSOttMvL+74I/+62yqYMBXRtiRI2nGq+TPJ9nqOq6TplvcW9ndhIZbazZSq0kSekcciEp+8oI405qv95Fwb1OL4hPNeADkv84+XvKPlryLZaqJptH0izCznT4eDPPNLUP6ryKXlnuEPoOzfF6fNU4rywCZuuZSYCnm8v8AzlR5ik0y5QaVHbCrJY+ieKhKURCPFR9rj8OMsO6jK820PV77VfMHrapEDFZmS6nPDdKNUAVNF9SYxx1/mfMyA9LiTPqRXka7vBJfXVImPwwJ6qqqCe+5WyFjTt6jSf8APNsukANmqN80x/NPV3a8isBGIvq4HqwNHKvGVAI2JhuAxjY8PtK3GT7WVYY2bbcx2YJFO/LfqTUgCg+4ZngOFJa/xSFjt4YVt91/lL/5LLyx/wBs63/4gM0Gf6z73dYfoHueD/8AOXVpdz+bfLxhgklUWMgYorMB++9hmRo+bRquTw2XTNT5bWcwHYem/wB/TNnYddRaGlapsTZzEf8AGNv6Y8QTRZh+XujXlv588qSz20ol/S9gWjMbAIv1mOjOfGn7P/Bfy5Vml6D7mzFH1D3vujNI7d8KfmNqi2v5neabdYgIU1O4AVdqUcjYdM3OnncQ6rPGpFKrSfmxDLSaT4uWxUr/AJJHhmQ0M9/Jogfmh5eUdTNJ93oSZj6r+7Ldp/rD7DzTO2fntqvl+9udc1Ym0lEn1y4Kn02oR6re3fNrgiCHW5pG0q/w/fgkGymBB3Hpv/TMjgi0cclSPQ75SCLOb/kW/wDTJCMQgykiF0zU1IpaTUr/AL7f+mWcQYUSsube4gKpNE8RIqA6la/fkosJKGSYs9/In/ybflv/AIzyf9Q8mY2r/uy5Gl/vA+o/z3/8lD5o/wCYM/8AE1zSYvqDt8n0l8MW6hoQD4Zv8YuLpJmi+iP+cZPzZNpKPI2uT/6M7V0OeQ/YZz8VuSf2XY/uf8tuH7S8dZrMFHiDsdLmsUX0L5r80aP5W8v3uvaxN6FhYx85G6sxOyIg/aeRiERf5swQLcwmnwN5687az5+823XmDVDxEh4WdqDVLe3Un04l+Vau37b8nzZafC6/PlZx/wA46IF/OLy6B/y+f9QM+ZGsFYj+OrRpTeQPsLzZ/wAotrP/ADA3P/Jls0o5u3PJ+d9j/dDOgwcnR5ub6c/5xE1y3Nr5g0JnAuVkivokNKsjL6UhHf4CsXL/AF1zA7RjuC52hlsQmPmvzc35SfmzrWuapZy3Plfzfaxzxy26Kzpf2cQj9LkxH2wOTBm4/vUZf7t8xYQ440OYciUuCV9C8b/Mf/nI/wA/ecXlsdNc6BojVX6tau3ryKdv3044sa/yRiNP5ueXY9O1TzpL+SXkBvNH5h6TZSQ+tZW8q3mo8hyT0ICHZXr+zK3GL/npl+WHBAk82nHLjmA9w/5ye0XyD5d8mWY0/RdPsNZ1G9VIJbW3hglMUal5mJjVSy19NW/4yZRo8kuLc7N2qxx4dhu+aFNRXNwC6kh9mf8AONP/AJKTTf8AjPd/9RD5o9b/AHhdzpP7sMN/5zBtrmfQvLQgieUreTFgilqD0h1pjpPqXU/S+bk0vUuI/wBEm/5Fv/TN2JB1BiV36M1L/lkm/wCRb/0w8QRwlo6ZqdP95Jv+Rb/0wGQURL9E85p6F8Wf85IuifnDqsaKFHo2rEAU3aBCT9ObjRT9FOq1kPVbALj97bQ3H7a/uJaf5AHpsfCqfAP+MXL+bM4OGULhQ7FX/9HhmdO867FUdb3zw2/I8mCsBt4H2771yo82wckxhuo540ZlPF+jdq1p2+WBKleQwjiKulaDkp2FT33xVQeF4mV5RziPV1NarUU2PWvw4q3bTsY1aprQb9sVR0VwW+17YqrggjFUPcxDZ6Egfa9uu+KpcBbTT1aI85aLUkj4wDUHcfaXFVX0FkiMYQs0Q/drXYg126+GKugupY1TipkMihlWo3BWtak7cWHFv9jiqHiCJCp5MXlYevGpKkoQKigPWo/yfhxVq3gn4TRrDwaSvEKw+yRQipPxCh/2OKogadcsgDijKCjMGILKfpPSpXfFVT9HuYnjkf4T9kA1oeNK9vf/AGOKqDXsZMkYVjzBDv0qVTsKnfYYqireK2nh+y5WrfaY99jSh6NXFUuujbKTHEzRKeVeLGhAoFqCf9bFUPUMXdnLs1RTfcceu59sVRapJKhZebg8+BB3Ar7tiq0CMgeuxQNzLBz2qKDqeWxxVuzkYzzcCeFW9FiT9p2oK7nt44qiZPrZgKyKBRTx+PiaBhQ/RTFUuWSOK54MXCo5DqNq0PQ7+OKoqaS2aQNKpVDVF3O29agV9sVXWlzGrKzkzswIoT9kA1JoTTt/xHFVS4a3nYEExstPTLV4khiNiD44qqmNDCYS5DEV9VmNPtbjY9aDFVktvHcQpIqkywcSACRyXtuTX6cVUrYF3jHxCqxhlc1Uj7R77bfvE/2SYqiXHGQBV47IFIJCip+yw/lf7IPxYq1dR2hkit5U2k3Vq03QdzUHFUA9tCGjMSHc02O52J7nFVaxtFnPI8iiqCoYmtDWn6sVRkAt4QPUBKM24BAJ+GmxPLFKhLDaTFy8bhnkLANOootNgBwpiqmun2xHwwyMPETxnt/qYUNXFvBDHykt5gtaA+qnh7JhiWJCgs9pG6yRxzLIhDIwlWoINQf7vJEEhAIelLFZXuj2XmTT7C2ht5Lia3k0m1QGa4DW4l1D1JJgWmkHwm3gRWRfhZfT45r9xKifx/C52xFhGXF6us6cILkW93HaW8rtdG6t7VJLKaVOMSW6J+4jRFSb1nCelcJw+KTksrfCVqwxbXvLukXNvo19Z6tai0W0WKC4knaJ+ccjsVZRC/CVAycl5f6vwcWyyMrsENZHKi9A/Kz8z/J3kbTtaN40D6pfvEzXdoWlWXirdQIouDdWovwM3xZiaqBNVycrTzAu3neqfmb5w1zzTe6np/mBtLt3etrEZyiqoAUUAjfdqcshjxbbhlPJvzen+dvz28rav+Xx0TUKXepXFqsFygqy+uFALrKyAV5fGr8PhyrgIk28YMXl+k6NBr4t40vLJZ3pHa2SzlCo7Lw9E08WavxfbfM2BAHJw5Aks10zTNHt5764gmnjt5JpZRrkUaTWUl0nPjDzYcHiSvBUlCR3Ekj/AB/u4sEjskBK5W0XTbe7vI7eGFbJxO9pJKbJri94vE0aIkjuv1aJn5pE7xfWZJYfsLhMifxxKAA84u9Rt728luHhMYkNRHGwVQOwA4tmTjgQHHyTBW+pY0p6Mv8AyNX/AKp5kgFxiQ0JLEdIZf8Akav/AFTw0VsPqv8AID80/K03lGy8s6jfw6frGmL6cUFzKqevC59SJo2YIrsFfg6L8fwcvs5pNXiImT0Lt9NkBjXV7QkiSIrxsHRhVWU1BB7gjMRym8VdirsVY15x/MjyX5Q0+a71zVYIGiViloHVrmRlB+COEHmzEjj04/zccIBKCafBN7rC61rmpazdxOJ9SupruUK4ADTyGQgfAe7ZttPEgOszysoqzvreFhSKXiPCRdh/wGZDQ9I/JG+s3/NPQgEYvLK4jJYHiRC56UWopXfKNVfhlu09cYfZOad2rsVdirsVdir5Y/5y+l4+a/L6eNjIf+S2bLQSqw6/Wxui8KHTNq61nv5E/wDk2/Lf/GeT/qHkzG1f92XI0v8AeB9R/nv/AOSh80f8wZ/4muaTF9Qdvk+kvhm1/uxnQY+To8nNG2qsBPKrFfSiLllNGDclEZUjoVlMbdf2cckbCwlScefPzT8+eeNP07Steu1kstOoypEnAzSBeHqzbnnJxrv8K/G/w/FmANLUtnOOpsMbghEaAZsIQoODOVl6X/zjv/5OPy9/0ef9QM+Ua3+6P46t2k/vA+wfNn/KLaz/AMwNz/yZbNGObuDyfnfY/wB0M6DBydHm5sh8oeb9Y8n+Y7TzBpJH1m1J5wvXhLEwo8Tgfsuv/At8f2lwZ8QnGk4MnDK3175c89flh+bnl46ZcCC5kmUG80G8IW4jcDcpurNw/Zng/wCEb4c0koyxl3AlGYSCX/nE/wDLBrn1o59TgjrX6vHPEY/lV4Xk/wCSmXR1sx3NJ0kT3slSD8qfyb8vzXBeHS4ZRyd5HMt5dMlaIgJMkp32RPgT7Xw/E2VTyTyHdthjjjGz5D/NP8zdT/MjzadVnjNtplqpg0qxJr6cNalnpsZZD8Ujf6qfZRczNNipxNRltj6iigZtAHWl9Hf84y/ml5b07Rbjylrd7Dp1yty1xp01w4iilSYDlHzaiCRXWtGb4/U+D7OarXYjxcQdpo8g4eEvoyC4guIllgkWWJvsyIwZT8iNs1znL8VdirsVSfzF5x8q+W7V7rXdVttOhjFT68iq570VPtu3+Sis2EAlBNPhHz/5tTzh+YGt+Y4lZba+n/0UOKN6ESLDDyHZjHGvLNtpI0HWaqVlBx/8cy4/4zQ/8QlzP6uF0QuFDsVf/9LhmdO867FVSnK2kG5pSgFfHK5M4tW8kygRgsByFKVG1at9GRZKqXD82+JlatBUkqd+43OKq8l+zwfGASCpAoa8Q2xGKqUHCNwpLcZOJj69a9MVRqH3NNulcVV0m3HXft9+Krb26pDwU0Z9uW5oKEk7fLFUPp1rFcxFpkJ48QGBIBoNv+BriqYG2jP2Synb4gd9q+NfHFULJpyRRgo8jFPsgt7e2KoaCd5QVV2Uj9kbDcdqjFVSO1YMrPJJEUqfUYkk/D4nwGKrY2VJfTZpliB5JuwXhxrxrt0pyp/LiqM9K2KcWLlR1rI/h33xVwtbAb8F3PTc/hiqButRWGeWGNQqAHiwBpUqP44qpXNzbRSfuCepLkMSDsO1cVUru7aSUABjxBApyAHTfxxVRZrirtyk4ks1RWnWtfxxVU5LEInlU81ZxICCaqT4HwNcVcLpmL+kHCOxG5qKMwIoB3xVEQzmOMzyRvKCpQycjQVYDocVR8M9lKRRqk/FUjr2xVoxWktU9QhFPQHuCD1+YxVBXVvapcelCr+o1FUqaDdvHfFV8tnKjmJWM0S0MkdSAFJrTrT5YqpyRyIkpiidkJHCvI9GPSmKq8c4ELHg9Si81HIH3GKushRalmMXCMdz1O46fsmrL/kNiqpG0TzFuRCniWD1KmhrTce6uuKoe8hWa6ViaRooBNTSpr0/jiq2LT43uUCs3FVrVST0/lJ22xVFWvGO2FP92UQHc7CvTFVlzNGwpuQpogFftkUXp9JxVL5LO8mIkVWcEDiaHuMVUhbXSMC0bqtaMaGgGEKW+T0pyNPCpyyg12WsKE58rea77y5eSTWyxEyqVSWaJZjC5FPVjVtuQB/1f5uXBcxs+LiDkYcnCjYvM0EkVxp1/KZ9OuoxLetEDRJ2mDP6Yb/dbkq7rx+CXk8HH9vHETz6t3EOTJNOlsL1fq98kIhvOcwkVa2Fpp9qv7qP4uDXDtXgOMkU8Lf7uRpJcHLl/wAeZc0mu/IVtdW8j6c8sDO0UsEJpcloz6tJVEFblI24kpzt/s/tv9vLOO+bDhrkrWn5diRre4uSizFamK19Sl4KVUx/u/3MlCPV5Lx4fvU+L4MjxAbBPCTuUPqPkVpr1J9TmFrFLKIIYbW3naKMk0SP1JhFGq7H42ldvhd255Ch0Z7pxeaG3lzTorzSIIJUhu3tr2yYvLcXEcT8ZElcpH8AdOLJCiRsskb/AL74+KCDsVII3Cy/88QLqUz2ltLZ2zuziC2RwEaTiHkCgmH1iqJ9n90svKfjzf4IiBKTIBIfOWsHUwLLS4500iExG1sXUssJ4ty4bfab/dj/ALf7fx5PDE3Z5scstqHJjsWm3wH+80v/AADf0zPjThStU/R9/wD8s0v/AADf0yVhjRVE0jUnjaQW78VrUH4TsK7KaMcHEF4ShdXtOU4R1IYRRAqdiD6S5XLGJBsjPhKUtpe+2Y50zeNQ1+isH5VP5lUk0jhbRv2Z2A+gL/XIHTbsxn2UV0uvzwfl0+OvXT1B6dMlHTsTnRsSIi8WHyI2IzJjGnHlK1WNmieo322PzwlC1lYrT6cSLUGkP+jzNKKt8TbMD+sZiywW5Mc1K7aGqrXB+XT46jNogiUSE7k0Ix/Lr46hJpNG26HcZMaZidQs/RWH8sj8wr21j6TVyzHh4WvJmtHDpmU4y115LTARaQaQB06snLMQ6fe3JGfZHRJwWmZURQceRso2T9xaLH0luKSSeIjH2F8fiP7xh+0voth6oQvEY0i3YVWyLyUjBIWmJpL202r8swzp93KGfZGwRemtMyoRoOPOVlVIrk2CHktjzWSNikiEMjqaEEbggjKMmEFuhlITRPO35jQwfVofNOrx29Cvopf3KpQilOIkpmKdK5I1KS3Ed9fXLXN/cS3Vw325pnaRz82Yk5OOmYy1CJhgWMbZlwgA4s52q5NgpzQiRaHIThbOE6QD6WCdsxTpnIGoW/orB+WZfmHforH8sv5h36Kx/LL+YXLpYB3wjTIOoR0ECxCgzJhDhcac7R8vwafAnRpHeUgftIKIhPyZZaf83ZPqx6IXCh2Kv//T4ZnTvOuxVWg4mqlqE9qgftDxyE2cUTHGByJO6jqQK7k5BkhwqspbluO/iebYqtj+2F5Hi3wk0Hjiq4t8IAajIFCnuCpP8KYqj7ORJ4VPOr0USDaoI9sVVGiKsKE4ql1/cMsqRgigUMw9zXb7sVTTTAsdom9S/wARPzxVFeovjiqHvJYyojWQLKd0Fab4qlvERFJFPEA0IPY06YqjL4Ncadzif4o6OCD12odx/knFVS7iV7aQBqFFYodtjxI/ViqR/pC5405n36b7fLFWzd3bb8j12pTw9vbFVvpzSMXLJv1LMp6CmKqyw3RqFePuTxX5E9FxVporwcv34r+18RHYeIHbFXRKqu31puS8W48Sr0bahIr74qplrZ5nqCsJJKDwr8sVVLpoBHH9XHBDUUNDXfY79e+Kq908cVvb2qyFgKtIoIBqSCO3z2xVCoYgqtzYAk1AoKbinXriqqskQCnnIqFjuQKV5DuO+KouOW3bnK0nKp+FQQDQEhV+kDFXXV3wQQpOS7AA14kA16dK4q0bxYjxjmaRUAFarxLsTuaDlxGKqcV2rzxeowJNDIwoCd6708MVRwtI2p6FxVfh+H4WFAKDoPAYqh5YWh4I01FBQnZV+EHr/wANiqlbzxEiW4YNI9GoeOygHbfFVRdSjJduZWSSirQA8R7Vp8sVQwklMyqJeQjGx232PTFUO1zMqkBxxqOgU/s08MVXrq98tAJPhFKDiP4YqiItWndSr8XXo3UE1GEBSUNJw5VTYHt4ZYGorMKuIBwKqW0I9K6P/FQ/5OpkTFmJN2Wo6hp5JtZSqNXlGfiQ1FDVTtWn7X2srniBZwyEJrp/m2W2uYLqKH6teWyhIbuJiWTijRoy8vi5Rq/wVkyg4yG4ZAn9x56uL2GdZ6tFdGUv6aqnBJfRosVD+74fVo/9j8H2cqECG0zCW6z5rju7NrV4WKzel6zBiryLBy9LmWMnxKGI505Nk4wLGUwkGqa7qOoyEyOQp7Akk/NiSxyyGGmqWW0CsPjmQINJknsehJPZ8rLlSSX7cpFOMfMBhQA71/lyPI7suY2SqSNo5GjcUdCVYeBBoemXNK3FVaO8uoo/TileNKlqISu5AG9PlgpbWzy+q4alKIiU6/YQLX6aYhSp4VdiqJc/6BDtUerLsf8AVjyNbpvZCSg1+Hoeh/rkCGwFUht3dGcKSqdenf2wKpMo3p0HhiltFWnxfMYq4xSdhUHpTfFDXFgtKbnFUwtZTI7FmptUIe3jTFKpIeQPw8nk2jWlaL4/ThiFQL9FHQjamTjya5LMkxdirsVdirsVdiqK1L/es0+xwj9Lx9P014cv8rhx5/5WCPJJQuFDsVdirsVdirsVdirsVRME8CW00ckQaVh+4loPhJID1Heq/Z/kb7H82AhNq1not/e2puLZVkCv6ZTkA1QAa/FQU38cBkAoiShJreeBgk0bRMRUK6lTTxocIKKU8KuxV2KuxV2KuxV2KorUNpIox9hIYuI8OaCRvvd2OAJKFwodir//1OGZ07zrsVROnmP6yBIQFINS2wBG4/HIyDKJTS4VRbOUIFadPCuVs0uiHFaGhFEoPmxxVSDFQzgglGBofZj7+2Kr1KFinJfjCjn7g9OvvirVpcvZ3O9PTfiJa9hWldvDFU8llhSAzMQUA5Bq7GvSh98VY1Qzn1C9ZncfD7Gu+Kp7GkSRovMURQCduwxVaZ4FpRvUG9SCtNgTuT7VOKoOeWGSZGNChIWldx8NQdvBjiqtweRQh3dvheg6ELs49sVajuWjtZIGISYCigUahIHhXFVn12XZVcselSjipp/rDFUAfTMw4KgYvQcgwoaU7lh18cVXqyu59RqzBiF51YdOtdhtiqNS+kjk9MlUYCrKUJpsD/MK98VVW1Nx+3GKgkVU+A/yvnira6jI8hVXjoK/skkUA6/EO5xVv9KQbiUhwS3QdKHoRU4qlcl0RdSKnH0+TcOQqoG/jXFVa3mgV0Ziro3IhKcOLcgQdq+/HFUV9YtRQiNSalty53rWvQ4qpy3VvQP6a8gTRAp4tyI3aoGKtfWoZwI5Y1hUdCdl2YGlKjFUXBBbCLZ1J7uuw6/TirT2Sklo3ANR79DXscVQ8lvMhY/CwYBSpHUcvniqnbzT2xIXizOF5chv1PgRirbXUDHlJEAaCpQ8SMVQ000j0q6ycgpkJFCCK/DWu+Krvre0aHjT4eRAqdgadD0H/EsVWSTiWZCqgBQAqUp0qadfHFW53fiqhiDQc+KnbbcVriqlBIwYOsqqyn4ainb54qqCWYJU+mwFPE9qYQFJWlwyboFavVehAGSiGEiitJuL+1vEvLKBJ5Ya0Wa3iu4vjUr8cM6SxNsTx5p8LfEvxLhkARRREkGwnUvnnzFE3GWy0mNiKgNoekg0+m0yHhR75f6af/FM/Fl5f6WP6ln+P9d/5ZdH/wC4JpH/AGS4+CP6X+mn/wAUvin+j/pY/qRFn581hkuPUt9JVRGDVdE0gn+8QdPqyg/TgOIf0v8ATT/WkZT5f6WKJuvO/GMGAaaz13H6C0htqe9pH/xLAMXv/wBPP/iknL7v9LH9SCbzrdn/AHXp3/cB0cf8ycfBHn/p5r4x8v8ASxWHzhc1+xp//cC0j/qjj4A8/wDTzXxj5f6WLh5xuh+xp/8A3AtI/wCqOPgDz/0818Y+X+liqL53u16R6b/3ANHP/MnD4I8/9PNfFPl/pYrv8d33++9M/wDCf0b/AKo4+EPP/TzR4p8v9LBM4/zO1UWzMsGmKsbIgA0TTQACG2pw/wAnxyPgDz/00mXjHy/0sUuk8/37yM5j0yrEsf8AcBo56mvUwk5LwR5/6ebHxT5f6WK3/Hd9/vvTP/Cf0b/qjj4Q8/8ATzXxT5f6WDv8d33++9M/8J/Rv+qOPhDz/wBPNfFPl/pYO/x3ff770z/wn9G/6o4+EPP/AE818U+X+lg7/Hd9/vvTP/Cf0b/qjj4Q8/8ATzXxT5f6WCItPPDty+sDTFpTj/uB0dfGvS1k/wCNcBxe/wD08/8AikjL7v8ASx/UsuvPOrejELW30uVWmlVOWh6QCdkpRRanx60VmxGIef8App/rU5T5f6WP6lCTzn5ojQvJp+log6s2haSAO3U2mHwo95/08v8AikeJLuH+lj+pS/x/rv8Ayy6P/wBwTSP+yXD4I/pf6af/ABSPFP8AR/0sf1O/x/rv/LLo/wD3BNI/7JcfBH9L/TT/AOKXxT/R/wBLH9Tv8f67/wAsuj/9wTSP+yXHwR/S/wBNP/il8U/0f9LH9Tv8f67/AMsuj/8AcE0j/slx8Ef0v9NP/il8U/0f9LH9Tv8AH+u/8suj/wDcE0j/ALJcfBH9L/TT/wCKXxT/AEf9LH9Tv8f67/yy6P8A9wTSP+yXHwR/S/00/wDil8U/0f8ASx/U7/H+u/8ALLo//cE0j/slx8Ef0v8ATT/4pfFP9H/Sx/U7/H+u/wDLLo//AHBNI/7JcfBH9L/TT/4pfFP9H/Sx/U7/AB/rv/LLo/8A3BNI/wCyXHwR/S/00/8Ail8U/wBH/Sx/U7/H+u/8suj/APcE0j/slx8Ef0v9NP8A4pfFP9H/AEsf1O/x/rv/ACy6P/3BNI/7JcfBH9L/AE0/+KXxT/R/0sf1O/x/rv8Ayy6P/wBwTSP+yXHwR/S/00/+KXxT/R/0sf1O/wAf67/yy6P/ANwTSP8Aslx8Ef0v9NP/AIpfFP8AR/0sf1O/x/rv/LLo/wD3BNI/7JcfBH9L/TT/AOKXxT/R/wBLH9SIPnzXJLEMLbSDJAxD10XSTSN6caD6rsqvz5f5UifzYPBF/wAX+mn/AMUnxTXT/Sx/Uh/8f67/AMsuj/8AcE0j/slw+CP6X+mn/wAUjxT/AEf9LH9Tv8f67/yy6P8A9wTSP+yXHwR/S/00/wDil8U/0f8ASx/U7/H+u/8ALLo//cE0j/slx8Ef0v8ATT/4pfFP9H/Sx/U7/H+u/wDLLo//AHBNI/7JcfBH9L/TT/4pfFP9H/Sx/U7/AB/rv/LLo/8A3BNI/wCyXHwR/S/00/8Ail8U/wBH/Sx/U7/H+u/8suj/APcE0j/slx8Ef0v9NP8A4pfFP9H/AEsf1O/x/rv/ACy6P/3BNI/7JcfBH9L/AE0/+KXxT/R/0sf1IhPzQ82ooRP0aqqAFUaRpQAA6AD6rg8CPn/ppfrT40vL/Sx/U3/ytPzh/Np3/cI0r/smx8CPn/ppfrXx5eX+lj+pEw/m35mjgKPbaXNNyr6r6XpwHGn2eKW69/2q4Dp4+f8AppfrT48vL/SxQc35l+aZ1CTJpcqg1Cvo+ksK+NDa4Rgj5/6aX60eNLy/0sf1KP8Aj/Xf+WXR/wDuCaR/2S4fBH9L/TT/AOKR4p/o/wClj+p3+P8AXf8All0f/uCaR/2S4+CP6X+mn/xS+Kf6P+lj+p3+P9d/5ZdH/wC4JpH/AGS4+CP6X+mn/wAUvin+j/pY/qd/j/Xf+WXR/wDuCaR/2S4+CP6X+mn/AMUvin+j/pY/qd/j/Xf+WXR/+4JpH/ZLj4I/pf6af/FL4p/o/wClj+p3+P8AXf8All0f/uCaR/2S4+CP6X+mn/xS+Kf6P+lj+p3+P9d/5ZdH/wC4JpH/AGS4+CP6X+mn/wAUvin+j/pY/qRF5581ylvKLbSP3sKmh0XSTTgTF1Nr39Pl/k/ZwDCP6X+mn/xSTlPl/pY/qYxc3Elzcy3EgRZJnaR1iRIkBY1ISOMLHGu/woiqi/srloFNRNqWFX//1eGZ07zrsVbB/UcVTyENPYKNgSux7bbZUebYEG6FZGBA+H0/+JHAlQNRyWi79QT4OfbFWmZgkUgA+ELQV7qafwxVVu41aBJuJIIWoB3IJ6d98VV4YhLG1rICYoSKAtU9+4HamKqZhjhnQpGvEcVJ3r8QY12+WKtm5Zfh40KigCjatDt0xVBtPOSKkBTsx3otQV36+OKqqNduRLKzVqAgANCCpqQPbbFVGSScSrzfkwI4hfhYbVJ6A/jiqL09JmRDwHFZUcmtDTjToRiqb+onqenX46Vp7Yqx9wGe4Gyt6j9WI7U2r44qoKsvrt6gHMD4gT1JHj71xVEPKzTDkQ3poa0rvQDfp7Yqoyz/ABt6ZPHoAT3alaD6MVRFm/EvzXiBUk9NgBircnKd+bUCQ8yta9NiARQ/zYqsvbdoZipFAdx9OWxLXIIfCh2KuxVsEjpiq5JpE+y1D4jAYhIkVdb5+jCvgQaHrXtkeFlxL01CXuRTbYmtN/GmDhKeINyXj91VjQVIan6xkUoeSfevp0qB+v5YqoliaALvtirRV9iSB7Dc5IRKDILywpRRQHqe5pkgKYE2tySG64q0ABuBQ/5jBSbdhQjrcLNYrAZ0iRZmklD9acAAyjq3RhxXInmyHJXhubOSO/acckaT1YImYj4yHoaKwP8AKrccFHZbG72PytY6nH+WcEvkzS4dQvJNUuE1Bo7SC/cRiGLgr+sk3FfDNfll6/Uen9VzsUfR6R1S1PLNxqX5kiw816HaLef4ba9k0zTI5lEk8VuZI2mt7VrSQ3LSKPUtomj5fDGjfZbJeLUPSf4uqPCufqH8KU2nlvTm892Fjrnk+XStC+rancKDDqenyXotbCS42+u3F0VaGREp6T/t/vuasq5Ycp4CRK5bfzZcPq/ohgMQ4t47b/zu5A3/AJP8r2/knUfMujXC6zaPf2EWmCRnS7gV1uWubW7gjZRz+CH96nwyJ8cDp8a5IZyZAH07FicIESRvyUfNjeXrXyR5f1C38sWNlqGuC9E8yy6kTCbWZY0MKy3ciVKn4vVWXGEzxEcRqP8AV/4lZxHCDXP+t+tmfmHyd+X9sfM9va6fYyPpFgWhtbRtVk1WK4ltleGZ1kna1kt1lb9+6RMkafb45RHPPbc7n+jwtssMd9uX9biSmLyeVi8qjS/IR12w1Ows7jUdX4atLSadyJxztbiK3T0wPs+n8H7eT8bncuHf+j+pj4PKo3/pnnvnKysdO85a9ptgvGxsdRu7e1XkXpFFO6IORJLfCo+I5lYp8UQTzpxssKkQO96wfIelDVNN06XygIPK13Z6fcah5oZ7+IRetZ+pPP8AWJJzY/upGP7v0eP+6+PLjmH45oni9W/p9Pf/AKZy/BFgV6dvVu8317SNItfIvlvVLVK3moXeqQ3N1V/3sdq1uIfgYlU4iV/sr+18eZMMhMyP6rjzxgRB97LPyNsluYPNckdi99eW9hC9okNpb31wrm4UEww3KvEzca15D7OVauVcLZpY3a86LrurfmX5a0nzlpM1noN7ePFZpc2FtpUs0ZCeqHNkkPIg+n+23Dl8HHnkBkAgTE7+/i/3TM4yZgSG3+l/3KXX3lu4/Q8FxrHkUeWQ2qWlqL0vqFsXjm584/Qv5ZzLXjX1Yinpcfi+3lgy77S4tv6P+9YHFtvHh38/98mHnPyi2nr5uRfIQ03StJlkTS9eMmowViS7EUcga7mmt7v1Yj9iFE5c/VT4FyOPNfD6rJ/h9KcmKr9Ow/i9SI/MDydZ6PYOdD8lyXVuLGCafVDaau0cKyWaTS3C3a3htH9KRmb4rZYo/syc/TbkMWYk7y6/0e/+qnJhAG0f91/xST6/5D1q0k0XUNC0S+/RU2h2V9cX8cFzPbLc3FkHnlaWkiIOZ5Sb8I/8lcshnBsE78X6WE8JFEDbhVvOnkLUtMvtMudD0K/XRY7G0vr3UIobiW1VpbWJ7lzcEOgQEO0nx+mn+rjizAg2RdrkwkVQ2ZN5w8k6TotvJPoflF5YobeCZ9UaDVjFFE9pHNNcC6W7NrJ6bNJ9q3WFPsSq/pvyohnJ5y/3P/Ets8IHIf7r/iljeRPy/wBc8z+V7C1mjtdUni0i61fT7mZxHf29zDDLObaUPWKbg7/ufh9Rf953V/3bHx5xib/pcP8ARU4Ikj/N/wA5I/y28lxahFq+qX/lb9M+XdNuJELwpqMt9NINktLVLSeJPBpJpo3WHl8bfZTLM2aqAlUv81rxYbskWP8AOQnlbyrpE2qavrvmbSY9J0eynNta+Xry6ksfUuXKk2/rXMiTVtoG9aTk/Ln6X7MnHDPMaAibP85YYhZJG381i/njyx/hvzDLYxTLd6bMq3Ok36EMlxZy1MUqstVP8j0/3Yr5dhy8Yvq05cfCWV6B5X8ryP5CkvbEzxatZ6pcatGJZUM5tJrkR0YN+74pCi/u+P8AlcsqnlkOKjy4eH7G2GIHh252hNS8peU08kax5m0W8GoWXrWcdiszcL2yeRpPWguYVPBiVC8J1Vo5ePwcG5JjHPLiESiWEcJIS78pmsx53tpbu0hv7eG01Kd7S4UPFIYdOuJFV1PbkgyzUH0beX+6YYB69/P/AHLOfJ+lflpbeYRNp8kesHzFZX82ladMA76XDFZTTSfWQQQ1ys0X1eD/AIp5T/adMxcmWZjvtw1/n7uTDHAHbfi/2KV+WvKenXH5a6drVp5Wk1/WLm4vo5OFtqd2p9AxeijmxurZbavN/ieOX1P+eeTlmPGRfCNv5v8AvosY4RwXXEf879aG0fyzLL5PudUtPJH6Z11dcurG80z09Uf6jBFBE6x+lbXEcycZXkj5XLSSfBxZuathll9VcVDh/o+r7GMcXpvhs8X9JGQeT7X1/OxtfJ4v9V0i506Kx8vLNe3noR3Kymc/6JLDPJx4R/bdvR5cH+LAcx9Pq2N+rZIwj1encV6d0NH5FtrjzdC2saNH5Y0ew0231HWrOS6kRC8gIjhL3TNLayXc3GJYZZWkiXnLyw+P6djxG/SjwfVuOEUjB5F8qQeao9TltVvvJ17pN/qKW9ldGRYbmxs3lntEukZ+TwSryjZ2blG8fqc/jwePLhr+Ox96fAjxX/DSCn8m+VrbyVca5pt6mqWN/qllaWl2WZLmCF45pZba6tw1Em9WKBeY+Fl/fRPw5rhGcmVHbZHggRsb7pldeSdJt7rzyNF8r/p+70bWYbLT9Lrfz+laP6/NuFpNFO9DHGvqSO+RGc1Gzw3H+iyOEeqhxUfNLIvI1rcecx+ltIj8t6Np2n2uoazZSXbqgeWJSkHq3LGS2ku5z6QhlkaWBefxfu8n4/p2PEb9LHwfVuOEJH+Y3lex0m7s9U0f0m0DWIhJbfV5hdRW9wgAubT1wz+p6LmqMzcmieP9rllmDLxbH6g15sVbjkWR/l3Za7J+W+uXXljS4tR8xR6naRj/AEK3vpltmhkL0SeOYKnMLvxyrUSAmOI+mu9swRPAaG9o2Ty9qup+d/JOm+dtGs7Wa/tpzPaWsX1OecIZWjF1Fbpb+m7Oqogi+1H+1yyAygRkYlmcdyiJBKrzyzL/AII8zanrPkf/AAxc6bFaPpt56eqwc5JbyKGRKX1xNHJ+6dzxVeX7WTGb1ACXF/pf96GBxekkx4f9Mn6eQfywl/MaztRcFNPN7Bplz5b9ST6y11IFo6yVL/U3jLStJz9RZE+r/DzR8h+Ynwef878fxM/Ahx+X81j+j6d5HsvI0usatZ2j3ba7d6fFLeDUJV9CG3hkVFSzubahVpG+N+WTnlkZUD/D/R/3wYRxxEbI/i81NfLXl7zLp/nO78maRdXjWV1pg0W2hW4lnSCYTC5IiDSuyF40+KX1GReHxLywjMYmPEe/iU4gRLhHdwoDzdpmneUbry6lzoUcl3c6LFcapp2oteRkXclzOpd0imt5o39KOP8Ad8lj4/F6eShkM73/AIvJhOAjW38LIdY8o+Wrr8z9T0GDTLXRfLHlqZ5dUv1uLlXe3UqqRSTXc8sKSTSMsMRRYvik5/ZTK45pCAN8UpNksMTOqqMUHqn5fGfzPoVx5U0y11fTdd+CPTEuZLm1gvIox9atpLmCVJfTi5C4ST11f0W+L7D5KOf0niNGLGWD1DhFgpvq/k7QI/zC8q+XW8ozadp097Faapqbpqdtb38rMBIlqLuV3WBB9l1f1ZP7z4EyuOaXBI8W/T6fS2SwjiAr/dJTpvlaM+S4tT0fyefNGoSatfWl0OOpT+hDAkRhHCxnh48ub/FJy5ZOWb1UZcIofzf98wGL02I8W/8AS/3qY3/lPyLp+oaw+uaRPp9ta+XtKv7iytZJlms72+ltopiiXLyOfSadv3Fwz/yfC3xrEZpECj/FL/SsjhiCbH8ISXXPy4t49N8p22hXFvq155hvb+O31O3dvTmtoltTEZY3P+jNB6k/1hGVWi+P1GZEVsshqNze3DX6WEsGwre7R3mzyJ5UbTIb7ytLBdR6Rcx2mri3u1unuLaQokeosqOxtxJNzjeIBFRWh/4syOPPK6l1/HCmeAVcen44kB5w/LjVNK8+30cfl++tvKcWprBDcvBc/VhbvOsaf6S43V+QVX9T4uX2snjzgw5jipjkwES5em00/NnyxDosOowaV5PkttMsbuWD9NS2mqxCGL1wsJjnnu57adJacDK0Sxt6vKGNHlyvBlsi5b/5v/Es82Krobf5363lINRmc4bsVf/W4ZnTvOuxVsdRirIbZI0t0VCSlAV5UrRt+2VFtCBuiqzy1Xb93Tp/OcCqHFQAVFOMlOgHVun3HFVsUfOKUBdxxZRt+1/tYqutJVNtJA68uBVlXrVSakfeMVTSziVULU3Yk4qlct0EvJWFAyuDHXYHgrDf79sVUQCRG/pfCFArQbmhrUfM/wDA4qpNcI3pcoqKiryagBPEH/iVcVdxmlZSEUBQFPEDow8DiqosMUTIxVieSj3BZa4qut5Y0MAVaycwxAIFQFG3Xu3jiqd7FRcej++C/Z25/wCrXFUrjt7OV2klUgu7UGx3qaio2xVDTqiyBgxQFQPhAqFAr4gfa98VVkj0yhars3UlgpPbtiqHf6uGoicgysakFfA1+LlU0GKrJY24OxA5KxDDauxA8a98VXRITJMKcf3ZdV7GgB/4gTiqY6rIOaoBUAHiew2HbCFKV5a1OxV2KuxV2KuxV2Kt1I6Yq1QeGCltvCrWKuxVModZaON1+rQhnjMfNECtUjq2xVh/k0yPCy4kL9em/li/5Exf804aRbvr038sX/ImL/mnGlt316b+WL/kTF/zTjS2769N/LF/yJi/5pxpbd9em/li/wCRMX/NONLaEuQ0rlyACeygKPuUAZCUWUZKQhNKZHgZcblgIwiCmaPFi6zPapMI4ohW7m6A0NG8GanLgqftZHg6p4+i6a3awlSPmLi1mQScDVQyv7H7LbbHDw2jipBXVkEl+AkxsA0ZPdT0r7j7Lf5WPBa8dKXoEdMeBeNUjjK5OMaYykqegTaSt/xZH/xF8hKG7IS2UlhINckIIMl0sfJaYZRsMYypTSEqKZAQpmZu9E1x4F4neia48C8bXoHlXHgXjXek1cPCjibVHVww6g13FR9xx4V4lQyTFuXGP/kVH/zTkfDZcbbPK37Mf/IuP/mnCcaPEaMk1KUj/wCRcf8AzTj4aeNwkm40pH/yKj/5px8NeNdDNNGfsx/TFGf+NcMYUxlO0Qb+T0fTaGJxyLHkgA6AD4V4j6cZY7UTpAvCWkZ6BeRJ4rsBXsMfDTxqnD4aZOtmu91H6tkPDbPEaNvg8NeNVht43kRZXMcZNGkC8qe9KjEx2USRN9YQx2sMkQ/vHkHL1BJUKEI6BeP2vssvP+bAIlJkFC9tBFeXESiiRyOqj2DEDrhjHZTLdQ+rkY+GjjRL2phtIwPtXPxsf8hWKqPpdWLf888Hh7p49kOYDkjBHG4QmmPAvE2kBVq4iFIM7XSx8hkpRtEZUsELZAQZcTXoHHgXjb+rY+GvG76vh8NeNcYKDbDwI42liNd8Aipk2YcPAvGtEBByPAnjaEBrviILxtmA4mC8bXoE9ceBeNv6uRh8NeNo25Jrg8NeNsRMMIipkiJbcx29uP8AfvKZj0/aMYB/1eDH/Z5EQ3SZbOA2y5pLsKv/1+GZ07zrsVbHUYqyVv7wfR/HKW1Lb3+9n+Uf/Eziqw/7s/4y/wDG2Kr7b+8l+X8TiqG03+8b/jGv68VTiL7H0n+OKpLF/wAdP7v4Yqi4/wDjnQ/63/Ms4ql8v+7Pp/4iMVVbH7af7D+OKql50j/4yp/xAYqo2397F/qfwGKshk/u2+R/ViqSW/8AvNB/s/14q1df8cpP+Mn/ABqcVQFx9pP9QYqpp1+g/qxVXl+3P8v+NhiqsP8Aeo/8YX/5NHFVe56J8m/4jhjzRLkgsta3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FURqH+99z/xlf/iRwDkk80Rq/wDx5f8AMLF/HBFMkPc/3Nr/AMYj/wAnXwhBQ+FDsVRCf7wTf8ZYv+IyYOqeiHwodirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqK1T/AI6d3/xmk/4mcEeSZc0LhQirv/eey/4wn/k9JgHVJQuFDsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVRV3/vPZf8YT/yekwDqkoXCh2Kv//Z) 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KARALIT partners with the Centre of Excellence for Computational Mechanics and Department of Mechanics, Mathematics and Management of Politecnico di Bari, Italy, through our collaboration with Dr. Marco D. de Tullio.
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![](/images/stories/genias-tecplot.png) |
Genias Graphics is the exclusive distributor of Tecplot visualization software in Europe and Western Asia. The partnership aims at developing common market strategies and providing customers with solutions for visualizing their KARALIT results.
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![logo LFM POLIMI](/images/stories/logo_LFM_POLIMI.jpg)
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KARALIT partners with the Laboratorio di Fluidodinamica delle Macchine in Milan, Italy, to share new insights and technologies for advancing fluid dynamics simulations of turbomachinery.
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![](/images/stories/cei-partner.jpg) |
CEI makes EnSight, an easy-to-use visualization tool for post-processing scientific and engineering results. KARALIT and CEI have a sales partnership that unites KARALIT CFD 3D with EnSight software, providing a one-stop solution for simulation, post-processing and visualization. The bundled solution is sold worldwide by KARALIT.
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