What you are about to read is a foundational document created by me, Noah Hickman, the Longhorn Racing Solar Frame Subsystem Lead for the 2023-2024 competition season. I have chosen to create this document to make a referenceable database for any new and future frame subsystem members. Though I made this documentation purely off my knowledge of solar car chassis building, this is a universal document that includes useful information for chassis design in general, which means any and every team, LHR Combustion, Electric, Solar, or even teams beyond UT Austin can hopefully utilize this document. I hope for this document to aid in the design, procurement, and manufacture of any and every piece of a competition car chassis.
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This file is the regulations for the American Solar Challenge, which houses any specifications and design considerations you must have in mind when designing the frame. Though this is the 2024 version, if it is out of date, simply look up “American Solar Challenge Regulations <insert year>”.This file is the regulations for the American Solar Challenge, which houses any specifications and design considerations you must have in mind when designing the frame. Though this is the 2024 version, if it is out of date, simply look up “American Solar Challenge Regulations <insert year>”.This file should be read before any weldments take place, as it showcases various weldment use cases, common mistakes, and the proper way to use weldments if they (VR3) are to manufacture/cut the tubes
This file is the exit summary of another former Solar Frame lead. This contains some good information when starting out on the frame subsystem (some of this information is repeated in my documentation, some is not, so I encourage you to read on your own)
How To Build a Roll Cage - Ultimate Roll Cage Design Guide | Rogue Fabrication
This is a link to a website that showcases a general guide to roll cage design. Though it is geared towards drag racing muscle/stock cars, you will be surprised to know that the Solar frame design is not too far off from that of a normal race-driven car.
Again, this file contains general information on roll cage design as a How To Build a Roll Cage - Ultimate Roll Cage Design Guide | Rogue Fabrication
Again, this file contains general information on roll cage design as a whole, good base of knowledge.
Engineering A Lighter Chassis, Part 1 — DesignJudges.com
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DISCLAIMER: I never completed any of these classes upon first drafting this work, so here’s the quick and dirty, cut-and-dry, condensed version of what you will need to know 👍
Statics
Pictured here is an explanation of moment
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What happens to a tube when a load case is applied?
Inside each beam, internal forces are present, which can cause different effects (i.e. compression → buckling, shear force→ shearing, bending moment → bending stress, etc.)
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- Axial forces (forces parallel to the center axis of the tube) can cause compression or tension in a tube, which can essentially be broken down into squeezing or stretching a tube
- Too much of either tension or compression can lead to either buckling or plastic deformation (see picture below/will talk about later)
- Tubes are the most resistant to axial forces as compared to shear forces or bending moments
- Buckling is more common in longer, less stiff tubes (I.e. shorter, stiffer tubing → less chance of buckling)
Shear Forces
- Shear forces (forces perpendicular to the center axis of the tube) can cause the shearing of a tube
- Think of it as a cutting force, like scissors cutting paper, a force perpendicular to the tube can sort of “cut” the tube in half
- Tubes are not as resistant to shear forces, as all the force has to do is overcome the wall thickness of a tube to shear it (as opposed to the entire length of a tube with Axial forces)
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- Bending moments (forces that cause a rotation around a fixed point, causing bending) can cause bending stress (this is the root of most all problems in frame design)
- Bending moments have a lot to do with load pathing (i.e. if your tubing and therefore your load path is a straight line, no bending moment is caused (forces are only axial), but as soon as you introduce an angled path, bending moments are caused)
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](data:i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MY29eu38aqFVylZxt/wxFfLYU6bkqibSv+KX3nR/8ILq3/RSvGn/AH9s/wD5Go/4QXVv+ileNP8Av7Z//I1dsKWtzyTiP+EF1b/opXjT/v7Z/wDyNSP4G1ZRn/hZPjT/AL/Wf/yNXcUj/db6UAeS+BND8Qa7b6vJefEjxeDZ6zeWMex7MZjikKrn/RuuOprpP+EF1b/opXjT/v7Z/wDyNSfCD/jz8S/9jPqX/o813FAHD/8ACC6p/wBFJ8Z/9/LP/wCRq47xDcR6R4oXw1J46+JF7qD232kR2iWTjy+5yYB+VezmvDfHGm+JLj4+pc+H1WCYaFIsdxcWjSQbs/cJBABPHfPtWFacopcq6nfl2HpV6ko1XZJNrW2q2NzwTZp4v0U6to3xM8cGBZGikSY2kckTqeVZTbcHp+dbieC9RZdy/EvxmR6+dZ//ACNXjmnQ68Pg9e6LpOlaxZ6va6oZddiMTl7qMufNdDhd6EDBRTkgEd8nTh0e1Wx8RnS/E97ZC/0xEkTTdDntba1bzFUSbQSS5zhtvO3ce3KjVk1t/XzOrEZbShJuM9LtLq7K2rt3voeha74Y1qy0i6vLHx5441G4hjLJaxT2KvKf7oLW2AfrS6P4V1q80e0vL3x74306eeJXktpZ7EvCxHKEi2wSOnHFeS2NjrZ8M+K7KLQNNnih0Tyo9T0nTprbzWLKTEyuA0rcBt2OPxNT+JrPUo7fw7fJcW00tloMKHStX0m4uoC5yQ0aqCvmHG07sEYX14Xt30TD+y4be0W+/wArr0+7Q9LvdJjtNftNDuPiv4vTUL1HktoDJaZkVOWI/wBFxx7motI0HxHea5qljdeLPHthbWbKsF3LdWDJdg5yUAt8jGB97HWuIn0WODxV8P8AVfEnhFbCxOnSw3dv9la4jgkC/u0fAY8EjGenTPFUvFum6tJZfFbydPv2Fxe2rQ7IHPmKGGdmB8wA9M4pOvJbrv8AloVHLKUpKKmttXpa97aa/M9eXwXqMnyr8S/GRPp5tn/8jU0+DdRDbf8AhZnjHPp51n/8jVwemaPqWk/FTS10a0urdbrwyxuJAr7JZxjaZGPDOP8AaOa4NY7e38P+Eo721uIvFQ8SQ/2pLcwOs7t5pHMhGGXpgAkU3Xcd4/1cKeURm1yzWtvXr/l+J79/wg2q/wDRSvGn/f2z/wDkal/4QXVv+ileNP8Av7Z//I1dnH/q1J9KkHSuk8Q4g+BtWH/NSfGnX/nrZ/8AyNWX8PPEes6h4A8O6hfXclxd3OlWs08zRrmR2iUsxwmOSSeOK9Jbt9RXknwp/wCSXeE/+wJZ/wDohKAOt+CnPwa8E/8AYvWH/pNHXW7e2OK5L4J/8kb8E/8AYvWH/pNHXX4qQGlVzmk2in45oqguxm1etcd8Xh/xT2k/9jLo3/pwgrtK4z4v/wDIv6T/ANjJo3/pwgoA7NPuD6UtIn3B9KWgAooooAjP3SxrnfFfi7RvDclpb6hJLJd3snl21rbxmWaY99qDnA7noK6Mgd68m+NmleH9R1nSZNS1TV9A1GCKU2Wq2kbGJSeqOwBwehA4J7Gs6smo+6tTpwdOnUqqNRtLXb8DoY/+EV8fX0Mt5p199r0G6WVLe9ilgaKRlyrlCQHBGcE5HB9DW5q3hvRdW1XTNUvrUy3emO0lm/mMvlseDwCA3TvmvBNSbx5rXwf8WW11NdavbWk8Q07UEtTDPdRRsd5AHzMoI4PUktya2NO1NtV+KQubG5nuLSHwkYnkVXCLICSVOQBu/WsPaxf2d7frqeq8vmr8tRWV9nfSyf43PevMjyVLLnvQGTd1ANfKvg8/a/DHgr/hHWu5/FSaqTNJF5jMltl9wlY8bMdiav8AiCfSptf+J0OrPcTagzL/AGXEhkeQTbMAxAZAbJHPH5U/rG2n9WuS8malJc+2/wB6W3bW/ofTuVUA5x6Um9dueMeteB30OrR634OHxCS7bQhpBF0JA7QC9wdvnBf4tucZ7+9c9HZeJLrTfCVrff2umnS+JZlsCHlSVLM/6slh8yjHTdiqdZ30j/WhnDKoyetRev37fd+J9FnXNJTXo9BN9CNTkhM6W2TvaMEAsB6DIrVToK8EvvCXh3wt8Z9AiuNOKaKdNkWOa4Ekym4EilNznJ3ZPGTXvKMD36VpTk5J37tHFi6NOly8kr3Sfz7E1FFFaHIFFFFAHEaf/wAlx1r/ALFqw/8ASq8rtu9cTYf8lx1n/sWrD/0qvK7b8aAG7e9G1fSnYNGKLICjqdnb39lNZ3KeZDMjRuoJGVYYPI5HB61W8N6Hpvh3R7fSNJtzb2VupWKPez7RnPViSetaxHFGO1Kyvcrnly8t9Ow3B60u3HanYxR2pknJeKvGFn4e8RaFo1xZ3E0uszNDHJGV2xlQOWyc457ZrplZW5Xr/KvH/j2kf/CbeBp7wSLYxXkpuJVV9qLhfvFRwD0965vRPDt/4h8JePbbSluoNHN6bjQC5eNVkjGSY88iMkYx35rmVaSck1e36K57EcDTqUYTU7NrW/rb/gn0MNv3QfpTgBjpXjHwNub3xj4mu/HV8ZlSCzi063jZiBvABnbGcffwPwNezr0ranLnipHDjMNLC1XSbu1v69hdvYigL+dOxRimctxu0Y6UbV9KdQKAuN205RgUY9aUdKoRyHj3/kavh/8A9jDN/wCmu/rr65Dx7/yNXw//AOxgm/8ATXf114oGFFFFAAelMx7c089KTHegCMhQOa4nR/iNousXFxDpen65fC2uTbTSw6e7Ro4PIJ6YGQc+ldtLyuB1rw74C6Hqkg8S3P8Aa2qaWi67N/o628QSUDackyRluemVI9uaxc5Koo9NTuw9CnOhUnJ2cbW+b1PbwyBtuR6dKVWTOMjNfOHiqO6+0+Ol16PUW8UtcD/hGyFkLeX/AMsvs5HAAbdn9av6H4b1DxH8Vrmx8Vf2kQuhWsk4iuZYkeZdpwShAbDc49aj27eij/Wv+R0/2XHlcnUWiv67bff+B79lD8oOe9OJXPO3PrXhXgWPSI9S1MfECO4bxWdX/wBGNwkhk2bx9n8kqMCPGM446571zE9nqVze66fFevtoWuQaiZre5OnzzXfkhsxC3dHClCvG0L9eaftXppv/AF95m8vV5e+rRt879u6Pp7HPSlQYqK03fZ4/MJLbRkkYJP0qeug81uzsLRRRQIKR/ut9KWmyHCN9KAOJ+EH/AB5eJf8AsZ9T/wDR5ruK4f4Qf8eXiX/sZ9T/APR5ruKACmFeeafSflQAzaK57XfFWj6JrmkaJfSTLeatIY7ULGWUsBk5P8P410Rrxr43SLa/E3wDqMwkS0truR55hGzLGu3qxAOOtY1ZuKVu6OvA0Y16vLN6Wb+aWh7DnAyxFG5ME9h2ryH4u6wNe0zQ7nSLu4vPDiaoq62bMP8A6kL0cABimSucVyov7/SrTxneaPoB1fwi1xbJY20yObZXOBLIq43GNWO4gcccYpSq2bVjell8qkFLmSb6bdbW169T6IyuP59q5jXfGFlo/jDRPDElrcSXGr+b5Uq42RbFyd2TnntivDtFm8UQ3nje18KTF1k0dZ7UadbSw2/ngAEwrIWw2Mg4PJHtVjwrbaO/j74cS6HBOzpDOdRkaKTespi580sPvZz1qPbSbVl1X52OynlVOF3UmmrN2Xe11f56H0iVDDp1rmY/Avh0apBqklve3dxbuZIPtmoTzpE5/iVHcqD6EDjtXUr04xilIPtXS4pnhxqSj8LaAD5acOlJ2pR0pkjW7fUV5J8Kf+SXeE/+wJZ/+iEr1tun4j+deTfCr/kl/hT/ALAtn/6ISgCL4R+FfElx8KfCE8HxI161ik0SydII7HT2WJTAhCgtbliB0yST6k11X/CH+Kv+ipeIv/Bdpv8A8jVN8E/+SNeCf+xesP8A0mjrsKAOJ/4Q/wAVf9FS8Rf+C7Tf/kaj/hD/ABV/0VLxF/4LtN/+Rq7aigDif+EP8Vf9FS8Rf+C7Tf8A5Grk/ih4Y8SW+hac03xG165Vtf0pAslhp4Cs19CA4K24OVJDDsSMEEEivYq4v4wf8i9pP/Yy6N/6cIKAGL4Q8U7R/wAXR8Qjj/oHab/8jUv/AAh/ir/oqXiL/wAF2m//ACNXap9wfSloA4n/AIQ/xV/0VLxF/wCC7Tf/AJGo/wCEP8Vf9FS8Rf8Agu03/wCRq7aigDiT4P8AFOOfij4h/wDBdpv/AMjUg8I+Kf8AoqHiD/wXad/8jV25GaTbUgcR/wAIh4pz/wAlP8Q5/wCwdp3/AMj0y48F+JJ4nhm+JmvukilWH9nadyCMH/l3ruqTGe9Nq41JrVHmvhr4Z6p4a0aHSNG+I3iG3s4s+XGbLT3IycnlrfJpmkfC7UNK1bUtW0/4i+IobzUnWS6c2ensHZRgYBt8D8K9NFAHNLlWnkW69Rttyeu/mcT/AMIf4o6f8LQ8Q+3/ABL9N/8Akaj/AIQ7xRz/AMXQ8Q/+C7Tf/kau3x70YqiLs4n/AIRHxSOR8UPEH/gu07/5HpR4P8U8f8XR8Q/+C7Tf/kau120uKBHE/wDCH+Kv+ipeIv8AwXab/wDI1H/CH+Kv+ipeIv8AwXab/wDI1dtRQBxP/CH+Kv8AoqXiL/wXab/8jUHwf4q/6Kl4h/8ABdpv/wAjV21FAHjVj4Y8Sn4v6tbD4ia4sy6BZO1wLCw3spubsBCPI2gAgngZO45JwAOw/wCEP8Vf9FS8Rf8Agv03/wCRqbp//JcdZ/7Fqw/9Kryu3oA4n/hD/FX/AEVLxF/4LtN/+RqP+EP8Vf8ARUvEX/gu03/5GrtqKAOK/wCEP8Vf9FS8Rf8Agv03/wCRqT/hD/FX/RUvEX/gu03/AORq7aigDif+EP8AFX/RUvEX/gu03/5Gpf8AhD/FP/RUfEX/AILtN/8Akau1ooA4j/hEPFP/AEVDxD/4LtO/+RqhuvBPiS6tZbab4neIjHKhR9thpynBGDgi34rvKTA/Ck7PRjTad0ea+GfhlqfhnSIdJ0T4ia/aWUIOxBY6ex5OSSxt8k+5rU/4RHxT/wBFS8Rf+C/Tf/kau1xSjpQtNEOU5Tk5Sd2zjP8AhD/FX/RUvEX/AIL9N/8Akak/4Q/xV/0VLxF/4LtN/wDkau2opknE/wDCH+Kv+ipeIv8AwXab/wDI1H/CH+Kv+ipeIv8AwXab/wDI1dtRQBxP/CH+Kv8AoqXiL/wXab/8jUf8If4q/wCipeIv/Bdpv/yNXbUUAeP+NPC3iSLxJ4JST4ka9M02uSpG7WOngxH+zr1twxbgE4UrhsjDHjIBHV/8If4p/wCio+Iv/Bdpv/yNU3j3/kavh/8A9jDN/wCmu/rr6AOJ/wCEP8Vf9FS8Rf8Agu03/wCRqP8AhD/FX/RUvEX/AILtN/8Akau2ooA4n/hD/FX/AEVLxF/4LtN/+RqX/hD/ABV/0VLxF/4L9N/+Rq7WigDiT4P8U/8ARUfEP/gu03/5GpP+ER8U5yfij4h/8F2nf/I1dvikIFAHEf8ACIeKP+ineIOf+odpv/yPTv8AhEPFWP8AkqHiD/wXad/8j12pXNAHvQF2cSPCHinn/i6HiEA/9Q7Tf/kaj/hEfFXIHxR8Qgf9g7Tv/keu2xQVBqQucSPB/ikDj4o+IR/3DtN/+RqUeD/FX/RUvEX/AILtN/8Akau2xQOlUBxP/CH+Kv8AoqXiL/wXab/8jUf8If4q/wCipeIv/Bdpv/yNXbUUAcT/AMIf4q/6Kl4i/wDBdpv/AMjUjeEPFW0k/FLxEeP+gdpv/wAjV29I/wB1vpQB418L/C/iSa018w/EbXLYJ4h1CNhHYWB3sJjlzutzyepxgegFdh/wh/ir/oqXiL/wXab/API1N+EH/Hl4l/7GfU//AEea7igDif8AhD/FX/RUvEX/AILtN/8Akaj/AIQ/xV/0VLxF/wCC7Tf/AJGrtqKAOJPg/wAVf9FR8Rf+C7Tf/kak/wCEQ8UAY/4Wh4g/8F2nf/I1duaTFAHE/wDCIeKf+io+Ifb/AIl2nf8AyNSDwf4oz/yVDxD/AOC7Tf8A5Grt8UAetAXZxH/CH+KP+ioeIef+ofpv/wAjUv8Awh/ijJ/4uh4g/wDBdp3/AMjV22BRjmgLs4oeD/FX/RUfEX/gu03/AORqX/hD/FX/AEVLxF/4L9N/+Rq7XFFAHE/8If4q/wCipeIv/Bdpv/yNR/wh/ir/AKKl4i/8F2m//I1dtRQBxJ8H+KR1+KPiHr/0DtN/+Rq5n4UBv+FW+E/nJ/4kln6f88Er1pu31FeSfCn/AJJd4T/7Atn/AOiEoA634J/8ka8E/wDYvWH/AKTR12Fcf8E/+SNeCf8AsXrD/wBJo67DNABRRRQAVxfxg/5F7Sf+xl0b/wBOEFdpXF/GD/kXtJ/7GXRv/ThBQB2afcH0paRPuD6UtABRRSZoAWijtRQAUUUUAFFIKAaAFooooAKKKKACiijNABRRmigDiNP/AOS461/2LVh/6VXldvXEaf8A8lx1r/sWrD/0qvK7egAooooAKKKKACiiigCMisbVfEuh6V4g0jQL/U4bfU9XMgsLd87pzGu58dhgeuM9BWxK6qhZmChRkknAA9a+Y9Ytrj4j3+teN7WXybtpEj8Jzt1t47WTdHMPTzZQxPqpFcGPzCjgIKdZ2TaXzZvh8POtJxj6n1Appa5b4aeKIPGPgrT9fgjMElwhW4gPW3nUlZYj7q4YflXUCu2LurmLVnYWiiiqEFFFFABRRRQByHj3/kavh/8A9jDN/wCmu/rr65Dx7/yNXw//AOxhm/8ATXf119ABRRRQAUUUUAFFB6UnNAC0UUUAFFFFABRRRQAUUUUAFI/3W+lLSP8Adb6UAcR8IP8Ajy8S/wDYz6n/AOjzXcVw/wAIP+PLxL/2M+p/+jzXcUAFFA6UZoAKKD0pM0ALRSHNHNAC0UmaXNK4BRR+NA6UwCig9KKAGt2+oryT4U/8ku8J/wDYEs//AEQlett2+oryT4U/8ku8J/8AYEs//RCUAdb8E/8AkjXgn/sXrD/0mjrrz3xXIfBP/kjXgn/sXrD/ANJo6680Actqnj7wdpfiqy8K3viLT4tcvpRDBYCXfMXKhgGVclMgggtgHPGa6hTnHNfN/wC0Xrmg2v7QHwn+0axpUD2GpTPfeZdxo1upRCplycoCCMFsZ7V7xH4i0U63aaGupW76jd2bXtvArbjJApAMikcFcsO/ektUD3NquL+MH/IvaT/2Mujf+nCCuzWuM+MH/IvaT/2Mujf+nCCmB2afcH0paRPuD6UHrQBy3jDx94V8Jalp+na9qht7zUN32S3jtpppJ9v3tqxoxOKm8GeM/DXjK1urjw5q0d8LO4a2ukCPHJBKOqOjhWU/UDofQ141+0O2pL+0J8JP7IWxe/8ANvDAt27JEx8s/eKAsB9AecVwvhLxTrWneGfjLeacLiw+LEt6bm60pYw5giVgqvbryZQqMSWxnocYIylsFj631W9h03TbrULjd5NtC80m0ZO1VLHA7nANcDo3xk8H6tH4Ne1Oo48XvOmmb7bHMTFW8zn5OQcda8dtdeceI/D+neB/F2peJdI1DwddzeJhcatLqCwsLcmOZ/MZvIkZyQVG3PTbXLfDMj7F+zRgjP2nVOM/9NHotqLc+0lOee1OycV8c6B4k8Z6ta32qeIPiRp3hHxVp2vH7VDqOsXUMscasAluunj9y8TIVwQrFic5Jrvvhjbax4s+O3xHTUfGfiqOy8Pa7ay2en22qMlsQUf926EE+WccoCqnuCQMNA9D2rxf4q8P+E9OS/8AEGqwWMEkywxBgWeaRiAEjRQXdjnooJ79Kh8JeMvDviq4vrbRdQaa6sCgu7eW3lgmh3jchaOVVYAjocYPNebftH6L4c1jW/CU9745XwX4i06ee60TUbiFWtmcKu5HMn7sHIRhk5IBwDXm8vjL4k6x8JfifDPqFrql/wCH7O3isvFugRvA17tfdKqyJjdsG4kpgDJ455lPqyrH1qM0c180+EfHFxrXxs+G9hp/i59Rs5PBjPqNvb6p5sb3QiyWlVWIMgPdhurzfw94w1yb4TaHqWkeOtd1D4hN4saC30/+25p5Li28xsxvbFyDHtGdzLx6gdK6iPt7JxRnmvlLxr4lgj+LXxesfEnj3VtHs9P0aGXR4I9eltBHcmHIMKK67m3Y+UAgk8g5FWofE/jGax+ENt8RdY1XQ9D1Kwmk1q7+0PYma5UHyEnnUq0e5MNjcu49fSgHofURNUZ9U02HVLfSptQtI7+5RpLe1eZVmlVfvFUJ3MB3IHFfIGqeLvGkng+zhtfF2vx6J/wsldN0PV471hPeaeWYY80589AcYZ9wPIOQMDrPGXhPRfCf7Qfw9TXfEuvy2E2n6iH1TV9fnSRpfvLGJw6BPvAbF2gjAINSGx9Qr1p1RRbdi7SCuBg5zkfWpR0oA4jT/wDkuOtf9i1Yf+lV5Xb1xGn/APJcda/7Fqw/9Kryu3qgCiiigAooooAKD0oPSmP0yKVwPMf2gdbuI9As/BelTtDqvieVrTzEOGt7RRm5m9sJ8oP951rBs7a3s7SC0tI1htoI1ihRRgIijCgfgK5Pxra654r+NWva3oHie40iw0q3TRTIbOK4Z5kPmSrEHGFQMy7ieWYY6CuZnufF+nWutWOpePNRl8Q2tzbQ6baW2mWoi1EXO4QMCy5TBR/Mz90ISM5FfnXE+FnnOK+r0a0V7NXad/m9raH0WXTjhaXPOL97qen/AA11H/hFvijc6LI23SvFe66tcn5YtRjX96g9PMjAce6N617f2r4+8RaN4405NH1XxZ49a80ex1G2ub+Sw02KKaydXGyeMkfMisQG6HYW69K+wAcr1zn0r6jh6tz4KEXUU3HS6vbT1PMzGHLWbta+tiSiiiveOAKKKKACiiigDkPHv/I1fD//ALGGb/0139dfXIePf+Rq+H//AGMM3/prv66+gAooooAKD0ooPSgDIfXdMXxKnhxruMarJaNeJbkHc0IYIXBxggMQDznkcVJaaxp13q99pVtdpLeWAiN1EuSYvMBZAT0yQM464x6iuI+NjLoZ8P8Aj9vli8O33/ExYA8WE48qc8ckLlHx/sVwWp3GvWXw803xJFdR6bH4v8QPqGs3dxcy2yQWskbC2jeeIF4U2pboXGMd2UEkJAfQtUpdQs4rmW1a5i+0xw/aHgDgyiPJG/YPmwSCAcckYrwTT5tUuZ/DWk/8Jyl7pt54sNuRomuXFx5cP2CSRrZ7pz5kgLjfjJKbgAwwMaXiDStF0H403MkuqahZTf8ACIqNMafXLkNcTxzTZQF5f3xAKko27qGxk5pBbU9tsbqO+sobuESeVNGJE3xsjYIyMqwDA+xAIq1XgGja4t5a+BofHPim+03w/c+EoLtLttXlsReX5KhxJdK6MzCMhghf5tzNhscY3xj8Tx2dvqK6D4hns5dH8PQ3dhf3/im6ha8BR3je2gjOLpht+dpQwbgHjJoA9+sPENjfeJtV8PW/nfbdLigluN0eExMGKbWzz9059K2x0ry74b3DXXxb8ZTyMGkk0vR5HIx1MUpPHavUR0p7AFFFFMApH+630paR/ut9KAOI+EH/AB5eJf8AsZ9T/wDR5rtWOCa4r4Q/8eXiX/sZ9S/9Hmu2I4pMDE0zxRoWo+F38TWepQPo6RyyPdHKoixlhIW3AEbSrZyO1aWn3kN/Y297av5lvcRLLE+CNyMAQcHkcHvXg/iOGS38W6z8H1V0t/FWrRalbFM8WEmXv1HYDdCyYP8Az3FVfHeq+IJPGfii3vPF+jeGZtPmUaL9v1u6sfKg8pGSaO3jxFdAvvyG35I2EAYBOgH0WxwCewrMh1nTp/sDWtyLqK/3fZprdWlicAZJ8xAVAwOCSAegyeK858D6bJ4h8WeOJ9X1jWrprDWfstrBFqtxDBAps4SwWON1HJcnDZweV2nJPEfBm6ttO034UaXo+tXfmTS3UOs2X9qyyhJo7VyIpImc+WVIz5eFAIzijrYOlz6QBJ5qprN9DpelXep3W/yLSB55Ngy21FLHA7nANeNfD7WtHn0eLWte8TarceO0S7kv9Gi1iUSiRFk3QLY79ihVUbTsGcK24lsnjPDfiO5ub69t7TXLebTdU8F6jdzWSeI7nVnhdEjKec0xKxyqJGBWPA5ORgLSGfRltr9jceE4/EsfnfYJLEXwymH8opvHy+uO1WPD2qW2uaDYazZeZ9mv7aO5h8xdrbHUMMjscGuN0Qj/AIZ8tDkYPhZec/8ATrXn+kahY/ZfBGm+LvEV1oPhv/hDbW4tJYtUk06O4vOFcGZHQsyR7CsZbB3sdrY4O4lqfQVGeK+ZdX8Uatf+GPD1rruo3FhqbaJc3iahqWv3OkRzoszJFtjt9rTXJQRuVIwAw+XLYroNH8RjWofBH/CeeKLnS9HvvCsV9566i+nLfX5Kq+6eNkOVQhhGGAO8nB28OwHsHhLxBYeJtKOp6b5/2cXM9sfNj2NvhlaN+PTcpwfStuvl/S7xrb4Q6DJpnifTrOyGsau4stQ12fS/7SRbmQIovFIkVlzuwzfNn5s4Ne4fCPUotW+H+mX1tDqUEEnm+WmoXRuZtolcA+cSTKhxlHydybTk5zTA65u31FeSfCn/AJJd4T/7Aln/AOiEr1tu31FeSfCn/kl3hP8A7Aln/wCiEoA634J/8ka8E/8AYvWH/pNHXYHpXH/BP/kjXgn/ALF6w/8ASaOuwoAqS2NpK7PLZwSM33i0Skn6kjmpREgKkRqCowCFHA9KmopWARa4z4wf8i9pP/Yy6N/6cIK7SuL+MH/IvaT/ANjLo3/pwgpgdmn3B9KWkT7g+lLQBFJEjOHaNCy/dJXJH0pBBEJvOEMYkPV9o3fnU1FKwFeG1t4Q3k28MYf72xAM/XHWlW3hXZiCMeX9zCD5fp6VPRTAqy2drLJ50lrC8o6O0alvbkipEiRXZljVWb7xCgE/X1qaipAguYIbhNk8Mcq9cOoYfrSxwRRxCKOJEjHRVUBR+FTUU7AU0sbSPPk2sMRYEFkjVTz7gVzHww+Hmg/Dvw8NF0P7TNELiW4867KPNukOWG5VXj04rs6KLAcXo3w70DTfH+veNo/tM+pa3HDHcxzlHhQRDClF25U+uSa62eGOdNk0SSoTyrqCPyNT0UWAr/Z4diR+RHtQ5Rdgwp9h2ont4pwqzwRygHI3oGx+dWKKYDVGO1OoooA4jT/+S461/wBi1Yf+lV5Xb1xGn/8AJcda/wCxasP/AEqvK7egAooooAKKKKAA9KxJvE2jRyPC12VkRipHkyHBH/Aa2m6Vhzm41aV4f3trpyMRIxyr3BHVR3WP1PU9sDkgHgMut6b4U8U+ILe+luJNH1PUpdU03U4LOaWBvOOZIWZVO2RXDYz1BFc9qyTajfP8Txa3kdnpN7aR2tlJayLc3NlH5qz3Aj25HzT7lU8lYye4r6ZlmW+tmMbPbaNAvzyICGuAP4UA5Cdsjlug45MkEDThdQ1JfstpB89vas2AgHR5O2fRei/Xp4a4fwn1mpibPmmmnr33O7+0Kvs40+iPnbxx4n0LxF4Wn8O+HNXstV1DXI/skCWrmUQo5CvPKFBMaIpJJbHOBX0Ja+JNBtbKKEagSkMYTe0Ug4UYyflqtBp+mtJNqjWNrpunt87hIFikuu+6UgA7e4U8nv6Vo28U+qTLc3ivDZqQ0Fs2QXI5DyfzC9uCeemmT5PRyqk6VJtpu+pGKxksTJSkrWNa0uIri3SeFt0bjcpwRkfjU1IM4pa9g5AooooAKKKKAOQ8e/8AI1fD/wD7GGb/ANNd/XX1yHj3/kavh/8A9jDN/wCmu/rr6ACiiigAooooAjkRZEKuqspGCCMg014keMxtGrIRgqVBBHpipqKLAVora3hRVit4o1U7gFQAA+vFLJBDKyNJDG7JyhZQSv0z0qxRQBWmtbeaJYpreKSNT8qOgKjj0NElpbuyNJbxMUGFLIDtGMYHHAqzRQBEsaqxYKoJABIHXHSpaKKACiiigApH+630paR/ut9KAOI+EH/Hl4l/7GfU/wD0ea7euI+EH/Hl4l/7GfU//R5ruKAITGm/zNilwCAcDIqOe0tp2V5raGVk+6XQMR9M1ZooAjCKpJVQCxycDqaYltDG7MkESszbiyoASfXPrViilYCuLaBbg3At4hMeDIEG4/j1pIrS3jz5dvCm7OdsYGc9as0U7ARhF2bNo24xjHGPSo5raCWNY5YIpEUghWQED6CrFFKwFea3hmKtNBHIUOV3oDtPqM9KSW2t5Y1jlt4pEU5CsgIH0BqzRRYCtLa280Qjmt4ZUBztaMEZ9cHvUkaLGqoihVUYAAwAB2qWimA1un4j+deTfCn/AJJd4T/7Atn/AOiEr1lu31FeTfCn/kl3hP8A7Atn/wCiEoA6v4J/8ka8E/8AYvWH/pNHXYVx/wAEz/xZvwSP+pesP/SaOuwoAKKKKACuL+MH/IvaT/2Mujf+nCCu0ri/jB/yL+k/9jLo3/pwgoA7NPuD6UtIn3B9KWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOI0/8A5LjrX/YtWH/pVeV29cRp/wDyXHWf+xasP/Sq8rtx0oAKKKKACiiigBCM0hXIwec06igBgXGAMDHSlZNwIbBB9qdRQAwpkYIBHvzSgYp1FABRRRQAUUUUAFFFFAHIePf+Rq+H/wD2MM3/AKa7+uvrkPHhH/CV/D//ALGCX/0139dfmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKR/ut9KWmyHCH6UAcT8IP+PLxL/2M+p/+jzXcVw/wg/48vEv/Yz6n/6PNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1u31FeSfCn/AJJd4T/7Aln/AOiEr1tun4j+deS/Cr/kl/hTp/yBbPv/ANMEoAh+EfhnxhP8KvCM9t8RL20hk0SyaOFdKtGESmBCFBKZOBxk811P/CK+N/8Aopt//wCCez/+Iqz8E/8AkjXgn/sXrD/0mjrsKAOG/wCEV8b/APRTb/8A8E9n/wDEUf8ACK+N/wDopt//AOCez/8AiK7migDhv+EV8b/9FNv/APwT2f8A8RXJ/FDwz4vh0PTmuPiJe3KtrulIqtpNou1jfQhWyEz8pw2Ohxg8E17LXF/GD/kXtJ/7GXRv/ThBQBCvhTxttGPibfAY/wCgNZ//ABFL/wAIp43/AOim33/gns//AIiu4T7g+lLQBw3/AAivjf8A6Kbf/wDgns//AIij/hFfG/8A0U2//wDBPZ//ABFdzRQBw3/CK+N/+im3/wD4J7P/AOIo/wCEV8b/APRTb/8A8E9n/wDEV3NFAHDf8Ir43/6Kbf8A/gns/wD4ij/hFfG//RTb/wD8E9n/APEV3NFAHDf8Ir43/wCim3//AIJ7P/4ij/hFfG//AEU2/wD/AAT2f/xFdzRQBw3/AAivjf8A6Kbf/wDgns//AIij/hFfG/8A0U2//wDBPZ//ABFdzRQBw3/CK+N/+im3/wD4J7P/AOIo/wCEV8b/APRTb/8A8E9n/wDEV3NFAHDf8Ir43/6Kbf8A/gns/wD4ij/hFfG//RTb/wD8E9n/APEV3NFAHDf8Ir43/wCim3//AIJ7P/4ij/hFPG//AEU2+/8ABPZ//EV3NFAHjFj4b8Xn4u6tbj4hXa3C6DZO0/8AZNpllNxdgJjbgAEE5HJ3c9BXXf8ACK+N/wDopt//AOCez/8AiKdp/wDyXHWv+xasP/Sq8rt6AOG/4RXxv/0U2/8A/BPZ/wDxFH/CK+N/+im3/wD4J7P/AOIruaKAOG/4RXxv/wBFNv8A/wAE9n/8RR/wivjf/opt/wD+Cez/APiK7migDhv+EV8b/wDRTb//AME9n/8AEUf8Ir43/wCim3//AIJ7P/4iu5ooA4b/AIRXxv8A9FNv/wDwT2f/AMRR/wAIr43/AOim3/8A4J7P/wCIruaKAOG/4RXxv/0U2/8A/BPZ/wDxFH/CK+N/+im3/wD4J7P/AOIruaKAOG/4RXxv/wBFNv8A/wAE9n/8RR/wivjf/opt/wD+Cez/APiK7migDhv+EV8b/wDRTb//AME9n/8AEUf8Ir43/wCim3//AIJ7P/4iu5ooA4b/AIRXxv8A9FNv/wDwT2f/AMRR/wAIr43/AOim3/8A4J7P/wCIruaKAPHfGnhjxfH4k8EpN8RL6Z5NclSJzpVoPKb+zr07gAnPyhlwePmz1Arqf+EU8bdvibff+Cez/wDiKtePf+Rq+H//AGMM3/prv66+gDhv+EV8b/8ARTb/AP8ABPZ//EUf8Ir43/6Kbf8A/gns/wD4iu5ooA4b/hFfG/8A0U2//wDBPZ//ABFH/CK+N/8Aopt//wCCez/+IruaKAOG/wCEV8b/APRTb/8A8E9n/wDEUf8ACK+N/wDopt//AOCez/8AiK7migDhv+EV8b/9FNv/APwT2f8A8RR/wivjf/opt/8A+Cez/wDiK7migDhv+EV8b/8ARTb/AP8ABPZ//EUf8Ir43/6Kbf8A/gns/wD4iu5ooA4b/hFfG/8A0U2//wDBPZ//ABFH/CK+N/8Aopt//wCCez/+IruaKAOG/wCEV8b/APRTb/8A8E9n/wDEUf8ACK+N/wDopt//AOCez/8AiK7migDhv+EV8b/9FNv/APwT2f8A8RSN4U8bbST8Tb7p/wBAaz/+IruqR/ut9KAPGPhl4c8YT2evG3+IV5bhNf1BHC6VaNvYTHL8r1PXHSuv/wCEV8b/APRTb/8A8E9n/wDEUvwg/wCPLxL/ANjPqf8A6PNdxQBw3/CK+N/+im3/AP4J7P8A+Io/4RXxv/0U2/8A/BPZ/wDxFdzRQBw3/CK+N/8Aopt//wCCez/+Io/4RXxv/wBFNv8A/wAE9n/8RXc0UAcN/wAIr43/AOim3/8A4J7P/wCIo/4RXxv/ANFNv/8AwT2f/wARXc0UAcN/wivjf/opt/8A+Cez/wDiKP8AhFfG/wD0U2//APBPZ/8AxFdzRQBw3/CK+N/+im3/AP4J7P8A+Io/4RXxv/0U2/8A/BPZ/wDxFdzRQBw3/CK+N/8Aopt//wCCez/+Io/4RXxv/wBFNv8A/wAE9n/8RXc0UAcKfCnjbHPxNvuo/wCYNZ//ABFc78KA3/CrfCefmP8AYlnzjr+4SvWm7fUV5J8Kf+SXeE/+wJZ/+iEoA634J/8AJGvBP/YvWH/pNHXYVx/wT/5I14J/7F6w/wDSaOuwoAKKKKACuL+MH/IvaT/2Mujf+nCCu0ri/jB/yL2k/wDYy6N/6cIKAOzT7g+lLSJ9wfSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDiNP/wCS461/2LVh/wClV5Xb1xGn/wDJcda/7Fqw/wDSq8rt6ACiiigAooooAKKKD0oAaTVeS6gjnit3njSaUMYo2cBn2/ewOpxkZx61M5wK+W/Geo6z4q8ZX/xS0KaaT/hFLr7P4et0YhbyKFiL0kd/Ny6D/cFcuJxVHDRUqsrJtL5vY1pUZ1XaKPqcHilrJ8Ka1Y+I/DthrmmTCazvrdLiBweqsMjPuOh9wa1h0rpRkFFFFMAooooAKKKKAOQ8e/8AI1fD/wD7GGb/ANNd/XX1yHj3/kavh/8A9jDN/wCmu/rr6AA9Ky21rTV8QL4fN2o1NrU3YgwcmEOEL5xjG4465rUPSvI/Fltrl3+0BZRaFrNtpdwPC8rPJPYC6Dr9qXgLvTH1yaTA9I0vWtO1S71G1sLpJ5tNuRa3aKCDFLsV9pyOu11PGetaRJr52W613SdO8bpd63IEbxvaQa5qdlD9maGza3t/NcbWYxDG1S4OVBLZHUM1jVpn1SXSPC3izV7jws3iLRbe2vYNVknIkl837TBHdMWaRSoiJBZwpcgY6KwPoCO+ik1GWxXzvOiiWV8wuE2sSBhyNpPynIBJHGQMirmTXjF5eaP4V8XeNLDWda1mHwvp3huzupVl1e7keItPc72SQyGQO2FGQwJwo6CuX0fUJLb4c63ruleMbmWfUdRs2vrW08QPqT6BpjSqjYZpZWWXy97SSDoSdvCA0r6XC2p9H5NRzSJFG0kjKiKpZmY4AA6kn0r528R6xIk+pab4M8W6tc+GTqGhIl/Bq0lyYbma8KTwxXTlywaIRlkLOFLYwN2K7CSxax8a+KvBdnd6tcaZd+FVvBb3Gp3FxIs7SzxExySO0iblVRhWAyARgk5OgdbHqtndW95aw3dpPFcQTIJI5onDo6kZDKRwQR3FZ+o+IrCw8S6R4fuPO+2astw1ttjymIVVn3Htwwx618/6VqmhWPwq8AaLp+q7WvYtt3dXfi26s7SyuIrdC8M0kcm9HOSFgBUAhjt+WtL4Y6tf6xqfwqu9Tv8A7fcD+34BcGRnLpGyovzNhmwqgbm+YgZPOaOoulz6HozXl3x11aGyg0LTZpfsS6jdyKL2fXJtLs4CkZbE00LK53chUBGW5PSuC8Fanq/iSz+Hul6j4j1OS3uNV1u0uHstSnjNzDAXEaNLkSuoAGGYh8AEnOSQfS59G5NY1r4hsbjxdfeGYxOb6ytIbuUmPCbJWdVw2eTmNsjHHFeP3usanpOj+KtEi1rU7bR9M8WWtjPfSXck9xZafNDC8v75yzqAzn52JKK5IIABGn8KD4c/4XR4rHhfVG1Sx/sXTj551Sa/BbzbjIEsjvkDjgNgHPQ5oWodz2ikf7rfSgUP91vpTA4j4Qf8eXiX/sZ9T/8AR5ruK4f4Qf8AHl4l/wCxn1P/ANHmu4oAydf1zTNAtIrvV7xLS2luYrVJXBK+ZK4RFJAOMsQMnjnkin3+safYahp9heXkcN1qMrRWkRyWlZULsAAOygkk8D8RVH4g+H4/FHgrWPD8jbPt9o8SSDrHIR8jj3VgpH0ryDwr4h1zxxHq3jCwt5G1vwr4cm02C32bgNZZGNyAv8RVo41HqGHrU3A9+yfSq15e2tmIjdXcFuJpVhi82QJvkb7qDPVj2A5NfNen6vqcfhvVtSsfiFpMtwfDOoz3dra6/eXV7JKtsWEjRTHFo8bgk7FjwTtwMADoviH4b0uH4eeDdU1TU9amjfWdKudSvrvW7oBFKlXlZhIqxDLfeUIASDwabdgSuz3C2vobi5ureMTF7WQRy74XQZKhvlLABxgjlSRnI6jFW8n3rwPUtf1SCx8bLpmvagdGtvEWmW0l5HePO1npr21sZpI5CWKjaxYuMkbmfOeateMNY8Jab4Xt7bwx4jn1Oyv9Yjt5b2bxjcizspPJZ/312JWkVSFH7tX+ZivTPLYlqes694gsdH1LRtPu/O87WLtrS12JuG8RPIdxzwNsbc+uK2VJIr5x8FatfaqngQX+pLqH2Px1qNnbzC5knXyktrnYqyyfvJFAOAz5YgDJPWvSfjvqyaX4W06OYvEl9qcNr9pbV5NNt7fKu2+eeMh1j+XGFILMVXvUj6no2TRmvmzw3q+saroWg6XN4nvWtx8QZtM87T9VmfzbUW0z+SJ3PmSR5/iYlsAEHhWre1jVNX8N2/xG0XRdW1VLPS20uWGaW4kvZ7GGfaLqRGlLudqB3G4sFIJAwMU7hY9cPiCwXxivhYif7e1gb8fu/wB35Qk8v7397Pb0rZrxLwH/AMIqPj0y+FdaOr2x8LsZJTrM2ogN9qHAkkkfHHVVPfJHIr20U+guojdvqK8k+FP/ACS7wn/2BLP/ANEJXrbdvqK8k+FP/JLvCf8A2BLP/wBEJQM634J/8ka8E/8AYvWH/pNHXXmuQ+Cf/JGvBP8A2L1h/wCk0dde3Q0AcXrXxN8D6Nrkui6r4ks7S9hljhmWTfsikkAKI77diMQQcFh1FdjE4cBlIKkcEHOa+av2pPFula55nwX8K3WkR6xrM6y61dTzxQwWMS7WZ5WYgGUgLx97AHcivdfDup6HZDSfDMOt2t1fNpqzW6iUM9xBGFQyjHBXJHI9aUdUJ7nSZri/jB/yL2k/9jLo3/pwgrs64z4v/wDIvaT/ANjLo3/pwgpjOzT7g+lVr+6t7CxnvbuZYbe3jaWWRuiIoySfoBVhfuj6Vz/xIIHw/wDERyBjS7k5P/XJqmTsrjSu7GHoHxY+HmuX9hY6Z4qsp59RdkswRJGtwy9VjZ1CsR6A5/Gtzwz4osNe1DVbKzt9Sik0q4+zTG6sZIEdueY2cASL8p5Xjp6ivm/4K+AfEHxF+DXwwhvrrSbDw7ol8dSEsMsk15cNHO+I9pRUiGdwJDN24zWJ458deL7fwP8AFq6tfF2sW82n+NobWylS/YNbQF2BjjOflXj7o44qnZOxKPssEHoRSBhnqPzr54fWdd8P/HDxP4Xg8T6xdae3gptT23t40rJdDfmVMnEXY7UCqOwAArifCHifxVZ+APgx4rk8Za/fajrmvNY6h9r1FpIZoPMlXyzHnaxGPvkF+27AUAsB9elgeM4qrqt9BpumXWoXRYQW0LzSFRk7VBJwO5wOlfLWveIfHWueMPiFZX/jax8I6jo+oBdJe/8AEE+nR2tmhLRzLbLGY7pXAbczknoMAYBta34mv9b+IXizSfGXjWew06w8IQ3OjwWd+9jbajJLAGkuBgqZhu4CHIw2NvFJ7aDtrqfRfgjxNpfjDwtY+I9Fklk0++j8yBpIzGxXJHKnkdKxdd+KXgPRdRurDUfEtpFPZY+1gLJIttnp5jopVP8AgRFc/wDsn/8AJvHg/Bz/AKEenP8AG1eI6nc6h8MrLxD4m+FnxK8Ma5ol9qk8194W1a1U3UtzI4iMAA/fO4J+6dnQcMM5GrSsJO6Pr63mimhSWKRJEdQysrZDA8gg9xUuR/eFfONv4u1bTPj9YW2r6jJ4a0C78CJcW+mXF75NpBc/J8iKxVd6ZK9M4HauA0fxt4quvg78Ir6+8ba1A+p+KXtdTvv7SZHlg8zBWSQn7oGevSiwz7Nz7ijIz1r5N1Hxd4ks9C+N8HhvxVq+o+HtIghbR9UbUJLh7e4ITzYorlmLNtyf4jj+er4F8SauvxK+F9r4e8Xar4ifV9BabxPazao15HCfKUrMy7isDb8rgbc+mc5LCPp3cOmRmkZ1UEswAA5JNfHdv448WH4dQ+Kj4v1hviY3iwWh0Br1lQx7wn2b7Dnbs8vDbtucnO6u18AWeveOvih8TLTU/HPi+3stC1uP7Lp1jqflRENHJmJiAXCZGNqMo4z1AIT0GfQumahY6nardafeQXluxKiWCRZEJBwRlSRwQRV2vn/9iiHSofhascGpzyanFdXcV3YvqTyC3AuZNv8Ao5YiJiMEkKC2cnOa9/TpVCRxOn/8lx1r/sWrD/0qvK7euI0//kuOtf8AYtWH/pVeV29AwooooAKKKKACkqrqN0tlaNcPDPKFxlYYjI/Poo5NYlz4u061gMtzZ6vFGCFy2ny8knAHTkmgDmfj94kvNJ8IxaFokxj1/wARTf2bYMOsIYZmn+kce459SvrXLaJptpoulWeladH5VrZQpBAvoqjAJ9zyT7k1ynifxbLdfFrWvEOu+GvFsdtpcI03R1TRJ5EWLhp58gYDSPhR32qPWrUnjzToUDS+HvGaKWCgt4euBkk4A6dc1+a8Z0Mzx1aFLDU24R1uur/4B9FlM6FKm5Tkk2dV8C9RXw54r1f4dzttspt+r6DnoIXb/SIB/wBc5DkD+649K9pHSvlDxn4qmI03XtB8M+MDrmh3i3ll5mgzosifdmhZiOFeMsCexANfRVl4usbqyhu00zW0SaJZQH02QFQy7ueODg819jkdXEVMFD6zFxmtHfrbr8zyMdCnGs/Zu6Z1FFUNG1GHVLUXdulwsZOF86JoyR6gHqPer9eycgUUUUAFFFFAHIePf+Rq+H//AGMM3/prv66+uQ8e/wDI1fD/AP7GGb/0139dfQAU3au7ftG7GM45xTqKAGGOMhgUXDfeGOv19aYkEEcaxrDGqKcqoUAA+wqag9KAIXjibO6NG3DByAcimQ21rCG8q3hjDDDbUAz9cVwHxa1+48Eano3jW4vbseHrbzbLWLZWJTbKAYZgv98SqqZ9JCK4jxFeeM9NsPBuna3rCQLrEd5farNe61cabELpijxWouYUZolRXfagKBvLxk/dZXA94jht44hGkUaIDkKFAAPriqV9qum2kN5cS3UX+hIGugnzvEpGRlVywyOQMc14v4fOtat4n8HeHtT8az3djPa6y8jaLrUrLOkUtuIo3uQEkkaMMQZBtYnOScnOR4uS08Oaz8YdQste1Ww1mHTLeewDazOruv2MAyhGfEm0qQHIO3BwRRfYPM+iRb2jRYNvAY3O8goME+uMdalCRqVwiAjpgDjPWvHdW1Kzv/HWr6b418Xah4esLLTbOXSlh1d9OE/mIxmn3qymZldQu0lguPu/Nk8t8SPF17a+Kb+90bVrmyuNM1vT7JhfeJJVecO8Kv5WnqpieJkkPzvtJJYjoKQHuWj61pXiC41Wyt1MzaXemzullhwolCK/GfvDDjn3rZWKNcYRRgkjAHGa89+EBU+IviJhgceKHHB6f6NBXo1AkMMUZDAouG+8Mfe+vrSQwwwrthijjGMYVQP5VLRVDCmyfcb6U6myfcb6UAcR8IuLLxKTn/kZ9S/9Hmt/w9r+na4+pJp8krNpt9JYXG+MriVACwGeo+Yc1gfCT/jw8S/9jNqf/o815ddWstn4Q+K/iyy1vWbPUNH1u/ubNbbUHhgjkjjjbLxKQkoJHIkDDHGAOKm+oWufRBI71GVjiVioVQck4Hf1rxfxXrUV14v1yPxR4rv/AAzaWWi293oq22ovZrK7o7SzDBH2hldVXy23r0yp3cwfDqbXfFviDUZ/FGsa5bXNloWj3rWFtfy2kcVzJC7SMyRlTyRyhO31B60BY9h0qXTb+zi1KyjjaK7j3rJ5OwureoIDfmKvukbxmN1RkIxtIBBH0r5yvPEEWp/CTwHYz+Lr+18Xa3pCeTfSeIZ7SOCPA828m2SoJSuflByWYgdN2Oj1S805PFC6Hr3j7VNP0Cw8O282k6gmstA1/KWdZrh5lYee6hYzsO5fnyVOapoD2lY4kUoEVVIwQAACOlVZf7NtvKs5RaRC4ciOFgq+awGSAp+8cDPHpXinw6k1/wAdeIVg8Wa3r9q48KaZdy2llqEtj+/le4BmIiKsrMqqSuQvqvAxnXF2nijwt8G/EHinWLyEG+nju7+PUnsxu+zTKHaSNlCsxQDOQTuZR94gyB9C+XCuAsaDbyMKODWJYeI9G1bTdZuI98sGk3U9peCSE8SQ8uAD94eh714j4r8X3cPjj7bo2q3FkbbxVa6XLDe+JpnlnRnSNwmngGLyWVsq7EOfvjque38AMp8JfE0hgQPEOr556fKKfS4dT0Pw3qWna34f0/WdPX/Q72CO5ty8ew7XUFSV7HBrS2xjJIUFupx1r5/8L38MuneAtF8ReI7vQPDjeDbe6t5rfUm08XN38qspnRlJ2R7WCbgDvJIbHGfdeLNU1bwz4etNW1K9t9Tk0q8u01C78QzaJBPCs7RxSYgTdNOyBH2bduDkj5gKQI+jI4YIQPKhjiH+yoHX6VmeF/EGm+I9Okv9MaVoI7qe1YyRlD5kMjRvwe25Tg9+teQaF4mufEVl4Dj8Y+KbnStM1DwwuoSXEN82n/b73KKQZ0ZSNqtv2KQG3ZIIHHP6JeXVv8KtNfQ/EVmLIeINYc2l14hl02XVI1uJdirejLhgSGOSN38R60+oH0weQPqK8k+FP/JLvCf/AGBbP/0QldX8JtSt9X8A6ffWY1YQs8qL/aN0Lmb5ZnX/AFwLCVOPlfLbk2nJ61y3wp/5Jd4T/wCwLZ/+iEptCudX8E/+SNeCf+xesP8A0mjrsD0rj/gn/wAka8E/9i9Yf+k0ddhQMzLnQtFupWkutI0+d3bczSWqMWPqSR1qzDZ20Pl+Vawx+Unlx7IwNif3RjoOBwKtUUAIK4z4wf8AIvaT/wBjLo3/AKcIK7SuL+MH/Iv6T/2Mujf+nCCgDs0+4PpTJEWRWR1DKwwQRkEU9PuD6UuKAILa3ht4Vht4Y4Yl+6kaBVH0A4qB9M091kRtPtGSV98gMKkO3qeOT7mr1JipAqtaWrXDTtbQmVk8syGNdxX+7nrj2pi6fYrFDH9itgkB3RKIVxG3qoxwfpV2igRQv9I0vUJElvdNs7qRBhWmgRyo9ASDilvNK029eN7zTrS4aP7hlhVyv0yOKv0c1QyC2git4Vht4Y4okGFRFCqPoBwKqto2km+/tA6XZfa927z/ALOnmZ9d2M5981o0UAUdQ0vT9QVPt+n2t3s+758KybfpkGuU8efDPw94wm8OvqHnW8egaiuo20FskSxSyDHyyKyEFDjkDB967mk5qQOX8ZeDNH8TeCNT8Hzo1hp2owmGU2KJGyAkElcqVB4HUGrXg/wzpXhbQ7LSdLtYkS0to7cTeUiySqihQzlVG5jjJ461vYpaAKP9mWH9of2h9htftmMfaPJXzOmPvYz0461NBa28MkssMEUbzHdIyoAXPqSOtWKKoClbafY21xLcW1lbQzTf6ySOJVZ+/JAyfxq4owKWigDiNP8A+S461/2LVh/6VXldvXEaf/yXHWv+xasP/Sq8rt6ACiiigAooooAqahdJZWzTyRyyYIASNSzOScAAetZQj8jOt65IqSIP3MIO5LcHjC4+/IemfwHHXoCMio2jVsblBwQRkZwfWgDnJ5JW2apq0M6xq4+xWCcuXPQuBwXPYdF7881bt7d4mbWdZnRJEQlI9/7q1Tvg/wATerH6DAra29M4pJI1kUq6qw9CM1IGBtk1YfbL8tbaXF+8SGQlTNjkPJ6L3CfiewDljl15g8yvDpI5SIgh7r3b0j/2erd+ODuPGrqVZQynqCMg08CqAai7VAAAA4AHQU+iigAooooAKKKKAOQ8e/8AI1fD/wD7GGb/ANNd/XX1yHj3/kavh/8A9jDN/wCmu/rr6ACiiigAooooAiuIop4jFNGkiHqrqCD+BqK9s7W8t2tru1iuImxujlQOpx0yDxVo9KTnFAFS3sLK2WJba0t4VhUrEI4lUID1AwOAeOlJcadY3E4uLiztppdhjEkkSswU9VyRnB9KujpRQBRv9N0+/wDL+22FrdeUcx+dCr7D7ZBx07UT6Xp890LyawtZLnAXzXiUvgHIG4jOMgVeooAhiiijaRo40Rnbc5VQCx6ZPqeKmoooAKKKKACmv0b6U6kf7rfSgDiPhF/x5eJP+xn1L/0ea6/7JbmKWI28JSUkyrsGHJ65Hf8AGuQ+EH/Hl4l/7GfU/wD0ea7ilYCld6fY3Twtd2dtcGBt0JliVvLPquRweB0qZYIlleVYkDuAHYKMsB0ye9T0UwM270XSbqOOO60uynSIbY1kt0YIPQAjj8KdNpGmTW8FvLptm8NuQYI2gQrGR02gjC/hWhRQBAsEKztMIkErKFZ8DcQM4BPU9TUM2n2M9l9ims7eS24xC0alODn7pGOvtV09KMUAZ50rTWujeHT7Q3JCgymBd+BjA3YzxgY+gqwlvFGsirDGFkJZwFADE9SfUmrA6UVIFG60zT7q2S1ubG2ngjIKRSQqyKQMDAIwOKdeafZXhiN5ZW1x5LbovNiV9h9RkcH6VcoHSqAo3WmafdWqWlzYWs9umCkUkKsi44GFIwKbdaXp11bfZ7nTrOaEOXEckCsoY98EYzz1rQooAgiijhhSKFFjjQBURRgKBwAAOgryn4U/8ku8J/8AYEs//RCV623b6ivJPhT/AMku8J/9gSz/APRCUAdb8E/+SNeCf+xesP8A0mjrsK8e+EerfEKP4U+EY7PwXo1zarodkIZX8QGNpEECbWK/ZjtJGDjJx6muq/tr4mf9CHon/hSn/wCRaAO3oriP7a+Jn/Qh6J/4Up/+RaP7a+Jn/Qh6J/4Up/8AkWgDt64v4v8A/Iv6T/2Mmjf+nCCmf218TP8AoQ9E/wDClP8A8i1yXxP1X4gSaDpy3ngvSIVGvaUyNH4hL5cX0JVSPsw4LYBPbOcHGCAexp9wfSlrh11n4lgDHgTRP/ClP/yLS/218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0f218TP+hD0T/wAKU/8AyLQB29FcR/bXxM/6EPRP/ClP/wAi0h1r4l/9CJon/hSn/wCRaAF07n446z/2LVh/6VXldvXjNhqnxAX4watKvgzSDdnQbJWi/wCEhO1U+03ZDbvs3JJLDGOMDk546/8Atr4mf9CJon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoAs+Pf+Rq+H/wD2MMv/AKa7+uuHSvH/ABpq3xCbxJ4IefwXo8cia5K0Cr4hLCR/7OvQVJ+zDaNpY555UDHOR1H9tfEsf8yJon/hSn/5FoA7iiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7eiuI/tr4mf8AQh6J/wCFKf8A5Fo/tr4mf9CHon/hSn/5FoA7emyfcb6VxX9tfEz/AKEPRP8AwpT/APItNbWviUVOfAmidP8AoZT/APItAC/CD/jy8S/9jPqf/o813FeMfC/VfiBHZ6/9j8F6PMG8Q6g0hfxAU2yGY7lH+jHIB4zxn0Fdh/bXxM/6EPRP/ClP/wAi0AdvRXEf218TP+hD0T/wpT/8i0f218TP+hD0T/wpT/8AItAHb0VxH9tfEz/oQ9E/8KU//ItH9tfEz/oQ9E/8KU//ACLQB29FcR/bXxM/6EPRP/ClP/yLR/bXxM/6EPRP/ClP/wAi0AdvRXEf218TP+hD0T/wpT/8i0f218TP+hD0T/wpT/8AItAHb0VxH9tfEz/oQ9E/8KU//ItH9tfEz/oQ9E/8KU//ACLQB29FcR/bXxM/6EPRP/ClP/yLR/bXxM/6EPRP/ClP/wAi0Adq3b6ivJvhT/yS7wn/ANgWz/8ARCV0Z1r4l9/Amidf+hlP/wAi1zfwoZv+FW+E8oAf7Es/4s/8sEoA6z4Jgf8ACm/BJ/6l6w/9Jo67CuP+Cf8AyRrwT/2L1h/6TR12FABRRRQAVxfxf/5F/Sf+xk0b/wBOEFdpXF/GD/kXtJ/7GXRv/ThBQB2afcH0paRPuD6UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcRYf8lx1n/sWrD/ANKryu3HSuI0/wD5LjrX/YtWH/pVeV29ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAch49/wCRq+H/AP2MMv8A6a7+uvrkfHv/ACNXw/8A+xhl/wDTXf11hbmgB1FN3EUuaAFopu40oNAC0UmaM0rgLRSZ5qpfXlrYxCa8uobeIusYeWQIpZiFVcnuSQAO5NMC5RSA0ZoAWikzzRk0rgLRTCxpQSaLgOpsgyjfSlziqtleWt/ZC7srqC6t5M7JYZA6Njg4I4PIIp3A5L4Qf8eXiX/sZ9T/APR5ruK4f4Qf8eXiX/sZ9T/9Hmu4oAKKDTMmgB9FZh1fS1laJtTsxItwtqVM6AiYjcI8Z++QcheuO1aIJzjNADqKTNAPvQAtFJmjPFAC0UmTmkyaAHUVl6VrWk6rPdwaXqthfS2cvk3SW9wkjQSc5VwpO1uDwcHitMGgBH6fiP515L8Kh/xa/wAKf9gWz/8ARCV603b6ivJPhT/yS7wn/wBgSz/9EJQB1vwT/wCSNeCf+xesP/SaOuwrj/gn/wAka8E/9i9Yf+k0ddhQAUUUUAFcX8YP+Re0n/sZdG/9OEFdpXF/GD/kXtJ/7GXRv/ThBQB2afcH0paRPuD6UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcRp/8AyXHWv+xasP8A0qvK7euI0/8A5LjrX/YtWH/pVeV29ABRRRQAUUUUAFFNJxVexu7a9gE9ncRXEJJUSROHUkEgjI44IIoAtUUUUAFFFFABRRRQAUUUUAFFFFAHIePP+Rp+H/8A2MMv/prv657463N5aXXgWfT7F7+5TxPEUtlnWIyH7Nc8bm+UfjXQ+Pf+Rq+H/wD2MM3/AKa7+trWdE03VrnTp9QtjNJp12Ly0IkZfLmCsgbgjPyuwwcjnpSfQaZ5Dd+LNW0z4oa94k1vw1Npx0rwPNdLaG+inM6xzs/BTIXOMc1b8R+O/G/hPS47jV59D1GbVNBv9Rs/s1nJEtncW9uJhG2ZD50ZDY3fIflHHPHp1z4e0e41yTWbiwSW9lsjp8juxZXty24xlCdpBJPbPbpWHZ/DLwba2t1arpdxLDc2MmnFbm/uJvItZBh4YS7kwoRgbY9o4HoKOlhI5221bxKvi7wL/bz6BfNrQuJUMOmsj2GLXeVikaQk5JwWKrlRgiq+neLvGdr4j8RT3Op6Xrfhvw5Y3Emoz2+lG2Z7tELi2ibz3DMqj52IwCVXrnHos3hvR5rvSLuSzJn0YOtg4lceSHTy26H5vl45z69ayPCnw58M+FhDDog1iG0hEgSzl1m7mtsOSXzDJIyHJYnkdSTSA4u68d+NNC0nSdU1ibRLyPxBpd3dW0NtaPGbCaO0a5RSxkPnoQpUnEZyAe5xoaD4r8YQ3vgm51+80e6s/Fcez7NaWLwtaSG1acESNI3mL8hUgqv3s54wei074Z+DbFZUi0ud42tZbKNJ76eZLWCUYkjt1dyIFYYGIwvAA6AVr/8ACLaGV0NTZn/iQkHTf3r/ALgiIxevzfIxHzZ65681QHlXhjxH4m0fwz421nWfGNqYbfxFdWNl5+lyztFIbhUREVZizg7tqRDbgkfNisnXfF2u+IvCeraX4itTHd6R4o0NUkksDZvIktxBIN0Jkk2kHIyHORg8dK9ZvPh74Vuv7UM1ndbdVlWe6ijv50j88MrCZEVwscu5FPmIFbIzmo7b4beD7e3vYRp1zL9uu7a9upLjULiaSae3KmF2d3LEqVXvzjnNRbSzA69T9a858YePdQ8J+INctNTtrea3/scahoSopV7mZW8p7Ykn5nMjw4wBxJzW1o+hjR/FniLxVqt7AJdVkt7eAmTCwwRrtjT5sDczsx46lgK0fEXhfQfEN7pN7rGmx3dxo92LywdmZfJmAxu4Iz9DkZAOMgVW7uI838QeOPHsGuN4asLNpNS0zTrWbUrqy0N72Ka4mVjsVPPjMSDYcElic9sc6Xh3xP478SeL59JK6b4djs9L02+u7a4s2uLhJZw5lgyJFXA2YDdQex7df4h8GaHruqR6pdx3ttqEcPkC7sNQnspmiznY7wupdQeQrZAJJGM1Z0PwvomjX8t7ptm0NxNawWkjmZ33RQAiJfmJ6Bjz1OeSaHsM8b8M614ottBtrrXNT07xDFP48fToUvdOJe2AvJV3o5lbBAA2AD5Og3YrvPDWteLvFOr6jqGn32k6fo+nazPppspbF5p7hbeTy5HMwkURsx3YGxgABknJxrr8PvCovZrsWNyDLqKaoYhfT+Ql0rFvNSLfsRixJbaBuJOc1LJ4G8Ot4gk1uO2vYLqW4W6mjt9RuIreeZQAJJIFcRO3C5LKSdoznAo3YHn3hz4k69d+P9Gs/tEWr+Htavri0gu4dFktYFMaSOpjnaVvOx5ZQ/IoPJBwOel/ZzAHwW0LAx8tx/6PkrR034beENO1Wy1S0sLpZ9PnkuLGN9RuHhtHkDB/KiZykYIdvlVQOnHAxv8Ah3RNM8O6HDo+j2xtrG3DeVFvZ9u5ix5Yknkk9aa2A5z4Qf8AHl4l/wCxn1P/ANHmu4rh/hB/x5eJf+xn1P8A9Hmu4oAQ180+PfFthB8VrrxvLqE6P4W1KDTbeCO2uGSSzIxfMWVDH96UNknjyCOK+ljznmsKx8L6FZ+FpvDMFiRpM0c0ctu8rv5izFjLlmJY7i7EnOeaTA8U1Da3izUGXDA/FOwII5z/AKFHzXon7Ql5rFh8KNVvND1OXTL2N7fFxErFwDcRqQCGUjOeuemR3rXsvh94Ts44lh0twsWoQ6ku66lY/aYYlijkyWycIoGOhxkgnmtXxLYaPrOmyaDrccE9tqKNEbeSTaZQOTtwQ2RgHK8jAPGKH5AcTrvjTWfBOqNb+K7ix1C0k0SS7srm2tjbNPdwsfMg2l3GXV4ygB6q/Xiqena38S9S8Vf8Ix/aXh3TL228P2eo3czaXJP/AKTNJMrRqvnLhBsHOc5B4OeN3xT4Dh1iXwrYtsn0bRb/AO3y/b5Zbq5kkRT5IEkhZiNzZYs2cKB06Q618Oodc+I+o+ItWvr0afc6Rb2C29lqVzaOzJJMz+Z5TqHQiQAA57+tIDjU+LHirX4NFt9C0ia0urjSE1G9mttLbUgrNLJCEVPNiwhMTtvLE42jHUi14l+IHj2wstCu9U0uTwraXNiJL69fRpdSjguS7L5ciRyq0KBVD7zu+/g425Pd674L8ITxaa9zbNpbafGLOxnsL+WwkijbCiESQujFCQPkyQSAcZpt78OvDF5BBbyJq8cUVqLMrBrd5EJoQWO2XZKPN5dsl9xO48809wJ9f8ULovwyvPGD+VqItNJN/wD6MSsdxiLf8hPIVuxPQGuWTxF400/VLDRdc1DR7mXX9Iu7qzubKyeP7DPCiMVKtIfOTEgw2UOV5A3cejLp2nrpP9lrZ240/wAj7OLbyx5Qi27dm3pt28Y6YrC8PeAfC+hXDXGn2Nw0ptfskb3V7NcmC3P/ACxiMrt5UfA+VMDgegpNXuCMH9nK2vofhB4dnvry0uPtNhBNH5Fn5BVWQEhzvbzGJJJfjJOcCvSVrO8P6Pp+g6JZaLpUBgsLGFYLeLez7EUYAyxJPHcmtKqENbt9RXknwp/5Jd4T/wCwJZ/+iEr1tu31FeSfCn/kl3hP/sCWf/ohKBnW/BP/AJI14J/7F6w/9Jo67CuP+Cf/ACRrwT/2L1h/6TR115NAC0VQl1XTYbwWM2oWkd0SAIWnUOc9PlJzzV4H0oAWuL+MH/IvaT/2Mujf+nCCuzFcZ8YP+Re0n/sZdG/9OEFAHZp9wfSlpE+4PpS0AFFVb2+tLJA95dQW6E4DSyBB+ZNZGreMPCmlaVJqupeJNJtbCJ1jkuZLxBGjN90Fs4BODilcDoaKZG6uqurAqwyCO4pwIz1pALmimk+9Zei6/outT30Gk6paX0thcG2vFglDmCUdUfH3WHoadwNaiqV9qNhYqrXt7bWoc4UzSqgb6ZIzU9vPHPCs0EiSxuMq6MGVh6gjrRcCaim5HelyKYC5ozTPxpc0AOopuaXIqQFooBzRVAcRp/8AyXHWv+xasP8A0qvK7euI0/8A5LjrX/YtWH/pVeV29ABRRRQAUHpRSNwKAOK8dLqd/OLGe6XRvDEMX2jVNR88JJOgPMCHOY1IHzyHBwdq8kkcx+yL9mHwM0sWaqlt9v1HyVVcAJ9tm24HYYxXUeL9Phm1Max4s1aytvDGleXPFbSP5cbzhv8AW3DHghTt2J03cnJ244b9mfxN4e074TWtvqGu6dbXA1HUXMc1wqPhr2ZlJBOeQQR7Gmot7CbSPbqK53/hNvB//Qz6P/4GJ/jS/wDCbeD/APoZtH/8C0/xo5Jdhc8e50NFc7/wm3hD/oZ9I/8AAtP8aP8AhNvCH/Qz6R/4GJ/jRyS7Bzx7nQ8UZrnj428H4OfE+j4/6/E/xrct5o54Y5oXWSKRQyOpyGBGQQfSk01uhpp7E1FFFAwooooA5Dx7/wAjV8P/APsYZv8A0139ddXI+Pf+Rq+H/wD2MM3/AKa7+uvoATmloooAKKQ0EipAWqt/cJbWc1zJJHEkUbOzyHCKAMkk9gMc1ZJwKr3dvBeWstrcRrLDMhjkjYZV1IwQR6EGm9gPG/DvxT1641o2d01pqVndaJealZX0Oh3VhCzW4Q/I00rC4jYSA7l2dAcYYY1fDnjTxh5fgbVNfbQnsfFhSH7LZWsyS2kj2zzK3mvIwkH7sgjYmNw5O3nb0j4X+FdOukuYxq1xJFYzafB9q1SeYQ20oUNEgdiFXCjGOmOK2B4Q0JbLw9Zi2l8nw68cmmjz3zGyRNEuTnL/ACOw+bPr1pAeUfETWvEviz4ex+IDLpFn4ffxFZRw2Jsnlunji1KOMSNN5oRCzKW2+U2BgbsnI96HUmuEvPhZ4Tu7qWSSLUVt3vVvxYx6lMlolyJBL5qxBtqsXGTgYOTxya7rI9afSwPcdRTf8aWkIdRRRVDCmv8Acb6U6kf7rfSgDiPhB/x5eJf+xn1P/wBHmu4rh/hB/wAeXiX/ALGfU/8A0ea7igAooPSoUnikLhJUbYdr4YHafQ+hqQJTXnPxEx/wtf4akqCRfX+OOn+htXoUUsc0SyRSLIjjKsrAgj1BFZep6HpupazperXkLvd6TJJJZuJGUI0iFGyAcN8p79KfUDzrRfiF4nudM8OeLru30hvD3iHVI7GCxihkW8tUldkhlaUuUkJKjcgjXG7hjt5h0D4naxeeOtG0wTWWr6LrF7c2kV3Z6LdW8MbRpI6lLqSRo7j/AFbKQqryCRwMV1mj/D/wlb6ump2cc8qW13JcW1n9ukks7S5JbfJFBuKRvln6Dgs3TNN0j4Y+FdM1fT9StY9R3aZPJPp8EmozPb2jSKwYRxFtqqQ5+UDA4x0pp6iex53401nxL4s8GaD4mlk0m00G68T6cbbTxZSSXflreqiO0/mhASRuKiI4zjcTzXRyfEDXIfiW3h3VLjTtAgbURb2NtqGlXJ/tGDcq74b0SCISMWO2PYSMAEnqN6X4W+E5LpJfJ1NbeK+XUILJdRmFpBcLJ5nmJCG2KS+SQBg7m45q5N4C0KbX/wC1riXV7jbeC9Wzl1KaSzWcNuVxAW2ZDYccYDAEcihWG/I68ZxzS00HjrVK31OwudSu9Nt7yGW8swhuYFcF4d4ym4dsgEj1qRGhRSDpS1QxrdvqK8k+FP8AyS7wn/2BLP8A9EJXrbdvqK8k+FP/ACS7wn/2BLP/ANEJQB1vwT/5I14J/wCxesP/AEmjrr26VyHwT/5I14J/7F6w/wDSaOuvYZ4pMD52/aa8PaJD8M/EmtaL4f0KeOa5M+r68JBLf2cyzIrNEu3LOm3aF82PbjGK9t8FXlvd+FNHnt7m4nSewhkje5G2aRdg+Z17Me/vWHqXwr8A6jq9xqV74Zs55rq6F5cKzSeVNMMfvHi3eWzcDkqc45ro/wCwtIbX7fXv7Pg/tO3tWtIbkLh0hZgxQdtpKg/hQtEJ7mqDXGfGD/kXtJ/7GXRv/ThBXaCuL+MH/IvaT/2Mujf+nCCmM7NPuD6UHrQn3B9KWkwPnb9s+NpbX4eqtpb3bt4stgsE+PLkJIG1iVbCnoTtPB6HpUvxy1HWfAvwX1LVLTwf4S0C8fUbWMRWqR30MyM2Czq0EQ3DOBwceor2XxT4T8P+JzYNr2lwX5065W7tPNB/dTL91xgjkU7xb4X0Pxbox0fxHpsGp2DOsjQTA7SynKngjoaErK3ncV/yPBfjj8WPGXw28bTaNbappeoW2t6csmnGaBE/sSUyqnmXBVeYMMSC3PB6451PE3jfx9b/ABI0r4Z6dfXV9fR6CNSutT0+ysjNfSMzKBHHcSJEkS9TtLMeB6mvU5fh34LmvNavJvDtjNca7D5GpyShnNzGMYRsk8cDgYxgelR3vw08EXmlaXps2gQGDSFKaeVkkWS2UggqkisHC4JGN2KLjPK5PHnxWa++HfgbXYdP8NeI9emuxqV8iw3G2K3xjy0DPGJHBBIJIU9AOlW/2U4riDXvinDdXDXMyeLZleYxhC5CjLbV4GfQcV6PcfDHwLcaJZ6LP4ctHtLO6e8tvmcSRTuSXkEm7fvJJJO7J/AVqeDvBvhvwhFeReHNJg09b2fz7nyyxMsmMbmLEkn3oW9xPU8T+Lfg/wAcN8XL3x94X0vwx49tLaxjsn0LVrgF9PY7WkaJWIjVmVQ2SQfmPB4rI0X4oNbeGvha3w90UeGdH8QeLJNP1HTZEWdYgZl8xIm6KpLORtAxk4AxXufiP4b+Ddf1ibVtU0SOS+uYhDcTxzSwtOg4Cv5bLvABI+bPFWNU8A+DtT8O2fh278PWLaXYuklnbpH5a27p91oymCrD1BzQtEhvU8Z8U/FTxpp+m/GqeC9tlfwncW6aTm0Q+Wrlc7s/f4PetTw7458aaf8AFLwFoOraxb6zYeL9Ca9liFgkLWUyxB9ylOTGemGz9a6nxh8GfDt98OvE/hfwxbwaHc+IURbq8YSTs7I4YM+58scAjr3rZ+Hvw18M+DYLeey02BtYWxis578l3kkVFwQC7MUUnJ2ggUr2QM8Gsvi38Sofg7b/ABMuNetLprfxKdMl0v8As6JEuYPM24Dj5hJ1wQcexNdt4g8deNNa8bfEjTNE1u18PWvgnTknhjayS4e8kaHzi0u/7seAVAXB5zntWz8I/gR4d8H6bD/bkdrr+qW2ozX1tdvHIqRM5+UiJnZAy8/NjPT0rtfFnw58FeKL832veHrO8umi8mSU7kaWPIOyTYRvXIHDZFNgeKaN8UfiL478X+DdJ8P6hpnhxNf8KPqUwudN+1iGZZHVmTLqxBCjaCSMHnNanwMg8TSfHj4mwah4wv72LTbuwWWJreIRXBaBzwuD5IB/uYz/ABZNeyp4S8Nx+IrTxFHo1pHqlnZ/Yba4RNrQ2/8AzzUDgLz0xxUX/CE+GB4wfxdHpMUOtyKqy3cTujShRtXeFYK+BwNwNNPUXSx0i59adSKMDiloGcRp/wDyXHWv+xasP/Sq8rt64jT/APkuOtf9i1Yf+lV5Xb0AFFFFABQelFB6UAeRfGDwl4i8UaLql1ffZ5YbKZG0rTknVYwEYF7qZ32qZMbtqn5UHPLHI8b8IeF/EHjHQovEHh7QpL7Tp5JEinMsC7zG5RuGfONykZ79RX0N4xspL/UJrnxTdW1j4O0sJO0Jkz9vkGGzN6RKcAR87268YU4H7J0izfBWwlQMEfUtSZQylSAb2YjKnkHHbtXTQxc6KtE56uGhVd5Hlw+F3jv/AKFR/wDv/bf/ABdL/wAKu8df9Co//f8Atv8A4uvqiiuj+06vZGH1Cn5nyv8A8Kv8d/8AQqP/AN/7b/4uj/hV/jv/AKFR/wDv/bf/ABdfVHPtRz7U/wC1KvZfcH1Cn5nyrJ8L/HZjYf8ACKPkqR/r7b/4uvpPwha3Fh4U0ixu4xHcW9lDFKmQdrrGARkcHkdq2KTHNcuIxU69ua2h0UqEaXwjqKKK5zcKKKKAOQ8e/wDI1fD/AP7GGb/0139dfXIePf8Akavh/wD9jDN/6a7+uvoAKKKKAA9K4P4vazrWj6XoqaDeQ2V1qGuWlg80sAmCxyswY7SeuOR7/jXeHpWbrOkabq62q6laR3ItbmO6g3g/u5kOUcY7jtSYHjGreJvHmjWvjC7k8UR3kPhDULaJUfTYVfUI5UhdxMVwFwJSqmML0y2e294n8ReKbvW/G0uj65baRa+ELaOVLeW0SVb12tvtBMzN8yR4wg2FTwxyeAO7vfCPh28g1e3utKt5YtZkSXUVYHFyyKqqW57BEHGOgqv4h8DeFfEGpQ6lrGi213cxose9twEiA5CSKCBIoOcK4YDJ45NF7geUan498bXujeMPFVhq8OnWug2dhfWmmtYJJ5pmtIpnjmdvmK7mwNm1hk8ngDd1Dxl4l8H3HiyHVL5PEJsPDK69a5tUt9jl5UaH5OseUUgn5gM5J616FeeEfDl5BrEFzpNtLHrQRdRUggXIRAihueyqBxjpVo6DpL6rJqrWEDXktmLGSVlyWtwxYRkHgrlicY707gjx6/8AFHxQ0fwprutXNrfm1TQLm8ju9Qg05Y4LlFDRCFbaeQyRNlshwSAq/Nya6nStU8UaT468N6Xq2vLq1v4isrmV0+wxwi0liSNx5ZXkod7DDljwOetbVn8MfBFpHeQQ6DD5F5ayWcsLyyvH5EmN8aqzlUU4HCgdB6V0E2i6XLqWnajJZRNdaakiWkpBzCrqFcL9Qqj8KT1A8T8FSfEGy+FU9/ousalr1xJr15DJGLa1Nxb26Xc/myQCQqssh2jCOxABIUfKBXpHwk1xtc8OTXEus32pXEF00M63+l/YLq1fYjeRNEABvXd1AwQRjPU2r34d+D7s3wm0WMLf3K3U4jmlTMwz+8Xaw2MdzZK4zk5zmtbw7oGk+HdNXTdGs0tLZXZyqksWZjlmZmJZmPqST09BSBmwOlFIKWmgCkf7rfSlpH+630pgcR8IP+PLxL/2M+p/+jzXcVw/wg/48vEv/Yz6n/6PNdxQA09K8W8IXXiy38Q/EZNB8P6Pf2reIZS8t1q72r7vs0OQEW3kB47lufQV7S1ZmnaPpenyahJZ2cUDajcNcXZXOZpSoUsffaoHHpSauM8Y+F2qa5eeEfhx4K0bVF0JZ/DH9oz3iW0csjhCiCKNZAVHL7mOCcAYxnNWvDPi/wAaeLvEOlaFHrltpYax1L7Zd2tikvny2l6LdZYhJuVQwySDuHJA6A16Ne+AvCd5oem6JNosAstLXbYpE7xNbDGMI6MHUEcEZ575q/p3hjQNNu7O6sNJtbWaytGsrZok2+VAzBjGoHABZQfqKbF0PMrXxBqMXw71fU5Nem0y6tPEuoWcCaZptu02oOLh44oVjZCGlc4+YDJOSTjNWrW++IcUvhDwVrXiK3tNe1Ozu9Q1HUoLKJinlFNtvEhHllh5o3OV5CEgDPHYan8PfBerWkdrdaLbyRQ381+nlyyIUuZCTJIGRgQxLNnnvS3PgDwpcaHb6LcaY0lnbTGa333MzSROeCyyl/MXIJBw2MHFJbAzz3RfF/jTxH4m0jwzDrttp5D6za31/BYpIblrKeGOOWIPlULbzuB3LncABxip4w1rxHq/wwmtpdemttS0nxtbaS9/bW6I1yiXkaqxT7oJDqSAMErjGCRXqlponhHSdX0eztLPTLO/tLOeLTYVcLIsDFDNsXOSCwjLNg8kEnJ5luPCPhy40rUtJm0m2ey1S4e6vISDiWZiCZDzkNkA5BBBAIxQ9hp2Z5b8UvGHinw7/a39ga5q+q3XhvTYrjUUTSrNbZXILg3EkjI37xR92AEqOcZIB6f4f3HnfFrx5cuNivbaVIeeFzbsetbGqfDLwPqm0ajoEV0Psos3Ek0pEsQB2rJ8/wC8xk4L5I7HpU3irwXp+q6D4gsNPSHTbvXbRLK8u1Qs7QhfLx16iMsB6Eg807i6WOsSRXVWRgysAQQcgg96kzWVpD6Ran+w9NntEbTYYo2s4XXdbxlcRgqOVBC8Z644rUAoARu31FeSfCn/AJJd4T/7Aln/AOiEr1tu31FeSfCn/kl3hP8A7Aln/wCiEoA634J/8ka8E/8AYvWH/pNHXYHpXH/BP/kjXgn/ALF6w/8ASaOuwoATHvS4oooAK4v4v/8AIvaT/wBjLo3/AKcIK7SuL+MH/IvaT/2Mujf+nCCgDs0+4PpS0ifcH0paAAjNGKKKAExRilooATFGDS0UAGKMUUUAJijHvS0UAJijFLRQAmKXFFFABRRRQBxGn/8AJcda/wCxasP/AEqvK7euI0//AJLjrX/YtWH/AKVXldvQAUUUUAFB6UUEZGKAOb1bw2NX8S2ep6ndvcWVhtltNP24iFwCf37/AN9lGNgPCnJ5OCMn4IeF9U8G/D6DQdYa3a7jvLydjA5ZNstzJKvJA52uM+9dzgUoGKAExRj3paKAEx70Y96WigAooooAKKKKACiiigDkPHv/ACNXw/8A+xhm/wDTXf119ch49/5Gr4f/APYwzf8Aprv66+gAooooAKKKKAEIoxS0UAGKTFLRQAmKXFFFACYNGKWigAooooAKR/ut9KWkf7rfSgDiPhB/x5eJf+xn1P8A9Hmu4rh/hB/x5eJf+xn1P/0ea7igDmfiPea7pvgvUtT8ORxTalZRi5SGRN3npGwaSIcjDMgZQexIPNcJr3xP1Aad4j8U+HY7bUdD0y0soLMYH+k3ly0ZyX3DCIksWVyMljyK9fZQRg8g9a5/RvB3hjR/DEvhmw0Szj0aYymWyaPfFJ5jFn3Bs5ySeDUgeU6p4w+KWg+F9dvb3T51WCK2azvtW0+3gAne6jiaIxwTyb0KOW3ZUjHfitPxtZ+NYPHXgSxXxzIkl3fX29otNRY2UWxYK0e/DgYON2eTnqBXXWvwz8HQWVzZnTrq5guEjjdLrUrq4wkciyIq+ZIxQBlU4XGcDNbXiXw3o/iKG2i1a1aVrSYTW8sU8kMsL4K5WSNldcgkHB5Bwc0/MDzHSfF2tyWVtoulrpmnX+seL9U01bxLNRHAkDyuZDGDiSVhHjJPJJJrU8Z6t4s0NNH8PxeJJ7/xBeNcTRpp/h+OWaeBNuWZXlWKJULqCxcbiVAGTXX3PgfwvcaNNpD6Sq2kt8+oEJNIjrcu5dpUkDB0fcScqRjJxVWb4c+EZbOytn0+6/0KWWSGcajci4zIcyBphJ5jq2BlWYg4HHAwugdTgfA3iK98WeNPhr4h1K3SC8u/D2rGdI+AHWa2Q8ZOMlc4ycdMnFdd8WNf1LTZ9H0rQdSu4dV1B5mitLPS0vJ7hI1BcjzJEjjVdykszDOQBkmt3RPBfhnQzpX9k6TFa/2RbzWthsdz5EUrK0ijJPBKqec9OMVN4n8K6J4la0k1a1lklsnZ7eaG5lglj3DDAPEyttYYyucHAyDgU35Ajy/w9448aeKbbwJaW13Y6Rc63bap/aMslj5rI9q6IrIm/arEk5UlgMnBOBm/B428Tf2O+i/aLGTWz4rbw2upPb7IlXyjL55iBwXCAgJnBbb2Ndzongrwvov9lf2XpENoNJS4jsNjv+5Wdg0oGT/EVB5zjHGKW98E+GLyw1GxudKjaDUb77fcASOrG5G3EysG3I42KQyFSMcYp3BHH/C201Oz+Lnjy31fVv7Uuxa6YWuBarBkbJcDapI49fevVq53wt4P8P8Ahm6vbvRrF4bm+EYup5LiWaWfywQhd5GZmIBIyTnGB2FdEOlSA1u31FeSfCn/AJJd4T/7Aln/AOiEr1tu31FeSfCn/kl3hP8A7Aln/wCiEqgOt+Cf/JGvBP8A2L1h/wCk0ddhXH/BP/kjXgn/ALF6w/8ASaOuwoAKKKKACuL+MH/IvaT/ANjLo3/pwgrtK4v4wf8AIvaT/wBjLo3/AKcIKAOzT7g+lLSJ9wfSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDiNP/5LjrX/AGLVh/6VXldvXEaf/wAlx1r/ALFqw/8ASq8rt6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5Dx7/yNXw//wCxhm/9Nd/XX1yHj3/kavh//wBjDN/6a7+uvoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkf7rfSlpH+630oA4j4Qf8eXiX/sZ9T/APR5ruK4f4Qf8eXiX/sZ9T/9Hmu4oASuO+NeR8H/ABiQTxod53x/yweuyrO13S7LWtGvNH1KHz7K9ge3uIt5XfG6lWXIIIyCRkEGpkrqyGtHc+cPEul+Iz8J9W+HM0N8PDul6LLqkepEsBPZC3MkFpv6l1mGGGc+Wiepr0fTNd8VapfWfhjwzeaXpp0vw9Y31xPfWjXBuHmDBIwFddijyiWbk8jA4NeiX2jabfeH59AurcyabcWrWckG9huhZNhXcDn7pxnOfesjW/APhjV/sxurG5ja2tPsaPa309s72/H7mRonUyR8fdckfmabZJ5pZ/E3xn4ksr3VNFl0fSbSy8K2+uvFcWb3LvK3n74QwkQbD5PDdR6HPG3onjzxJZ6hZSeIpNPu7TVfDU+vQwWVq0b2phETNDvZj5gIlwGKqcr0547dfBfhpPtvlaTFCt7pqaVOkTsiG0QOEiVQcIAJHHygHnrwKmt/C2h297pt5FYAT6XYtp9mzSuwjt22bkwThs+WnJyeOvJo6DPLvDnxA+IV9FFq1zoVydMu9NnvGMmk+RFY4t2ljInM7eepYBPuITuDcYxWp4b8W+M1XwJquvX+j3Vn4s8uF7S0sHia1ke1edWWUyNuGYypBUfeyD8vPU2Hw58JWMh+yWl/HbhJUjs/7VujaQrKrK4jgMnlR5V2A2qMZOMVpjwpoAtNDtfsOItBdH0xfOf9wyxtEvOct8jMPmz1z15oQmeX+HNU+IdrpnxA1Kxvj4gmtNfntbKxNmTJAN8QLpmX51RGZhCNoYj7wzXY/B/xVc+JtNv3vNah1Ge3mRHibR5dNuLXcudk0MjMQe4IOCDWjd+AvDdxc6lcG2vYX1ORZroWupXECNKpVlmVUkCpLlF/eKAxxyeTWj4b8N6T4dW5XTIbjzrqQSXFxdXUtzPMwXau+WVmdgAMAE4A4GKFsM3BS0DpRTAa3b6ivJPhT/yS7wn/ANgSz/8ARCV623b6ivJPhT/yS7wn/wBgSz/9EJQB1vwT/wCSNeCf+xesP/SaOuwryD4ReKPEMHwp8IQwfDjxFcxR6HZIk8d5pwSVRAgDANchgD1GQD6gdK6r/hMPE3/RLfE3/gdpn/yVQB2tFcV/wmHib/olvib/AMDtM/8Akqj/AITDxN/0S3xN/wCB2mf/ACVQB2tcX8YP+Re0n/sZdG/9OEFJ/wAJh4m/6Jb4m/8AA7TP/kquT+KPijxFNoemrL8OfENqF1/SnDSXunkMRfQkINtyTljhR2yeSBk0AewJ9wfSlril8X+Jgox8LvEx/wC3/TP/AJKo/wCEw8Tf9Et8Tf8Agdpn/wAlUAdrRXFf8Jh4m/6Jb4m/8DtM/wDkqj/hMPE3/RLfE3/gdpn/AMlUAdrRXFf8Jh4m/wCiW+Jv/A7TP/kqj/hMPE3/AES3xN/4HaZ/8lUAdrRXFf8ACYeJv+iW+Jv/AAO0z/5Ko/4TDxN/0S3xN/4HaZ/8lUAdrRXFf8Jh4m/6Jb4m/wDA7TP/AJKo/wCEw8Tf9Et8Tf8Agdpn/wAlUAdrRXFf8Jh4m/6Jb4m/8DtM/wDkqj/hMPE3/RLfE3/gdpn/AMlUAdrRXFf8Jh4m/wCiW+Jv/A7TP/kqj/hMPE3/AES3xN/4HaZ/8lUAdrRXFf8ACYeJv+iW+Jv/AAO0z/5Ko/4TDxN/0S3xN/4HaZ/8lUAdrRXFf8Jh4m/6Jb4m/wDA7TP/AJKpf+Ew8Tf9Eu8Tf+B2mf8AyVQAyw/5LhrX/YtWH/pVeV29eN2PifxAPjDq1yPh14gaVtAska3F5p+9FFzdkOT9p24JJHBzlTkDgnr/APhMPE//AES3xN/4H6Z/8lUAdrRXFf8ACYeJv+iW+Jv/AAO0z/5Ko/4TDxN/0S3xN/4HaZ/8lUAdrRXFf8Jh4m/6Jb4m/wDA7TP/AJKo/wCEw8Tf9Et8Tf8Agdpn/wAlUAdrRXFf8Jh4m/6Jb4m/8DtM/wDkqj/hMPE3/RLfE3/gdpn/AMlUAdrRXFf8Jh4m/wCiW+Jv/A7TP/kqj/hMPE3/AES3xN/4HaZ/8lUAdrRXFf8ACYeJv+iW+Jv/AAO0z/5Ko/4TDxN/0S3xN/4HaZ/8lUAdrRXFf8Jh4m/6Jb4m/wDA7TP/AJKo/wCEw8Tf9Et8Tf8Agdpn/wAlUAdrRXFf8Jh4m/6Jb4m/8DtM/wDkqj/hMPE3/RLfE3/gdpn/AMlUAdrRXFf8Jh4m/wCiW+Jv/A7TP/kqj/hMPE3/AES3xN/4HaZ/8lUATePf+Rq+H/8A2MM3/prv66+vIvGnirxFL4k8EvJ8N/EULRa5KyI15pxMx/s69G1cXJAOCW+YgYU85wD1I8X+Jv8Aol3ib/wO0z/5KoA7SiuK/wCEw8Tf9Et8Tf8Agdpn/wAlUf8ACYeJv+iW+Jv/AAO0z/5KoA7WiuK/4TDxN/0S3xN/4HaZ/wDJVH/CYeJv+iW+Jv8AwO0z/wCSqAO1oriv+Ew8Tf8ARLfE3/gdpn/yVR/wmHib/olvib/wO0z/AOSqAO1oriv+Ew8Tf9Et8Tf+B2mf/JVH/CYeJv8Aolvib/wO0z/5KoA7WiuK/wCEw8Tf9Et8Tf8Agdpn/wAlUf8ACYeJv+iW+Jv/AAO0z/5KoA7WiuK/4TDxN/0S3xN/4HaZ/wDJVH/CYeJv+iW+Jv8AwO0z/wCSqAO1oriv+Ew8Tf8ARLfE3/gdpn/yVR/wmHib/olvib/wO0z/AOSqAO1pH+630ri/+Ew8Tf8ARLfE3/gdpn/yVSP4u8TFTn4W+Jun/P8A6Z/8lUAN+EH/AB5eJf8AsZ9T/wDR5ruK8b+F3ijxDBaa+Ivhz4gud/iLUHYx3unjYxmJKHdcjkdDjI9Ca6//AITDxN/0S3xN/wCB2mf/ACVQB2tGK4r/AITDxN/0S3xN/wCB2mf/ACVR/wAJh4m/6Jb4m/8AA7TP/kqgDtaMVxX/AAmHib/olvib/wADtM/+SqP+Ew8Tf9Et8Tf+B2mf/JVAHa0Yriv+Ew8Tf9Et8Tf+B2mf/JVH/CYeJv8Aolvib/wO0z/5KoA7XFFcV/wmHib/AKJb4m/8DtM/+SqP+Ew8Tf8ARLfE3/gdpn/yVQB2uKK4r/hMPE3/AES3xN/4HaZ/8lUf8Jh4m/6Jb4m/8DtM/wDkqgDtaK4r/hMPE3/RLfE3/gdpn/yVR/wmHib/AKJb4m/8DtM/+SqAOzbt9RXknwp/5Jd4T/7Atn/6ISuoPi/xN3+FvibqP+X7TP8A5KrmPhQxPwt8J/Iw/wCJJZ/3f+eCUAdZ8E/+SNeCf+xesP8A0mjrsK4/4J/8ka8E/wDYvWH/AKTR12FABRRRQAVxnxf/AORf0n/sZNG/9OEFdnXF/GD/AJF7Sf8AsZdG/wDThBQB2afcH0paRPuD6UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcRp//ACXHWf8AsWrD/wBKryu3riNP/wCS461/2LVh/wClV5Xb0AFFFFABRRSZoAWikz7GlzQAUUZozQAUUZozQAUUZ9jSZ5xQAtFFFABRRRQByHj3/kavh/8A9jDN/wCmu/rr65Dx7/yNXw//AOxhm/8ATXf119ABRRRQAUUUUAFFJuFG4UALRSFgKTeKAHUUm72NG4UALRTA6lioYFh1GeRT6ACiiigApH+630paR/ut9KAOI+EH/Hl4l/7GfU//AEea7iuH+EH/AB5eJf8AsZ9T/wDR5rt8jOKAFopNw96NwoAWik3D3o3D3oAWik3CkLqASTgDuaAHUUzzE27tw24zntSqysAykEHoR3oAdRSbhRuFAC0UxZEYZVgRnGQacCDQAjdvqK8m+FP/ACS7wn/2BbP/ANEJXrLdvqK8m+FP/JLvCf8A2BbP/wBEJQB1fwT/AOSNeCf+xesP/SaOuwrj/gn/AMka8E/9i9Yf+k0ddgeBQAUU3dzjFKDmgBa4v4wf8i9pP/Yy6N/6cIK7SuL+MH/IvaT/ANjLo3/pwgoA7NPuD6UtIv3B9KQtigB1FN3H0o3UAOopM0ZoAWikz6CgNkUALRTS2KXdQAtFJmjdQAtFJmjNAC0UmaC2O1AC0UgbNLQBxGn/APJcda/7Fqw/9Kryu3riNP8A+S461/2LVh/6VXldvQAUUUUAB6U1un406mt0H1qQPgPw7c2+oaLBe6l4p1VruYyNMW8RToS3mMPuiQY6dMVfC6V/0M2qf+FNcf8Ax2uo8GeA4PFHhey8RX2qJFc6gJJ5Uh0LTdit5jDA3QE447ml8YeA7Pw3oZ1q3voLuSC7tV8i50HTTFIrzojK22AHGGPQ1w0+NMrVdYS153ts9/UueSYpwdTndtzmDHpf/Qzap/4U1x/8dpNml/8AQzap/wCFNcf/AB2vrxfhf8NTnPw/8KdT/wAweD/4mnf8Ku+Gv/RP/Cn/AIKIP/ia+j+v0v8An2jzvqtT+dnyD5el/wDQz6p/4U1x/wDHaPL0v/oZtU/8Ka4/+O19e/8ACr/ht/0T7wp/4KIP/iaX/hV/w1/6J/4U/wDBRB/8TT+v0v8An2g+q1P+fjPkER6Z/wBDNqn/AIU1x/8AHa+pf2aLy6v/AIFeEby9uprqeSwG+aaQu74dgMseTwK2P+FX/DbOf+Ff+FP/AATwf/EV0umWFlpthDY6fZwWdrAuyKCCMJHGvoqjgD6VyYmvGrblikb0acoX5pXLlFFFcxuFFFFAHIePf+Rq+H//AGMM3/prv66+uQ8e/wDI1fD/AP7GGb/0139dfQAUUUUAFIaWigDzvx9c3OgfEbwj4hF3cLp99K+h30JlYwhpvmt5NmdobzUCbsZw+M1yY8d6hpcGo+KUW5vZPE+uvp2hxNFPcQwWttG487yoVZyGMcr4QZbeuSAMj1Txr4b0/wAW+GbzQdU89bW5UBngk8uWNlYMro38LAgEHtWdfeBNCuPCemeHYVubSHSPLbTbm3m2XFrIilVkR8H5sEg5BDBiCCDUgcRb/EnxZPBpNjH4ftl1G/1xtLW5vLa7sreWM2zzieOOZFlwu3YynqVOG5GFu9Y8fwfE+90y7v8ARZtOtvC0d9dWkccyqzeZMrNGd25WO0DkkYA4zzXZWngO1E+m3Oo6zrerXWm6idQt5725VmDmFoduFRV2bWJ2gDnkkmp9e8F6dq3iKPXjeahZ3Ys2sbgW0qql1bklhHIGU5ALMQRgjceaAON8N+M9e1fTPC2heF7DTLbULrw5BrFzJqE00sEETYRY1wfMdi275mbgLzkmq/xM+JeveD0Yt/wj9zdWGmLe6jp8EN5czEjJfDxIVgRgDsebAJzngE11Uvw20hLLRYdL1HWNIu9HsRp1tfWVyqztbAD93IWRlcZUNyuQeRjJqtrvwp0bVxdpNrGvwR6jp8dhqawXwX7eiIyq0pKli4DH5lK57gjigCr4BnS6+Mnje7UFVm03SHAPUAxynn869MFYOieFtM0fXb7WLQ3H2m+t7a3m3ybl2QKypgY4OGOT3rfqgCiiigApH+630paR/ut9KAOI+EH/AB5eJf8AsZ9T/wDR5rtXHBrivhB/x5eJf+xn1P8A9Hmu2IpMDww63rGi+C/FXgK01K6fxFBrC6TpFxNMzzCG+bfBNvYkny0aU59IfarOtfErVtF1PUNH8PaNd6laeHGSykjfTdQu7i/dIkZljmhjaNG2sADISS3LYHNd/qPgTQb/AMf6f42njuP7VsYDDEFlxEfvAMyY+Z1EjhSegY1Bq3gCzvNavdVsNc17Q5dQ2m/TTLtYkuWUbQ7Bkba+0BdyFTgDnIBo1sHUytG8T+Ltf8ReI7XTrXRbPT9FvjaeZdNM00xNukoyqkBMM4B65HTGK5T4YeKPFF5pXwyl8USWWpXOt+eY7uN5o5EC2zMTIudjuSMdNo6gZr1nQPDun6Le6xd2fnGTV7z7Zc+ZJuHmeWkfy+g2ovHrmsDw98NdD0S40hra+1SWLRbiaXS7ee4DR2iyIUMS4UEoA3AYkjjmhaMCl4L8U+KPEun2/i1bfQbPwtdJLNFHPNILpIVDBZHf/VjJUMVx8qnqSK4yP4lahr9rrnh/UV028hvfDN9e2t7p1rdxQERptYB51CzIwkBEkRI456rXoOnfDjSbGWaC31TWV0WQTD+xDdD7ComDBwFC79p3sQu/AJ4AwMVNN+FOi2k0ck2r6/fmPSp9IgF1dqwgtZQoKKFQdAgwxyfUniiw76jtDA/4Z+tBgY/4RZeMf9Otc54K8R+IX8O+D/CPhS20v7ZF4Us9SurjUWk8pY2AjjjVY+SzMrHJ4AXoc16Za+H7G38JR+GYzL9hjsRYqS/7zyxHs+9/ex3rAuvhxpJttHXTtR1nSLrSrBdNhvLG6CTyWwA/dSFlYMMqDnGQckEZOX3JSscbrHxa1Cbw9o+qaOuk2l3eWtxNNptzBd3tyGhkMb7UtUJEQdWHnMNuSO/Fbll471vxQug2nhPTrK2vNT0WLW7iXUndobeJztWMCMhnctu5yAAuecgVfuPhX4dVbJdLudV0VbWwbTWFhdbDPbFi5jkLhifmZm3AhssxzzUv/CttHhstEi0rUtY0m50axGnW95Z3KiZ7YY/dSFlZXGVB5XIPQjJyaDPMvDHjTVvBXwm0+4NtaxJNrerDUNUktLmaysQt1KSzrEDIFZjhSxAH8Rr2rwVqU+reGbPUZ7zSb2SZWJuNKn861lAYgNGx6ggDjJwcjJxWFZfDix03QLPRdE8QeI9Iis57iZJba+BkczOXcOZEYONxyMgkevJz0PhPw/YeGdCttG0xZRbwF2LSPueR3YvI7HuzOzMegyTgAcUAbDdB9RXkvwp/5Jd4T/7Atn/6ISvWm6D6ivJfhT/yS7wn/wBgWz/9EJQB1fwT/wCSNeCf+xesP/SaOuvbgGuQ+Cf/ACRrwT/2L1h/6TR115GaGB8j/tRfFLUtUh1W18H+M4tEs/DOoQ2lx9k1AQ3mo3bSBZUUK4cQxKfmbGGYnspr6n0C8gvtGs7y1uoruGaBHSWGQSJICo5DAkMPcVz/AMT/AIe+HviB4Zm0DWlngglmimaWz2JNlH3D5ircZ68VrR6FHFr1pqkWo6jElrZtaLYpNttHBKnzGjxgyDbgNngEjHNC2sD3ubakmuM+MH/IvaT/ANjLo3/pwgrs1rjPi/8A8i9pP/Yy6N/6cIKAOzX7g+lY/i8a03hfVR4daFNY+yS/YGmGUE+w7Nw9N2K2F+4PpWb4g0q11rRb3Sbwzrb3kLQyGGVo5FDDGVZeVI6gjoaTV1YD5h+H/ixtL1fw9oXxMb4k+GPGMmpQsdUu7+abT9RmkckwGMOYFjZWC7VUbcjBGK0R8UdP8Cad8UPEmg+B7KK8svFcdldg6lMRfSOWHnMWBEZ/2VGOfavWI/hTptxqGhXniPxL4k8UJoUiz6fBqs8LRxzLjbK3lRI0rjHBdm5JJyeaztZ+A/g/VNJ8S6bcXutCDxHrCavelLhAyzqSQEzGcJz0OT709wMbUviz4zs/FniLws/hLR0v9L0Ua3FJ/abmEW+GJjkwm7zONo2Ar1OcYqNPjjqep2Xwzk0Xw3Zmfxusy7bu7ZFtJI+Dyqncuc+hxjjmu71H4ZeH77xhq/iia41EXuq6KdFuFWZRGICCNyjbkPyeSSPavOfEfwX1Oz1z4V6f4Pvr220XwpJdeffPcQm7hWTkFQ8ZRzkkfcxjt3pX1F0OT+OfxCvvGHwE+JWiavpsOnax4Z1W3sbsWs7SwygzKUkRmAbB2ngj0rsvEHxoutI1ufwj4d0m3u73RdKt57trtbphNJJErxxRC3ikOcdWfAyQBnnHSzfA7wfceBNd8J3N1rEy6/eC+1XUnuVa9uZg+8Mz7NoA6ABAMe5JrVv/AIX6QfFaeKtE1jW/DutNZJZXVzp8sP8ApkSBQnmpLHIjMoUAMFBwcZ6YBmz4P1+98VeA7LX4tMudHvby0LrZ30ZV4JcEbXBAOAw68ZFfNGl+K9W8PlbD4zn4keHPEU975q+JLbUJm01XMwEUYhjfyBFhTlShyA3rmvqXStDisvDcWhT6hqOpxrC0MlzfXBkuJg2clnAHPPYDHGMYribj4O6TqNhpmk+IfE/irxDoum3C3EOm6jeRPC7LnZ5jpEssgXOQGcjgZz0o63DpYybv4xXsGv8AxR0xdCtWTwRpovYH+0t/pZMbPtYbfk+7jjNU4vjNr9/f/DnTNL8O6Ybvxppst3uuL2RY7VkQtjhCWHHsa6XxV8HdA1zW/EOrRazrukS+I7JbHWIrCWAR3cQBUZEsTlWwSMqVrkfEXwg1iH4hfDNvC+oXlnofhayuLSa/FxAbyIMhCELJGyOT0PydD+NICtqv7QOpab8NvEeuXPhe1Ot+HNfXRryzW8byJCXIEiSbd2CBnla6NPi1qei+PdW8K+M9EtLY22gSa9bXGm3LzLJDHuLxsHVcOAO2QawPix8EWb4LX/hPwLC93q2oatFqV5d6jdr511L5hZ5JJCoGcHAAUD26577RPhdoNrr+p+ItavNS8R6tqWnjTpbjVHiby7XBDQosUcaKrZOeMn15NPcGcdo/xp1oQ+C9e17w5YWfh3xle/ZNPeC9eS6tmcnyTKpQIQwGTtPy571maf8AFz4ieLPBPifWNC8LaPptro8moWsmoy6mzujwJlGSHyyWOT/FxyPeu30L4L+GdKuNB3anrmoab4euHuNF0u9uUe2spGJIK4QSPtyQvmO+0dK1PBnwy8OeFfCuteGbKS9utO1m6uLm6F1KrMWnADhSqrgYHHU+9D2BaFb9n/WvFPiL4W6FrXimaxubm9sIJ0nt9weUMmS0i7VVWz2XivRK5b4b+D4fA/hyDw/Zazquo6faosdol80TG3jUYCKY40JH+9uPvXU03uJHEaf/AMlx1r/sWrD/ANKryu3riNP/AOS461/2LVh/6VXldvQMKKKKACkfpSnpTXzj8aTA+avg3/yS3QP+vd//AEa9Hxe/5EC6/wCvyx/9Koq534YeOvB2l/D/AEjTdT8SWFne20TxzQTb1eNvMfgjbwad8RfG3hHWPCcmmaV4isb69nvbIRQQb2d8XMZOBt9ATX4tTyvFrPvbezfLz3vZ2tc+xliKX1Pl5lex9ap0/E/zp1MTofqafX7UfHBRRRQAUUUUAFFFFABRRRQByHj3/kavh/8A9jDN/wCmu/rr65Dx7/yNXw//AOxhm/8ATXf119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUj/AHW+lLSP91vpQBxHwg/48vEv/Yz6n/6PNdxXD/CD/jy8S/8AYz6n/wCjzXcUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANbt9RXknwp/5Jd4T/7Aln/6ISvW27fUV5J8Kf8Akl3hP/sCWf8A6ISgDrfgn/yRrwT/ANi9Yf8ApNHXYVx/wT/5I14J/wCxesP/AEmjrsKACiiigAri/jB/yL2k/wDYy6N/6cIK7SuL+MH/ACL2k/8AYy6N/wCnCCgDs0+4PpS0ifdH0paADFFFFACEUYBpaKAEwKWiigAFFFFACcZpDjP1p1FADSBSilooAMUUUUAFFFFAHEaf/wAlx1r/ALFqw/8ASq8rt64jT/8AkuOs/wDYtWH/AKVXldvQAUUUUAB6UnWloqQKpsrQkk2sBJ6/u1/wpVs7QMGW1gBHIIjH+FWaKdgEAHaloopgFFFFABRRRQAUUUUAFFFFAHIePf8Akavh/wD9jDN/6a7+uvrkPHv/ACNXw/8A+xhm/wDTXf119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUj/db6UtI/3W+lAHEfCD/jy8S/8AYz6n/wCjzXcVw/wg/wCPLxL/ANjPqf8A6PNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1u31FeSfCn/kl3hP/ALAln/6ISvW27fUV5J8Kf+SXeE/+wJZ/+iEoA8H8D/tcf8I74M0HQP8AhX5uf7N063s/O/tnZ5nlwou7b5BxnGcZOPWtr/htL/qmx/8AB5/9z0UUAH/DaX/VNj/4PP8A7no/4bS/6psf/B5/9z0UUAH/AA2l/wBU2P8A4PP/ALnrD8X/ALW//CQabY2n/CvzbeVqdnfbv7Z37vs9zHNtx5A+9sxntnODjFFFAG0v7aWFH/Ftj/4PP/uenf8ADaX/AFTY/wDg8/8AueiigA/4bS/6psf/AAef/c9H/DaX/VNj/wCDz/7noooAP+G0v+qbH/wef/c9H/DaX/VNj/4PP/ueiigA/wCG0v8Aqmx/8Hn/ANz0f8Npf9U2P/g8/wDueiigA/4bS/6psf8Awef/AHPR/wANpf8AVNj/AODz/wC56KKAD/htL/qmx/8AB5/9z0f8Npf9U2P/AIPP/ueiigA/4bS/6psf/B5/9z0f8Npf9U2P/g8/+56KKAD/AIbS/wCqbH/wef8A3PR/w2l/1TY/+Dz/AO56KKAD/htL/qmx/wDB5/8Ac9H/AA2l/wBU2P8A4PP/ALnoooAwbT9rby/Hd/4k/wCEAJ+0abBY+R/bP3fKmmffu8jnPnYxjjb1OeN7/htLt/wrY/8Ag8/+56KKAD/htL/qmx/8Hn/3PR/w2l/1TY/+Dz/7noooAP8AhtL/AKpsf/B5/wDc9H/DaX/VNj/4PP8A7noooAP+G0v+qbH/AMHn/wBz0f8ADaX/AFTY/wDg8/8AueiigA/4bS/6psf/AAef/c9H/DaX/VNj/wCDz/7noooAP+G0v+qbH/wef/c9H/DaX/VNj/4PP/ueiigA/wCG0v8Aqmx/8Hn/ANz0f8Npf9U2P/g8/wDueiigA/4bS/6psf8Awef/AHPR/wANpf8AVNj/AODz/wC56KKAD/htL/qmx/8AB5/9z0f8Npf9U2P/AIPP/ueiigDG1z9rn+1tY8P3n/CvzD/ZGoSXuz+2d3m5tbiDbnyBt/1+7PP3cY5yNn/htL/qmx/8Hn/3PRRQAf8ADaX/AFTY/wDg8/8Auej/AIbS/wCqbH/wef8A3PRRQAf8Npf9U2P/AIPP/uej/htL/qmx/wDB5/8Ac9FFAB/w2l/1TY/+Dz/7no/4bS/6psf/AAef/c9FFAB/w2l/1TY/+Dz/AO56P+G0v+qbH/wef/c9FFAB/wANpf8AVNj/AODz/wC56P8AhtL/AKpsf/B5/wDc9FFAB/w2l/1TY/8Ag8/+56P+G0v+qbH/AMHn/wBz0UUAH/DaX/VNj/4PP/uej/htL/qmx/8AB5/9z0UUAH/DaX/VNj/4PP8A7npG/bR3Lz8Njz/1HP8A7noooAwfCH7W39g2+rR/8IAbj7Xqlzf5/tnZs86Qts/1Bzjpnv6Ct/8A4bS/6psf/B5/9z0UUAH/AA2l/wBU2P8A4PP/ALno/wCG0v8Aqmx/8Hn/ANz0UUAH/DaX/VNj/wCDz/7no/4bS/6psf8Awef/AHPRRQAf8Npf9U2P/g8/+56P+G0v+qbH/wAHn/3PRRQAf8Npf9U2P/g8/wDuej/htL/qmx/8Hn/3PRRQAf8ADaX/AFTY/wDg8/8Auej/AIbS/wCqbH/wef8A3PRRQAf8Npf9U2P/AIPP/uej/htL/qmx/wDB5/8Ac9FFACf8NpdP+LbHr/0HP/uevXfhLHHL8KvCMpUgvodkx59YEoooA//Z)
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](data:i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)
- ), but as soon as you introduce an angled path, bending moments are caused)
Supports will come in later when you take Statics/are introduced to Ansys (FEA).
...
What happens to a tube when a load case is applied?
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This is a stress-strain curve. All you need to know is:
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What happens to a tube when a load case is applied?
...
There are 4 main types of stresses each tube will encounter. Those include:
- Normal Stress: Stress that acts perpendicular to the cross-section of interest (compression, tension, or rather axial force)]
- Shear Stress: Stress that acts tangential (parallel) to the cross-section of interest (like a cutting force)
- A common application of this is with bearing stress on a bolt, which leads to shearing
- Torsional Stress: A shear stress that is caused by a moment about the longitudinal axis of the tube (think of a twisting force)
- Bending Stress (THIS IS THE BAD ONE): Stress caused by a moment that has tension and compressive stress at each end (think of the cantilever beam problem below
- Also, bending stress is related to moment of inertia (you’ll learn this in Physics I hopefully, but it is basically related to a tube’s stiffness/inertia/resistance to movement)
Some Necessary Basic Structural Knowledge
Triangles - Triangles are the most stable simple geometric structure. Without triangulation, squares have no lateral support. Triangulate everything you can. This principle should be applied as much as possible to a chassis or cage design. Every tube should be one leg of a triangle whenever possible. This is especially true with the primary structural tubes.
Bends - Avoid bends. The strength of a roll cage is based on compression and tension within the structure. Bending reduces both no matter where you do it. Some are unavoidable in a design but they should be minimized. A straight line is more rigid than a curved one. However, it's not always practical to have your roll bar tubes run in a straight line. Bending the tube results in a reduction in overall strength. If you have to use a bend, add bracing to compensate for the bends. Bends should never be mid-span, or unsupported. The apex of a bend should be a node point or junction for at least one other tube and gusseted unless several tubes meet at the node.
T-Junctions - T-Junctions are when one tube dead ends into another. This should be avoided whenever possible because the dead-end tube could apply force to the tube it dead-ended into and cause it to bend.
Imagine a force on the middle tube. The axial forces in the middle tubing would cause shear AND bending stresses on the other tube (because the middle tube is perpendicular to the other tube)
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- Start by utilizing a combination of 2D and 3D sketches (separate the different parts of the frame!!!)
- This helps make the differences in each part of the frame distinct and separate so that errors do not become prevalent if changes need to be made.
- Additionally, ensure you have smart dimensions on key parts of the frame (total length, section lengths, roll hoop height, total height, etc.) as this makes it easier when you create a drawing for VR3
- If tabs need to be mitered to the frame, I would personally suggest adding the tabs into the frame file itself (as opposed to it being separate files) as this will make the VR3 process much easier
- Lastly, to meet VR3 requirements, you must properly create the load cases contact points, which means you must utilize the split line tool to split the tubing into key points (see ASC guidelines for specific placement and dimensions)
- AS A WAY TO SAVE YOU HOURS AND DAYS OF TROUBLE LATER ON, utilize the VR3 design requirements immediately when you start (weldment naming, cut and structure specifications, etc.) so you don’t have to fix all your problems when your frame is passing. Your future self with thank you.
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The “Trim Tube” tool is used to cut excess tubing off of your weldment (i.e. to ensure there is no intersecting geometry between frame tubes)
- When cutting a tube, ensure both “Allow Extension” are turned off, and the “Bodies” option is selected
- “Face/plane” is only utilized when one side of the tube is being cut (i.e. the right side is untouched but the left side is being trimmed, see VR3 docs for more details)
- For the “Trimming Boundary” section, the tubes that are used to trim the other bodies is infinitely extended, this is almost always useless/bad in our case
“Allow Extension” is fairly self-explanatory. For “Bodies to be Trimmed”, the tube that will be trimmed is extended to meet the other tubes that are the trimming boundary (rarely needed)
- For the “Trimming Boundary” section, the tubes that are used to trim the other bodies is infinitely extended, this is almost always useless/bad in our case
I.E. The left is a good case with “Allow Extension” turned off, the right is bad and will cause many issues later on ( I will talk about zero-thickness geometry later )
Interference Detection:
Before moving to Ansys Workbench/SolidWorks simming, MAKE SURE to utilize the interference tool as it ensures that tubes are not intersecting each other (i.e. the tubes are properly trimmed and connected)
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- Zero thickness geometry occurs when there is a gap between tubes, most likely caused by improper trimming/connecting tubing
To fix this, ensure that “Allow Extension” is turned off for the trimming boundary, which makes sure that the tube that is trimmed is not overcut.
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How to FEA (Specifically in Ansys Mechanical)
As a frame member, you will begin to have a love-hate relationship with Ansys Mechanical. Ansys Mechanical is a finite element analysis software which just simply means that it can simulate different effects like forces, heat, flow, vibrations, etc. of a given part. It does this by taking in the hundreds of thousands and millions of mathematical and physics-based equations to quantify these effects and help give data on the design and production of a given part. You will have a love-hate relationship with Ansys because though it is useful, it is also painfully slow and unoptimized for the sheer intensity and volume from our frame files (I will get into the specifics later on but just know, frames hold a lot of tubes and data points, more data points = more run time = more sadness).
How to start a simulation
- After opening Ansys Mechanical, create a Static Structural project, and import your parasolid (.x_t) file into the geometry slot.
- Next, open the model and wait for Ansys Mechanical to launch.
- When you get into Ansys Mechanical, ensure that your geometry has the proper material applied (this affects yield and ultimate strength, force propagation, and essentially all your results)
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- Supports are pretty easy to grasp IMO, basically what they do is properly hold your geometry so that when you simulate a load case, it doesn’t just move and take 0 force. Supports make your simulations realistic.
- That being said, we typically opt for a type of fixed support, specifically located in 4 areas of the car that mimic the tire contact patches
In my experience, I’ve found the supports used in the bottom picture (remote displacement) as opposed to the top (fixed supports) to be more accurate and useful for results because:
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Otherwise, supports are pretty simple, just support the four tire contact patch locations, and you are good to go.
Forces/Load Cases
- Again this is fairly simple, all you need to do is apply a force at the specific place the ASC guidelines want it applied. The only “hard” part of this process is understanding the actual amounts of force you should be applying.
- For instance, a “5g” load case does not just mean five times the force of gravity on the frame, but rather five times the force of gravity relative to the weight of the entire car. This means you need a mass in kg, multiply by 9.81 (gravitational constant), and then multiply by 5.
- Additionally, when a load case has multiple components, make sure that your force in Ansys is “defined by” components, not vectors.
- Lastly, if a load case is at an angle, for example, 30 degrees from the horizontal, all this requires is the use of simple cos and sin functions. Pretty straight forward
Solution and getting your sim results
- Now all that’s left to do is add your solution result plots and run the simulation.
- Per ASC guidelines, you need to have the following solutions when you screenshot/document your passing sim results:
- Equivalent (von-mises) stress
- Maximum principal stress
- Displacement
- Factor of Safety (this does not need to be documented but it makes analyzing your results a lot easier)
- Now when viewing your results, keep these in mind when checking if your design is successful/validated and passing:
- When viewing the occupant cell sims, does the frame displace more than 25mm? Is the equivalent or maximum principal stress over the ultimate tensile strength of the material? Is the factor of safety ever below 1? If yes to any, you have failed these sims.
- When viewing roll cage sims, does the frame have eq or max principal stress over the yield strength (in the roll cage, anywhere above the rest of the chassis) or the ultimate strength (anywhere below the roll cage)? Is the factor of safety ever below 1.1 (in the roll cage) or 1.0 (below the roll cage)? If yes to any, you have failed these sims.
- Otherwise, if you pass the sims for every load case, your frame is finished, simulated, and validated. 👍
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If you end up failing a load case, it’s back to the drawing board with your design.
When you end up changing your design to try again, it is best to analyze ALL LOAD CASES, and not just the one you are failing as changes in design AFFECT. EVERY. LOAD CASE.
- This sucks but it is the harsh reality, design changes can critically affect every load case and component of the car, so change designs strategically and cautiously
- This is why I gave you materials, solids, statics, and structural knowledge beforehand, so your changes are more educated decisions and not guesses
Making changes to the car can be as easy as changing the outer diameter or wall thickness of a tube
- Deciding between the two should be based on the stiffness (inertia) to weight ratio of the tubing. The overall goal of the car is to be as stiff as possible with the least amount of weight, therefore you want the greatest gain in stiffness with the smallest change in weight
- Additionally, a change like this should only be made if the load pathing of the structure is wrong or inoptimal.
On the other hand, if your load pathing needs to be changed, this is where cross bracing should be added/moved/removed altogether. Again, keep weight in mind, sometimes adding the biggest and strongest cross bracing can be overkill and just add unneeded weight.
Just keep in mind that frame design is an iterative process. Creating a successful design is completely different from creating an optimized design, as you can have a successful, passing design, without it being optimized for weight, stiffness, etc. This means you may have to run tens of hundreds of sims, you may have to stare at your design and try many different remedies to solve your problem. It all depends on the goal of the lead, the subsystem, and the team as a whole.
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- The optical table is great for constraining DOFs, place a tube on the optical table and clamp it down, all 6 DOFs are fully constrained through friction and interference with the table and clamp with a jig stiffness you can approximate as infinity.
- With a flat bottom frame or a frame with parallel bottom shelves, fully constraining your frame is as simple as designing a jig that uses the optical table surface as a geometric reference and the holes as a positional reference. The “puck method” with precision shoulder bolts and strap/toe clamps, is the best way to do this.
- Moving up your frame is where things start getting tricky. Your priority is to constrain all 6 DOFs of every critical external feature on your frame to form a basis for your critical internal and non-critical pieces. The challenge is designing a jig that is simple to make and install precisely while being stiff enough to fully constrain your frame even after weld distortion becomes a factor.
- Remember the purpose of a jig, if your jig is designed in such a way that your welder has no access to create the joints that would allow you to take the jig off, your design is doing more harm than good and has failed its task.
- Assuming you have created a jig for your critical external features with correct geometric tolerancing, positional tolerancing, adequate stiffness, and torch access, the next thing to consider is the dynamics of the joining process. Anytime you strike an arc, create a weld pool, and end the weld, your parts cool an extremely fast rate in the open air. Your main concerns are martensitic formation (Deformed shape) and weld distortion.
- When you heat the metal past its Austenic temperature and rapidly cool, you are susceptible to forming martensite, an extremely hard and brittle phase that can lead to catastrophic failure when a critical load is applied. You cannot avoid going past the Austenitic temperature to get a proper fusion joint.
- The primary source of heat transfer when you weld is conduction (heat is transferred from the hotter end to the colder end of an object). The base metal and anything connected will conduct heat away from your weld and form different regions including the HAZ (heat-affected zone). This is where you are most likely to see distortion in your parts as the weld cools. You also need to consider how your jig will respond to the heat, aluminum has a thermal expansion coefficient of ~twice that of steel; if you make your jig out of aluminum it may move significantly when exposed to the heat of your weld through conduction.
- With these two things in mind, you can start to problem-solve and compromise. Think about what you can control, the big two are the design of your jig and convective heat transfer.
- You can be smart about how you design your jig in this regard, the first thing that comes to my mind is ceramic heat isolation spacers for the connection between your features and your jig. They are very stiff and highly insulating. You can also preheat your parts before welding to "even out" the heat curve inside your material.
- You can also be smart about your weld process and post-weld treatment. You want to reduce the chance of martensite in areas of your frame that will see the most stress. Martensite is formed when you cool your joint at a fast rate and dependent on your material selection, assuming your material selection is locked in, your only option is to increase the time it takes for the weld to cool. This is easy to do with something like weld blankets, or the ceramic spacers above.
- Perhaps the easiest way to help with both of these things is to weld in small sessions jumping around the frame to let your welds cool slowly with as small a HAZ as possible while still being time-efficient.
- With all of this in mind, be creative with how you decide to jig things, your jig alone does not need to precisely locate a critical component. If your jig can substantially hold your part and you can position it with something else, that is fine
- A great example of this is the plumb bob (a pointed weight attached to the end of the string and is used to find a vertical reference line called plumb) on your roll hoop. Attach a plumb bob tangent to the top of your roll hoop in the center, and mark on your optical table the theoretical perfect point that would connect an orthogonal line between the plane of your optical table and the tangent line to the cross-section of your roll hoop, assuming your table is level and orthogonal to the gravity vector, and the bottom of your roll hoop can be datumed to your frame, this will fully constrain the position of the hoop.
- Once your critical external features are fully constrained, you can move on to critical internal, using the external as a reference.
- Make simple jigs that restrict all 6 DOFs and prioritize accessibility, these features most likely already have challenging access due to being inside of the frame.
- Make these as stiff as you reasonably can and heavily leverage your newfound knowledge of weld dynamics to get away with less-than-ideal jigs
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Welding
Welding the frame and TIG welding in general is a meticulous process that requires lots of practice and experimentation to become comfortable with and effective at.
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