Solar Team Twente – Design three-wheeled solar car

Introduction to Solar Team Twente and Their Innovative Solar Trike

Solar Team Twente is a pioneering group of students from the University of Twente in the Netherlands who have taken on the challenge of designing and building a unique three-wheeled solar car, also known as the Solar Trike. This innovative project aims to push the boundaries of sustainable transportation and demonstrate the potential of solar-powered vehicles.

The Team Behind the Solar Trike

Solar Team Twente consists of a diverse group of students from various disciplines, including engineering, design, and business. The team is divided into several sub-teams, each focusing on specific aspects of the Solar Trike’s development:

Sub-team Responsibility
Mechanical Engineering Design and construction of the Solar Trike’s chassis, suspension, and steering systems
Electrical Engineering Development of the solar panel array, battery system, and motor controller
Aerodynamics and Design Optimization of the Solar Trike’s body shape for minimal air resistance and maximum efficiency
Strategy and Logistics Planning and execution of the team’s participation in solar car races and events

The Goals of the Solar Trike Project

The primary objectives of Solar Team Twente’s Solar Trike project are:

  1. To design and build a highly efficient, three-wheeled solar car capable of competing in international solar car races
  2. To promote sustainable transportation and raise awareness about the potential of solar-powered vehicles
  3. To provide hands-on experience for students in the fields of engineering, design, and project management
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Design and Development of the Solar Trike

Chassis and Suspension

The Solar Trike’s chassis is designed to be lightweight yet strong, using advanced composite materials such as carbon fiber and Kevlar. The three-wheeled configuration provides excellent stability and handling, with two wheels at the front and one at the rear.

The suspension system is carefully engineered to ensure a smooth ride and optimal energy efficiency. The team has employed a custom-designed, double-wishbone suspension at the front and a single-sided swingarm at the rear.

Aerodynamics and Body Design

To maximize the Solar Trike’s energy efficiency, the team has focused on optimizing its aerodynamics. The body is designed using computational fluid dynamics (CFD) simulations to minimize air resistance and drag.

The Solar Trike features a sleek, streamlined body made from lightweight composite materials. The canopy is designed to provide excellent visibility for the driver while maintaining a low drag coefficient.

Solar Panel Array and Electrical System

The Solar Trike’s primary power source is its array of high-efficiency solar panels, which are strategically placed on the vehicle’s body to maximize energy capture. The team has selected state-of-the-art, monocrystalline silicon solar cells for their superior performance and durability.

The electrical system is designed to efficiently manage the energy generated by the solar panels and stored in the battery pack. A custom-built motor controller ensures optimal power delivery to the electric motor, which drives the rear wheel.

Testing and Refinement

Wind Tunnel Testing

To validate the Solar Trike’s aerodynamic design, the team conducts extensive wind tunnel testing. Scale models of the vehicle are placed in a wind tunnel to measure air resistance and identify areas for improvement.

Track Testing

Once the Solar Trike is built, the team performs rigorous track testing to evaluate its performance, handling, and energy efficiency. The data collected during these tests is used to fine-tune the vehicle’s systems and optimize its overall performance.

Simulated Race Conditions

To prepare for solar car races, the team conducts simulated race conditions, testing the Solar Trike’s performance under various weather and road conditions. This allows the team to develop effective race strategies and ensure the vehicle’s reliability.

Participation in Solar Car Races

The World Solar Challenge

Solar Team Twente’s ultimate goal is to compete in the World Solar Challenge, a biennial solar car race that covers 3,000 km across the Australian outback. The race attracts teams from around the world and is considered the pinnacle of solar car racing.

Other International Solar Car Races

In addition to the World Solar Challenge, Solar Team Twente participates in other international solar car races, such as the American Solar Challenge and the European Solar Challenge. These races provide valuable opportunities for the team to test their Solar Trike against other top-tier solar cars and showcase their innovation on a global stage.

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WU6VOeskNSaH/bJmKSqQzSoiOVDAR4GNjbBk4JOT3p1yY3ZFAU4CgBcgOSTk4HOf8/XQivPD8uzfazafIM5ktG+1W+T6wzESD8HP0qtqljqc9pMdDa21Od+M2LLHcxIRlm+yy7ZiewwD69q8iWDqKdktDTmVjmtT1xoGkt7RdtznbNICCIyBjbHgnJ9T/kc+YZ5P3077FkJbzZ2PznuR1Y/gKnkt5NMJ+228i3x+ZLe5R0MQP8AHMjgHPoPxPoaMkssztJK7O56ljn8K9WnSjTVkQ2SEWa5G+aQ+qoqL+G4k/pSA2ueRMPoyH9MCltraa6cpHtAGCzudqLk4GT79hVyXRrqIZ82Fm2tIyhblNsS/ekZpolXaOB17j1raxItwQ1lbqp+ULHgvxwM9e1UklnhwFd1B7A5U/h0q3cRv9ljRfn8tAzGM7l2qeWBHas8MV6dD1B5B/CkMupdscbwD6leD+XSt7Tdc1iwXNhqFxFEeGiD7oW9mhkyh/75rlhg/d4P909/901JFM8bblOD0I5AI9DincLnoNlqjalI4lsNPhuETzJLmyhMDTAnbiSND5XvkKKbd6VBebtstjbTsyss17IYYXcYARpACMntkY461R8OXv2j7QrdY40HJORk4xj044rW1e3kNmvGA9xCATkLkhsZNc81s2XCcoSvF2ZnHTPFGl7JJ7KY2uBmW3P2i0nUnJBmgZo+enOP8LkZD28cqiOO3zIxihjR83AGwHL5Bxz3H45pulab41R/N0qHULdQTmZZPs1sQD1Z5GEZH511kCwBSfEk+j3c+zaDpVuxvVJz1uYNkX1+U1jUw8WuaLsTK8nd7nHRFHfCQwBlyAylP3jKcgeaefwArQhYpDKLaRG2mMXANuSqt0lxkhefXH49jsxT6JZKyWOmedkg79Uk8/JGQG8qMBM84rK1R2v2a4KiFjIAojhhVpFAEfEcHIHYH261ySoJK7ZHKONhcSoksccrRbwZUIiWIYOQo8lQfmHpj69xW8maOdswzhyx+RY7uOFl3cBZE3YPp16VVkna4S0hN1JELdTsUR4SB5OWbyvOBJYnknJxxgAYpLaK680eXJdOVVkYIwSCTKEMnLDbkZJyBXO4pEpF1bjVvtAXDeUxJWTczRxjou1h3H3sE9+uRVk3zIJYjEJWErK/BClcADbnqe5/LPNU7KCVIpEuVmhBO5QHj2b1O4mTy8/jj8qnCIZWfH7ySLeFhYMWY5YrhwMZABHSuOo1eyDctpfzKvCovmKY5JDyjJIBgttOQORznj3pqAMCskcisk671jmuW6HDYK+456/hmoow6xRNIJJY5GO5X2RsSpBw5PYEYHHenvdMjKJIg6BxKrCRjudTjavlhRjHBGO3vk4+0eyFbzLjOIYJCI5VXeq7olV2BPBLDHHI/wDr0paXcFtuDG0KORu3b0AURnd/D3Jz/OqAvJpJQiqpLMHJDHKtIWxsOdueoIJ4zVqKadjHsMbKreY56Ou4ZBCjOf8A61HtGviKdhPniyrRkM6xlSgKBs5b5wOnfA/xqx50v/PtD/n/ALZ1Xm2njcGH7uSRNxG5EIbPIzntUvmf9OTf9/jQqkUBcXZkliTkYBHr70NkZ43Hoceh+tOKgZ59M8DpQTgE46gDIx0FfUnSIVwcEkeuPQUgx3z6AA84H0oZ1Ayw7Zz3z71HgHDbwG5BHfFBQ/cW24J6Hb1yB9DRtJIBUDGT06n3pyyYKhQCeTg459huprnbtY8byS3TKnk4ABpgRSR4AVRtbdkY547k+1ZetQKbCUKMldhJxg8DGa2FUbjJwzsCCQSRjqByaq6mvm2V6oQ5WLK54UsuDgN+dJ7Azh1GBj1HaocHdj0qxnnHp1qJwA3GcH1rGK1ILekNs1OxPTd58Z5xnMbEfyrrUR2xkIQEChskNktu5H+f8eMtXWK+06UkhY7u3LEdlLBT/Ou8OCUGMkEAFFwDg4+bHFbFoqBGVtxUrz8xDEA5AGRjHOKa8ZeF443QiVZ0GcjdlSoXB/njFTPG5ZTskJDAYLEbcggnJ4I/z3poTZy65AZjxyACcjdjOD+X+IUeYwRSQ6tHCJprZnudglgJWWNmIdCpHPXbUuo6bNGbiWSWSWdbgpcNMzEu5GQxY85I559fbm34ige11KSREUHO9OOFYYdSPcZx/wABrVuYFubFL5InljuoFNyoGXjXDKsiZOOM4/AVtJ7MxS3RwzIwXdkFSxXg55ABpRIDgS5YYwGH31/E9auy2l1JJaQRxNJLK5xhG2uSwXOen1q+PDN+97AgVfscrKzzbgERQR5iDPORyBxzxTuRys6aCxhjsbO28pXRoIY2VY8+a0igncM9Sc/5HHLa1ov9nzQCNgFn8z92W3CNlI+VXHXIPFd4kEkax8EIn7oPKMnGflUg849DWD4viiNlYzxggm5IyDhNrRkjaO3SsY3TOiSXKY2g7A9/GowfISQsTkttfHTp3rVIOM+55rI8PZkuL1z95bUqcD7+5hye2eK2jgqOD6805bkx1QQ9yfesLxCAHtT/ALLD+tb0P8f4Vh+IR/x7HHduaqO4p7GBRSUVqYBTkRnOAPqewpFXccdu9XreGWUOIgqxxANNLI2yKMHoXc9z2HU+lAEawxLjccn/AD2qVfLHAIH4CkZrKPIHmXDf3smGL8FwXP5j6VGZ4/8An3hA9mmz+e+lcZZRiGDoVDryrABWH0ZcH9alnle6AE7M7AYV5QJGHtuPz4/GqIlhPRXQ/wCy29fybB/WpVkPsy9CR2+oPNO4ytJDJEwLKCmeq8qcdia7O98n7BcLHE4EcUDgkAKo+RlCkDkDI/yK5odCUIIP3lPIP4VoQ3yyR+TdAlFi8uNlxuXHRXHcdeetc1eDlZroXDexvmKDaJC0ikoTjbiPgZJ3ew5NYcGswSCeWSNoo4HULIDuyWOFAA5z1P4VY1i5ePTm2AbJVijEgwclweAfpn/Irmrk+VBaWo67ftM4/wCmkoyoP0XH5mjDc1m5MU7Xsd9ba4b2FYJZrXUrcAf6PqUaXe0ei+d+9X8GFRSaR4PukuALS50u4mTYJbR/ttshLKxYQXJEg6Y4kPU1xdr9jgQyTiYybQ++FgGjjkzHhQeN3O4fSpk17Uo5CVZWi4CxSjfhRxy/3s+pzXWZnSf8Ixqloky6GbDWopPs8zASvDepNDvw6WrPHLxuIwC3+HOXN5rNldTLdWi2szwG2nt7i1KB4i4fEkcwyeQDn2ro7K8nuYoZZrR4PMyYm3Bw2OchfvjPbit2PUrySBIZzHe2hXKwalCl3Dt6fKJwWH4EVn7SN7XA8+mkc2XnIFjMo2MsQ2oEc8qB6VlV6bPpnhK/haGWzu9NZjkPpcvnQBhyCbe6JYD6SVkReDLi1vILyy1HT9QtLd/OcCRrS7jVAWDtbz4JxwcKzdKdwOOit7qaVYYYJpJmxtjijd5Gz6KozXTWngTxXcKkt3Db6ZA3Pm6tOluSP+uPM2f+AV1en65qMOmWmbl7SS4DTz+UscILMeRv/wBaDn+EcVVl1CHcXLvNIwLBi2dx9C796znU5dka0qU6slCCu2GnaBpGjeaTqc2oTTKiyi1gNvAm0k4WSYlz167BW42uPBGgiSKObfGkO6DzyEGAX8yQbFI+lcpa6peXT3iPAkHkPGqhSXLBgx3bjx29KzNceVILdmd2LXTbtzE5UIeOfrWTnJtLubwwkpQqTenJa/32Oxm1Oa8b9/eSXDn7qvIWBz/dB+X8hWdLqEys0aQqGUqpDMxddxwDgLj9f/r5Wj3EF+jRXFysUscQCSSybUWEZ5GFyXB69evStq8t4Tau6ziYACNPPK/vnJUBiFydqgd/bp38+rOcJWkcxnPPdPdRgzuytE7BY2xHlgVG0L/9f/B8dtGs18bgXCbYktmTynQHynZiC59M5I9uKqxiX7VIZSS6xknb6fL90cgewrSCSPGs1xcTIPMXMrpI+7auxFJLE8evGc+1TVqOOh11Hy4WC7t/hYmlhSWGKSS3eTJQlYlOZUhOGEjKpBHI+U4zye1RsHaGO3USmNRtAO1Q28kMrDCk44Gd3YfhaZZVwzTwuvmHyleUKzKAQreY3I685z0qIy28Xk+esTMvyC4YIVQscMRuOMjrjng5rju+h59iBI5g0qxIoZXMbriRFGxDt3GMMBu9cj8alt7e6dhI5WAIQT5ciyBsjOMZ6jt83b8KZcLeSmIxWzvDOW80xSM3zKCSwjGPofw9aR4YjbySN9oUqhhmhKoyoqnDOY+Bz9f58y4prUzasXJjCMvNDI5ihkkcs4hgUcsFIBySc89h/Jj3rSRQFfsaxFGEZEnmhJVOB2xj6LWYLooHi0+WZShUAyTtMtuAMsiBcN9etWJdSuolWN5j57pG0oKLIoThsOOmTkE4zjI/A9irEPQsmW7DOJdrCQI6iOJYYlUk5ePGCfyPSpI2uE85vMQzySgqN2CpLZcMQCMYx+VF3qazi1gMUflCJYg0gdfNeZyzRQleQE+tRrIUVgqMmwgKIgZBkA7tpPPGTzXNVTWiFzWL8dw6RslxGS7FGyqZUu2c7d3XOMdfyp2IP+edz/33c/8AxdVFEUjfZY5I1kCfdnOJIww9WOB3qv8AYLP/AKZf+DCT/GseVdXYtSfQ6VsklSAO+PbFNwSVC9eVHr6jB6U9lDcbcnIPJIpQgIH3hz9CK+wO4jdWQZ9gM4DAc9SBUecbc7cgZ3H5ePpVhghHzDuMH0xTAoyqn5lOQc9gRQMD2yuUwDkDJBxu+UD/AApFQHBL87QQWUED/Z7ZpzALnY3AC5zkj68mkHlqCDgtyDjr65AoGLhgc54bHAHAbnOD70yUhorlF2gtE6DcePmU9cUqybyy4AUDGcng/Q00bB8xO7a2PlGSD/L6UxnAMDvcEYO5uOuOaY9W7yMxXt0nPErnnjPORVM4aR+ccmoW5Ax22rvH8OH/ABU7q78TrLHHIRJG0wRxuztKsAcDcOfauAZcq47HIrtdMdp9O05iocNbRK2OSGVQpyPwqhxJzPzgK0bbTneMjJ9s4pieYMbMIQCjMCPLOcjBAPepSYl+baXCEFV64LA/KSR1pZFDqXGQSASckgc4ODSLOZ8UW6yJHMqruUMp2gDlAZAAF9t4/KofD9z5tlNZnO+3nyqhdw+zvlzg5z1yP+BV0d7bQzWkkGR53DRjO3E4IZSRj1Az7fWuMsHOn34O3ER3xSBh8wVxmMn/AHSMfVTWy96NjN+7K51KRkWluVQBoQxwDkZRs7Dz37euaEXCsoLKcDLqVCmUORwMbfUVKkRy0I55QYY/MNoJJUqc5OOfr2pqr8u0quG8xGXAJ8zkMR07jP4/nmakql8OvL4yMMDuDrnGQeeecdvyrmvE0rS6dGcMFS8QAEE5PlupYn+VdDIZQYJkcAuGDA4AZh8xyB17H8a5/wAXMEsoFRm2z3McjIc/KwSQ9TyR1Az0qorUmWxg+HCftd0ucBrYk/g61u92/HrWH4bB+13TDtbYPHYyL3rbfKu/puNEtyIbD4/4qyPEAzBA/wDdkx+YrVRuaztcUmyJx0kQ/nmiO45bHMOjIcMOoBHoQecim1o2upCGNYZ7aK4iXO3eBuAPYEg1LLcaFNHJsspIpyp8vY2EDdicHp+Fb2Ocq2ds1xIkSsqAhpJZG+7DEg3PI3sB/h3q9HFPqk0VlYxslpC37pW5JLcebLjrI36dBwKaI3israCIZutWfcfUWkb7UX6MwLH2QV2uk6f9igit7bicpHNcXO0H7Oj8gj/bbt6DisqkmtFuengcJGs3Uqu0I7/1/X3szYdBsLLCOgnuQMsHHmMv/AR8oqwYlAwIlAHbao/SukinsrIPb2lu9xMFzOsQDPgkAmeQ/XpWBdR3kLvmOONJAzQ7N06L833CyZHA9/Ss/qrlrJnq/wBuxoe5haSS8/6/zKc+m6fPGzy2jqpyBIIhjcB08yPHP4Vyl7Zy2Mu0kmNsmGUcBh6cdx3rtLe+vbUS7lQo55Cl0BA6HDjrTbxtO1WznCxIl1EoaWMAKZEPAcKON474/rVxouGzujixOOo4yH7yHLLo1+T/AKZwySEHrg/kDVlWEgyOHHeqkiFHZT1Ukc0scmDjOD2Nanil1vMuIoYJHZYY5wxX+EZwGK9+nP8A+uqUz/aL2RjnElxgA8YQtgD8BVxX8wDnDrzx396dEtqJlnliMmwgMgLLg5GHJHp1xQkDKdzNA8cawqwLBWuN2Mb0HlqqY7Y5/H2qxpNiLuSSSSNngiBDBXCkswwMd+OpA/rWcwUM4U5UMwU+oB4Ndjo+m3ywRGKRguwSSR7VcpI2H3FODjpk9vWsq0nGOgJXZfsphtkI2lowolSeMITKoxgMEIPrgjj8OZp/Le5RGmjeCV95Vd6MjKfmVCnHckc461SutGk+1TKrRyeZGkuIZgwKthSQgJY9s8n1qpLbXrBTDbFPs7CMGZyVJwdrgscHuDjPXHevMVJc17mt3tYtW11K5vGEhaJbg+SCokxGeVUbCfp1NXFuoyVjlXZNkAx5yRlQwODz/wDqrOtA8jXolyjmZN/kkDadg4QxcY9MVatorQNI5cPOrJGgLGR8gFWbLHPQDPBq3UlGVkzCSd9Chd211c3t1dNOzOZmkgV2A3xkIuwvIcKxxxx9a07OztrqEgSTDqro6qHR14II6gj/ADwcmG7kCTBGXcpILAY3egI3KR+lVIbyS3kiuIgzneIZEUfNLEoPzNn+JR09Rx6Y2o4luXLNaM2q3oVuWL2t+SZpPFJDLIsqKJPkyyKqJKvRXVV4+vv9aw/EbYhsR6zzn8lUV0V1cQ3UkLxMCgiiGR6sS/8AUVzviOORreylUZSOWcP7btgBrWSUasUj2qNSdfC4io93y/g/+AYltN5bocIwDBgsuTHkHOGA7Hoa7ZJ4JI4r2EM1s3lrJAVkdkAXEkagfLxzgHsK4FD2/Kt7Rb27V1tITH/pMiptmIKmXGAQD69MZGanFUeeN10PBNqy8uW53W+ArFPKyMAbiGxgZ/r+NbFvHdyfaQ1pEQHDoLco5lAyrEBxnjIPXmsqKLbcXkW3biTy9sJVcEZBCkEgfn+NaqERBgrKgiXDvHIW2bPmZjJ1JOTgDv8Ap5Ne3Md1VL2NJPs3+L/yKtxpczG3YyCFpIlD7+Hi6sEOwZx+f6VGjXsDTLtiuYj5TKJdj/vOFLLuAyRg855Hb00UmDSI+8yNJJFC6bjnZJJhWLDGAOvTH51A6XEkI2wzopugsn7uNAExkMe5HJ7fyqE3bU5HCz0J4Lq4R1+17H85dySOdrMVbg/exhR15747U1rYTZZzGu5i3nxOXQeYMjzSSUPocY/SolExZ4lCPbxzAKkQjDLIxMhlBB3ZbpgdhyKlmht3iaeSeO2hsGcpI7MpaZvvR7oQWYnjgJweDWPIuYTskMWC7YdYpY4mcReWUKK+No2lgM5z69vSqMNtMgcklCTvXK+a3mn5m5Y4Of4uR+nMsd5c7cTM489wiRyFhKGV2AlUAHBGOcsPcc1O6XkgjfzW2SER/JtcBc7WYjJzjHr/APXTcoaMwdmiuLaMyQsjhMMPlkYyCIoCQ0fOTg9QT/Pk2LDHHLI0jM5dtiAYWJVVQR6sfTHpVqO1Rm81fMEhiRpERyvIyzI6jp6dvxpk05KqUMSycFNzRFlZyMqMHHHFYOTfmYSiBERUMY5F34OZG/eSFj+8LfxZI+UAf/rn+2Wv/Pgn5t/jUMMlwjJNIAzgRY+75irnOeucH2/OtT7TN6t/35T/AOKrKV3uEUaG9XAMbKynlSc89jz+FPGOSxx93aAc9OOtYug3UlxpsW4jdbyTRkBR0LeZ1/GtMyKc46kYGO/vx3r7BnposZ6j/Dmoy2NwxwcYyBk49MVGGyOGIIz24X6nFKrn+6fM/hHPP04qbjHB85BAAOIz83IA56UBVVlX7wIJzwTyab+9K7gpIZvmxgNtPYE00EqxIb5WCgqWLcD+7kYB/wAaLgIRnhm43ZHcjnqWPpS5YFcBSPYhm+bgDB/Sh2CZZXCuoPk7uVYk456Ug2sA8ZQBjswRkluCffj2FAzktZUpqNySCNwQjPHVQc1kjHmOfyre8Q+Z9ohkZCqMm1D3YKSOcj9K5/PzZxSW5DJmAOfpXUeHpGOmQA7cRSXEXJPAVy3T8a5bIIBH+RW54ccrb38YySl0rAZ4w6D/AANUOO50DEoCeyvlWTaoyRzgjIyKaUPDgbnCsAikt9453MAPrUqsrhd25cMGCxHYCT1G4A+h7VCSzBsodu0MDuU5YHbgowBA/GkaDdolHTKrkEKoDbgMELnjn/PtzGsQJa3sdywxb3IeRtgwVU4M3A4ypxJ9C/pXUyTJ8m05ySHMRUMrdMEg/h3qheJBe2rQKypIr+ZDMw3KsqnCMC3JB5DdiCRVxlZkyV0Ksiq8TEq+IQh6Y+ceZ973AH50sThnmyQFkkdoySPvMcnav/1xWXpFzC0a6bOpjlWbbZAuBuZAQ9g0jcCRc5gJ4YYHWrrExyL5G3GZV8xlYElRkgq3KnqGBHBP41c11RMJdC3G6eTscZRcO248hSQp2lQTkcfrXJeMpudPtem0z3ABUBgjbUXce/c11KuqbWdghdDG7MxCIFypIJGMDr/+qvOdavjqF/c3GcoMQw46eVF8oP49fxpRCb0NPwshA1WQoSpSGLcAPlOWcjJ+nNaE5/fyr2DUugQNb6XG+CHumklIwW+VhtGB05AzTbridj6qp/xqZasErIVeCPrVbWV/4l8/s0f86mUgjrSXYSWERNyrvEGGcZBdVPI+tNCepxmDUkMbyOkaDLyMsaAd2c7RXRX3h+COKV7b7QJFZA6OUeNAWCkggbzj6dvzhh006ZrGlRyypMykXj7FZVXyleUD5xn+HPStU0zJxaHRzL/wkkCxp5kNrKLKJAesNtEYeD74J/GvStKjjhtpo3Chg5a4J7sy5OfYdBXkNhcNBe2tyT8yzK7E99x+b+Zru9Q17+zrXUZI2HnTpCbUf9NmyA3/AAHlvqoqoxXNzM2+sTVH2C2vcqeIfEC6dc3NnYLC10WBnlZVZYmAwFdejSDvnIHoT0464vr+7dJb26uLgE5IeVzjtgA8D8BWhpFrGxW6vojLBfNdWis4JYPs3mVWPfqM1nXVs9ncTWsv8DYDDncjcq4/SnfmdjG1tSUTx2zMIpLlX6r5cjrjIHDZOP0py6jcRSI77XZed20DO4YZWA4we/AqptDmMsyxkHbI0m4qMDIJ2gnn6VJbTeS/mFl4zj5c5OQOeDxUxTRdSSb0JtQEchW6g5hmG4DOTGe6MfUVn1Ye4jAmVIgGkl3s4LhdmD8gjPHvnrVc8njv0oMyxDIcjn516e49KtZBAlTHo4/xqXW9Il0d9KLLKgvtOgvPLmGHilJaORM9xkZU+jD8akMuOT9043+gzQCEa1L3FuIhuWeaNAMEDLMFx3rvyWGVdTGYzuVBnMeMncHXHHoa4hGeCRHRsMjrLCxGdrqcggV0/wDbelvbwNPO0U7/APLOFSZVJO1+FGADz+GOPTKpFvY1ptIW6eaERSCVzCG2xhmx5W75GA68dCPTH5DXksasqqmR99h5ykKD2XOMnuPaq8GvabcJLbzAxqWaIK8ZkV4+z4T15z1xnrUsN3p7KiPeQYwAHY8/L8qrJuGc4+7/AJzg6TsbKcSvEY3F8wdokeSMlov3ZQBQDjb29amtGtftSxQNJJ+6MzyHeFDklQv7z5jwfXt+NKnltPMFK7JCh52lSCmecHH60WcLxXjCYEuIXdWZixAZlUAduB8p+nvUcu5k2tSvqYU3SBnuk8zCq0Y2wcbiSzg5yPp361BYRX87zNbRSLDZW7XMzh0WREyCZUSZhnb3+vGK0bsQ5kEhcNOrKpDNtGxt2SBx+Z/lVOKS6eOeKHBLuqSOUVUZYgODhSxJx69zWcLOOx0Y6mnXl933Fmy3bGcqymWcylSOFLYzsJY5BOT9SfSrE8XnWvlyKGglLxt6rIRlT+PIqO2JKAswY7zyqhV44woHGBVxJrdIJ4rhtsckErIQORJHl+D6njb9DWri5TivI9PLayw2GqVGrrmin6a3PPriF7aeWFusbYB9V6g06KQoysCRyOV6gg5BBrU1mHzYobxR8y4SXHoeh/P+dYoPDD2JFdcJc0dTy8dhvq1dwW269HsdtbiS7t7glfnlUzME3cME804C8/lTopZ41j85JNtsAhjaEKImcADP8YwOc+3Wobe8OnW8Mw6kxR98coOuO3HNaFrqFif+PnrJHl5do2vLnzC7txx2H5ZryK14yemgYiajGlF/y/qxyFo7QTwxPE/7xxKu6PeHOCJFCltuMdhj8ati+tlVFjaPaHESCRpdxBUMSWfk9wP/AK1BuYEijMTo5EaxGXy0XzJGXcHyW3ex6/l0eLlZ2eVmt3ldlDA5YSSKu0rtj44zkkj8cVxuSe5h7RXIY7Oedj9puLQyF38tI3I82UAssRJQELxyffvxiSM3MU8Oo3cDpZxLFLuMYVg5LZjCtjGDjHHI9cnMeWC+WEK24uNzLBvBRRg7UygX3ALGpbj7FcRyRPJI80oPl7LgK0uDgSo7qygkddw/lmhu5m5J7FdIrWaaUCWVIImHluIypjaVmdkkKkD159+2cVI15pUrvbpMyzqWkVDysSbvLDM65XP90c89+cVQN6trEkL2lyZWVTGGkZ2WNcgeeEYZA7fKc+9WLSWDc9xdW6CC4cLbL5KOGkhUuvlMAzNjk9ABj14pujde98jJWe5DJcNDcSrbkBmBLxsjgTqCwfeR0z7Z6+vFMSGPeuYULbsqrBDKFKBsOHHUDGRz0/Kx5dzfTwSyztbWjBfKDGPy3D8/IygMAegODj6iiW3so9kdo6t9nf5/tAWSRkww+ZhhSCckEe1S0oqy3J9m3sVZE1a3kkuIA8zuFEaPl5sE5I+np/iMVN9s1T/nxvf+/bVbW5sFSMyLnch8tpmkj+QjJHHAXp/LvxB9tsf+e6/9+rj/AOKqFqvehcXJYd4Zudgv4cFuYpUAIHXKMefoK6FpFTJ7Mw+TAzyMYyprjdCmMd+ig4E8ckXPTdjepOCPT1/wrryx2D+7ySGUnIHUgivo5Hatiwy46tkjgAEHGeeQP61E3ykLzyQWznj360wlEQEddu4FcHrxjNIrNGCCGxuLBy2d/wDs8VAyXcqbcjAPJYHIHOARmmN96MsePvIXYqCFbnDCo/kjWPDAtlgpAYHDZGSOlIGztA3YXkoqgAZ4yGb/AApMCZxGC24s5cKxLBSmSPQjH04qEkJsA4KLwSMAkHr164pVG4ZYsFBwMkZ4PU4H0xxTXDoGUgNGZEyxHPIxnnmkMydcLSxRSbpG2uQ24YU5AIKgcVzTnBP9K6rVYybWVsDKuGwNxwORkk1ykh5z9KCXuSxncpGOlaegyBLq+iZjseGOYpuID+WSpGB1xnNZULduxB/SrWlPGmppuAIaKRFzkqWGGGQPpVgtzrHllcBsAHcNoUY5Gc4IOQe/T+dI7xsgc43J/AykEkpye4xk+n+FUmkDGQFvnZHbDNtK84A5BHSnbnLAuyRrtRsgheVGAVI/xpGgYfnGP3oJcA8bOpABP1/KmNtIYt8xLbZWcgkKvBC7uaFlLsjNhoyCA2FXBPXHAAz+P61FNIWXyAmC8mNigMvlk/MVI656HFJ6AYd9FOS9yIvNWVQlzbtkLNGpJUKQMhl6oeo+nBS21aYIyiMakAQ0bSXBttTiwNu2YHKSY6A7W+o6DdZYpFkjkJLxvwoG3K+h74B4FYWoaTb3JZ1CRy8EkEEOMfxLgfNWsZ2VmZyj1RS1HVdSmSaGVPsttITuiLK9xIvXZnAIHrwP6HLsbSS/uVjAIiUh52Xny4s4OPfsKuR6R181nVd2MoFAOenXmtu1WK0RY4VCJkHO1s555cdz9TVOSWxCi29TY3xCNFjSMIjKihAQQNoA5H+eKyb8YkiPrGM/X3qx5owwyAOQ4G4BR2wfTvUN+Qfsr/7D9O4yDWRrIqgnFMnP7tjk8bWPuFYNigHGT26/hUUr7o5R2KN/KqIOjaMvHcFpEZTHIFGWUgNwAFPXGf8APfFv9w1bJBzBoN/ICTk5+zzjJ/OtdNpWNlBVmAJJ2lgpVejHP+f0x9QK/wBo3GOd3h/UB36iKU96cNxz2OUHGKt3901ytmpJJjiw3+9naP0H609LBX0qXUhOu+K9Fs9uRh/KKK3nKfQEhT9RVSBd9zaqRndPCuPXLgYrbYwO0EUkejwLGNr2kUVwgz8ySW53uCB3J3D8ayPEMAc2l1AubbyQgkOdwDncqn29PriuiIYyyZ2F2yxCuAuVADAbuM45/CqdvHHLaTWkwJ+zrNYEt0CZPlthR2UpzisuazudDV1Y5CCRS6iQBlYokoP8S9Mn3FWJbZ7cOAwNrN8jsV3NEN2Q38uaqGJ4riaBgd6O8ZGCDuUkdK2bC5WZJrJolLTW6GJ5MM32iLc21eBgOMrj1+tdEoSaU4hTlBx9nNej7GK9vP50cCoWkcRiNY/m37gMbcVONM1ABjJEY/m2AScFnzjFalnEbaeUpKCjQr5SHHmLHv3EZPPH9a1N8ZYqwJVRyDyNx/wH864KuI5XZHr4TKVUi3Vepzsd+8scen6q80tpDmO3ZiXm09umYdxzt/vJnB9iARXlhlsp2ikKOCoZXjO6KaFxlXQ+h7f0IwL+t20S+RdpgPI5jkXHDEDIb+hq7q7w6zFFqFva29vMLXzljtF2RyLCALqMx5wJEP7zgDKtnGRz1xfMrngyXK2jKTLIVJyyYZT6qeQRTHAdScLuIC72yWUg5yuCKjhk4HPKEbfdT1FTnAb/AGWH1pgUg6xljhjOrjawOFABHYc1u2UttdXMiXLNI00MYYW0Zto45skFWClQWOcZx1+tZckM6xW7RmR182RFCrgpLgNwRyavaU0ca/Zo0ke9mnAmt7jbHCyoGAXP3wxBIHufyGC3NBIUsIWiKj93OSqzZUFVk3rvxk/WtC0uVuBC6gKoLjav952DNnjHvWc1wZ7UzursY1uEKt98FBtwSRnI+narkNpJbS28wfNtewxzWnzAgxgjJwpwOT0/l0GE4rU1hBt3SHTojSO8ibkUE8dMINxJNNgeJxEInHklESfHmICwGDCGI2A9dxz7CmiaC7nuNPZ383zMja7BBAEyUAHRsgAn0Ptxb8iMRqAiY3qoXLFQBx8uWwevp/8AXxjBOKOrHwviJ69X+YiqiYRAQqj5AQRtXGQvIHSqGpTSobaIEeVIoODjcJELHj6g/wDjvvWkyopYIMKCcDn096q31sZradxt8yGPzo1wA58s5OGPPTPGad+WrH0OqnG+XVH/AHl+TKAAlhngb7silfpnoa5gqyMyN95WKEe4OK3raQfMM/dbH/AWG4YrPv4Sl+oxgTPE2PcsAa2Xu1Gu5Nd+3wUKnWD5X6bo2NRYx2toMAn7TnB6EIh4IpLQyyR4htLvc5LKIMmNUxxIjPznr0OPrnFM1xtiWC/9NpmP5AUtvqhisUtomdJkLCRkUqCGOFy2Sc46YH+NYTjeN0jxqjcrX1saURe3TbLC0Slg2wymORWPAdwhIB5JWrSXV9NHGsbxyscRvJs/eRgnaSTECdp4JPIyOffAtZp5HuoZY4Q85MiSvndEVBXHmcnGD0z296bDPfaeD5dzIY8yL/ozSIhEnyt8+AcGuOeHu9zBNpnUSw6nObdM3MCzFGjlZWRXjiOxUiaNio6AHOSc546C1Ckcc1yZIUUSBnNy+3ZDLuw0eXG8Z6d+DWTaeLb0z2v2uIPBFtRCojFzCANuY5ZQwI9mBye4zVq9M0yx3MN9aSQXEmXYNHHJGRub9+AgPA9up6c1zVITVki/aGszRNYSlEsX1CS5jWXzHt18u1jx8zO+OuAABnrUX2eFVmvyqS3Dv5VoY445F+QK3nArlRjOOT6dO/NpdLNvPmIu/asr7RIERvmVW3AsQScMTxke3N9FeOKOL7VNG1xvdfs8iIhBOCgOzDbiB+AHrmlyyjo2WpXLrzeY0W6WEyBozIbrZEwx83lldu3vk+/14ge4sW8iRlB3s20RtnbtfaVjU8j1HB54461EbW71CRxa/ZmK7lM0LQGQj5QA4GRuIHDE4/OorqwIm06B5T5yl/P8pR5qoX2DcQMckHOB/jU8kerCXkQrCky7PtkK72IZ5NvmKd+UKiTIyBu3c+/apPsUH/QdX/v9af8AxNW7KDRxclZmIXZIpcDNvIUySxK8Ajoen1q15nhz/njZf9+7j/4qrU5R0/yIVzl7WVYbm3kblY5Y2YYB+XIzweK7Uzx7tskTJGHQv5Z7HnOM8++K4aRSsrAcZUEdsGuug3XEFpKC4jmjjyMFstt+Z2YDPNe3LTU64l9JQS+0OVycLjJYA8HB55pxMgCyKjbQAjbgcKcnr2/Sq6Sna6hOFJjEjfKQmeNpP/16qvJeOtxBakyzMVKyzttREBXOBxz/AD9K55Tdvd1Hc0TISAGAbIJySQp29CCRTcMfLfOR91xk7hz1GAadD5ix5kVd3yA4YHAHc8VOdp5GQ3sev41QysQobd5jbiNu3BI5PWpPm2hVRgxf5S3y8gcZPTFTARKdoVS67XBxkAtnke/rzTucEjBJHzbhjPpxTGZl5zZ3COFyyNJ0I3ADf1P51xUh/Q4rvZ0ARxtUFgRk4wNwIyx9K4aZAHfnkMQfTIpEyGQtjv61YtWC3+nv6zbDxkYdSvINQAqooLFDFIuMxyRyAnOBtYHnHNWI6d5cudqswdPuthUYrzuYtz6jrTRPOfLQ4GGBkKqMR56AEYb6f/XpHw+2PK7s/KUGGJHGSOBzkH0496lUBiAztJgMcAnlhkZOMe2efx4oRoRNLcMS3mbiTL5e8qrfNkt649uKjXdiR8EiNUhATAKtjcFFOKujSbhHl1wu8gsyYLHkggf559IvO2grK0gHOxVA3KwOThQv4dR/SperAWSTKqybiWGD5hJIOfmyeM/54qEMGEuQygHOAM/KRtyAf8e9OUs6h/MHLBZC33wwyf4c/p/SkCiMsQZCx3blAOCMEksSfXH8+1MZE2VYsY48OQVVS54yTnJGc/hUm1Wc7hu288ZDEE9woz70v735cRnHG7BP4kY4PrxTot27BQeYOzIfTOd3TmncQ1BHsJO48kopO4hccAkn+lQ6kMRWjZ7sM4xnI64qwigDlsYPzN1Kk8EKD/jVfUADbWrAnALgA9SCe+KdyZGaTkfhUT58twO6sP0xUgOcgUxzgMB34PtVEHRQvvgt8qo3RQnLn5sFAxHJ6elZmoLu1XTfu4uLDUrU7ehYwSj0HqP89Llm0Zg03zNxAhj3YxsAjHAOB1P41X1ApHeeG7jIwuoxrIMY2pMVBU9OnI6U4blS+EwdPjkn06/ARzHbx3ssjAEqpkgjZcn6x/y9az7EK17YhlLKbmEFQcE5cDArd0iG9+z+KNOt5zDMqtGw6rJGPMikicH1wMehxXOwOEmt5MZ2TRPj1wwOOa3exzrc715GRRvwU5Cu4w27OPnAI9CM/wCTXjZRcsEUBLy2WQc4VpYDsfIyTkqV4z29uZi8juVPJVRxIXJAztxKh4//AF96o3e6NbeRQWjt5Y5o0yxKxuSko5w+BnPt79awS6HS31MXWbaaC+a4C7Y5ikkbbgxyVzyR9D+VU1mKOJYxsdSGUDJAIIPHf3FdFem3mhWKUD95ICwjbJjOQdycdccfjWHLbeU52l/K3CPe4HyswJAJHHrXfBThTu0czlHmsmMme4uJHvFjePb95kD+WpHIG7GOfSpG1HUCjKSibwTvCEMc9x2rY8NSIlxcWdyQ9jMvm3IGGRUjyvmD2BI3+2T/AA1Z1LRIYtITVbJFSSxcWd7uO5bk7tonjQ8DIZCfXOR0y3LKmnujphiKkL8smrkmjxwajJawTIro1uyszqGPMexxFu43Yzzjjtz0yYw+harLp98zwwJdRzwzhTN5J5CTbFI3IykrIvcH1XFSRXUyRWN1E22aKSGVSowA6ckYHbsRW54rgh1TSdP8QWgxJbFEn28skbt0bHdG/wDQq1UHyXOZvWxyWrW1nY6rqNvZzpPaRTnyJEyQYnAcKd3OVztPuKYDuQjuvI+lbmtrPrVkviBhEZysPnmJAjsoAikEoUYLIwOG6lTz92udiY8Y/wB0/Soeg0X7KeSGWNkxncGXdzh1BGQPoSKXUp455vtFxGnm7AF8xjHuUdDsj+c+xOPrVXlWODgj5lPcEehq9Z6ZY3hTDSvcXMV6yxthNkybTHgd1bPH/wBar5/dtYXLdkdrNLJY6gzO7OBK+5iSSX65YncferuktLJI5Lu8Ub+RExzsByZCqA/X9aZDAiR3kJOIpV3AxISVSRQ2FjznI6EZ6irun28VulkkUiuHaR2KMrKWOM5H3gexB9K5pdTaM3FaEUWnSrfaldTYCsvmW7LuYAtJxv2YwSFP51rIrOqSpI6/xHc0brtOW+VWBPGfX+VLpsqC3klUH7QLmReWAXYruoB3Y+p+tIsSAsI1CtgyKVBdDvYErtPHXuPXvjjNbWNZSc25S3Yh3ZIfO4dcqVPTuDzTvkaPa6vgKw3KjsuGIyWKA9Pp/OmPuDuGXa25gynOQRweoz+lWoDEfLyASpYOPMdGwwPzYXjHas5/xV6Hqw0yyXnP9DlbGOJrhYWbK5dcjI3CMlR1GeabfxFrjSpMc/aIY2Pqd4X+lFy5i1u4wCA0ysig7vmkQcfiSavXqCK6toWIYpfwhSOmc+YcV0T3izkwbUqNam+1/uZS8Qn57NfRZm/VRUenJJcxXEa5LKI5EBJ+8crkAd+BRr7bri1H/TBj+b//AFqXQZZY7oiL7zwyqMM6Z2ESYyhB7Glb3DzY7lqaBrRIoLmaGEF87TneuTgO6kYB7/e7VTZ7pd0b72JUgkBNk0J6g4yMng1uahYQzSMZQPMCh96llHzYyPmGM/8A6/rkf2WVMqrKQpwEMUgyM9C4bjjrgc1yXhHd6kVYJO5Zgt5QFJSOWMKcMcfJuULtwuPXPv8AhxbjhtPOzNPEscQj8yNEzJub5QArcYOTg57iqErXYRk+1WULbVDAMUBCjP3AGOfQ5qeBor1S9vDb21vF5cMsoSS4uHcnc2WOWyT93aB1A+mLi371zBItWVilsbi4k1QGKJAVjjjRmkAztjeUZAPr7flU0c0qyllKoixfuyzOwYBMA5GMDkg4HX6U67tfMijhYw6er2TzxqAyrvlk3hmJyx4VA3WsyK0nHmR3DoJAjywyrJlbkKTlMqcAnB7jp+NZy99Nt6lPQ3rKGQC42xxlXgdWBClmYPG4BVeSvH9e1SvGyK8jxxxKQ257vJlYNlmZQuHx0xx7dTWWHazEJi1CJYyAWiBfzNjAFirKR8xHf/I0bmGRXlVbWYGeBbuWUE7DGcBVYDOWJJ4zz171xum+5okth0Zm3kQxtHbEpFGiuNrKCCJEibnJ64P4+798H/PG7/NP8KzcXcsscG5ki8otasjsoLsCu9wSTkZG7PsRjFaXl3//AD/t/wCBdt/jTcEt2XypaHL3W7zY5GJJb5SScnI+tb+kPLc2X2fzJVEBdDghVMZJbaCPmx6/WsK7O6NG4GHH8jzWroO6UXUXmBY02ylAAGkLLtxuyOOPQ17stUao2ILaGAtjdJnAOXLbs4OMnj+dW9kYIY7f4QBjIBBwOTiot8ylR8qrj92AASCRjHA4/OnxKFLeZ5hcZAYfMBkFeBtIz34rPYstNGQQ+5V4ztwOTnoSKgDEs4KgqG2hUyMt3xUbSkcD+EAKrFgVU5Bc9s1E87sIQmNxUHgjJ6jHHTH1oAn3KodzIi7csyt91QOzGnC9t5huhmjdA5QyKQU3qdpBPNZ7EMro6Bsg715KYJH3gSeKVcJERu244VUX5cdABzjNIZNcSodg7AsehAPcsB0rkb4/6ROOwOFz3UdDxXSyFWDKgaRGAIcYyvy4OWH8q53UUVLp8NuDoj5xjqMYxT2JkUd2e/cCpHyYnA/ummEYz9Rxj2zQ28jAOPXjOR6U0yDprWWM20LqSjSQxh1IzvBCkDnPU57D/CwucKgCqA2HYKyjIPK/IcH8u/tWTYgmztGbAG0r35WNimRz3+narayBQcA+ZycAcKoA+8cdPT/69BqOlUTABmcAOG69CRgnPT6DNEkdwocqywRhCxjP7sKqgbhk9WP4ZyaY8yxyR8s0and8xJZwCDuIA29hkf8A66cJY3Zd7fekxjsqHg4U46df88tAM5McbbYs5B2BgNu7n5VHb1zTmbCM4XcrssRwyMMEHK4Bx696UwxlwqgKqs6/MTu+XLH5sgdxSnbsUHYWiP7sgg5I5GQflz6e1MZEiMkqHI2qeVBYluCcx7e+PelUqPmCMrFztUltgBUYOBzknPr+nNlInkXe3lwRAKfOJJiMm0g4xnLY9KTzLaMOIU3uCoM8gQglcHbHFyAPc5pDsNYKtsztGTGvzeYpAjBzj5ZOM+nFZ+oH/RYeclXzu2lQSwBxhsHjvxVyWZnwTvdmw0b7irK2DtILZH5DH9KN+R9mXJ3BWXYVyeozyT6dDQTLYzw2OR37VXdwWbjkn8uaUuCPp2qMct171aMjcsiqWdsxb78QjO3LMMEow6ioNYaSSyuQoXMTx3AY8sGiIU7GwOR34osGBt4lYDA8wAkkEESY+XAOfpU86pKk0TFdsisiBDknepUBePXr/Xs1oy90Z8Vylt4kmbz44LfVDbymWUZiRbwR3IMmP4ckgntkntXO3MSw3F5CjKyxTzRqyEMrBHKgqw4x6Ve1FWkstEuCPnSGfTZsf89LWUlQf+Auv5VBeRKj27KmwT28TshXbslTMEq4/wB5T+ddDOY62BklgtphxuiR1eNj5ocoCQuOepPGT9KoXEvk37SXUrNEwCCIqwykiY8wDPGDk59vQ4Mej+Zc2sce6U/ZzLDhSihBzJndjd+tXXtbadh5kI3KAF372G7udxPTvzjpURlyS5jZx542Mx2VCACpAf8AhI7Z5GKiubgbEiXGN5kU7TkkjHfjj+tTX0awTW6xLHCLgleMGL5TgH2xk5/D0qxLpFvlZbu9EXzbWiRQdgADMRITtwf4eCeRXoV8wjUjZqzFhcrrVfep6pbmdb75mK+YYjJkKy8b/lK+UWGMbuR+P53E1PVIrc273U0sE4tnaJ9sgbyCsaZVgTwAFHH8Nan2rw7Hpswt7eJJ0nSJJgv7x8YO7LdeD6D8M1zsstuRgeZFKCxZkwVZHKsWU5BBBBx9a86NaTlc9PEYOlSp2vqiWQrZW8chxiScMbZ9wkjTgHJznn6VqbtPb7aloLwWt1uQ280xZxHjhpPIAQkHkZB6e1YRjElkkwDGOO4SJgx5w4Yrz/wE1aSJI1+VGjEnXcCu49eexrqpVpRTXQ8itCMmnHQn0HVLW0W70zUMi2uXZC5xtj8xDFIHz0BGKyJYZLS5uLWT78MrwuexKMRkfXqPrV+ykSw1nSrqWGKSA3EZdLmMPDIjnyn3K3BHNM1z7G1+81qXUSAefbytvezuIiYXg3nqo2gofQjPIrJiRXbjae44Na2jW07vNd2ymSS0ZY5Ed1jjMcwJUsX6AHP5fniI24N+dWbaWRH+QsPMXY2D1x8w/rU2uUdOywaf9p8ye1njIdSxAdQjv5pw+BzuJ5FNSe3nmhmhAyVYyMCCrsBgEEVgtG0n3mPXPXv681o6eBE6oFUbUkZiucuxOSzZPWlNe6xXNhbK8siyxrOIpgs9vvVhCzcK5WRdwz34Y9enFO8xH/1QK3EQaRUkDMflyXxt+Ug9Px9qrWF9qGnkDSb8iKZmEtjdIZrZz2DwyLt54AOB9eK0I9W8P3gWLU7KXSZtwJlsw89gW3dXt93mrz/dY4qeS+xqpW3KbEMWYEEEkg9Mg855qaNJQissieWZUZ1PDblHBDgEj0+6f1qKQRq8ixyJLGHYRyR7ikibuHXeA2D1GRUyfdRkyxCj7m7YHXJZZD09yK5ZL978j2dssXnN/kczdvGNauLooyCJbd1VyuTJtVc8ZBHfiq8139pvLHnnzZZG/LA/QVH4gmDavqWwkqHjTJwCSkaqcgcVSsNzXcXsJD/46a7FqkeKpuPMl10/G/6FzWT/AKVbg9rSP9WY1L4ebbqthjacysvzttTBjb7xPb1qvrB/05R/dt4F/wDHc/1o0Y41GxODxOp+VSx+63QCoXwkLc7+6SWIbpYlDSM7ko2N2/JAx0wOMY9qzDLPhlWydpNuA4TYv3hnexAOOmOf58aS7AYowHc7C33WZ1UHq+c8E8VLsYpuwWk5WNUyyAk4/eEjp0P4VzOKe502uc0tjOWdp7d5klj+YhkQIdxbzFLH9R/+uWGCC1tdQWOSY29z9leURbGlWWF2TIV8HndyR+OO+8Y5DHKzHfEm9doVlJLjbjk9cf5OaydStleKSVYnCxN5qeTtbYM7CA5HI6A/rUSjpYzlTTTKUtiJZV8uP7N5W+ad9QdjIiIOY9gJALZJ2gdvwqOGe+iSdYvsjCbasqzWhcOVYMD+8OMfT/8AUqalfXDKZI4T5KjemwAlgWxLgDbux1OR06c8uuJ4IEjeRkkLArxFsKgFgVdEYgc5I9a55c60tc43Fk8f9ofPHCbJZJJE8t0DiHyUYFwC+cEdMADp3zUx+1NbyjM5iM2/esoeMMBwWAyQOuemPpVS3u7GJi6s0krnCIWCqydCAvXJHWrysw8yZo8Fv9V9njEru2AxQoOOOmQ38ueaSbeqKh5l2yIgSVbiJEMUjyDegIBYbQVYsFO7PXPQnn0s+RZf9AuT/vpf/iKpR3HnmJZg7pvYwhQS5P3SpBJxx0+me9X/AD0/54n/AMCrasnC7OpWscm+GgmTC7uMHue+aXS7j7POGKs37pxtRN7ZHzAge1Mi27xv3FCGDbcbsY7Z4qK1kWO5t2OcLMgb3UnaQRXudCTsIGuSm64JJZ8qpTy3VMAYII69TUpl37AqtkKc5PO0cg8Ee9QrPK8nlsjyZO2MjA2qo6EYyR9KUSzKJZWbPmLtGMnII4Bx2/HtWdzYcrjMq5IJG45APoMknv60gkjJG6NFOUEzBioZD06c5/xqNnKvkgthlw25sEDB+Vu2R7mmyBWZG2kqcA5y7uxB4B9vTHamIsebu3KqJ+7w0b5cSfeJGFbt68dqhmPIyrBeWVEO4AHo7bvx4qIx+W203TKHwyqylF+XoJCWOT64xULMztJuG4FlDlThT3PApgSNLwcMCO+A6uQeOSRisnVjl4JMDDIcBTkAZJAzWjkosiqrN5ZDJujCs6A85BPB/Gs3Uvmjc5+5KRjjHzcg4B68YrNy1sS2ZmcnBPajccfhUeRxjrj9aar5XPHUg1SRBr6VJG9rIjDmOWXB6kk4YAc8CrzStsSIFCqrvAQZKk8kNkDJ6Z6j8qyNJzuvdrKuDGcMxXO8MoxjntWg2GwQPvDJYg8HJ+UDjg/SqehpF6D/ADBgOVyzrtGflAwBgD6DFOjdlAkxjBUMQAx2jOVycj07fyqBiFBJCkllDA5IXqR0JGfXikVwzKqIpbICZILFsk4GBn6f/XpKSbsh31sWg2dhhZByWAD4IONvcg89AMVOFt4F33AZ5n+7DIAVjOD/AK3bjvjjg+tVUZLcqThb3pz8/wBmDDIXB6Oefpn1PyxZt2Zt4Bb5gGzuYdwQQf51RexaneWRw0oeQKoWIA+Wigg42LjaAPQCmBnyqjfyoCAA5br0ziqz7mzslYtwfkZgv0bkLnFKJV+Y7sg7VJJznPZdw/PpQRcsB9hcBgzEFsOpC7vTgZ4/z0qpflvsfP8AeXHzswx7E1dTTtVuIWkt7BmgYfK6rsOAcnCnGc/SsmUyGG9jOfkCcPnK4JGMGsnNqSjYzctbGbvAOD370qncePf8hVYkn8BgU9HKkHuOSD0Psa6BGxYkCLdngSSo4OCNu4kYz0qeMSlcNnO7O5Dhwp4Gc9cVVsJl8hkZvnMzdcYVWwWIP/1qsDMjDD4yrgKpjR23HqQW/wA/jTLRQuYA0GuWoyfKaHV7bIxuC/uLgD8Gyf8AcqPV5rq903Q7lrdWWGGWKe9QHfLISqbLgDjcNvB7g888m/JstZtNu2CtAGe2uQp3FreZfLkBwSuME49zUenJ5a674cudzFpHW2ZVLZfcEEgA7fcf6ZNdEdUYyVmZ2neS91Gkhfy7iISoElMQMqnDBsdeQeK3t7MwdjweFGQV25O4jd/XNctDvVXRlIms5fPCN12qQsqHv6Hr610UbQM3mRxKsbfPEUUNhWIKl2OPy96iSLg+hV1BnaC5iR1ffFG6r99lMZIJUqTyQefYe1ZpM86HJd5YY13gt85QYX5Qeciug3oJYggJ2RBB5pDA72YlYwQSR/nPpSubcTMVlXbGskv2bc/zIxK5VmPbHTn25xUWRspyiml1MQ7UbKsMZJCtksoPQcipLeI3LhBkEAscqWxGvLEKOeO9TalEsBiAiaNgdnzHOcKMsCBjBPT/AOtUVjK0ciyrHEfLcsWfcScqRt2g4x+FV5k1LxfLc0Ht4IbRo/MlLebG0ewp9nYAOGY9/TH410kd1prZju4rxEdR5V0ArPHnoXgICsPQg1zpkkurqGSGJgEIklEYG3A5LY457c+tbHnRABC7BHUErJkMdp/1fzAcDPOMfrQpNEctzO8RafqqQ299Lcx3tjvMFvdW8heNN4LBGRsFScdMdqxL2ZLm5e4UYM6RSSjGMTFAJMfVgT+Nb2pr/wAS+6VN4QCKRg2BlkYHnaSDx0piLJf+GLeEW8Z/sqXUZ0uFwJU+eOV4W9VZWLD0Kf7VaX5jNqxgR9akjba4PHyure+AecVCpwaf/Ef9pSKQG0BVi1/1zf8AXI/zFQQAvFC/96NSfyqxBxPMPSJR+ZBrSfwkl1YY3wccjkEcEH2Ip5SdN5B81X/1iy8lsY6k/wBaSMkVZVgcZrXlTQrkI27RgYAAAHoPSrw1WGNYodX0oSQIkcMN/ppEF4sQCsqzK/7t8D1A+tUYUklKpGjyO3RUBZj9AKpXyXPlXVuJGVZco6sAWQjIIUtyO4riVN+1culj0pYqDwcKC+JSbKer6CtzNc32kalFqSTu88kEim21CIsSxDwSnnHqrGsfTIZRelGjcPHHKWVlIZeMcg80p+2Wgb97vCMuxGBYEHOSD1GOO/eui8P/ANp3dxHdLaOI0+SaeclYzESN6LL97kexrax5xz2snOpXA/urEv5RrT9EBOpWOBnE2SCWAICNn7hB/WrHiK18u8N4vlpHeszR24lEssAQBMSEeuMj/OV8NB1v/tAzi3ieQnHALERjJ6Dr+nrWT0Vio6naRkCSExB8hBs2sh3EZzkL+JIz+PpNLNMzs+PkBUSmXZjfyd6gED1I6/Sq0ZRTbgliMuZOMoFJ3BwwO7n0/wAiXdtJ3MHAkPQLhQfmG4oM/wCH61jY6BS27kiYsxcl5AgzzkgYGQcBRwadEzYlAKiKM7EwQu5jjgbvXJ7etI7RyeZtBjaHIUSyfOwz0wCT6ZIA+nOaV4d6Iyfu3IJUR/IFYZbjqQaTQ7kMun2VxHLK0aPJtwd0jIqkcFiQQM4x1rBu9KjHkLEk8oMmJCURDgNykUgcqfzz7cV0UcTkSjDFhlYlchiOjEjHGRzt/wAilnit1UylVYRkTN5IEjSSFTlwp+bOM5OeOtYSTWqFKN0cabC8h8xII5kk3yCRJtvmRxbc8mM7c/l9Kfa6gYwqhHfcyRgiUsoCgAgMhAq5fG6aOJ44HjKuWzhlKZ5VxvAb0z8tRQxahqMU/wDqRdQqHkaTasUkAIV5ACCCRwWxzx78RrNe+jlcGWRqLqrNHdRH99IE8nzFePOceaSoBbj1PStL+3pf+fwf9+of/iK5+8ktSkFnGVZ7ZnAltSoDMRgsV5XPrz+WKqbl/wCeg/8AAJf8ahUYsjmaLBbofTnjrUMv+slwR83Ix06UF5MKOMKSQPc+tMORtP1HNdiNzsIp7eWC2G7buhiO4gDgqMqdv444phlZSVwo3HEbjAYquThhnj8qqaTHPJZRyJ92Iyq5XClFRurMcev61bZYzhI/Lk24JaMO8YBO3LMRjr0qTZbEq+aQphKyE5UJwEGDwoU5OaSWKSCRQzqFVt5RucY5+6OPpkio5bOdlCyRT7HfCHaV3NjOARz+VR28c1mLlYorhYXzJL57Bhkd0WYFvyoAs7nYfPHK6gAFkGAWIxg4B496iwpKyI37hODGTnjkhQyjjP0q/wD2ZJPLbo11bSv9lXYtgJJGVSdyB5MCME5xgt/KqFxbX1kY0ng8tCrPGVKMpwMnAQ4z2PTpTEMExLfPlvNDx4IPyjjBYn8vwrPusNFdBlcsQjAkYwenOOPpVstnJEiMWX5wASecNxkYz17DHrVW7P7xh03gg5PBJ+YHJ4rjqPlmjOW5zxZlyVODgg/y4picr/kU+RWG87T1bIwcj6io1b9y3QFFYjoNwJHU+3auxO+xDZc084uWBkCB4mG4gn7pDdq1pbrAYKOFK4x8obK/3ABzXOWkxW5j5yCGHTPJHStZZGdTux94ngc5xjrWFZtaC5naxfLCRQxOQcHA5JPXtSJIIf8ASEQb3UrbjAOH4JkJ9F7e/wBKzg11MwjRQiZwzkk7R97OOKszpK7D94EbACKACyKOV3hgevU9P1rOhS9m9XqzWjHlXM9x6AlpMlAzIcM7KMtnqWbq3rQgUls7SNudxznA7YFQBruNDFvSYH5iXjDFMdWABFITLucLGPlCtEXAZyw7lkYDFdhdyVpZCwCFflJ2nB+RApGev1zViBgktvHLGDCZofNbliEjYbhhstyPfsPpWfm6bhpQmCMtFHH8ozgkswzinfvJJJWmluZELNuZ8ZkzwPlznHemB6Dd3t1FPCIHT7MQMnggL0G0j9K47WLqO6v9TkT7nlLGXH3XeIKWw3QnrWRLPIu2ImbaA5SPzWAwo3fd6fSq26TKsQ4jbfGAegfG4g9s1iotu5DId0YQnPz5xtI4xzyKZu70wkc0Fk2jG7fnnptx7V1WJuXrSeQBo1YAFicBkV+VGcFuccVpRO6qxAIR9pJbBVtvPzcZ5rChILHIyOM8KePxq8oJJZQwTsoJHPAyVB/DOKLDTNWePKyR3HEhiXIfBG1o90ZJTkEZBqhNL5cnh7Ww8ytbTQWd+0DhJlltSCrB16Fk4H+4am3AKrEpIcAODhiCecEvzn1/+tUkUaXDXOnSbdmrQxiKU52pfxZMTMxA7jaT/tNWkNNAlqZurKLbVJ72F5Zbe4u7iRXnCCRizbnSQJ8uSGDAjghgeM4E9lIVE1qgBC7ZoWYgA28nPOeuM9B+mKZarDdWGr217OttcWFsXUTq37ya3JWOMEdHwWj56gr3XBoWztJENuTPZbpYx3ktz/rIx9OSPYn0q5K5mnY2xkStKWBkUIFOQGA3MWCY/ICpJtjCOQszAXFvlmwWGW+8BnHHPFRxzRtukjJWOaOJgvUKuWwDnHTjOBSMGdIzldo3j7q7g+xiSSPmPbHFZG5YlWGSCSOSMSKzsuJNz9D98bdpHfbz396pvaWUUrP5O1I0iV4w3BDr97aD94Y55PerKzbnEjFtsqhnUOB8gUKrcdxkf4cVE0qpL8hjYeWCQV43LuTHGeeTz7dKBFiFILcMUUKh2sDE7N5g+8ARk/TjtUxkUg5MSpszJ5gAVj/eRPXkf5HOeWRQWUKNmQxjA5Zl4OD3A689s/US4IGQ7D5SDhiuDkHIxxz65NA7kt/Gv2S6/dqrPC0m6PeCQmSMgcfWl8K3UTJeabIG/wBJcsjY+QmRFiZCfUgZH0NVrq5ZLW4jeNxvWQK+4lRvT/VHHccEfWpPDV89pbX0QjjkF7qOlQbXHKyItxNE6HsQ6rn2JHetIGc2c6uRjPYYP4VJnlT+FMLbnZsY3MzY/u5JOKUnpQyDobFJPsdq7I4RvNSNiCFfY7AhW6HFSw83N17CIfoDVPR/E2oaOWs2igvNMlYtNYXqb4CX6tEw+ZW9x+VbWm2p1vUtVOk25t42MckFtdzAsnykGMytxnIOM47Vbd1YTFWn7sDJIAHOT0p8dlqUk62qWlw9wwyIkjZnK5xu44x75xW/H4bjsVS417U4tPGA8dtbkTXrEcjaFyB+RrZtJaiMLR2kf7RGs8kQeMJKY+WZCwG0gc4NaY8K304luLm5tbDTQzBLq6kUtIgPBjjU5Ofcis5dX0PT5fJ02Pa7sImuHxPc7SwHIBCD6Z/CsnVdQkvkd7OS4tYbacw3Et5KhkdRndKiqBjnAABP1rBz7CNG5XwnpZJybqQE7bi94Rsd44AP6fjWHfeKDLE0NnE6lsfvJMKiAf3IhkH6k/hXPXM7TuTlyinEYc5bGAuWPqcDNQ9Affip33GSSSyzO0krs7sclnOTzXU+G43itrq4ww86RYkKHJKqDkFQwPf07VyiKzsiKCWZgqgdSScACvQLCG3trbToB5ZuIlIYMAzFid27Y3PJzj8PxiRpDcuJtyzS7g+NjBl+bgbtxwQ2cnJ+ualG8fME5IVim0qAVLBSdpB+p/xqNwDEilWDMzmZlcvPHt2jsQvrjNOTzI1a3uISJEeVMERksMEsC2eBjnGO3UZxWdjcna2iUqwmQ+YhcJJkSOpDCRS2cjvjkfjSGJW8xojJLEkm1chmRF/hU7FB6dOece1MknfMZnEu2JVjJyWEDbcZw/HXoMevNRi4mJZUkiDMTujVAWJwBlT14z+f0zSAkTcMfvAgO1n3F8AKzFssRntggipJMKknzSlMkKx+ViMZKfORnPykjn9cBdwjba6OH3OHbKh2HDZz6DgYz6evNcxTEhW3q6YJKbVlUEhyVRV3ZHTPapY0RXEdvPGsbSJIkSDzV8zHC/eU7iTx/npVeOGS2uJJI9xmNswWF1DgWzLsZWO0qMg9MZ/Lm1HHDOJAWjSfaipuRneTkliXBABHuD14HFL9oe0dZ5DCCm5JpBuUT+YeAxYjntg9x71hKJaMUact3M6+ctvd8qU1ErEoIJB+cqEOfwPtS/8ACPSf8/ejf+DKP/CtNULRWLWkqzF2ePypWEnlYdm5G3OPrVzyIv8An91D8ov8ahSZDgnqcUo64/GnujGIsQcKV5xxn60IAxxnjrUr7vKmUdGQgehI5zW5gifSl3mYZ+aJklUHkHIK/MpYDFajxTyrKnmgphclMBlGCdok64PfmuetLkW88rHjfbui9T8/BHQitaBywGfMYBSdqMVHOB0xUylaVi4y6EcrSxzQ20v2i4c7SsaMqFlAx98L0/StbTJ5LS6ihlSZDdI32ndFbNawAA8Rl1YsfQZX61BYyaVDmGCJvOcj7QE3Fg2eFlmb19M1YmuMNnK7VGQqBhkjKg4bj/PWqZY3ZezXt0Eu0kgVso0CRRxnuCIoQqAnkHjNNlEhjiDyIVQny0QvhCw2nBX5f071ALp45lCrCysmEZcltsg4OPXvQJTKZI1JkfIJQlFYANgZPoalrqLQXylzIAyMzsNpV88/xcDHNJdfZ9saqM4j456SKCu4bedpIOf85bvSEEFJJiu5ThR8jAHCYQlj/Kq7TO9tqF5KwjX/AEdbYKgLb3DF1Ax029Rx0B7c8tSEpMHHQxbmeRTMQMOzAvznkDHU9qzmk3qeACB0HA/AVduWkc3JAyi7frtJ/nWaxPQfd6//AK67aUdDB7koO24g2YztjPJxliMkZrVjkJU4PJfGOu3PrVC0jw6TOPlXay7kYrlffGKvxwySbnbyII3XcJZriJMLnAbBO4/lSqrmdhE/mKsUQZnDysVJQc7UPOFPr0qeFUZVEjyOweaVo7flvmVFUEgMoxg7s1GbN7kOZL/ThbLhYh9odsqoxh2RDz3PP50q2dpCIpINT08TRYKqJtqiRXyP9Yq5yKi3LsXJPaJPNcBxaSeUsZYPGqRBFWIxsMFCoycg857/AJVAwJCjewAywKnaQc+uD/KpUtLh5A5SJ4vM3bLeVJH2FiWCsCVGeOx4+lOkgdcl1CgYGAdg6Z2gHB4+lVF2LimlqVwCuRvkJZmbDH5eT37H8qX5y2WYHPXPJ9OopXKAoVQZAO4kk7znOSDwKje4ij+VlXJJY5BDZ9Vx2+taMoGiiLM7IqvtyChC5Pbis/yGBkLyt+6VpFVm465wFP1NXVlBSWQA+Wh2lzgLvblYwT37/hUCiJnaSRW8tRukHIOB33Hv6cUkwaM5YZZGO1SQDyfQHvVkxacm9GL7yJAjlsKGCjaSoyeT/OriXNtIys8IRFGxFTIZuersPT/IqlFC3nEmASqWIb5xuAJ4wwPWrvczcRkG3P3gmRgluV46jjvVrezZA2iPDgAu3HHBz6imXCpFH5SRSjc4kJkKYTA2kJtHfvz2qCN5VIKhQB1x/WrQ7Gmu0xjyw7EYDHsGbk8DnoPpSvG7xsQV/dnehY43TL8wCg/MfSkhCsDuZlU7GGWI3Y7dz39Kfy/lrltsbEgFvm25yRgcDPWmOxDqcm5rXXoFV1u82mqwn7n2oL8wkA7Srhv94N3Xincade2VvY61ahjp1zM4tZiVLxyoSGhmUdxyOmCPrgaMRht5JrW8BWw1KMW92wH+plBLR3Majuh59+R/FWRfnULRf7HuSNtjcTyR7SSCJwhJRuhRsKy/XPetdzFqxainjjAmiwtpcPu24z9kucfMh/2SM7f8RVlmkWRBkFirjGAAhJHPHesS1mMTMpXzIpl2TRHpIvXj/aHVT/k3YZAHKl98RwkMjDkgZO1h/e7H/wCtSaKi+hciaPa0ZweWXJIDKBk42+ppBuLoqh2JTKgDJ6qcYINRxkq5yByFOGAOQy7TyOe1K6tG0QBJIztbkE/LnGOtQUOkzu3EYI6g/wCRUeWUnGQp6bST1HvUu0OpZckBdxAzyOhyD6UKu/CfKMKWLKuW29T0pDKdwzGCUs2cFFHHqeoz+taHhS3F7ffZvMRHhlttVQOcCRbFmeVB77CxH+7WddK7b1BykMayt6gt8oFUVZ0YMjMrDOGUlSMjBwRzWkdDOQBstn1JP58089B9ajQZb6Bj+Qp/YfWhiHNb3DpJcRjcsZ/ebCC8eACGZRzj0Ndd4R1/T7SS8TUSS989u8lwQreW1uzSfOh5w3ciuODzRSCWJ2R1+6ykg1K01nc/6+MQTE8zW6/u293h6fiuPpQhHoD+L7jTxfxW18kH9oSC94fzJgjIqJGsgBCjABxgdfeuOv8AXr6eaQxShg6qJJJVEryPjLHdKCcZ6ZrOFlcScwGOcdhC4L/9+zh/0qJ7e6jOHgmQ9MPG6n9RQI02v7MSLN88kqwWiHyo0j3yRqGZi7Djnjhecdeec66uZ7uVpZSMn7qrwqD0UUJaXshAS2nbPcRtj8TjFK0Ah/18ihv+ecTB3z/tEfKPz/CgZCqk5P8ACvU9h7UhP/1qczFsADCjoo6D3+tX9L0uTUJQWdYrdT87sfmfHJSJepP6Dv7gGh4d05Znkvps+XAdsCdDJKQfnDHAwv16n24605dVUEhIgHYEKd7o2Blm5yCeuTUNvFHHthWFhZxgwnCHbHtG3JIydxyCfrUhhG9nj8wKoLL5uwjDbhypHbqOlZPU3irIGmlH77ywkxZ5A5QYb58kFBwB06D8e1KzyEsZlZlYySvGZEBL8gYZeevP4e+aau5Q80cobLEMHiBZF6kAtn6f/WNJGGVlKySAKSyglGWWPC/ICmee3Q/higokaQsGdFk2lWVuCSVXC4CMDx69eme9IGRifldHiVFAT7rnGGCNjjnHHf8ASoojIDHmTcrOBuYuqAnqrHbjnv8AXvUyMHWQIqjyUYhl4ZDncWQDr2Aye+ehpANlmH3g29HIBLrhlxjPOBzz/ntPAdzPgY8v5xy2CDyysU596hYhgoOGkG7aHwBjnLKQ2N2eeKfDEoUyMRFhljXer7CNoyVDcZPJPHp68S0NMkWPddTJKVjGTLGS4YsAcjEpG0g5HbJouYxOVEZAzncZE3B8c4YPgY4NEhiXzQ4QscOBt+cAE4Ze/Xhj+HWmyx6g9s1zbyIjRhF3gNsVGYISN46Dvn8euBjLYtEOPs0c8pECSJCpWO8VGQqG3gAOMHPO3pVv7Tov/Pv4d/74g/xqlqX2u7jiSF0Es6tGyebh3QDOCCePYDjHasr+xde/uD/yBWCjccvIy1YgngHih3bgZPQ/QZqqJWLetJJKEwSrFTnkEYz6V12OUYWznk5UMPrWvYXs0cbHzIVlC+UGMaiPZs48wqM9uaxV8uR8MG2NnBAPB961VtYVhjhhlDmWITSAHarE5wQ0mOn1/nUzsOO5finlCMGEUxfJzGWVR3wOAfzH/wBaZXZ0y6EBQq5wxx/DjI6Vn291bW6SRCOQhpCU5Msh3DGRtx07Y9fatyCKR0UkFNoUqG4PJPcnk09jQrRW0cpAJcLklmUtkJtI/hI/CrkdvY2UTm3KubqPbKHWN52PJA3FWP1wR/WmSAxEoRgcEgFST3+YDn6VASwYIsTM24ZVEbI3c5L5wBSeoxwPlMLmICCWENKrhd+3jBL54I6jp3rOvXjnso1twyxpcgyqo2iRmUbpMHv3/wA4rfEltaRAzjdvTIRdv3OAS24gY+orLlOlAzGxMtwI03R/agpjaVty7BGmflAJ5J/ClYbMGR22XEcpYR27mBTKCpLLnaoA596ouEYF4zk5GVI+bnvxWpJp+XyLiJo1Kx5eSOMFim47d5HNMlsGt/szRYci388jfGSF34ZW25BX0Pv7Yqk0jCZRlM8cKxszMzOnyszYWMpvwB078/SoEWZ26YGepGEGfertxAxeHAkPmKcDHz7gTwcdcdP/ANdTSWUqRxyOF8phu2Eq+1xgYYK2RmqTViVFkKfZggUyg+SzzMqK21htAOW/IDjvTlk+0v8APtIBVUVcjYuSQMYqz5dm8eB53LJlQVC7VJONzAn+f6VLHbQqytGNq79wTO8gDopcgZ/IUrFqOpYt0+UDZ/sjvz+NW/nRWG+TsQpyQQPY8fpUG9lGwnBJBBY4xU0YYsd3KluWOST9BSaNkQsBwWiRgSTwzJn8uP0qvL9mdlZNME5XIHm3Uqxk/wC0sKqx/wC+hWjMihcZ6ZJzwKz2lAckbipyBgE9BkgYppDbIit1Pte5WFVjz9nggjEcEAPXYi8Z9Scn3poSPdjAz7AVceRWUsOAwBIJIO49eKp+aBwRtzz0yRVEiSxxcn7qqDkjAP41EYInjU2yMM/6xpHOWbPVRgYH51KzKckHjgtxnqfelWVVIwRtA6H/AOvTsSQC1L4G9m7ZbIUH23c/pU6W8cbbvkzjuM8njgj/AOvU3mxyDgDqS2WK8HvjrTlc4YptJLAAcDgg5z9P60DI5BGXZCoZkTGD1yvUBg35VIuCCu3aR6E4zjOOPXgVIgwrAZxn5lI6kHtR+85xkAkKBtABxyc07gQSwqYyjZfzv3Z3A/JzkMD069KrvA+qW32IrnVtMib7KR969sky5h/3k5ZPUZH8IrTAaRZFUgjP3M4JKAnIwM59KoTQTBlnty0dzb/voXU7WV0YYU559NvvVxkRKNzmlJBBH1rRnhdoobyIKVlHl3EfpIuSGOP7w5B9j+Nq+hi1SGbVLREju4hv1izjG3a2cG7gT+4x++B90+x4t+G3srpbnTrtkVZUPlu+MxP/AAyKfY8H61roZxhKb5YrUyobiJpUDsIztYO0u75m42h9vQ+/5gVazzCd4J37AwbcDuXGQRniti80RY1aO6hO1GKpNHw0ffDMB9ccEfnWR/YU7eW9ndRvG7DY0m6PBJxkugZOO/IpOAlKw7ldhydrDau4gfP9OTg/r+NRzTBCm3LysQiRrku5PAAC+9aS+EvEzZSWaxjQkZPniTvnhYFZv0rqvDvhiw092uZC89+h+W4mG3yweCbeI5IPbc3PoB1oVNvcbmc1FoVzbpdxXQBuZLbzpgP4JGAPlcd0HB9yfSuRkBVmB7Eg/hxXst+kEU8ssgCxrabfyBAUe5ryLU1jS/v0jYMizyBSOR1qpJLQSjLl57aFePpI3ooX/vo//WNOJHyj3pdu2GLP3pGMv/AB8i/+zUKjOyqvLMQqgep4rMETi3LIh7t29M8jNV2jx1GOv6VrtGuAo+XAwMLkHaMAg1FJDnBAGMAYOSf7uSTxSuXYyhE5Py9e3ari/wBuRqfLku9nfypXZRyQPuN7UBMdjnP+eKuW8rRjGQckjaAee3UfpRcXKZ7nV59ocXkmTgBhM4J9AGzSw6ZqdxsK27hWxh5cRpgnGctiumgvN20Ss3y4UBWG0kADnPA6+n5CrkSu7RgbgzSbQ7tGFU/eKuxGOp49MUuYfIYVpoMKkyXchkCA7kh4XdxgbjyR17CuhC+VDEAqbNoLHylCoF+UJEFxx3J68e9QhFZpE3PK2GZJI9pR0Dbn3hvfB/zzOo+ZIBHJ5kZQymIk5CkHMajjcPY8g/nN2y0kiRDsKA+YxkT9zIEaNnUgdBkLxyO9IpBY7VJO1SGYkBQAcjzGGOenb07cIjKXVJMPGWVkAUK+0gYLnO3J7/8A1+FjaQkOpwSWV2MTE7gwctGeWB9SPTpzwhkyRgLIWbGU3jgb9rjCrubIxnAzn+fLQ8qktuyRvjwzAsNpAUcYUrnODuPXGaj8vaDtlI8yRwCEcxSRqGOBs28nBByf/rK/mKAR5qhVbywpccHBLZGOD8w5P8s0MCVZLdN8pnkOY1I8lcgZYqUk3kjgcjGe3rmpIoJBJviSQkKmEQptLOQhKP06EfieenMCxxIUAn83Ji+RxvRNx6gDGcdOvGaleJR5SJI298xbXbPyMDICuOuckc98c9wCGARL/qmkjPyggMVHU71C9eoHHTJ9BVozSEFH2RZ3YIOMktnCxuf5Z5/Wo4tI2VC8OAy7iUkSQq3JTK88fT8e5sQsHBh/dPC/zxFQVkDA8OAQXwecjOfwOSmUQvIoMgTYeuPKPmFlHzOTuwdo54OO/wBKkEkU7HHmF3JVeNpkBPIKoec8A/Kf8Zt0ckalWVmVmR18sFmXJK5xj5gCQBj9erXVRsZvvuqRybxweMKcoBjGPTn86ykikZVymjwiZhZ+a8DmGOON5hb7eQqyplT16cetT/bYP+gSv/gc9Ouowu4XCsCXRImgb51bk/Ixzgg/7Jqr/Zdt/wBBe6/KL/41WDjfdimp30OTdXDN5aMFC5OP1qBgcArgo/IwSeemDjjNXcyxlEkV8cBiwPUnufStQ2VpdeYVxFI6ssLRws7MyNyFWMgDgda29pyuzOXmdzJiCzA7VSKOMrGzq2E3Y6kk5zRJLGrMY1BZQFdzk71xgYHQCtz+zNLma286TaY4RAI4i7NujzuwEB55ySWFMfSZbKC5nte37xPtzRoq4OFIBzk+mWH0oVWDdi+ddRNPiV3gNxmOYKHCuQGCkDC8/wAscV19rAnkhS6lhk4zk4J4zmuK02xdmEsl0nmzZaUuSZRtIYjADH1rqre4CbmVHjVQN+9BJJKq9wVJOTVSN4k6Rs+1TCUUkkh1TccZUMx68/Wk+zDcmc5CllUIAiqDjHHFXoysqxv0yobZIFDDPQnFSFEALAsRxuC8+nQHt9KkZg39pBPBtffwxkfy4gdwBztkOM7aoJPb28csTGMsTGER4yN4bOQQhDA+n/1uellgikRmXzV8wchGdGx+PSqa2NmolKqRIFBdXLyH5Rwu48fn1ouM56X7cVgMccPlkAI06RyDOBw8ZQ5x0zx9aiczyN5jLHudkafySQkrIQfmaTc2O+M49q6Oe0hlRI3yAQD+7X7uB0cc1Tls2VYdkhEYJMjYUR46D5gelGhLjcwpFynkKsjfvTIDKeY2PDHr3H8h6UjwqygmRhtHOzA4HrWm9uwb5jlCQ0ZBAJGcZwRj6UjWyqyqXVg43sPu9SfQU1oFrGdFGEzgMcEtyeRj2qaMnBYxlS/Pz4BHYDFWZI4yAsIk7gHOMDOO9RGKRQRhwv3gCwJ2ngGqFYRRJuBHJY8EZLp7ryOPWrZjKxbWKbsLyibXwxz8zCoEWYLHLGCZQ2PnKgAD0WpxvKsGDsXbLHjBPqwUYoKREMJmOTLxuxYfNyg6Z561HcQxqcq2Y9hwRjcMc8YGOankhfbvZlwFGQcsRyeDnFVpMZCh+CEB5yM9cYzimBEIzIDtG3BA3NwTk5Abt24o+yxNHIRIcg5G7G0464pGMRUlsiTqMKeuSOp4x0/OlSC5dDJn92EJ6ggD0I5pgRSWxwmwFixCjAyc9AMD/CqbrtJHpxitBnmjjVm2nOBhcZYE/wCe1UZfmZmCkckEZ6EdqaJYzcOMj9aVXl3AA45H86aBk1btYyv7w7wG+7jgsM44psC3EW27WBJbDM2NuRkDG48fSpugdTvClCF3AZC5zlSR6jqKVVKBs5UEA45weeKYfL3xxkZLED5mIK5PQZ/w/nUlDN2wEZO1mBLdGH+6x/Xn/wCvGWzyoyQuXIUjGT95j1znGP8A69WhGXCrubKF2xsPTgEAE7eaYURGIAYIedqAYBPb5+eP89KAMm4S5tbhL+yYx3ERMmVGQwxyCDwQckEY5GaU2cd8j6rooEd3bZnv9NTJeEDlri0B5aI/xDqvuOa0CnmEFiSuDkZ4UAdz+X5+9Zk1rc2s4vLGR4bmBxIhibY6MOdysDwcdf8A69axl0Zk04vmidFperpeWjR71bK7ZIJWw0TDo0Tnt6A8UphhBkBTYzAK+35TgHd06fpWEk+lau3mSyx6PreSftSAx6deP6zLGMxue5A2nuBUs17rGkyJDq1mcMoMU0ZXZMnZ4pEzEw+hqLVKfwao9iFbBYz/AHq8J/zLZ+q/r1O402Fbq1DHUdQWWLfFKoucDawGCNwPGP61KtxpelARwyA4d28pHMzsXPIABriY9e0dsGRXB7h42/muanfxZp9vGVs4FVsg74oRv4BGN0v+FP29R6cpp/ZmBj7zrqS+S/zf4HQ6jdzu0V3dIkMSPuhtJT8xRN2ZJs8dsc+v5+aSpHd3915DYheWWUyEEBIgS7OR6Dn/ACatz3ur63M0ESOwbMjopzkDkvPI3GB3JIAqvMYLeNrS2cSliDdXC52yspyI4s87Ae/c89AKIRkm5S3OXH4ujUhGhQXux6/1+b1ZBLIJJGdV2pwsa/3Y1G1R+XWprJN0u88BOc4zyeB+XWqoVnZUUZZjgVrwxJEgQdQCST1JyB0FW2eUkWPlCjgkuoKkjHTHOeuB2oYElsgldwY/dIwcc7h+tKuBjfnccBBgYZRn1pRkZK8846Y4zn6VJZC0SqQSeAQQAwP9c4qLy5BwdwyS2Mlcg1ZAXCnO7HXvk5wSMfhTQmGVc+mM98dSfr1oASIsGCBwqkqy7wDyO2cfnWnHeSSOZJgJUyfkkJVGIwuTz+PXvxxxWeYiTxtIZvl5CkjOOQPTvUsbNksU4ZYywLELg4GHKj6f/roA1UJkLJCA21y5LkOScHoG4/zn6HlmNxgNvKh0ZVHTJOd+M/XnvVaItHNtTKnOI3ZyjMBgYYLg5HOfx7Vd3QP5ZyyiMKh2liwGGAXc3K56kj/61IYZhUFS20AkWrrIEXH8Rx9889/y6YqY7DPbzNLMgcnzJhuZkZeOwAI7ZyOvvQEaIwvE5CSBg8jIfKdSu4gImScnnt2/BAUYxyuzr5sZjQuAA2DtKgrhQPXkn6dwCRozI6Qwo07pKI4trykNv5JTzFzjIJzU5WdAXwX89VhBIWSPMYO4EZxkZyMjHP5QhoEZnxGoT5rdULu0ex1LFSWYLjnGQfvZ6iov3XBlYvgSJIRghTvJD4PBHTPPUdhSYEojnZlSNLfz2wYPLEjFnzn5Yz0wBk9fr6TgzMD84DFYkRdhZIdzly538kdz/XFRlXDrFFlkfyXUhQwDoOGIyOTz0zx9KdJdLJJOtvn7OXWV1xtDSb/lk5HA9DnNICSG0Z5IwWh/eMxMuC4YA7CxB47dO9MjSYefMZdjRsqxLhQ8hOUBhC5bIx0YcYqJmbNvJulQsxV0LL5cj92ZpAuVHTuffnNEEAn2LLIXdy33XIJBzypz+K5/LjFIY1pU8xPOQq6ZjIVhkbcByR6knOef0qf7S6neJWedFaOOMuxdEOQoTdxjnv6+9VtvzkJuKJO6Kzg7drqp+UcDJ6HGO3HerP2d1humklYvkIiJhkDL3Eqk+x9+lS0UiAG2LPlI1GAA8jOdkqruKoCAwJ9Mdaf9ut/77/8Aflv/AIui5nUBml8hI38pYQsJjLkrjCox4Bx17mnfYLb/AJ63X/gNB/8AH6iyLucXLNc74i4MaNnARix44yAcn9aQNPM8KLKzLIyxqgG0liBkLzjqetW5ERbrVFVVUJMFUKAAq8HAA7VDKBi0GBhpYgwx1HmMMGjlVzD2aZcW8udKfyJLaYSxMVWB3kREHylfLjAwSTnJyaq3F3f6vP8AvRsiiGViiDFUzwWYnnJ9a7a5SN/CV7I6K0kCKIXYAvEC4GEY8j8K4BSwjhwSN8rb8HG7604xjfmtqS6aUrmlaqyYwGQ44ZZDuHbORWtblcRAzfIwZn3udzYOSAQM1UvUjjMYjRUBQZCAKO/YUjgblGBxEuPbimbI6K3mgiYgGeR3UykRpkKM8KSD2rUVmwmAQXz0I+975rI0cLiI4GS3JxyeT1rVTO3d/FvXnvy3rUMZIrAu/UlQASegJ44IqC6W1xHJLvLKcRru+XJP3gvQn0zT4wD5hIH+vP8AOqV2Aby3UgFcA4PTOX5xQMfcrInktFKyuAANilZCcjcXbkcf59otj7YgZBg7SQBtDEEndtHJ7Vdn4Efur598DNVYPmjjLckRrgnkjO7OM0hlR4JAv71w7gkeYwYqAz7sYGemf0ppgjXzHOS2QvbBQ9ec9vp3rRlA2ngccjio2RDAmVU5uFByAcjYTii4GbJCC8hTgFsEg+gwRiq5hIcBVyZM47k/XFas4G2XgfxfzrPXqT38mQ/jiqEQ7VZ1DBtycAcYQDvj19KeXWKMK7jDNhmIBJ9ABjPHPSpVA8pTgZye3tVO5J+zMcnPm9e/Yf40wK880hyY/nVhgE5UFT355pgMhQoF+UnL/wASscjBIP8An+tu6REjg2Kq/uT90Adz6UgVRGuFHKRE8DkkDk1YiuXAXBVWxlcuMKAeowOfoKTZdpk7SN4O1UXgjOMBamkRPLztXOZuw7HirEpKom3j5weOOcj0oGZ1012pIbKq6qMAAkA4br71RETO20euc4Jz+VbOAZIgRkbsc/jUiKv7s7Rny3OcDOcmncTRSt9PdmMjmIKTuZVGNueeFxjAq4UiQBcqrKMrluvfGP8AP61On/LMdt6/zFVJuZYc85ePOfc4pbjEYlxvKfeU5UkgYI2h8nA/XtUhiVhuZsjG5iT8x5KqPmy30/8Ar0sIDQx7gDtR9uedv7w9M/U/nSsFLKCARuvDgjPKuuD+HagCtJvTK+WzLjaDjaMk9MjrQfkCL6ErgNgoVJUbvrmpCTm99llI9sMoGKRgDHAxALNNGGJ6kFM8mmBEyGRlUhiDlF7ncOcgtjn8P500nb94MxBbhtoA+XGemaZK77wNzYQttGTheM8fpTskiAk5PlqefpQJooXemJLG0kaMsoOS2eH5285P+cVVt9Q1zSN9ssmbduZLW5RLm0fPPMMoKflg1rnnyM88v1+lVLsAwKSBnBP4+YRmtIsylErHU9An5u/D8SufvPpl5PaqfpFIJE/LFNN34XTmLRbp27C71ItH+IgiRv8Ax4VnTgBuABwOg9qirS5kXrnVLu4iNsiwWtnkE2tlH5UTEdDIcl2P+8xqmiySNtjGW79gPcmmjqPrV+IAZAAAKPnHGcFetK40S2tukW453ORgnbwO/HerJ2/w55+Y56Z4z05psYBhZiAWDQ4Y9RndnBqXA8s8D/WxfqDmpLGDoc55JPrgEdhT+G2hh8gBK59gM9P880v/AC2YdvMhGO2CF4qW9VEnmRVVUXZtVQAoyqngDikMT5vkyGOFQ+4jPPBOOvOO1NATOWV9gGAVOHBXkgHp3zToiS7qSSpBBB6YB44pF+6D32v/AFoARQi4wVDkBwQCCCARgnPQdacyuSmFClkUgseF2jOd2cY6UD/WXHs649uDUrgFW46PIo/3VRSB+HagBV+XDEurcBem7cOuc89M44q1C6oXDZKuEUNg72yVOVHAOO2R29+IbcBbmMqACJomBAxyHGDxT2LM6FiSfMlOScnOYz3oAuxo5Rgsbbmma1uBGm7eCQ6KUzx6jHH9Z0LhrpInVp1Ep3Km5Tgg4bAPBwAMjtz14pSSSJDcururoVKsrEMp3RjII5rSLM/2QuxYvFaK5Yk7lk8xmBz2PU0DIpGEm7HlhV3tlV+YANuxIG43D0Bxj86fmSZ+BFIEnzAsTbkDqwVlUuT8rD3P41HAzrdadtZl/d4+UkceWwxxTGkkSKcI7qGmG7YxXOEOM4qRkwJAlj2b3R8t5oKFEbj5UXj3B3c49uGiSNmdvJdorf5ppEaQnDfIFYnIGTkg896ityXurouSxAucbufuOoXr6dqtXYVRlQAfMzkDByWX0oEQyCQAoJZVWTzNrqyjezNj97vGQOMnGccfi+3muHlJlMO+FJEEMpHlAFQMfux3BAGTwe/pWiZxdbgzAmNSSCQchcZzVpgBaaEQAC8cocgYLZlAO6kA+GWPO6SR0WUEcg/u3GD5gbGR9ec4IqN5fmwQzu6RoUJYb13H5Cr9c4GBt7/jUt4ka3XlqirGImIRQAoImA4A4psyqUu8gHbCWGQOGBxke9Rcoeo097Z4UgIkWdvJdjuwjArsZeDgeuOvp0qttm/5+h/39i/+LqOEA4JGSqqyk9QxXOQa11trTan+jwfdH/LNPT6UrXKP/9k=” 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Impact and Future Prospects

Promoting Sustainable Transportation

By designing and racing the Solar Trike, Solar Team Twente aims to raise awareness about the potential of solar-powered vehicles and promote sustainable transportation. The team’s efforts demonstrate that solar energy can be a viable alternative to fossil fuels in the transportation sector.

Inspiring Future Generations

Solar Team Twente’s work serves as an inspiration for future generations of students and engineers. By showcasing the possibilities of solar-powered transportation and the importance of sustainable design, the team encourages young people to pursue careers in renewable energy and innovative engineering.

Advancing Solar Car Technology

The Solar Trike project contributes to the advancement of solar car technology by pushing the boundaries of energy efficiency, lightweight design, and aerodynamics. The lessons learned and innovations developed by Solar Team Twente can be applied to future solar-powered vehicles and help drive the transition to clean, sustainable transportation.

Frequently Asked Questions (FAQ)

  1. Q: What is the maximum speed of the Solar Trike?
    A: The Solar Trike’s maximum speed depends on various factors, such as the available solar energy and the race regulations. However, it is designed to reach speeds of up to 120 km/h (75 mph) under optimal conditions.

  2. Q: How long does it take to charge the Solar Trike’s battery pack?
    A: The charging time for the Solar Trike’s battery pack varies depending on the intensity of the sunlight and the size of the battery. On a sunny day, the solar panel array can fully charge the battery within 6-8 hours.

  3. Q: Can the Solar Trike be driven at night or in cloudy conditions?
    A: Yes, the Solar Trike can be driven at night or in cloudy conditions using the energy stored in its battery pack. However, its range will be limited compared to driving under direct sunlight.

  4. Q: How does the Solar Trike’s energy efficiency compare to conventional electric vehicles?
    A: The Solar Trike is designed to be highly energy-efficient, with a lightweight chassis, aerodynamic body, and optimized electrical system. It can travel further than most conventional electric vehicles on the same amount of energy.

  5. Q: What happens to the Solar Trike after the racing season?
    A: After the racing season, the Solar Trike is often displayed at various events and exhibitions to showcase the team’s achievements and promote sustainable transportation. The team also uses the off-season to analyze the vehicle’s performance and make improvements for the next racing season.

Conclusion

Solar Team Twente’s Solar Trike project represents a significant step forward in the development of sustainable transportation. By designing and building a highly efficient, three-wheeled solar car, the team demonstrates the potential of solar-powered vehicles and inspires future generations to embrace renewable energy and innovative engineering.

Through their participation in international solar car races, Solar Team Twente not only tests the limits of their Solar Trike but also raises awareness about the importance of sustainable transportation on a global scale. As the world continues to shift towards cleaner, more eco-friendly technologies, projects like the Solar Trike will play an increasingly crucial role in shaping the future of mobility.

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