France Smart Cities Market Synopsis
The France Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
A smart city in France is an urban area that uses the potential of digital technology and data-based solutions to improve the overall quality of life of its residents while promoting sustainability, efficiency, and better public services. This transformative concept connects various sectors such as transportation, energy, healthcare, education, public safety, and management into a single network of interconnected systems.
- In recent years, several notable trends in the development of smart cities have emerged across France. One visible trend is the emphasis on sustainable mobility solutions. French cities are prioritizing the expansion of public transport networks, the introduction of electric buses and vehicles, the implementation of bike-sharing programs, and the creation of pedestrian-friendly zones to reduce carbon dioxide emissions and traffic congestion, as well as greener and more accessible transport options for residents.
- The Internet of Things (IoT) is another important part of France's smart cities. Cities are deploying IoT devices and sensors in their urban landscapes to collect real-time information on various aspects such as traffic flow, air quality, waste management, and more. This data is then analyzed to optimize city services, resource allocation, and decision-making processes, ultimately contributing to more efficient and data-driven city management.
- Energy efficiency is key for France's smart cities. The implementation of smart grids, smart lighting systems, and energy monitoring devices and the integration of renewable energy sources such as solar panels and wind turbines will help reduce energy consumption and promote sustainable practices throughout the city.
- Civic engagement is also a key pillar of France's smart cities. Using digital platforms and mobile applications, municipalities encourage residents to participate in decision-making, report problems, and give suggestions.
Top Key Players Involved Are:
"Engie (France), Schneider Electric (France), Siemens (Germany), Cisco (US), IBM (US), Thales Group (France), Veolia (France), Actility (France), Alstom (France), Bouygues Energies & Services (France), Capgemini (France), Certi-Télécom (France), Citéos (France), Dalkia (France), Eiffage Énergie Systèmes (France), ENEDIS (France), GrDF (France), Keolis (France), La Poste (France), Lacroix City Solutions (France), and Other Major Players"
![France Smart Cities Market](data:image/png;base64,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)
The France Smart Cities Market Trend Analysis
Economic Growth and Innovation
- Economic growth and innovation often lead to the creation of new industries and jobs. As businesses expand and new technology emerges, the demand for skilled workers to move these industries forward increases. This, in turn, can lower unemployment rates and improve people's livelihoods. Innovations increase productivity by enabling companies to produce more with fewer resources. This can improve profitability and financial efficiency, benefiting both businesses and consumers.
- Economies that prioritize innovation and invest in research and product development will become more globally competitive. They can develop cutting-edge technology and products that attract international markets, increase exports and increase their economic influence. Innovation opens up opportunities for sustainable practices.
- Due to renewable energy, natural resource management, and green technologies, countries can reduce their ecological footprint and move towards a greener and more sustainable future. Economic growth and innovation can improve the overall quality of life for citizens. Better health, education, transportation, and communication systems can make people's daily lives more convenient and efficient.
Investment in Research and Development (R&D)
- Research and development investment (R&D) plays a key role in driving economic growth and innovation across industries and sectors. R&D means the systematic investigation of new ideas, technologies, and knowledge to develop new products, services, or processes. It involves conducting experiments, analyzing, and testing to push the boundaries of existing knowledge and discover new possibilities.
- R&D investments bring several important benefits to the economy and society. R&D drives technology development that results in the creation of cutting-edge technologies and solutions that can revolutionize industries and improve overall efficiency. Innovations and discoveries can lead to the development of products and services that satisfy the changing needs and preferences of consumers, accelerate economic growth, and improve the quality of life of citizens.
- R&D investments promote innovation and entrepreneurship. Companies and startups actively participating in R&D are more likely to explore unconventional ideas and take planned risks to create disruptive solutions. Such a culture of innovation fosters competition and collaboration that keeps industries constantly evolving and staying ahead in a dynamic global marketplace.
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avex2rwaly9V/4YatN7w9CIc53KjSU+w0ufG9vfZM2FbSafwkDfX21Mlke50jzc/5QYk1XX3mytE1PLTzTMBCcIyv6xoVN6jBKbMGOWe+8l4f62oUSazr6ypJRR8sosYUNA0w0Ls2/5o3BoPCSoDamAUpswUKteyje2NdXlBWuA6wO9yqxpqevuyixRWhQRG+LBimHV0pCZw2ltlBJLZRYc2JfldhCiW38BGmZQQWf1oqOvs6WG+7r4vlusXm8e1o/3T0/8N2i/37w944+rbs/weCvgx7W+hEYM9jvo/qwH2A9rOyvVv/xhGzVG0G7QHnI8I/lcn33uLrfI5TlHdrLdsBigY/dv1kq5/A8ua2+3g7T/HJ8Ekpf50np6zw5oq/7rotiwo/UO2gk2Q/Yd+n8LTYu6yrWjZBjP+PvY19fd15y4ey7qqtremh2iAO0XtzxYhJ4kgbNnP5V/umBNXqlofh7Zto0a9hgyFhU/xDv7SsvgZcPfFUBLlv1/yqsY/3MvwxYPyL1iX87gBh4mY7G8HUEaPkzLVxUI8MSR1tfYSH8iEbeI+nROnm3MGeFYnCE12EvJEFEqA8l4SDriwXulrg4XvgfETC/DZS94ACm/3cn++Vq19D2LoVmX33wnhC+px8x8PK/D9AV/VeCydXPsWdkYId4nuDynH19ZhLjQl/RdkrL/yTC6vG/bsC+xK5zqf6HBiSFvlp11keUtPMXOBH7+4qN73qAYQcpPJQUXlTBU/JpeQ+HYls/sW2ovPpfCPRV/QgZ2NfHFfuKzGvcSKHVLnLrKwTPMnAm8VT3vvLNE6wI9eMmiqczh3nJ981YX5HfqrtfsTLe6DC9myPmJsIRd9CQM3K4MpNxN0f29SopfZ0npa/zpPR1npS+zpPS13lS+jpPSl8vB7uJ+5b2Yo5DXLxc+Xzjpf9ZwxAuva/fHp7uXvZ9T3YARV/nSenrBWDfo9xBicdxsX3VrxBbKPE4LravP76/dhglHsflnsP2Z1xto8TjuFy57sgUZr591XwUo8TjuOBzuGObqb7yjOWPMSK+jyZXvnb5W/3P9efm9ffv3+0s5r+E+ek8Xl/tPso/QJ0C690OSjyOA+fww8vLng/5xkTnbQslHsflzk366bvQtKzE47jcvrKz+oMDdRSOEo/jYvuKE/b19S/vpMsX+1zPYYoR/PWXxPsX+6zE4+joq99RtFHi2WDPDBOw+/L3laO5ixLPhvrXQonH0dVXSbKJEs+GOtdCicfR0Vdeee6Y02o5AnWuhRKPo7uvO+bEO8cjUOeanPZD+E59RddgRQaX3Uo8G+pdCyUeR0dfTT1/QJYR9XtFz0X8l281SjyOrnMYcvSSbQKWX4lnAycsjX7nLTd/X4H3kv3UPs2aI9myq95nJR5Hl75y1ZY0rZv0T9JXdJC9NNyjxOPoPodZkXWXXaUny19tDYItsLO3Zoy+eueAd9OFrMSzwfp3GKGvHZz9HDaBvvHvRd/+dC/Mefp6drmim9RS6yR7CU79++GL7Sskyv/k/fT5F8Y8SjyOy5Ur+2Z93PKvRs1z4t/UXnBfDetijRKP43LPYUhyi9N4C8M/kiUj9NUVJN4xvEo8G6iSJ679VS7/vY4SHquv8UajxLPBORidw87aCc9mJR5HR19Zgw2i1+UVnb2v/Pcj/9Mj/wsk+vKvOVZBg0n6yn9C578wvbKnr+/vW/4tshKPo6uvJtQInkcTnMP2f1P86ynOxHTgV+Jx9J3DLbYH+srvlb3YR3u5eIMo7X+27Bw28QIlHkfX3MR/K6uhZA/LdXH3Dbv9ODMPLlaz3WuSVeJx9JzD/Cd4AbVhb5XYgws0588IvX9Cvc0vV/QVXWT/Ik67OjsC62BlgqPE4+jTV+zaKFs4SjwbJsYdlHgc3X3lZRknKHbTLrtPvGI5Av69YPUP/+rpCGsOJz52z6elN6xssJV4Nvi3qG803Jy3t74/Sk2js6+COhICfX3V8+MWSjwFe3WB4e8xIL1/CptGR1/Rx9d3LG9bdnZrC9t226cp6lwLJZ6COtpCicfR1VeK0Sxenblge89hda6FEk9BnWuhxOPo6Su79xcsvpjj9f0V1zBKbMNnjN8xi4X9lZ+HXF1fWyixzas+HohAWImnoM61UOJxdPS1foNLjBLbeF+N+qHy9fTV//K1jRLbeOfYR9l8dp7jpkida6HE4+joazXZVwsbUWIb75+oTmYlnoKqbaHE49jb1xgltlHnWijxFFRtCyUeR+c53IUS26hzLZR4Cu1/KXajxOM4ua9+HVljD6iUeArNP5Z30ztrpHF6X9m5yFhYiadgE+IOSjyOE/sa/tq9Yeba10qetcnX19YpDKPE4+joa7t8N0ps8Rt6B0l+8t05fALH3uKGV6mnYGLcQYnHkaOvlCTPXn4YAeBX6ilYUTso8ThO7Cub5JMv+ukvTGCMEk+B5eyixOPo6mu7m2aU2IYNqD829NCBR9b8m7W7l/sDP5sIf1zfNEo8js6+dqHENry/9VvcmkOPcdHXl4MPWFVtCyX2wCe3KLzv1+0n97WLA+cw5Wp/nrcPVdtCiT2wr/5fip1M0dck2mfvl72bQYnd/O/L4uHlRc/lO+jqa6OKYJTYRr1rocRT4FtEavTKogNyPcCpfa1nr4ptlvddbf29DvZak5/Vax6UeByn9hX3f82eGko8hS97/xQte32PvcCl92U1aXT0FR0LspKhqiixDTpmxzRRYgs9q2mhxDbWR+uiv9vr6/PnR59c7bp0F6VWdMn14wsK8vWFne/4QgBuX185baGvTXr6ak9r2lvfM0fIUq9v4ZlsJ3Dvy2o0ai1S+vrBk8dPGvdZjUpsw35SsuEUoOk7CX7YUxp7TlO7fXJl96xivsfMFfbzZ1/BO1gNSq3o6mvQDjuLAkpsw57tosQW7NwuSmxj/SPWTRPsz89BBaf01SRpkrW63O6bbtS5FkpsoSaEGz+5SmzDvrXpG3ErbBelVuzpa7WbpcQ26lwLJbbgDR+NLp7lVWKbzr72DWJVHna/76JPqRWdfe1CiW3UuRZKbOGf6tqtAu/8rONZ+sov8/EGiz3U3RaDSq04ta9KbaHEFugZb/3MuEWU2IZ9tbIwJfFiAjtOLyW2sHI4hLyHdiGDxL6i1Jbplau1p0XP8PMDbH7KyTfiv6Oz5u+7nvS1BlhfrbcIKLGFPiYOHyqa87b7jv3T5eov42uYviahZ+io9dE7TJTYhudsmIhNqhZSYguV1CJ7X/maQXQvfusg5m8ltvjgWWtLsYHrK4aU2IZ9tB4SnsDoa9+1hK/rKM+KVShNXzGAu0aJbSBEnOI25uFQnGxKbIHWWCcJ2+OXl0psYwXhtFVv9/e1SahGqRUdfQ1tbholtkErkGzSrOgbGNbPPjaNEtuwziDX4O4ruAOlVnSew2x/2yixDS5SkeqnudM/hagJLZTYhnXiApile1dpDyp45+BOuXoVTaPENtYMiT6YPW99bBtYSmxj1XppEitHVYktrCQ3HO3gVWpFV187UWIbNMluSGrDNiqxBVqwQ+8NlFXK0moQUmILldUie1/D4Ef0Hqz0Fkps47Ua9mDCUWILldRi5+DuvqK9baPENn5qtbL0Nal5lIwS2zBtFyW2aBYYTGJfO1BiG6W2UGKLndaYUWIbldRCiS2U2EapFR19nS2lr/Pklvva/U4xvpVp8Ufnvzuve3J0Ub9CNrj7sDdBxX/31v+Py/EnOItv9j6qDtp9fX58QiQ/AOJ7a/l2qrvF8/3dEoG+H2nYgcvlYmOvx9WbyjrhS5rW9s5aHbT3E6zlL2gO3wcGaD/09hVN/u0PFuyvC0NjF+s1m9yk3dc1X5D7uLl75GvCEFL0EjF9feX7oJZ3a/b1bmkv7eoDfX12cemNbvbG4D5Qlr9cCwexHXzXVj8YbdhVX5F35x8Ay9w0T0pf58lt9bVvei1cMUWss6SIdZYUsc6SItZZUsR6wdwf+MpxP0eKdb3aDHgddevZwHK9Ck869nLvz2ge4ycRjGs/agiFPa1Wa39Dux6lPDUeBS2icpr1V6HlarU69Af/jeas13xkcrfhi8IVWKB39tSFxfJN4QEUzgREoQM0uwPIsvjWciviYb3kYzzGDeZYsWKAn9Cy++Xamre+e17frx/vNis+qeIA8pGTRQHGrnQcM3sk897hkPu7xRIDsrRnXBZrYYzf0h5OojSPABbnlagAAHujdI9gFRjAx+XyAQfzqM1y9YBymJm5UKlJ79nGDyENgj2IQ2XrBdqFfni1D3Yahuri5pDl090G2R5MlAgQS1whljL01nrhLKcyC9VfF0db74dnH2jfPXuRwzharHwseY+TFJWv2WJ6/dX9EAvF+qAowFh0wo4zFutHz/u8vIPh8S50jChiGX56oLGDMY4eASgOr8QPZZzKZVVWnbmsn9bd8z1GnVkWFI5y6Tg61jDhYkVlqOje+4FqLVl9bTUH2dkgtJ3nkQXYO9qhcG8tQOELTHEeReMVbxYszmcmhj23n0KUtkobxvHaismINaJHDxu0a4N2QTdcIzEimP/YSWstWsez4JHHIQfiIDrL+2S1s1+e02Nt2J6lAM1xZJwPlCqv/FQZ1m3A5RmFKYM+iBVHopDNk3LpODT6mQd4KBIrMkJlVC268lxX12iO5hMvwwNVaWwQZRiqY+HeFBpPs/rr4jacdO0kRO3o6T1SzqmtxxE6XMOYAYv0dbHb3WE82cAcVcpZxVo4F0Wss6SIdZYUsc6SItZZUsQ6S4pYZ0kR6ywpYp0lRayzpIh1lhSxzpIi1llSxDpLilhPQn9X942fl/pHppdBEesprDYv/Dj0EQJ9uVu9vFzMJ8dFrKfwsPBvB9q3WL5Ray+EItZZUsQ6S4pYZ0kR6ywpYh2GXk6WRN/fk56BItZh6C99kyhivRogrO/JRnkmoIh1GN+///6aaHr/I/oMFLEO48f36BV7h1CeCShiHQYuhF6/+8tOD6M8E1DEOoxXXeSC4Olzi1ivB5PZd1wONWHUbqzyTMARYtXz7Pu7O/7yu/8f+mbJDxPfD1tf/aqYdzIkxBK5yjMBR2krfw3MjxofH54Xe/5kco6YuFq0lbRCeSbgCLE+UEtf7h7vXW9vTaymnTRyLMY9vnuItvJMQFlbh+HyczFSiHTMJYzyaI9SngkoYh2GxCa5GRKjRwcP/UWsVwMlB9n99RcFB5vGNvhgUayeRpRnApLEqlYmoSxzxZQx6KNjESZsD9CmZC9eW/1eLQ1lmSsmNReetJQaGsk5CJeu8kxAmlj9yUkSyjJXKLQUTLrKMwFFW4dhMktFeSYgcW39nmi+972Idi5IYGkozwQkaivaCE08YNNTxBp4232b7PlI01ZcFehBNq/3IMJOPx+L3sIkbG/cPeTyvbXKMwGJkzAv3zuNCTQY7soyV0xiJjwTnFm7rh9y6WLlTVkqyjJXKDDKzMX3u8kwWFHYjroCsaKxBiVXeapYTcKMVJa5QnERtxsBCZO7+XrfFX4G0sSKtmKCNZse95srr6UYyjJXICzJzPSyIojU8KRrEGvQzCDRWo4O0+0YZZkr3ts0ruCSSS01/QxUoqYb1FZZ5gqV9PMVhpucepPDQ6jOyjMBiWINuOhqye6iLHMlTLVvENwnNgYhRUZC4IilS8G+vW6vR6yHUZa5Qm3F/unLpxMClKYHKW44yjMBRazDgDJuIdctldEmWvjpsusWMnu73TKsPBNQxDoMCJQyJVtIz32UJW2LtAmYkUVbr4dq8q3kS9V07ZQ43aFclWcCEsXKycWavG+H/Tb7SZhdDZ2FzWmXHvrMIpQyxa48E5AqVjfYrVMdrnnhUZa5IsHtB+NgKM8EDJqE2VQ5sVvBsLLMlbd3bC04A8Ox6fgdBjE2FFvlmYAUsf5WnX+SXRAh3RoPK89ceXs3ILt3E/CrIgwEtoh+fbXQxYuV4vrT7r57t9c/ecykt+Bn4Q0iw5USpWbCoyAhSpfk6zv1FmGEqLzKMwFpYuX6jwb/2YmesXzxRnz+YqX4nDcK05TWdlNg2yFmeCBe5ZmARLFyhm3NuTWeoGTlOQ77p7m13qt2Mf80FxNEF2wA4bp8AWWr/QrEarTX0jZcbU/UVpfky8t/IF79+eeFEaTJS6fguKnjgn3xl0xUV8zDXZg4qar+zOUUsZogaT3wfZcMXB6UWCoXL1bTU1iQ3A72tEWaDFd55ook1oUpacyFizXcg9s067iKiq1tQlnmis+waVy6WHFJX8Fn2VRaTrnmkTegLHPl7YOY3bDePuzJcMTHx8Vrq1/ZYbdF1J6zVFfxdmK6j2nKkobN3Ikoy8R8/P03BdkFhPu38IjLn4QpSO4kuG14JThQrPb1xUSUZWK2/WLd4QrWVpMllJK6arpJ2yzOv9RZdwaK9bv9cUqCeb2Qnwtgbk3m4tfWAShLGhDX7/Yvggf237//XsQ6hMxifRsmVl81+Y9G3S43aiusC5mEJbEkrkesnIfldTykODrKkkb8FUZbQOVXiFRhZZkYSSyJK7hkSmQ7rCuSWLS7Y7Hm8TgGlWVi5jQJeyt50VTjcbsoSxoUGGVGsVVeOVGkxSrLxMxJrH9/pPdGWdJwoUFq1U95mhSxHskAbU1DWdJwoaWhLBOz3X4km0sXqz8NS0NZ0qifOfbCD4/4bOtytHVHfJ1m8FhkZWJttWeRew2tqxOrLOWZgEnF+hvFJa3sg/OvoTwT4xJLNMozAROLVUppGtlla78osaajPBMwtbbyl4MQ4J82HVc2RIkEl60ZoDwTI4ElcPna2pxa9htlScK/TQO+TIDmmGrqc3n7po3/+OxSPsiVzJL4Up4JmFSsuGRi9124MMFLn0GXIYpaWSbG25XGxYsV4kpFWdJwQSKXSRK7ydaCHmFK7H5lmRi2LpXL19Z0lCUNPms2sQF+s2bLz+IrqfIrGYi3z3oHfpDb4jm8jd6+sXrKF5C9k2mcItYX/z7tit/EfLl7vrdQOtOKlVLl5z7+WUJlMcaNOYzKJFZ+TfWkLyCrlwl8naatoZU4Bxcvg19zMbVYawl2mUjEp4j128vLGuP0SBVYvUgRjgM9/PpiPw/ZkGoGsf4Xarp4Gj7BTK6tySjLxKCHENnXz58/O+3PD/i+vnCjh8Dlr604BRONsqTBtTMVZZkYXO07n5+fbRuS/QmvgGCVZwKSxWqzSoJRljT2fD2zzYWIlRr59fPzC3LDXkuRomUCosw23VWeCUgSK8Xls88BG66ypKFT356fAw/1oCxp/PiejrKksTX5faKzkC+VE/OuxQQgVCotIr9+Ks8EJIqVfGDJqG3bPzjVhAcRPGagWF2c4a5Ywu1BWdLgVxoTt2HfpqEwJcAKqic7z1U1aDD9g7TVvriVyOFHM2li/fj8+rA2o/m2Wy9CWJ2CAyErSxoNSZpOyt9mqLbyCzP6asUhd9jjK/QT86tNsTU+5SqBK6xilCcJNSYBnLLK00+6tlJ8DZpRdgxQljQoVkrSpAmLYu0zypIGux/EFugLK0sanKF22VFgTsLDrjPQmkMGFoGjPP2kiVVtbSI5xkCrlSWNIM0EM1ysqShLGqaaDdBtrKbWfdq1b9jaqsakoTz9pGqrKWdtaosm8g0XayrKkgZuiDQCJDxZJlWMA4+ypEFpJcEDlScJb4sZbqFx7lhMbQ7fFSSJdVuJzUxtyUS+yxCrfeLH/ruhNINHvtpcjFjt//X4T4r2z4ketM+uZFckfOyRqK2V3A4aZUlDEktCWZL4zSUo/KMDjIe5FSGoPGnwHLbnDjFYW1sb7l4HitUk5x9jCYuwRtLnrfVPMg+PRfolUyLKkobyJKEsabgkbYjko99GLfgl1YGzO7UwPG0QlKthIibwWoLyJIGm+Cce9neJ8NqHzWqvfbrlIX7B4ArEqpuCvWZ4wf4YOQ1lScPa0pQrtZUmOBSrJyhPEmpMEofHYlqx4o6G9wL+OLWfo2Z3/tj2nWe9nfbvsKgN7ncNcIZNwmgLDeWnDiMAqh5UIsfpqDxJoCH8nOp9+9XlQbMZlDeTtnqD01CWNDAKLlLTSLo+ai2DfaBY/dGG73Rqv8vS8NCw5xxsC6eQGAVdsj4XW5sHjUX87xPW4MgT2fZnFbnEWg3wQTNMrDjeboDDTbCvUU04aExTljRsUBJRljRMZuipPe1HqxhmH5raeoRYdXtuxt3aI0ysZpSnn4nF6sNidMoUBJkrSxoaiCSUJQ021NtropO3noPNa+ci+qY8SagxaShPP2lrq1qcgrKkUYnVhqGPY8SKDNj3mQplSSNIE8KzxlvDG2I1P5OGjQU/Kukwohl7eCwS11a2Ps0oSxo4HtizDY5Oj7HJbphYeR6kMfATYmuwdTQB5UlCzUlDefpJvWSqxHbIKEsaEFd9ojfLiQ06MngaSEdZ0giNitUzphGvPEmoMWkoTz+pYk1GWdLA8RiiNJQlDeVJQlnSUJ6Yrh647JUnCQksicMFTy7WmL0iVpY0lCcJZUlDedJQniTCqZBihor1sZNfB6FMKfz6L7Mr/tXBo5tBoCj5Uhhy7OO/WDQaGhvnV1RbG5Y6qOAhsPwOJESSpK2Fa6OIdZYUsc6SItZZckCs/9zI8/gsT0z7//SXfDEGeAy/ZDrMaH/Jj4IXUTNWjHhW+04l9PPuLgwPaPRk8G+h4pIqrMiFj3zjiugg+8WK9q/unhaoE6Wi4odHCyD+iZWiWg7Xhh42YbmwY4aIFeXYb4essCUtqyFU84yKn4+aT1DS4sHyI7CUWH/zllvML48csWGjJZYoGSWghdb1J1rcYUyerG4463+ggMUvyA1sKFgsa2EQDV3+Zg1eeg/2sleszzhRfnlY/GOB6p7uHp5Rj8YbvocH+lZ3i3uI8tk6svRjhoj1/uHu3gtDviXaslo8obq6mse7E8Rq+f9998RxRnnQVhZ5bzaLRfJvOn4Iy8UvLOn5AS3d3G2e2GyWjzrpWnVDwRCzVWjz0luMwlCkpTAIAUDe7M+GngOUtXWWFLHOkiLWWVLEOksg1sIMKWKdI2UOniGP/9P18Khw3RRdnSNFV+dI0dU5UnR1jhRdnSNFV+dI0dU5UnR1jhRdvWDWcgdzDl1dHPO1j5p2A48tbt377aVVf9Iu6eMFoXQc/MwOsA+HC+I3H46S7HG6ulyt1ulj2xbDerU+/E0NoA5t4iFHXLs4fjvGPWjUyr/8s7a4dWNI/Fsjxn3jizgPVWuQ/2C34uYsvCvPcB5DYL3ZeLVPj3ePcWnrFRMQ5VJtpDkbthrlL1ESW0/7Kf07QzXH6eo9qm+M2F5aYrhP+FKV0VUD4nqlCqWTd/nMvA9PjRIicTSl+lQ1KL1PNcjDbJ7V7Y0V2C4MYf8+mUu1gyBVy/mof+RvF5PCkbrqUn1e368fH+l5utssl/xa1ZrnI8ePzj2iwAI6hDQ/DoNtkZbXlP4eeTfrB8vpsZvVev10d7++tzMOpXkEYByKqw8FaAyVhQpnwwLu2Sg0gbXeIyfaxW+PIexNXi19yDYs6XG1Cq80sJZtlquHzYpNV7XrNQpnxp3mEBznlSkAXHjwU34+JB5ehulXgrX66+LspKRU6VoXgJxBHKerGCTWzArtm58b6AWHl5LDIHOuW3sUSzd5Rl+dW9pEZcd4HITBYzb2NUXsFA58DAA/QCHYqoRhiwt+nEpBqstH6B+GzdJhMwvKgW1H3j15pzn1PqxiXV0tV2wGwRB7tT5Be0bQaI5/CbBKQ4CYnzMshYcAlQCx9yi8FimM6q+KC1LFeQTfky8gZg3kaF01qRJKDha9j2gpFwLXVY/C0YxF5+w4B4rARJMqjJ8FVqrFKqyjqRwe4bYq8UOBpMpKa6kiiic9/Pf3kCqy3G04MXouLVY22ghVUmU9bj3foyyv1o6qq2s0p5YodwvgCCs9SNVbC5AIsXqUG9VfFVdJFSXR+2hnKsMDOVJXXbm8E4sNtNKUMnSBDTEpOoxlH3mcMHnS3bD5frzLgqibHmCoHkbYVkl9hoRsLKRaV6lniFzf3ePgIFWqs+cKUkUL0Y/WumqtWfDawav1flTVNZrjDq2woxFeXJdUsXuUG9VfFWc1eSHepiUyengYJ62rPClZL5pFIS+8C89cV7BeeBRYYEHitMbjAGxczHheb7K6RVngsHBWhP4gpAgA2yrBQXYoYLYHFtmQ6qOtiBworOPMwkJCtbrqZQuhkm2pugenm1fL0wNrv/d1tzkAafco0QNasi3owqul6k2pDaI4JYTiFjiZeAgOXz+yiYy1lIEcrau2huASHKEnjsOCK37oAmSKxiDKurNYPpnHjmNX7crG8q4xP+IU8G6xVIvVuD569sYwIi5UgkMRHWVrSNWOx75aQ97MYmcT9MOO3HhTHtec4zp09XG9wo2J2oFrMXhCdXFznjHXcLLhJV8IrMOtDSwXXpDqmkd5lBK8flUDFhsewhUV0bjMYpynDOOcz5Z8KovhCYmRnic8tU7C5OlnxEDO8Wwp0HHWPdv5O1OO0bIdjirknLpaOBfn1NXCuSi6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OkeKrs6RoqunoB+sLe7vXu5oLoWiq6fwzZ313d3D84P9uvUyKLp6CquXF8oSWvr8sNq8ZPlpYw6Krp7CyuddqCykSoX16MkpunoKECcn4dUCBjPw/aVMwkVXT2Hx4ldJLy/QjW8vx/zYfxSKrs6RoqtzpOjqHCm6OkeKrs6RoqtzpOjqHCm6OozXASjLBBRdHcb3ASjLBBRdHcYPSSwFZZmAoqvD+JFO0dWr4cf3H6+pRlkmoOjqMK5FqkVXh/D9+2uyUZYJKLo6jNffv//+mmTKNfD1gGvg1jzbZ77/UJYJKLo6DEoVl7ffDxpYyjIBRVeHwZmVUk1BWSag6OowKFVXxYMUXb0a7OLWrUN70dWr4bs9t6fMfsjT55Zr4OvBrm9/YA7m4whtkGPLtUvgcg18NVARTRftkkm7qScxFbVIJF/Vuvr8wi/BAnfcfzNAglg1gwAJlff19fcohmKmpSwTMFxXn3UabMz4W/duBwoUAuQ865Mxp12KkK7FEneVZQKG6+qjZ+DrJF8QuDGpmriaUJydKMsEHLWuctZ9Nql+4w+IbgkJLOYipXrENTBfRLq4h1Sfv4VF9lbwGTgNZZmA4bqKxfQbf2T9cvfArLemqxQX1bNyLMY82j0ElGUCyv3qMFxeNue6E/y06YRUBJRlAsr96jBq7QR83FB5qljzMawsE1B0dRhBqC5Dk6VU1KNp2w5LWSag6OowatFJP92YY/HEAmVdvR4kN4rQhUgJmgw9FDy0lWUCiq4OA8L6y6RXEQRMi0km2cmlWnR1CC6vCJuGIeq//goJLlWgLBOQoqtqZBrKM1fQQxeaL6vYKmnWrqKUZQJSdNU+hkjkBqQqglj7UZYJSNFVCSyJG5EqhRmE+peWU1ruWvjiddWuB9K4HV09jLJMQIqu8vPDVG5KqkFbYzdCWSYgRVehgpLZQYquRijLBKTo6u/fv8OkUaRaoywTkHgNzC/rHDZQ6SLVGmWZgLRrYIgrxfBrWsozV1xeaSjLBOS8X4W+lnU1QlkmIOkaGOKiHh6y6SlSrVGWCUjRVVyv8zuSEJq+tN694ar+Nu5X3xJ3ZZmApHUVIqXIKDraaLAJuOVn4GZmYEptn0uUZQKSdLXGJ9t9KM9cOSTNS5FqwrqqybXDUEGrkO3KM1dMXBBdLL1O3t4uXFc5zRr2pNdQhKM4Y/a6+mYChUPbrM4wfcoyASm6yhYmozxzxQQWBPf29vZ7Q6pV2FKVZQKSdFWwtQ1CnFyzlWeuoIeQHaCHftsVMtxPW1kmIFVXTay1ECVhiyPuZ5TyzBWTosmSbhWgBcwbfJNKNfEa2ATnTuzKIu5RnrlCKRJ2VU6DOEpZJiBRV11+sIMMg7YCKqmlmLYqz1yxHktyLl/DI6MAbWWZgGH3q5UoTY4VLlP3K89M+c3lZmI1x4MVHmEDcfm6ahIz2ZkrAUpHFVak8syUINUklGcCBj5bclyAEqNBv0/KyjNThkj14nWVYouFuBO2wC1IlV2s1lV3elGeCRh0DVzTDMVB5ZkpkOrn2ycUkTulCg+8shjytfX1EzJXngkY/mypJVASougqz0z5zSQH2bG7f1JdKUyAGJPn5ycDZq5PV/tRnpkCXX2DGsKYFCk+eiBKk2QIe1B5JmCQrsaSjRbWhsCVZ6ZwXdUkC2zaRYBypTTNpUB9V54JOOoaeB/KM1N+23LipcxcuqalLmRaX+4wcbu9Fl1NYMKunANK1WTq0qPC0k93a+7rVsr6Nq1Ui64OwaQJyW1NkBSqy9VECQ1lBJINZZmAoqvD8E6aalY+WrS3W2oyeMX0C5RlApJ0lZNK4jZ3qZrQaLlj0oMoFQWCrBGlLBOQpqvW8qR9/lKFRhLvL5TSdJY+aquprB9yBc+B2fakffZSlcTQVZ+DgTpPcb7agstDEKcsE5Ciq2y1N3zvbtyGrtoUG6ZdU1LtHAkbD66wyjIBydfAbPFeV47yzBVKkV3lVGtYp2UzzdLpnXYGTlhX0Wg33twu1/y0lGeuWIfbBAm3UJYJSNFVioutpGUC3HUhT/PNXqrv7+8UYpCjuTYjc2J2OFA2GsoyAUnrasBE5xKM3AoLKs9cYT/faWDZ/vaOTmtZhY8GkSZtZZmAAc+W0E757FwMrkWzE47yzBXr7BYKC3HKtm67qOWBtYWjLBOQfr/qAqxEGII1HlaeuYIevr9CPSVRk69Lk8F3DAIjLXQduroP65WhPHMFZ7PJEqLFjn5ThjAQKH2IfqPEKfcL11UK6/PP132bfe+D3wqYu1QhSiqla6RE63KGlm4ZllixK8sEJF0Dv9rXNnwW7oRXfdxwkaA8c4Xy0lrjUI6ItGkYHgt74NJ1VZJ7/bMTppma2lHKM1dcaLI4E1OUFjY9fX//q9LVd2WZgNR11c5Penb55HcAXJVhKc8x6NU4z3RfXl42FrowICxbRbHTNenFUNDAjlCWCUhcV3lrHc87ERCqfVRh9olfAPhGa+UvyblfMHBpBDlCqDbtwgtBbl2aGCSus75f/LrKDyD4uLoLU2POvn4jfrpU7aVWcC/znVZSQ0rQ5Sspu4QbynvpuuoPwuon2g0oTUuhfE9bV/mmMtgvG0iX76G7QFxyJrvKMePi9DgMBm1lmYAkXTXRUR1tHW3BNDoUKVCeY3ioBIkZ2Cbjy8Nkl8al6ypxme0i/a0+nlKeI3jG1MsX0Pnke6Hvn5PEDgOtVZYJSNZV08sOWgkTduUsmLy6zU5IWSYg7X7VVlYTrWtmhMkVLpJt7VWeuSKJpXD5ukqxUWqQYnsX/LrkLUg1UahUWGWZgOR1FWgJbQOBykeUZ65s9Zghga2yTECSrrrUTCHDZGxforOp16PcA8krz1zhPcvbO2S7a0mYBp9MTCrVpHW1giI0+bmnjjPeZy/Vj4+P7cd2Sye2YHwEaj4+lGUC0tdV4EK0s5LPyLBZBBP8U4qbkKpDcUbWLm+TSjVlXYVy6oNFEylnIZMwn3zSZcrrK9MGSdUm8VSUZ2I+/v5bUouAXhp/BzyoLBOQpKtb+4hf4qNoiVwKlNKFtYV3kFT5b8OpXI5UJTWI8s3k+WZRLaaWaoKuuuiCGN3ZwQU+SKr8B8RULkaqlFcayjIBSbpq8y4MBQrHPmeC/tp3dGyZZQJmaX7JQ3mSSH+n1eXo6gCUZQJSdJWaaOjynTK0pVRShodyNmeYVO1lKWmmSHUAibqq+dWsgMRaJVjSwHX1NW3j6xqUZ2IksCSUZQIG6WoCg6TKtzP8/vvvB3dI//ci1QGk6CqEhbn1L19QTSPdH4J6skJnqK76C5CCs+PSB8xSnonpuTntRFkmIE1XTZRJDFxXJThe5Ha5McozMdci1SRdbci1S8Yh7kt5kvB/KQ1QlJ14svJMzHx0FRJzobmn8rdDZOC6KrkBF50CkbQZsLDyTMx8dDU8f0hg2AcVDfFFeLSJl14PKs/EzEdXt+kfKg57us8/Q6TEot0EaLI01+MsqDwTw88hU1GWCUjSVX4u0dZXfyq8w8AZmFKjyHw3IdJLx1wPmas8EyOBJaEsE5Ciqz6fqKnC43YZLFUTnCRpdiVmRSq6SHUAKbra9elTn1yHS9WlJhqBJsozMRJYEsoyAUnr6oAPKo7Q1QopZxvFKM/ESGBJKMsEpOlq/4zb5hSp7kd5JkYCS0JZJiBNV9MZTaoX8uVFfUkpySjLBCTp6gCKVGujLBOQfg2cxlhSvZQvGmNi3ZFep4GlLBOQoqu+SiSiPEm8SWSHwZ2w8kwMetiUXrcxS1kmIPHZUjrKk4SJ65DBMVcnVXeVZQIm1VVKzYXWbwx6lWdi1MsklGUCJtZVE+te7DkkUZ6JYRcjpdxnblZXJbd9xg64LKmmoiwTMK2uQlguOXo6bOx+CFCeiVEvk1CWCZh6XYXo7B+4/H+4mjZT+Mc/MBcl1dZM22duV1chPZcZBVzZcLgjyL/okliVZ2LUyySUZQJSdbV1HvYb5Uni9W0rvawveM3vr1+jTPk3Tz4fK8/EmLgSUZYJSNXVHen1GeVJgoLTv/1QTU2klLSEbCGm8Zgi1QFMqqv8kbr/BJYOA5Cey5DSDNgrgYpUBzCprtrP1ikxp/ZSlq6ritpeys+dTVyJKMsETKurNsGa/KSuEij8/j8FJnaPUp6JMXEloiwTMOk1MP9YwvQVQqVla6oH6VJDKWuLKlIdQKKu7qhkr1GeJCg501QTnaCewpikbee/Twz8+ngL/fHw/d23xd3qtD8z3X5tU82kUp1QV9/sZ7AUYgvEmcKiPH3F/DRdDYL8L0/hh1P+ePjra5toTpLq84v9U+f93fPq7vm/g0/ESZ8t2S85JDXZVcg9xH0ZpLp54f9fnvZvpm2F3GeU5SiqP9L9xr+/XiuQytS6ahID5nW9pCcY22EN/GuCNtW5vrq7+8+v8h/Fjuj6zUkt/lVS5X9gfxu8ZuTW1UEnKCWWSi6p/tf09Wha0+wec5pUg66i5fePdy8DF43cujpYqrFm7jGnSPV/X15eFk8PuGjCTAb/vxV/DCaurwQbKMtRPLpUuVpgt+uBAVy2rlKc4qRVKh97JVnJ0z3KcgzfeAa+3K1wDvJEHDq/TK6rqZx05ufDxPXxyW9TdthfP7+2Hx9fXz/hnqarp5Gkq2hiqhlLqlOOUQy08CfpsL++PmHABy34lWUCUnQ1zCspDOqK8qShPBMD2bkQIbam/UV1hSxNuDhoWqlOuK76U4aPho0tNnKB8kzM1xdER9ymACFVChaTsEWH7fPCdZVTayrDdBUSS/y53aVIFWuMSROq+EmfSxVihWgZbYlU24mlelhXx56BTR1ddHtQnon5+qDkOM1SeOb7MlFKyEi1JXbqGTjxGthFu9+mqzxJSI75pTre315CWD9NfgTLqKspxQhBU4E9nnETnoeJ66o3ew8+8hcj1e/29y9JDJMq+2qSA/R6kLEgSNXW2YFS1efISShLP2m6ivHGXRhw8cLmXZlFeTyhVIZJVfKiTOXrZdjH8d+rf8w7yGCp1kIMKsqJN8DZ2OM+h0lV51gSytJP2rrqUjRwIUCHti4ELdpOVKYoTxLUUlNVF9x+4SpPEtBA/zPEQzusgVKlGh7GhKssaez5R4wWCedh2jUwiZQSeyVMx2/UiPIkYdKiMPfL01GeJPQXE+SQO1RXXWpNdJfTYqBUeS2QZJJm4DRdJdbUGvdbHC0lKk8SLq5KYc3tNrCUJwlILPrbEEgOgd6w8qSx5SDssKO/XFeHSVWN2Yedg0RZ+kl6tmTXeibDmGYM+0KNVZ4kTKgSqMtPTpdRniSs75XczI3k2AorTxpbPkXyexfhz5bMtQS4xlCpemv22jwb6VGWflJ1dVeoJscWmJuVJwmXaiLKkwSHIBnlSQNnuB4u7YcDpCxpqDE98pQNhx5l6SdJV7tR+yMYqzxJQFY7KtlrlCeJ8H3TFIZ9fXy329ROzWS0a99RUk1CWfpJ01U1tzLuamc/zbIE5UnCpJWK8iTBbyfqa8YC0mtEWNhRnjS8o4cZOhS5pZqiqya7yNQWjRwzQ3U1HeVJgl2XzAAlGKhiao/ypMHuJjFwKPz3gVVL7RSsHI+pjbL0k7iuxoLDpVNlmal8RHmSkLySGFSw9NBst2BjPCxQpdEgQXnSYHdTGDoU8aJh7fVWKtb9gWzraiU4a26wZGrf13ifrw6TKtia2DgI5mKvnchsL0RXKT9+uZ2O7x6q7LAhqCz9DLlfTUJ5kpDAkhgoVVNO7PZ7D/k5YoigqYQOR3nSSJXq0KHgomHyQ6vYTvXaJKp33ZrffMrST+o1cKSP+8zFSLWC0qTLMuRtoTxp6P7Uuhrw+9MYu3EdJlX7BYPJTFiT1UQ23qccO0RZ+pmnrmI4LFMsRoZslBjF3Y8YdhnGsWjJ9Ms/MqepXXtMoSxpsGUVaJ43HHaQLFGksvRzwv1qN8qThI1rIoMKlshsQOgEP0M05jHgUZ400EMKL5YrP3gzbOoF8FqCsqTBHy6wYZyH2b4gQpOqvAb8ytJPmq5uwwx70AzqSvWx7GGGFaxvhtsvPPw3dR6zZQAej/d92OBTWiY4ehxKETsjzWH4CF1FUwjc0DJiruJgmy9Fqnl19afyJAGhfn3wQ70Dxk4r5UnChiCRwbpqymqddYI0g1CPk6pak0IuXU1nqFTtm5eHsJKVJ4nwppYtf0rJqe2dL2+pY2t76BeNrSn25aQaC1icmU99QXjQUAw6EZWln2l1FV23EeBXafdgmqE8SXDOpcCIraMuVVj2lm7DBY5U5UmDXw4IUhM2BVdSlcXDlCUNLvSYkrhG0Gl6vAuKS7gSmFZX2Xsbg8jZMRxIoDxJmNjsgujDv5r6Bg/C/MCPLyPHxjTbhknVhIpmoWHCpOrTrmxP/DlsBq6+N9DlsZYySCvhpVaT6uqWX8b7qj7Y6vlKgVlHSLUaFWAj4j4Tsr1mnoOFSOVJw4UKxfTuws8TDy00oTakOkxXQ9PYMvdXHjaTNh12IY+uspGpZlBXOAY41Sla2D2fW1KqHD7lScL6bppoA1Nt9JvjPvcqTxo+Fia9GjaTkj5Jqia5PtjWGmXpJ01XJbIUozxJfLmyYgDsvqjzyslVFcnKkwSFlYzypMHzy1rchhI9TVf9hLMTjW7kwQYUhKMs/aStq5JYilGeJPgtNhcapMYB6YFDOViqPgIHzVBdtXaytSY4D7kkDcoWxuKVJQ22JBVl6WdaXaWCcnqlMtqg9MARVJ4k1Ps0lCcNipCtsV/B0UvHRWkEL7ujLGmoMUkoSz9p66r3IMkoTxIcE5tiKdceWPmoUh12qap+UnLuYwMjqbqfvbl0XbVRTWRQV1CuTb/7pOqSH1gwn0TaA6k9pkJ50qhEKbl2S3V4i3GGt9rnRjRjlaWfJF1lP7wvB81QqXLqtQm4OY/HhmOETXmSSJKqOYN1NfQTorOmAT0zDDDFmq0saVAH2ZqmEa1YZeknSVe9I2lGeZJg77WgxmJsGSUrTxImtUSGDb61JhFlSUPyS0JZ+kldV5NRniQotcNSxQRNR3mSwBltpR7CxKo8aShj0FU3HqzxtGFStaYkoiz9JK6ryWZQV3A4c1Fy2BvlxIYM1NUBDBt8b3JA7WuItEZZ0lBrklCWfibVVR8TDk00Ul2gJ5cj1cOoN8qSRnN+2mty6eoAlCcJZREHJKs8Sbi80jhCqnaHag1utdk+uDGYoCxpeLY0lKWfNF319qeYY6RaZ669sfF45UmimX+/GT74zOTIZw+B3RujLGlU7UkwytLPBenqAZQnCWVJQ3nSUJ4klCWNHdHtMcrSz8Tr6gCUJwkcvjMUvUZ50vC2pKEsaShPEsrST1NXHzv5dQjKk8y//vWrtn8hswqp+de/cASPG17yWKCVbE1lFMuOVAaxwxpsfTwRCRGk6Grh2khZVwvXRtHVOVJ0dY4UXZ0jRVfnSNHVOVJ0dY4c0NVDLz1aNl60snH7jz/WyS9LWqQfOohndCsq2duZqyrvJ2m/vELj0RyWJB7+qEttsl7/g29XslcsJbJfVx/1WpXuAYmfZhih2vTRW4w1/7Nt/5QfLO8em2I+iXp4n+SiwrgnR0h1KTfCi1SjB7V9v66uWRjMk7uQ8fq3J0Y+MgYjt/SEtZ++K0b+MqQFls0Ke2ApGHxm/kdVzfMC/mPWCEp14/lZOgpGBGp5wFA93FtPHpl81Juo2M8HlHC3eXpaoBo2G+WjCxCnVfebjkyHY8Y+P6NpGg82WeL+N9NX3p+lR+1jv66u7jb26jlWs8B5yZFePKBUSOOBTx6Xi+fF4hEaZy1Y+TE0iZhUrbDn39hcz2/VqRpWeQRsz4ZZmZvjwAj4l1JgnY6WPBgMC0tAYyVV+FD+M89ygOqG6+rdcn2HwthEBu5+sRMFoOxKqtbghCbv1dVf1us1R3hXqhgblyrSltU8OlyqNgo4HFJdWGCzCNVJqkNKi3CpWv4VClouGIFWLxmFikyq0RQ9CBveSKpstqTKF7weJ1Uoohe2RBH/YWEuVS2pqNFOJsAh2s9eXWVuTq6bJ5anWWfxC+p9eKbvic3foFrMFpxzNDPBTgaHPv3Cwn6hVDkinNdghWqsP8NxqVp+Fokzz0+4JaKeNjwVEbDkI5BU2dLFE8b4316+66pVN3gGfqRAg1RZBApjk3FB9oBrMhPoyhqMjh1sdLlfnSPlfnWOFF2dI0VX50jR1TlSdHWOFF2dI0VX50jR1TkCXS3MjyLVQuE6gK5qMi4UCpfLc9HVQuEqKOtqoXAdlHW1ULgOyrpaKFwHZV0tFK6Dsq4WCtdBWVcLheugrKuFwnVQ1tVC4Too62qhcATLo37OfhLnXFdXa7IJ//WTlcV6/9g9ofKN/SB/BJ7XB/5m5lDrVu38PlRO9RcTiKz/ceZx01/poeo6QHHLe/uTjorQhlPl1T86iwdKJZS/YIX8fwT645TFA/raOG2e12xqb8HecuXwo3xI3D4oLrLYhIMwNCaC6BR6XrKp7ucfaJyHc66rS+s9uj7CL3se9w7Zw3rD4X5qnowncJ/YBx23v3VhZNpUZ4tYru/X1XSzWS1729BT3dOeRj/VJQe6G5WR5xWF8qDZwE+LJ9emOKUKVK0/NBfpRItV0rMckkNMNfoLO3miU2ihpjyY7fPGOTjnuirhh87ZPLpE1MM3j3j0uS9EI7ykiPws8kTOmSbZ+iiHsuCx9xzWRnmkcSbGWe/hJQur7B7zN0pnOT4n9zSGrrxGOBGi5hrVcaF1Smo3PozMgs2pF5BdXX2s9LP2P1V5rAs8Qb09qAXRVV3tRsfVKa1SBkONAotQ8N1TtcK1emsrDQc/1Gheo290AkuLCz2LReUpIgpoBuwtWC33osJRNiQ+MGbDrYe7o5B4XYUdtesBwxGROm+fzPnX1SefoDAWdJ45bpKTXQl6tKkZ5q8NEnDJgqgwwH5slNnBgPJYn/Li8hycYn4iNbL6oLuNnMzFMx/Og5ccHVs3hgnNJSqcCJYV07lqAjqu0ZPdxt8tN2zpxk6H+rrDj6vh+OkM4vlhvfRFx+tkAyzVxmpp3Yrraq2rjer2rquh4EeTXF0ZMlYBFvLIMnZ61z86hi42N35W4IAqY30ZCqKAKw+L7CnYW66YWD9jjW30f7eQuj5fV3F4dQrhJLmvW3a2hfW86+pqiR5TqjzblveEQ4JxwSg8cOye4miJzc6xELAztMps5zgJySZqjH8or4KzPefQuN57E4dnDQXoPDDtabRR6X7CN+fSZgmxSjzpKiBO2m28n1yaYTga5qIp1QEGj/KSrGvheGIFhFro0dwfD2er0c3qoqvrAFdKsAmneEWjMutS1JR4zBw/snF8hCY/KIQFI11VivMY0kE4pLdgtdzv7r3xsZa6v9H/3UJqXX3cqGq7YFAm3kLrgJB3dKZYV+0sis80W9q8y3F0GAQ7x8L5Ygc0Mhsh2edcXg12DCFn0kbWzXp1v/KzIBSg+b2hPaTRmNZp73lDCXGaZN9I2m28agu6G5aYLl21WZzdC+XwOo4gqeoxqsOJzsyNupqNdmkAq65TV0P1VcEdlalL4dBmjUb/6DA21Bs6Gy4w6xSA9S5qXlizewsOI6klk+lu+7Hub/Q/9Kah8ErXuupErYI228Eh7+icdV31IfQbjyATBxL2sYmjwyCYFMKI2QA1MxNcxFjh9z6ZIkt0/gR4QsZZJWUjVKZJ1Nra2xjZAU9rHuHI30jabbzXpkmsSq9nduHj97S+93abVqiX5oRa3GPXwI26mksaFkBzH2zEknS1qzLrUmg62O2dH9k4XqCHVa2hCO90nNIMAITd7Ss4tNzONE+PtdT9jeHuKES3Qa2hiQPS1bNdA59/XWUf9TxjdY9VzUYEw69RiqKbMyZv/XER4idcIzNZrJe48kG6xq0qj2COXm/CBUyUlbUitGK0KlvE62rjWNXljcFEH031nrfZXEfHNTPvNL6ubb1Ck1QuWteUjMYPRyiIwpBniaLWVONQS2gPp6+4rmajm9V16apPrSD0rKsy7xJv8zX4cY1G7+jwSIcVWXPskruV0jyMaO3uLRg3W0Cd9Ya67ceq6Vah+t/sjfOMtOqsiU8h+8CGfm9PnGdU5vq9pY7Fa4dwLbWQtAtXQtCs6Xiq756fow+9x2Wm31uKnibuARPkPZeA1vpVuHT8hn1Com8tnW+in+u6WijMjZmuq4XC7CjraqFwHZR1tVC4Dsq6WihcB2VdLRSug7KuFgrXQVlXC4XroKyrhcJ1UNbVQuE6KOtqoXAdlHW1ULgOyrpaKFwHZV0tFK6Dsq4WCtdBWVcLheugrKuFwnVQ1tVC4Too62qhcB2UdbVQuA7KulooXAdlXS0UroOyrhYK10FZVwuF66Csq4XCdVDW1ULhOijraqFwHZR1tVC4Dsq6WpiMx28vLy/VW9YWDNlr4FsJBaesq4WJePzWeOXr0l6TuFrvJBREWVcLE7Gq32EKHr/ZG4efsbI2EwqBsq4WpmGx/sYTz19k7koKHuE0EwqBsq4WJsKXzydTzOrC9+HlsZVQCJR1tTARj99WXE7voZZcU5+/0UcFrRMKMWVdLRSug7KuFgrXQVlXC4XroKyrhcJ1UNbVQuE6KOtqoXAdlHW1ULgOyrpaKFwHZV0tjMjr93H4ofJvirKuFkbkxw8pV25U/k1R1tXCiIy1rt6krpZ1tTAir99/jIPKvynKuloYEeiqFsKs3KaulnW1MCJFVzNS1tXCiJTnwBkp62phRKCrv2PLbG5UV8u6WhiR1x+2stLWQ6HTYXllXS0U8mK6+gMWPdK1HLyq/JuirKuFEYGCcmGFrpq25lNXlX9TlHW1MCKVrv5u+kqfXxCftpd1tVDIzCt0C4rK50uvv9NDn3lOcKn1Kv+mKOtqYUTsNpW6ZRaUzTcLxVs47HCYPuwq/6Yo62phRKirQc1oU9NeoWs0wevpvAmV36N3wiFkjsq/Kcq6WhgR6lfftpMUebntyVrW1bF4frFXlQQe7U+b9Uawp2+blXkKc6RDV21ZbEVgD3G7abaYKmTrK0LlOfBIPDfedrBY2x+q82UI9nKwVdHV+eLKFS5he7fYKBy2ysTB29TV86yrJKytesmQOdTToqsz5jXo2P7NzYCt3K+Oylo6ufhW6aqtsEVXZ0ykXge2yJuyqfyb4nzPgflCIcNfA7YJr+wrujpjTLHc7N/cRKHIE9zYr/JvirPcr/IS2FTzwa5/LVxVWnR1xlTKFjY3USjy1r5Gyk4CXZV/U5TPVwsjEuuXecPW6cRb5I0Pk688By4U8iL1kqGS1aEqEFKCtRtoBWFU/k1R1tXCiNRa2PLZzgiPUqA29VEWrhxFl/vVQiEvQbd8Ny0zn0Ie9eMvj6i9dUQ4RD6Lo6Xyb4qyrhZGpFKzSNVEpXa1NuogaCpCOjrEuAebH6ryb4qyrhZGhNoWMJ37S4EKxJhOEvptSbUAg+ZEHh5jjsq/Kcq6WhgRqpjhKhn0MKKlq6I+vMrlnhBU+TdFrnX19fs43OTD+flgWhYIepaIjm3lkl/l3xS51tWxdPUmf/w0H1y5InWL1U7UqynwdNphJ3CDVz6Vf1PkW1f54+ARUPmFq8SUq02tdsej8m+KfOsq9Cr81DCjKevqVeOKlUE520Wo/Jsi6/0qdSuvKevqdSPNyo/KvynyravcfudfzWU1ZV29aqRZ+VH5N0W+dfV3+0PJvED9VX7hKnmTamVH5d8UOZ8D8xL4R167XANfN9Ks/Kj8myLn/SqvgqliuWz7e0mVX7hKxlpX31T+TZFzXcV1sNnkNBuueV/LdyGuG+iqm6w7UPk3RbZ1VQpmiyK3ynPcZtn5zU+VX7hK3qhbweRxAWyVf1NkW1ehV9AvM3LlOcqFBS//EVblF64SKpgpmdQtg+telX9TZFtXTdNMu6hvrmmNf2aWN04yT088tRX+cg181dQKRse8teoeETYvbZV/U2RcV4PK2eZubPsW++Ot+5iiq1cOtKrSNd/cUiD40sP001L5N0W+dZWrabRF3nrr9chph2FUfuEqqZTNTBWysHsie39YxXhCeQ58Aq5b9RZ5U7bI29pUfuEqkWaZxrmeuaWoyg1+WVV8cOtdESr/psj3HDhWsHxb0dWr5q1WVNc2V1jatc+NYppOCLhRJI3KvymyravUK1OuhrvH1FbkrQPBr/ILV4npaqRtFtr1NQLuVkGY2FKcyr8p8q+rbiqNk9P2tKwouQq4UfmFq6TSrYaBVXl2TB0rfzvSjMq/KXKuq9VdZ7AqIyvydPu9CPPCMVvlF64S17J62/W0t12vnGZA5d8UeddVN/KFoHvdrjxxrIKxYZQnqfzCVSL1ChoWe2unMn1b5A0BlX9TZL1frVSstpsB93kwWOaY3fQxBa7KL1wlQcG07Tjy9W1uKn+0/aYKbol866opGJE+Cle72Klti7AALXllWxBelV+4ShL08bjtFnU16/1qUDKZCgWrIxyLVZLCsasUlV+4SlyzPrXXvt1Q194Xi62sq8fj+lVBLQu6B1pBEWJ3UwyPVvmFqwSL6pYrK+8yP/1Wk6YZarvmvFEt65BpKdy3P01dy7p6AhhT6Ja0rqGA5tm1qkDYice7ESq/cJVQValtvkE/3f7zzz/t0lgx7gl2OOrtT7g40rTT45l0u7o60rqaD5VfuEqwEJoqmt7ZZismkFpawDyWZMumKaUfhUhPBjymOrKsq8fDwRyGL52060V0N1x09aqhrkL9TOmCgbZFehfZ1MJGGBnNV3k9jSpf1tXjccUaAZVfuEqgWLxfNV2rdc70krpnumsLLVN8jTWfaSX91VGWEUZRZV09HlesEVD5hauE96u8Y/1yF1r2FWzTSDNQQGiiPYP6NEdBppn6MqvnNpdpZV09Hg7jKKj8wlUCRTQlNQ30Z8LUTXm+6IXFgxiG+loak+0QWMpshpsKKOvq8RRdLezym9TNNIyeoISmefBEcRZvSWYzYEcqzRwPcCvr6vFQV8fYi65eNaZtUjgRlDDooeLMsXiLg/DtSE9w4qPKuno8plcgt1t09aqhWkkfpXpBPQ3zBuU0FGgchEAjgpR19Xgw1qZasM2Tyy26etX4Fa5vrnJuqHrh6teOsKRwlMfCZ4YbA9o8oqyrx+Pj6MPt5nQXzm3++Gk+bOs1UkomHZUWKhqy1vrph4boOgNdi1W0yr8pRlhXpWvHu77Lp/ILVwl01XTMHamdlC9slmA2/K6StABS3bEQbDvaLJV/U2RbV13PMKBu1f7ImxQ2p7ZVfuEqaehjRQjH8bV353BDWh9Q+TdFznXV9KsykdcSUsL15gaWyi9cJVI7LpCmtG5XIWqgYnCgxygYbeFgueZX+TdFxufALeOO612sfSnhaiu6et1sX9+hX+9v76/vVDHXvaB99RYU2jYLxOh4HvGOoB2v8m+K3Otq2JrOoS32xH5sKr9wlVALoV9UMbOotYqj3zYlu+3qWBOSzIXG00O/yr8pcj4HrvTLtqZH/sojp3tz49stPpyfD6Z6VDEui+a1VZYqSV/QQbeCIvpxjPNYs+IkFKHyb4qx1tVsW9HVa2bregbNg01DTQ1aSsVzzdux4SjkwTpsucq6egp2y2lb5Tl1c6fo6jUDHTU1q7UNXhpTwBBhKgjXHKbQ44d5HGIY7bkYU9bVE6Bu+a+KuZt1xI5r3yhoV8JFV68Z6Cr0Cwau6Rj0jaspfG8ewetchm2RdQ3VImy2csHHUujzGJV/U+S7X91Cv+xnTVA0+3HTMEw3qavuZYxFFF29ZqiY2NxubZHXNo+hU8ftHISNVllXT4C65ZurKpbY9M2XU1PVL3ih9ozhr5Jft0VXrxkti1K/cA3rMbymtUQ6SotubG0xrg6LD0B8WVdPQKqqpRVrK1fGZGw1tc1cPjS0AmBNoqvLFUbmBZbz9PKAuG/PCj5++4d8hQO4ZhHYpm10FWaCa6CHgaujP0NSlBOCsKxMlX9T5FtXqWG2JNrzeayK4bPtQxu109dQWIxwbXV7wufA//22cM/jt3s6q42F7hbrSokLB9AqSKteMt1Uqkt/ZVuY218hzp4vRXiyyr8pcq6rVC93TVtrbdy/hSO5jrrPLZY0oa5KQ8nqG4bo8Zt0dyOdLRxG66o0UKb2KVKWxwVPsEKko9iyrp6AK6ptUlTTtCTsSMsofWXYXOxT6ep/qJ8N7l1HV2G5LRyGujoKKv+myLiuum6ZnlH93CTt7mF+BuiXC6bR1aeXalENPLnyLnd0uNCP6aqthQMMaUVVJqDyb4qMz4H9+jVoqylfylZnrEOe10qZRFdXLwbuS/2xEgM+ShYupHLMurovS5Wm8m+KfOtqpV1+NWs3nK5/iZtlZjHuUW6VX7hK8l8Dq0CVf1NkW1elY1CvcAVLr6nbgc2PrmA5iHNNv80PvefDl1QLTrrZlyGg8m+KXOuq6VWENNCjsZunwxU8POxIo110dQZsIeOha2vC4eV7S6dgagfl8q0OmIdBelousGPtOI/07CGSHpVfuEq2pqzSsJyo/Jsi27oqzQuKhqmPrilgoBkydHxNiHD7RifQ+bD9+Pvjg+o6bHvv3hw7QuXfFFnXVfuU2tXMfsTUVs9myLCD43tWy4ucMEVXr57th/HmThpvyER13N0+bLdjVP5NkW9d5Y0GbzVkIwK733vAhuLaNz8ZU+8eVW8WwTwMWUTR1atmW6kp3Upla91ta3E73IfKvynyravSSdM2KqoFGWM/PPR4bOZUoTisSFuV7Uvc4+rq6/dx+KHyCwDXwEQKdphwtLkt/AjjNq+BM96vQrn8AtZNvXERtQTbKk9zc2ObGS9jVF39MQ4qvwBwyfr3Nl1V01H5N0XuddV2d9wQLJXu+Grp0R6pJODxUcjDKj8/1FXsuU1ZV2N0v5oflX9T5LxfrTXN1awK19G1ajKW/ioMj5lXf95n8ThE5efn9fvr999/x57VoFCVXwBj6Wp5DnwC1EEY00WqmTn0eKzdiVZYIozdnCrCgsFnO50xdZWLIBU258aVVeUXQFlXM5L/OXBQNe5umk7T9EdoV/n58StW6WtGt1wDR5R1NSNZ71dzQ6VV+fkxXa23yqNYhZLDdUDlFwA/Dh1lU/k3Rd771eyMua42lCzSOXkSwrWPbohQ+QUQaVfeTeXfFCOvq1wZzXTSSm0e5qFR71d/VCZslYmDpoc7YXnoeMjNa7kGjoi0K++m8m+KXOvql25WnabWCUQqvvY57bBCtEfU1UrPdrZKN9O32luugSMi7cq7qfybIt+6qpW1qXTDaeRHoSo/P9DVbrMTURmlNSNh6o1G5RdApF15N5V/U2S7X7UvV0vF8jGqrrp2mX517W60045jgqcytavyCyDSrrybyr8psq2rfJL+Ro2VlvWCA+LfOXVtweHPn1R+fky7qFwNRYtc+d0nj1shpF2hYKv8Aoi0K++m8m+KbOuq6Sotquz+7eABvnlhKj8/rltUL1ex4LgbxYMqqkkd7Wluq/wCiLQr76byb4p86yrVy39Y7Ep2Ml6Oys+PlMv1q0GsePupj4nyqPwCiLQr76byb4p896vQ07QfVAz7LovKz48pVyL79HYnTeUXQKRdeTeVf1PkW1e3zZ8YZmLU+9VxUPkFUOlW7k3l3xQ571fH0NXLWFcHofILYAu1GsWo/Jsi63PgERhPKHwB5Sio/ALY7ihZJqPyb4qsz4HHQOXnJ5Ou+jtn673oagx01ZQrVrMsRuXfFLe8rmbR1lBI0dUugq7CVGp2uoGl8m+KC19Xt2Ouqzm01UuAXenqeN+0ukIiXYWpfacZWCr/prjwdXVMXTUFk4qdYrCbR05ZVyOaugrTCBxrYKn8m+KG11XXruxbWVcjTFfHQOXfFNnWVZvu8m/j3q+G7RQTl2DbVG9iv0SkWflR+TdFvu8txRqWbzuPrmbZgqfoao00K1y85jFE5d8UN76u1sZVza0kf+U1x4y9l6foagTVStqVDStP5d8UN7yumm79+Wn69fb6iWtYCyX54VqYtsUjQrparoEjTLkoxtyo/JvidtdVKpZ07u2NWgeNgwMjNYQxvaziw8GvX8jHJOon01xb7XWU2Iqu1kiz8qPyb4q862p+M/K6SiMVM42D9n1BH00NEWFKrHjqKQMwOJhxjPUYfyulyim6WuOKNQIq/6bIu67mN2PqqkMtM+TZmu0XtV9Bi00P7QgLC/chnnl4jIWLrtZ8uWblR+XfFDe9rrrycfclkeoI28KeUMUb7jBblZXGD9aR2/JdiIiiqxm56XVVGmeqSCtoGzbXxOA1TCVdL323fNxJcMt3IWKKrmYk37o6Eio/P9IsxxQ0Vs06LCU0LzapdshClGJBWCq/AIquZiTfujoSKj8/pmYtoG+xR+rqESGOoRaWUiWo/HOzWL38V14LgEXwbTz2/Hxtoa1jGJV/U9zuukod5IvTt6/v1ETXOG4ELqIi3ayV14JaRQnyswi+d8AtlX9eHr/d//ryoIB4ePlVvvtvVNsJgFaZauW1MQOo/HOzOyH6NPjMqfHevOORdV1t3WueboDKz8/WFCtsxP70nyF7W6wrnnksMQSicOWpDqZR+WfnuaWrz/XJs5yVrtJV+eela0K0aXBpGrtZWcxo3PC6SuWqjAWCVyb4w1YZBStfFWmWyj87bV29W3+TZP/9zd3z80W9cu3KZ9Oo/LOzM8g2DS6+wd6MPcq3e79q79/RbnrmnsiH3Twe2jWxN3JU/tnZOY3u/r3hZ71PO/Hng8plGpbVhtKq/LPTHuSVK+jTy/rbt7GfCuRaV30cR0Dl56fnLZTp9OVX+WdHpxFVc/GN3g3X1ehKeAK4FNpyGDmn+i2o8s9OU1efbJx5bUzn4SWHJvWTa13FMI6Dys/Pybrah8ovANMr6diO0h3r56byz041If43ngZXnBX/99uV3K9iGMdB5efnayRdLd+FiAiqResDG+3hfvo+vmoHqSr/prjhdVW6lR2VXwCmdKZsPz9hf9qW7v/4aTu32sU23TXwlORcV236zGzG1FW9PjLF9G1tA25yyu/DNJXKR+0bsPnRrqums6a50abyb4rM6yplk9dW+fnhu2I/sLu1389/aeu0sTcMvxSt8guAEnRdhbbS+vz8SWuvn5bttcIi7IprfiysKv+myLauUreoXbltlZ8f6hbfQkn9Mkz/3NvwD2PEf168QvjQFouiLZbUN2mh/CGB1H7sX3Ugyh38vGVV+TdFznUVe1vTTrdVfn6oin/zTZR5KboaY7qqi2DarnRUR9dIS6BFXa19VFMe5i51lkm+oSCUqPJvinz3q9pqK49f5ecH62mtqFBcN4HjFlUwoq6+joXKH4GfkCH1y5ZF0zhXOPjNeCjWVWy0gn7S5Q6bikuLC+tNXgPnW1fDlsmEwlR+fqprX3IduvpjJFT+CNS6WuslN6idNNg3BnVbWm1mua5CRYOmMtPHz3K/egLSVNz1+8dhIWB2ut9sd7Wp/Pxcoa6+fv/+OsI2oq5CglK5tq6aWwWhpq0jXFXN55lDyJzxpnCM8QhkmRAzr6u4POFOfXPbAhhc8/PqRemK9QcFnFDNcZuuOSxR5efHHtoGTFHriNg/CGQbb3Z5/RFrWLbtx4jXwJDjTwia2mYaV3vbW+T1zQ91E228CB5VV/1SIy+YDzPoasbnwK6S1DIqms2S0jybCd3vsZ+cR6t085pPUZ7kMSo/P5E+urcjYijIM6auQq1+uJV3U/kj4KeF9I1S7ldWS2/5zeb1r51OQXNHfYyB8cWQmPmey8YQ57h4ybau+lqIcTTj+la7FgmdtLC5Hl35kEDHfdrgHXld9Q9E5SEW8BiPHLZZLpWfn1fqKY3twTop7LvKHwE7LUya0DJ3ujdpYgg0cnhQRzAMVH5+MBxQr8yGlso/gXzratAzyWbf5qa9uROp6rl1tfZF3kHGdpWfHyqY9Iy4h2eCCMonUtI9qPJHABfAla663bW1U9o5PFz5icrPj42JqZd7TvE3PCr/BHKuq7ZIhhVz3+bmwKbyVH5+gnLVWmYmuDSNQKIZXVdHQOWPAE8LCJJKZlJ1XWxuLu9qWfWgRbgTInDSKB2o/PxwPKBfpl7yHOGPHXlV/glkXFfDgAZP/xZ592xgXF0dCZWfH4h9HFT+CFCI0lVXOvc1N8bDqfy+BX8zzkJA5edHQ5IflX8C+dbVLYXie5+JfLEb2+4B7hn1GngkVH5+Xl/fTOq03bcLXxgQTBediSp/BH7aaQFpBr3s2w4fUW8sUOXnR0OSH5V/ApmfA1MsvSYONQIKNyI0f46uq61L2BMNUfn5eXM1C1ts2rFVUuXrTvdN5Y+A3a+CSNNO3VjcmFO4a1Z2MvysOeu6GilatzkYqCPMlGvgmLegWx1bZVpb5O04wM2Ib7YbSVdHPC18ZFqmioy8lb8joTKVN4eu5nwO3FK0btMT6PIxMJ5Q+IWpUVD5+YHodUpIyUKoDsT+sB02I+qqXwJfka5ubdDc9uFpO/L71u3t2k4f5Kyfr8Za1mN2ImR6AkVXI3A22B+Ic4+98sfx9DQSY9v+ktyMjirrag3/pN3GJrzvMzgcKnPccIOpEt1vsYqrdk89fZCzrqtjoPLzw6v2UTaVnx+qGc8I3yxkKmf+RjSoYz0cE44NqSPr6s8v07LgnrLB2Fkxrq76IPtERp97GTLbYizoPktlLhkvoI7zTeWfQNZ1dQxUfn6oVqMYlZ8fnjemawQ+nkbmWJhnRgMmBZev/+DR7lqyYwep/BFwzTIlNV2zYAdKPrzp+DF1FaPiQ+Xj6RHmDbYGEEE/LmyKrSIsGMSi8k/g7PergwxQ+fn5uaNkWcyIjygh8FjNFFAU/+VCPp4cfqZYVDis6Qo7WOWPgHQrWlE9ooWlxKYnrMORQeXnB6MTBqjSuMrEw2p4uI5W2AjTonaVfwIXva7ywYTKz49fsOY1tqn8/HzxdTmR9N281yG33B+CkXG3vY/6Bp6gXWFljfUtAtEh2U0zBBM2ZRhxXcWIvPNdCxyZyuMGm4U5co6HzbFItx3+UZ7l8+wq/wRyrasNEXjgFLtG5efH9OrDfpZnv+Q41WZZI3/TysTPEyByafkZ4bSO8XOFrgedRmDMfzSupLl/ZUVsldzwcvOwAiGDys9P9Jqj2GeeKgyj5OAGb53kkcHkeM1RrnW1SwJZUPn50SrIvxrA9TY1DqfCCTbVFPuYH9PrX00bxH93eiTj3WFHp0V9z9qhrYq3AyI3NrKUYcTTgvp2LHvyXuq6mhOVnx9oFY3rmf5EpNa8wTZ01fR1TF1921Jdv97MhvztP4rD/52aD3HwUXXNfHmwCtjuiVUIuVT+CEBDqabUVI6RW9C4nR2WpXOvHfrk4UE8H1Seys+PjYhp12D6syL+gu5XbRzHQOXn5+fXFo3mSWCqFm2oNQ4mb3wcBu1X+fmxLzFi50kRNkR8mOEnu7BMbd11iwpsx4XdUvwLkfTSVfkjYAomwzEKWtfcQ7y7bkJciOLmJdmm8vNjowLVqraPygpbTwyGsspaH+IuJKTyT+B211VrsRbGSl+DktoiW/v321V+u10dVVehWfXP9mDhLPB/r5C+Vn9OwQSz7AgGGGu7H8AY5RtTV6VfNKauiNjV1Egvq1Dtp+VHeUFmqfz8YGAwLKZqAR+oOKozxnJWkcFyF3Eq/wSyrasuj/xG5ecHhbu2Qc9M4SKV5abEELfHdnXVx0xjXgPzbLAteJpOe4u8tpmCBn+IxFHj3q9SudxxFTSVM7tWVdNGJw6Y30J+kMqhpfLzgxGqx0Zb5PVtN4bb7tjSG3wq/wQyrqvjGJWfHxO67a607nH8RBqAziVD5efHxU4jJz4bZCK/h1qm8lY+WCp/BKop3DYMkUVYINZU+gUPYYT7p9LVDtP09cQ47vOkyqj8E8i4rgax5DUqPz8oHcXrLMDmigbMV8enb5Z7VF0dCZU/AjwtaOSYRprloaCxHlVj2umu4ACDqgCVnx8NSX5U/glkW1cxgrWCZTQqPz8ovVMjwyJ5xFZ0tY10sjauama4wUAHzVfhiuqmjY4c9dnSzop4uiEq/wTyrascwfxm3PtVaKufFL4xTBsVp292aRayE5Wfny8Xen5U/gjsypM2t8qEQCBWVZgGygBUfn4ueJDzrasa8txG5efHVAsVUMvguJbKHoSynUNXc5xI4fuQkVH5I9AQZcAC9SYTiBUVpsL8PM7yqPz8YDwGEA/jAVT+CWRcV8OQu5vLqPz8oHCTOnacBlbZ8RuMr6/YVH5+qKumr6eZdmjMFzk1R1VEY12bikpLzcAK1IdiV/n5+cKoVIMzyOxENI3KP4Gs66pGP+c2rq5aDZGacTvKIKMVAjPmlD/Gb25hVP4IxCoG45ifm0UpVNHU1Qg/XvlUfn7CEKeY5nbAqPwTyPocuB7PbOZMusqAPB490Hh+Nyo/PygdQs+7ZTqN+ohUzJBD3FtFwNPQzAAjOxJUfn44yKOg8k8g47o6Dio/Pyy8cQZV9hEmynpNpxF1Faj8EfCBGUbQzk7VDaj8/FywruZ8DjwKKj8/KJuLIXElM3/lHWj8xDKvys/PBZ9GfdioCAyOw7HyQGz3Uautja6OVvn5wSD7NWtec2nrajWWGc15ddUiLC6KSjE4maqQys/Pleqqj0rA1Q54XJRSUWtnPyo/P2VdPR6Vnx+Vnx+Vnx+c2X5HnNuo/BHQkLRoKKJpa5fKBjpVV+Xn54IH+bbvV0HnWbLv1OkkzqDy84OyUc8IRuWPgI/ICKj8/KDsnfHJYlT+CZR1NTsqPz8qPz8qfwRUQX5Ufn5Ufn5U/gnsWVeff31+TN3G49df/zWgHelbxf/r2n7VPmgTv/46SoN/VfFj8K+onpxbDMan1/za2FqJkak5R4szM+RElgo2ybWuFgqFccl1v1ooFMalrKuFwnVQ1tVC4Too62qhcB2UdbVQuA7KulooXAdlXS0UroNJ19XFciNfIQfxeD6sF/JdLIvNk3w9NM+Piz9b6gaO09RT1tXF5v/+2TohnteJhR068LflSj7xuO7+MsdpPHxjqcsD58wF8ejj9rjpHA0Omkb2YW0xl8KOPMFvnbraf2Z0FJGfB1b/y8ETIm5l4yRK1oDhnLKuLpc04J5zOGbJ35ZrgKjH9frb+oEpG3j/eLi7/+MP60pIWPmBGH3Le/fM7j5/W/9h5RETTFUOvSPo6v0/q9fvV1U9bBabb2u2drH8tkbrQu92exMaDPmu1/9gzOjoVPhfG41qwO7hYYuWq0UQAdZVdSMcFQ4KrW0M9+hQnvXQsvL1I8a0HlyN9v95+62RT66dde8YGpfFJlRy/2+eEs+s3VrcGD5Dg1efRGight+bGkZYXTuVE9ZVztwcbrYWDbFZ0qd91+AntPee1wK/Wmc3iKwTdCB8Fse8/0fPQ1ipkfRbfTgLya+r0UVYXZVNrNYgpd5vQu9avVkxzy8QwoNL8xyE84SjYQP2y1pnio1vNbJ1N7xnggeptc3hHh02rR5aG7oFGvLE5d/koNFW+72RfsqT0Lvx+cd6bfXc/xNWLWyjHj6NMohPImT0ydSaWsmnPuIkjl9XXU2f2DQ7h63N1gWf9M1vWuxhnDOLOsH7yi4x8oHuP/0kVGuQFB0+jq7WQtA1Javyi0c7w5/QHOmqjbf5ot44zKJGj4/WVQ5NNGA2m//Hx/NXP8K1cLnUINLPg+xk4wGt4R4dNq0aWp3fsOvB1WhL3N5IO+W94fchdA42qN1atvinhK1WVMPnrTSqk8gaGJ/YDsLsGvt5Gsevqxo5OiYDzpKhpdb6al3104WRdULdJSjq4waB1t0Lk+rDeZKGcy4j9YV1XZVOKJwbBO182GDlspnJxVf1pmrwGXVV5wgnjGrAbOR9fKuR5fWmR+pUqg9Sa5vDPTrVeeINZaPYJGumtw2w7d7+WlebvTsPrN2E7XM4Tob28GmUSXQSVcNvTW2McJThWI5eV31C5FDirH7gvGE31/ChP3alxmLV4V/gXWLerxP8QB/9pUTFxCAOfxZRHw7vCLqqGlh9VVV9QrFXbEXVu3/wskjrauiNH3DUEB6DRO4TRqifM/jTUzibXQT1lMPmI2Kx0UGhtY9/1MM9OibPaBqsxrThseZY+2tdrRvuZ8vIVCeECbuemKsx1vBZK0XIUw+/N7U+P7KMdPl8tVC4Dsr3lgqF66Csq4XCdVDW1ULhOijraqFwHZR1tVC4Dsq6WihcB2VdLRSuA1tX438mLVvZynaR2+Pj/wdFvJq4DGPi9AAAAABJRU5ErkJggg==)
Source: Statista
According to the Graph, In the IoT market of France in 2022, the "Smart Cities" segment accounted for 1.28 billion US dollars in revenue. While this segment's revenue might seem comparatively smaller than some others, it is crucial to understand that the IoT market in France is diverse and growing rapidly.
With the growth of the France smart city market, there are several connections. Smart cities rely heavily on IoT solutions to optimize urban infrastructure, enhance public services, and improve the overall quality of life for residents. The "Industrial" segment's substantial revenue suggests that industries are actively adopting IoT technologies to enhance their operations, which can indirectly impact smart city development.
France Smart Cities Market Segment Analysis
Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Mobility Management Segment is Anticipated to Dominate the Market Over the Forecast Period.
- Smart Mobility Management refers to the integration of intelligent technologies and data-based solutions to optimize transport systems, improve mobility, and solve the problems of urban congestion and traffic inefficiency. As cities continue to grow and face increasing pressure on their transportation infrastructure, the demand for smart mobility solutions has increased significantly.
- The dominance of the intelligent motion management segment can be explained by several factors. rapid urbanization has led to an ever-increasing number of vehicles on the roads, leading to congestion and pollution. Smart mobility solutions offer innovative approaches to managing traffic flows, such as real-time traffic monitoring, smart traffic lights, and dynamic routing, which can reduce congestion and shorten travel times.
- The drive towards sustainable development and the reduction of carbon dioxide emissions have put green and environmentally friendly transport options in the spotlight. Smart mobility solutions include electric vehicles, bike-sharing programs, and seamless integration of public transport, encouraging citizens to choose more sustainable ways to travel.
France Smart Cities Market Country Insights:
France is Expected to Dominate the Market Over the Forecast Period.
- France is the economic and administrative center of France, home to Paris, a global financial and cultural center. Its status as an important urban center attracts significant investments and resources, making it an excellent location for the development of smart city projects.
- French regional and national governments have shown great commitment to promoting smart city initiatives. Île-de-France benefits from government support and funding, encouraging the adoption of the latest technologies and urban innovations. The region is actively engaged in smart mobility projects to improve transportation systems. Initiatives include launching electric buses, expanding bike-sharing programs, and integrating smart transit apps with real-time public transportation updates.
- France focuses on sustainable energy projects to reduce carbon dioxide emissions and promote renewable energy sources. This includes the implementation of smart grids, energy-efficient buildings, and solar energy initiatives. The region is investing in e-government platforms to increase citizen engagement and improve public services. These platforms provide digital access to government services, enabling efficient administrative processes and increasing transparency.
COVID-19 Impact Analysis on France Smart Cities Market
- The COVID-19 pandemic has accelerated the adoption of digital technologies and smart city solutions in France. Along with the need for remote monitoring and contactless services, there has been a growing interest in IoT, artificial intelligence, and data analytics solutions to efficiently manage city infrastructure, traffic, and public services.
- The pandemic has exposed the vulnerability of city infrastructure and supply chains. As a result, the construction of flexible and sustainable smart cities has been emphasized in France. Solutions such as smart grids, renewable energy integration, and waste management have become increasingly important to improve the ability of cities to face crises and future challenges.
- The spread of remote work during the pandemic has reduced the use of public transport and increased the demand for mobility solutions. Smart city providers are focused on developing innovative transportation options, such as electric and autonomous vehicles, to respond to changing mobility patterns and encourage sustainable commuting.
- The pandemic has highlighted the importance of smart healthcare and security solutions in cities. In France, telemedicine, remote health monitoring, and analysis based on artificial intelligence have increased in the early detection and monitoring of COVID-19 cases.
Top Key Players Covered in The Smart Cities Market
- Engie (France)
- Schneider Electric (France)
- Siemens (Germany)
- Cisco (US)
- IBM (US)
- Thales Group (France)
- Veolia (France)
- Actility (France)
- Alstom (France)
- Bouygues Energies & Services (France)
- Capgemini (France)
- Certi-Télécom (France)
- Citéos (France)
- Dalkia (France)
- Eiffage Énergie Systèmes (France)
- ENEDIS (France)
- GrDF (France)
- Keolis (France)
- La Poste (France)
- Lacroix City Solutions (France), and Other Major Players
Key Industry Developments in the France Smart Cities Market
In June 2023, Energy transition leader, ENGIE Group planned to become a key player in electric mobility, a major driver in accelerating the decarbonization of the transport sector launched a new brand: ENGIE Vianeo. ENGIE aims to develop 12,000 electric charge points in France for cars and heavy goods vehicles by 2025.
In April 2023, Schneider Electric, the leader in the digital transformation of energy management and automation, partnered with GreenYellow, an expert in decentralized solar power generation and energy efficiency solutions, and announced a new Energy-as-a-Service (EaaS) microgrid solution.
France Smart Cities Market
|
Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
|
2016 to 2021
|
Market Size in 2022:
|
USD XXX Bn.
|
Forecast Period 2023-30 CAGR:
|
XXX%
|
Market Size in 2030:
|
USD XXX Bn.
|
Segments Covered:
|
By Solution and Service
|
Smart Mobility Management
Smart Public Safety
Smart Healthcare
Smart Building
Smart Utilities
Others
|
By Component
|
Hardware
Software
Service
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By Level
|
Emerging Smart Cities
Developing Smart Cities
Mature Smart Cities
|
By End-user
|
Government & Municipalities
Transportation & Logistics
Energy & Utilities
Healthcare
Education
Others
|
Chapter 1: Introduction
1.1 Research Objectives
1.2 Research Methodology
1.3 Research Process
1.4 Scope and Coverage
1.4.1 Market Definition
1.4.2 Key Questions Answered
1.5 Market Segmentation
Chapter 2:Executive Summary
Chapter 3:Growth Opportunities By Segment
3.1 By Solution and Service
3.2 By Component
3.3 By Level
3.4 By End-user
Chapter 4: Market Landscape
4.1 Porter's Five Forces Analysis
4.1.1 Bargaining Power of Supplier
4.1.2 Threat of New Entrants
4.1.3 Threat of Substitutes
4.1.4 Competitive Rivalry
4.1.5 Bargaining Power Among Buyers
4.2 Industry Value Chain Analysis
4.3 Market Dynamics
4.3.1 Drivers
4.3.2 Restraints
4.3.3 Opportunities
4.5.4 Challenges
4.4 Pestle Analysis
4.5 Technological Roadmap
4.6 Regulatory Landscape
4.7 SWOT Analysis
4.8 Price Trend Analysis
4.9 Patent Analysis
4.10 Analysis of the Impact of Covid-19
4.10.1 Impact on the Overall Market
4.10.2 Impact on the Supply Chain
4.10.3 Impact on the Key Manufacturers
4.10.4 Impact on the Pricing
Chapter 5: UK Smart Cities Market by Solution and Service
5.1 UK Smart Cities Market Overview Snapshot and Growth Engine
5.2 UK Smart Cities Market Overview
5.3 Smart Mobility Management
5.3.1 Introduction and Market Overview
5.3.2 Key Market Trends, Growth Factors and Opportunities
5.3.3 Impact of Covid-19
5.3.4 Historic and Forecasted Market Size (2016-2030F)
5.3.5 Key Market Trends, Growth Factors and Opportunities
5.3.6 Smart Mobility Management: Geographic Segmentation
5.4 Smart Public Safety
5.4.1 Introduction and Market Overview
5.4.2 Key Market Trends, Growth Factors and Opportunities
5.4.3 Impact of Covid-19
5.4.4 Historic and Forecasted Market Size (2016-2030F)
5.4.5 Key Market Trends, Growth Factors and Opportunities
5.4.6 Smart Public Safety: Geographic Segmentation
5.5 Smart Healthcare
5.5.1 Introduction and Market Overview
5.5.2 Key Market Trends, Growth Factors and Opportunities
5.5.3 Impact of Covid-19
5.5.4 Historic and Forecasted Market Size (2016-2030F)
5.5.5 Key Market Trends, Growth Factors and Opportunities
5.5.6 Smart Healthcare: Geographic Segmentation
5.6 Smart Building
5.6.1 Introduction and Market Overview
5.6.2 Key Market Trends, Growth Factors and Opportunities
5.6.3 Impact of Covid-19
5.6.4 Historic and Forecasted Market Size (2016-2030F)
5.6.5 Key Market Trends, Growth Factors and Opportunities
5.6.6 Smart Building: Geographic Segmentation
5.7 Smart Utilities
5.7.1 Introduction and Market Overview
5.7.2 Key Market Trends, Growth Factors and Opportunities
5.7.3 Impact of Covid-19
5.7.4 Historic and Forecasted Market Size (2016-2030F)
5.7.5 Key Market Trends, Growth Factors and Opportunities
5.7.6 Smart Utilities: Geographic Segmentation
5.8 Others
5.8.1 Introduction and Market Overview
5.8.2 Key Market Trends, Growth Factors and Opportunities
5.8.3 Impact of Covid-19
5.8.4 Historic and Forecasted Market Size (2016-2030F)
5.8.5 Key Market Trends, Growth Factors and Opportunities
5.8.6 Others: Geographic Segmentation
Chapter 6: UK Smart Cities Market by Component
6.1 UK Smart Cities Market Overview Snapshot and Growth Engine
6.2 UK Smart Cities Market Overview
6.3 Hardware
6.3.1 Introduction and Market Overview
6.3.2 Key Market Trends, Growth Factors and Opportunities
6.3.3 Impact of Covid-19
6.3.4 Historic and Forecasted Market Size (2016-2030F)
6.3.5 Key Market Trends, Growth Factors and Opportunities
6.3.6 Hardware: Geographic Segmentation
6.4 Software
6.4.1 Introduction and Market Overview
6.4.2 Key Market Trends, Growth Factors and Opportunities
6.4.3 Impact of Covid-19
6.4.4 Historic and Forecasted Market Size (2016-2030F)
6.4.5 Key Market Trends, Growth Factors and Opportunities
6.4.6 Software: Geographic Segmentation
6.5 Service
6.5.1 Introduction and Market Overview
6.5.2 Key Market Trends, Growth Factors and Opportunities
6.5.3 Impact of Covid-19
6.5.4 Historic and Forecasted Market Size (2016-2030F)
6.5.5 Key Market Trends, Growth Factors and Opportunities
6.5.6 Service: Geographic Segmentation
Chapter 7: UK Smart Cities Market by Level
7.1 UK Smart Cities Market Overview Snapshot and Growth Engine
7.2 UK Smart Cities Market Overview
7.3 Emerging Smart Cities
7.3.1 Introduction and Market Overview
7.3.2 Key Market Trends, Growth Factors and Opportunities
7.3.3 Impact of Covid-19
7.3.4 Historic and Forecasted Market Size (2016-2030F)
7.3.5 Key Market Trends, Growth Factors and Opportunities
7.3.6 Emerging Smart Cities: Geographic Segmentation
7.4 Developing Smart Cities
7.4.1 Introduction and Market Overview
7.4.2 Key Market Trends, Growth Factors and Opportunities
7.4.3 Impact of Covid-19
7.4.4 Historic and Forecasted Market Size (2016-2030F)
7.4.5 Key Market Trends, Growth Factors and Opportunities
7.4.6 Developing Smart Cities: Geographic Segmentation
7.5 Mature Smart Cities
7.5.1 Introduction and Market Overview
7.5.2 Key Market Trends, Growth Factors and Opportunities
7.5.3 Impact of Covid-19
7.5.4 Historic and Forecasted Market Size (2016-2030F)
7.5.5 Key Market Trends, Growth Factors and Opportunities
7.5.6 Mature Smart Cities: Geographic Segmentation
Chapter 8: UK Smart Cities Market by End-user
8.1 UK Smart Cities Market Overview Snapshot and Growth Engine
8.2 UK Smart Cities Market Overview
8.3 Government & Municipalities
8.3.1 Introduction and Market Overview
8.3.2 Key Market Trends, Growth Factors and Opportunities
8.3.3 Impact of Covid-19
8.3.4 Historic and Forecasted Market Size (2016-2030F)
8.3.5 Key Market Trends, Growth Factors and Opportunities
8.3.6 Government & Municipalities: Geographic Segmentation
8.4 Transportation & Logistics
8.4.1 Introduction and Market Overview
8.4.2 Key Market Trends, Growth Factors and Opportunities
8.4.3 Impact of Covid-19
8.4.4 Historic and Forecasted Market Size (2016-2030F)
8.4.5 Key Market Trends, Growth Factors and Opportunities
8.4.6 Transportation & Logistics: Geographic Segmentation
8.5 Energy & Utilities
8.5.1 Introduction and Market Overview
8.5.2 Key Market Trends, Growth Factors and Opportunities
8.5.3 Impact of Covid-19
8.5.4 Historic and Forecasted Market Size (2016-2030F)
8.5.5 Key Market Trends, Growth Factors and Opportunities
8.5.6 Energy & Utilities: Geographic Segmentation
8.6 Healthcare
8.6.1 Introduction and Market Overview
8.6.2 Key Market Trends, Growth Factors and Opportunities
8.6.3 Impact of Covid-19
8.6.4 Historic and Forecasted Market Size (2016-2030F)
8.6.5 Key Market Trends, Growth Factors and Opportunities
8.6.6 Healthcare: Geographic Segmentation
8.7 Education
8.7.1 Introduction and Market Overview
8.7.2 Key Market Trends, Growth Factors and Opportunities
8.7.3 Impact of Covid-19
8.7.4 Historic and Forecasted Market Size (2016-2030F)
8.7.5 Key Market Trends, Growth Factors and Opportunities
8.7.6 Education: Geographic Segmentation
8.8 Others
8.8.1 Introduction and Market Overview
8.8.2 Key Market Trends, Growth Factors and Opportunities
8.8.3 Impact of Covid-19
8.8.4 Historic and Forecasted Market Size (2016-2030F)
8.8.5 Key Market Trends, Growth Factors and Opportunities
8.8.6 Others: Geographic Segmentation
Chapter 9: Company Profiles and Competitive Analysis
9.1 Competitive Landscape
9.1.1 Competitive Positioning
9.1.2 UK Smart Cities Sales and Market Share By Players
9.1.3 Industry BCG Matrix
9.1.4 Ansoff Matrix
9.1.5 UK Smart Cities Industry Concentration Ratio (CR5 and HHI)
9.1.6 Top 5 UK Smart Cities Players Market Share
9.1.7 Mergers and Acquisitions
9.1.8 Business Strategies By Top Players
9.2 SIEMENS SMART INFRASTRUCTURE (GERMANY)
9.2.1 Company Overview
9.2.2 Key Executives
9.2.3 Company Snapshot
9.2.4 Operating Business Segments
9.2.5 Product Portfolio
9.2.6 Business Performance
9.2.7 Key Strategic Moves and Recent Developments
9.2.8 SWOT Analysis
9.3 CISCO (US)
9.4 IBM (US)
9.5 SCHNEIDER ELECTRIC (FRANCE)
9.6 HUAWEI (CHINA)
9.7 INTEL (US)
9.8 MICROSOFT (US)
9.9 ERICSSON (SWEDEN)
9.10 HONEYWELL (US)
9.11 BOSCH (GERMANY)
9.12 VODAFONE (UK)
9.13 ABB (SWITZERLAND)
9.14 TELENSA (UK)
9.15 ARUP (UK)
9.16 BT (BRITISH TELECOM) (UK)
9.17 ENGIE (FRANCE)
9.18 THALES (FRANCE)
9.19 PWC UK (UK)
9.20 ACCENTURE UK (UK)
9.21 CUBIC TRANSPORTATION SYSTEMS (US)
9.22 OTHER MAJOR PLAYERS
Chapter 10 Investment Analysis
Chapter 11 Analyst Viewpoint and Conclusion