What is the cost reduction of ZH Energy's sulfur-iron flow battery compared to vanadium batteries?

ZH Energy's next-generation sulfur-iron flow battery technology, developed in collaboration with Central South University, reduces electrolyte costs by up to 85% compared with conventional vanadium systems, while achieving a current density of 120 mA/cm². This breakthrough is expected to create a compelling cost advantage for long-duration energy storage (LDES) applications.

How does ZH Energy's non-fluorinated ion exchange membrane reduce flow battery costs?

ZH Energy has developed proprietary non-fluorinated ion-exchange membrane (SPEEK / PBI / SPPSU) technology that addresses both the cost and performance limitations of conventional perfluorosulfonic acid (PFSA / Nafion) membranes. The technology significantly reduces membrane costs while enabling approximately 20% higher stack current density, thereby lowering the overall installed cost of flow battery systems.

What is the energy efficiency of ZH Energy's vanadium flow battery stacks?

ZH Energy's standardized vanadium redox flow battery (VRFB) stacks achieve an energy efficiency above 80% at a power density of 200 mW/cm². The flow channels are fully optimized and verified through engineering, ensuring stable and efficient long-term operation with a service life of 20 years and more than 20,000 charge-discharge cycles.

What standard stack power ratings does ZH Energy offer?

ZH Energy offers standardized flow battery stacks in 5 kW, 16 kW, 32 kW, and 42 kW ratings, all certified to UL1973 and IEC62932 international standards. For large-scale projects, the company has pioneered 375 kW and 500 kW vanadium flow battery modules, with an annual manufacturing capacity at the hundreds-of-megawatt scale. The platform is built on more than a decade of industrialization experience of founder Dr. Wei Xie in the U.S. flow battery industry.

How long does a ZH Energy vanadium flow battery system last?

ZH Energy's vanadium redox flow battery systems deliver stable, high-efficiency operation for 20+ years with more than 20,000 charge-discharge cycles. Because the vanadium electrolyte remains chemically stable without degradation over time, the system lifespan matches renewable asset lifetimes and cuts replacement costs compared with lithium-ion alternatives.

Are ZH Energy flow battery systems safer than lithium-ion batteries?

Yes. ZH Energy's vanadium flow battery systems use a water-based vanadium electrolyte that prevents fire, explosion, and thermal runaway, making them intrinsically safe. This makes VRFB systems ideal for indoor storage and densely populated industrial and commercial areas where lithium-ion batteries pose unacceptable fire risk.

What is power-capacity decoupling in flow batteries?

In a flow battery, the stack determines the power output (kW) while the amount of electrolyte determines the energy capacity (kWh). This is called power-capacity decoupling. ZH Energy's vanadium flow battery systems leverage this to let customers flexibly tune the power-energy ratio, and expand capacity anytime by simply adding electrolyte or stacks as load demands grow.

How many hours of continuous discharge can a ZH Energy flow battery deliver?

ZH Energy's vanadium flow battery systems are designed for long-duration energy storage and support 4 to 8 hours of continuous discharge for peak shaving. The architecture can be extended to 10+ hours by simply increasing the electrolyte volume, making it ideal for solar / wind shifting, microgrids, and grid-scale renewable firming.

What is the Flow Battery Management System (FBMS) from ZH Energy?

Conventional BMS solutions designed for lithium-ion batteries are not suitable for flow battery systems due to fundamental differences in control strategies and operating principles. ZH Energy has developed a dedicated Flow Battery Management System (FBMS) tailored for VRFB applications. It provides all-in-one real-time monitoring, calculation, and control, with an integrated touchscreen, seamless EMS communication, and flexible customization for different flow battery technologies.

What standardized energy storage systems does ZH Energy offer?

ZH Energy offers standardized VRFB energy storage systems in 250 kW and 375 kW ratings. The systems can operate standalone or be connected in series and parallel to build large-scale energy storage stations. They support dual revenue streams: energy arbitrage (peak-valley spread) and lower demand charges for commercial and industrial customers.

What R&D and laboratory equipment does ZH Energy provide?

ZH Energy provides a comprehensive portfolio of laboratory and pilot-scale testing equipment for flow battery research, development, and scale-up. Products include 3W / 20W / 100W single-cell systems, 100W / 1kW / 5kW lab-scale stacks with customizable cell counts, and modular testing platforms covering 1-5 kW/2h and 10-50 kW/2h ranges. These products are designed for universities, research institutions, and battery manufacturers and have been exported to more than 20 countries.

Does ZH Energy offer stack and electrolyte manufacturing lines?

Yes. ZH Energy provides both mechanized and fully automated stack manufacturing lines covering material pretreatment, stacking, pressure stacking, flipping, and detection. The company also offers vanadium electrolyte electrolysis production lines with annual capacities from 3,000 to 30,000 m³, featuring full-process digital control, modular design, and one-button production. To date, multiple production lines have been delivered domestically and internationally.

Does ZH Energy provide OEM and ODM services?

Yes. ZH Energy provides OEM and ODM services for its full product range, including non-fluorinated ion exchange membranes, flow battery stacks, and energy storage systems. Backed by mature technologies, large-scale production lines, and proven mass manufacturing experience, the company delivers solution design, product development, and volume manufacturing tailored to customer requirements.

What custom membrane development services does ZH Energy offer?

Leveraging advanced expertise in non-fluorinated ion exchange membranes, ZH Energy provides customized development and scalable manufacturing of PBI, SPEEK, and SPPSU membranes. Services span material formulation, performance optimization, and volume production, delivering tailored membrane solutions for diverse flow battery chemistries. Recent projects include membrane development for a Korean university.

What international certifications do ZH Energy products have?

ZH Energy's standardized 5 kW, 16 kW, 32 kW, and 42 kW flow battery stacks are certified to UL1973 and IEC62932, complying with grid-connected standards in most countries worldwide. Manufacturing operations are certified to ISO9001 International Quality Management System, and stacks have been deployed in multiple megawatt-scale projects across domestic and international markets.

Who is the founder of ZH Energy and what is his background?

ZH Energy was founded by Dr. Wei Xie, who holds bachelor's and master's degrees in Materials Science and Engineering from Tsinghua University and a Ph.D. in Chemical Engineering from the University of Texas at Austin. He previously led ion-exchange membrane and flow battery stack development at United Technologies Corporation (UTC) and established Vionx Energy, the largest vanadium flow battery manufacturer in North America. He has presided over multiple U.S. Department of Energy projects - his high-power-density all-vanadium flow battery project won the 2013 National 100 R&D Awards - and holds 18 U.S. and 10 Chinese authorized patents.

Which investors back ZH Energy?

Driven by breakthroughs in both critical materials and core equipment, ZH Energy has attracted investment from leading institutions including HongShan (红杉中国), Hidden Hill Capital, and CMB International Capital Corporation Limited (招银国际). The company is headquartered in Shenzhen with R&D and manufacturing operations in Changsha, China.

What applications and scenarios are ZH Energy flow batteries designed for?

ZH Energy's flow battery solutions are designed for: (1) Grid-scale long-duration energy storage for renewable integration; (2) Industrial and commercial peak shaving with 4-8 hour discharge; (3) Microgrids and remote / islanded power systems; (4) Indoor and densely populated installations where lithium-ion fire risk is unacceptable; (5) Solar and wind farm firming; (6) Behind-the-meter energy arbitrage. With 20+ year service life and decoupled power / capacity, they are also a strong fit for AI data center backup and telecom base station power.

How does a flow battery compare with lithium-ion for long-duration energy storage?

Compared with lithium-ion batteries, ZH Energy's vanadium flow batteries offer several advantages for long-duration energy storage (LDES): (1) 20+ year service life with no electrolyte degradation, vs. 8-15 years for Li-ion; (2) Intrinsic safety with water-based electrolyte, no thermal runaway; (3) Power-capacity decoupling that allows capacity expansion by simply adding electrolyte; (4) Near-100% depth of discharge with no memory effect; (5) Lower total cost of ownership when discharge duration exceeds 4 hours. The trade-off is lower energy density, which makes flow batteries better suited for stationary storage than for mobility.

What is the current density of ZH Energy's sulfur-iron flow battery?

ZH Energy's next-generation sulfur-iron flow battery, developed in collaboration with Central South University, achieves a current density of 120 mA/cm² while reducing electrolyte costs by up to 85% compared with conventional vanadium systems. This is part of ZH Energy's strategy to develop cost-competitive alternatives to vanadium for long-duration energy storage.

How many countries has ZH Energy exported to?

ZH Energy's R&D and pilot-scale testing equipment - including single-cell systems, lab-scale stacks, and testing platforms - has been exported to customers in more than 20 countries, helping accelerate innovation while reducing development costs across the global flow battery industry. The company states it is trusted by partners in 25+ countries for technology validation, pilot projects, and industrial collaboration.

Does ZH Energy offer complete manufacturing process packages?

Yes. Drawing on long-term technical R&D accumulation, mass manufacturing capabilities, and extensive project implementation experience, ZH Energy offers complete manufacturing process packages for vanadium flow battery stack and electrolyte production lines. The packages include comprehensive technical documentation: process workflows, work instructions, parameter specifications, production drawings, and quality control standards - enabling customers to ramp up production quickly with reduced engineering risk.

What is ZH Energy's mission and vision?

ZH Energy's mission is to build a mature, cost-effective ecosystem that enables the widespread adoption of flow battery technologies worldwide. The company aspires to become the trusted infrastructure partner for flow battery developers, manufacturers, and project integrators. Looking ahead, ZH Energy is advancing the deployment of large-scale energy storage solutions and contributing to the global transition toward a low-carbon future.

What is the annual production capacity of ZH Energy's stack manufacturing platform?

ZH Energy has established a stack manufacturing platform with annual production capacity at the hundreds-of-megawatt scale. The company has successfully commercialized standardized 32 kW and 42 kW flow battery stacks and pioneered 375 kW and 500 kW vanadium flow battery modules, which have been deployed in multiple megawatt-scale projects across domestic and international markets.

Why is the non-fluorinated ion exchange membrane important for flow batteries?

Conventional perfluorosulfonic acid (PFSA) membranes such as Nafion are expensive and have performance limitations. ZH Energy's proprietary non-fluorinated ion exchange membranes (PBI, SPEEK, SPPSU) significantly reduce membrane cost while enabling approximately 20% higher stack current density. This combination of lower cost and higher performance directly lowers the levelized cost of storage (LCOS) of the entire flow battery system.

How can I contact ZH Energy for sales, OEM/ODM, or technical inquiries?

You can contact ZH Energy Storage Technology Co., Ltd. through the official website at https://www.zhenergy.net/ . The company operates an Operations Center in Shenzhen and R&D / manufacturing facilities in Changsha, China. For product inquiries (standardized stacks, FBMS, energy storage systems, membranes), R&D support, engineering support, and OEM/ODM services, please reach out via the website's contact form, email, or online chat. The company also provides custom membrane development and stack / electrolyte manufacturing process packages.

Neutral Polysulfide/Ferricyanide Redox Flow Battery

Q: What is the cost reduction of sulfur-iron flow battery vs vanadium?

ZH Energy s next-gen sulfur-iron flow battery technology, developed with Central South University, reduces electrolyte costs by up to 85% compared with conventional vanadium systems, achieving 120 mA/cm² current density.

Classification：Industrial News

- Author：ZH Energy

- Release time：Jul-17-2024

【 Summary 】The authors of this article demonstrate a new RFB system that employs polysulfides and high-concentration ferricyanides (up to 1.6 M) as reactants. The RFB cell exhibits high battery performance, with

Research Highlights

The authors of this paper present a new RFB system that uses polysulfides and high-concentration ferricyanides (up to 1.6 M) as reactants. The RFB cell demonstrates high battery performance, with a capacity retention rate of 96.9% after 1500 cycles (equivalent to a capacity decay rate of 0.002% per cycle or 0.10% per day), and the cost of reactants is as low as $32.47 per kilowatt-hour. Additionally, the neutral aqueous electrolyte is environmentally benign and cost-effective. Moreover, the authors have pioneered the assembly and study of a stack consisting of 10 cells with an effective geometric area of 1700 square centimeters. The assembled battery stack showed a low capacity decay rate of 0.021% per cycle over 642 charge-discharge steps (spanning 60 days). This indicates that this neutral polysulfide/ferricyanide RFB technology has characteristics such as high safety, long duration, low cost, and ease of scaling up, making it an innovative design for storing massive amounts of energy.

Research Content

The authors first conducted reversibility tests using cyclic voltammetry (CV). As shown in Figures 1B and 1C, a pair of redox peaks appeared in the potential window between -0.1 V and 0.65 V for the 0.1 M K3[Fe(CN)6] solution, and between −1.3 V and 0.3 V for the 0.1 M K2S solution, corresponding to the redox processes of the Fe and S elements, respectively.

The authors then tested the electrochemical reversibility and long-term cycling stability of the cathode and anode redox reactants. In the neutral PFRFB cell they designed, both the charging and discharging curves show only one plateau, as illustrated in Figure 2A, confirming that the polysulfide species dominating on the anolyte side is S22−. After 200 consecutive cycles, the cell's discharge capacity remains at 95.07% of the theoretical capacity, and the discharge capacity decay by the 1500th cycle is very limited, demonstrating an ultra-high capacity retention rate and excellent stability. The narrow separation between the charge and discharge curves indicates minimal ohmic polarization and IR drop from the 200th to the 1500th cycle. The capacity retention rate remains high at 96.9% over 1,500 cycles (equivalent to a capacity decay rate of 0.002% per cycle, lasting for a month), indicating the cell's outstanding cycling stability, as shown in Figure 2B, which is one of the best cycle performances reported for RFBs.

In the initial cycles shown in Figure 2C, the Coulombic Efficiency (CE) and Energy Efficiency (EE) are 98.63% and 80.95%, respectively. The CE maintains unprecedented stability throughout the long-term cycling test, even reaching a higher value of 99.76% by the 1500th cycle, indicating the cell's ultra-high cycling stability. After continuous charge-discharge operations, the EE slowly decreases to 70.00% by the end of the 1500th cycle, which may be related to the increase in the area-specific resistance of the membrane, confirmed by the pale yellow precipitate observed on the anolyte side of the membrane after the cycling test.

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dYcXqe63SkqKewaZaWULZmFnrqqd7qQA4Ja3AAPQkZBKtUbBSOiz1coiKgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKe9VDp27an4fUlFYaCeuq23COUxQgFwYGPyfrHzq2aEFtHA1ww5rACD6F7kZCKQkql0pYLtSeqC1lep6GaO11dFBHBUOA5ZHBseQPzT8y78FrFdLLf+IE10oZaWKuvUlRTOfsJYyXYcPNurXwmAr2JVDaNPXaH1SN5vstBO20TWpkMdUQOR0gLPJ6+YrM4j2O53Linw8uNDRSzUVvmqXVUzR5MIcxoBPpwrTwPBcYU8PgeKiILJqvhdrS81ul7FJqPTF6mNVJTQytjmpJie7Pugc9emMdMb7zRg15qXXo1BqCmqdN2ClgMMFoM4kdVOcT5UgGwx17jsB45trC5CsKYVNGI6a9Ur64mwyi1Pa+zY5xwDUQ8vkj/utz6XK5lE+ImkItYWqnhbVyW640dQ2roq+Joc+nlb0ODjIxkEd+fMCp3ydkN476eu1+u2hJLRQTVUdFd2T1JjxiKMFvlHPdspDxxtVfe+Fl+t1ppZKqtniaIoo8Zcedpx82fmU2pmyCFjZ3NfKGgPc1paHHvIGTj0ZK9iE7YTO+VRagptf2fSOjqrSDGTvt1NDHcrPKGNdUARtBAedwW4dtkZyMZxgxvVlJqvitX2Kgq9FTadt9HWsqqm4Vk8b5AG58iMDB3z16dM46r6BATCQdsIdxavjNO8ONQXB7wyRlI+OLxMjxytA8+SF5cFtPyaZ4ZWC3VLCyqbTiSZp6te885B9HNj5Fk6z0gzVVyszrhVn2Kt9R67koBECKmUD8WXOJ9y05PLjfO6ljNhhI2J7OyIiqiIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICLlEHCLlEHCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDjC5REBERAREQEREHGFz0GyIgIiIHoREQEREBERAREQMBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERByThQ+/8StGWCpNNdtSW2Cpa4sfD2we9hHUOa3Jb8uFX3qq9eVuktF0lus85p7heZHw9s3IfHCwDnLSOhJcxufAnG+4jnCz1Oen6jSVFctYiqrLnXwNnMTZXRMgDhzAYGCXYIzkkZ29IfQFhv9pv9H67sdxpLjTZwZKaUSAHGcHHQ+YraKsuE/CCycNau4VVrqq2rqavyO0qZMckQOQ3lbhpOf5RHoxurNQcIiICLgnC19mvVuvUE01prIauKGZ1PI+J3M1sjfdNz4hBsUWtvV5t1joH1t4raeipGbGWeQMbnwBPU7HbqsHS+sdPaqjlfp27Ulw7L+EbDIC5vpadwD6FMiQIsS419LbqOSrr6iGlpYhzSSzPDGMHTJJOB1HzrSaZ13pfU1RJBYL5Q107ASYopRz4HeGncjzhMiTIip3i7QVd+4m6I0/Dfr3Z6Otp66SZ9rq3QPeWNY5uSMg43G471RceUyqi9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pQfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFuIqj9pUfCLxC+mP3E9pUfCLxC+mP3EFtlchVH7So+EXiD9MfuqN3XRen7VW+tK7ipr1k4IDmi7l3KcfyiGbfL4rM1RT1dLdqu5OKIz5PoBFTVHwjgrKaOopeJGvpIZGhzXtvGQR+autbwmo6GHta3iZryCPOOaS9hoyfOWrW2MsxRVnGN1zA5XK+fLno/TtuY18/FfXbw53KBDee1Pj0aw4GyytP8P7NqAPFr4n6/mez3TDdixw8/KWZxuN1jnpmcZdJ012mnnmmceS+UVRe0ofhF4g/S/7qe0ofhF4g/S/7q24rdRVF7Sh+EXiD9L/ALqe0ofhF4g/S/7qC3UVRe0ofhF4g/S/7qe0ofhF4g/S/wC6gtzKZVSe0ofhF4g/S/7qe0qfhF4g/S/7qC3EVRe0ofhF4g/S/wC6ntKH4ReIP0v+6gtzKZVSe0qfhF4g/S/7qe0ofhF4g/S/7qC3EVRe0ofhF4g/S/7qe0ofhF4g/S/7qC3MplVJ7Sh+EXiD9L/up7Sh+EXiD9L/ALqC3EVRe0ofhF4g/S/7qe0ofhF4g/S/7qC3UVRe0r48RuIP0v8Aup7Sg7uIvEH6X/dQW6iqL2lD8IvEH6X/AHU9pQ/CLxB+l/3UFuoqiPBXHXiNxB+l/wB1cHgsPhG4g/S/7qC3kVRe0oPhE4g/TH7qe0mPhE4hfTH7qC3UVRe0mPhE4hfTH7qe0mPhE4hfTH7qC3UVRe0mPhE4hfTH7qe0mPhE4hfTH7qC3UVRe0mPhE4hfTH7qe0mPhE4hfTH7qC3UVRe0mPhE4hfTH7qe0mPhE4hfTH7qC3UVRe0mPhE4hfTH7qe0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/TH7iC3UVRe0mPhE4g/TH7ie0mPhE4g/S/7qC3UVRe0rj/ANo3EH6X/dT2lf8A+ovEL6X/AHUFuZTKqP2lP/6i8Qvpf91PaU//AKi8Qvpf91BbqKoTwXx/7RuIP0x+6g4Lg/8AtF4gn/8A7H7qC3kVRe0q34ROIX0v+4ntKt+ETiF9L/uILdRVF7SrfhE4hfS/7ie0q34ROIX0v+4gt3KZVRe0oPhE4hfS/wC6ntKD4ROIX0v+6gt1FUftKj4RuIP0x+6uPaV8OInEL6X/AHUFuoqj9pU/CLxB+l/3U9pQ/CLxB+l/3UFt5TKqP2lD8IvEH6X/AHU9pQ/CLxB+l/3UFuZTKqP2lfHiNxB+l/3Vx7So7+IvEH6X/dQW8iqP2lB8InEH6Y/cT2lB8InEH6Y/cQW4iqP2lB8InEH6Y/cT2lB8InEH6Y/cQW3lMqo/aTHwicQfpj9xPaTHwicQfpj9xBbqKoXcF2sGXcReIIHnvH7qx6ThJS1QeabiXryUMcWO7O9B2HDqDhvUeCmVimZjMQuZFUftKD4ROIP0x+4ntKD4ROIP0x+4qi3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7ie0oPhE4g/TH7iC3EVR+0oPhE4g/TH7i4PBbH/tG4g/S/wC6gt1FUY4Kg/8AtF4g/S/7q6v4LBrHO9sPiEcAn+OP3EFvIqv9TZcq268HbJWXOsqa2rkfUB81RKZHuxM8DLiSTsAFaCAiIg+dfVl6YqrnpW0X2jjfKy1TSMqGtGQ2KXl8s+hzGj/vb+IlnCzjPpK9aNt7rtfKC2XSmp2RVUNbM2Al7RguZk4cDjIwTjIzurYqIIqiGSGeNksMjSx7Hty1wOxBHeCFTmofU3aCu9c+pijuNsL3F7o6CcNZk+Ae12B5hgDuQTPRHE/SmtbpXW/T9zZNV0riOze0sMrcDL48+6bk48fNggmbqE8PeGOl9AskOn6DlqpW8slXO4yTObtkcx6A4GzcAkDKmyDgohRBW3E23621DWxWPTNTDZrNNFzVt3LszDJI7KJoIION87bHr4x71J0PrfhnVw8xf2d1qGcx6nHKMq55Pcn0KnfUre93cPjeq/S1SOswT2afV9pg4jeqCj09eC+awWGgbVSUnMQ2WZ5GM467Ob+aR4rXcWdMWzhnqfSOrtH0zLUXXFlJWwU5IjlifjPk9BsHDYd4PULe2yWKy+qnvMdXIIzeLTG6mLjjmLcAtH5jl4eqjqI6qLRthjcDXV93iLIx15QQCfncEjthYxmYlxxpjk1dxY0XoOqmkFlqGPuFbFG4t7UM58NJHceQjr/Kz4LB44aBsuitPUmsdGUMdou9nqYnF9MS0PjLuVwc3OD1646Z6rO1/JHafVN6EuNUQymq6GSiD3dO0/G4GfEl7R8q3HqpK+Kn4UVVE5w9c3Cohp4GdS53OHHb0NKdowkbzutigqW1dFT1MYwyaNsjc+BGVUnFaumtXFbQtzp6V1W6np69nYtdguL2MAwrVsVMaKy0FK/3cEEcZ9LWgf3KlfVDieXUumKWjMrap8FXIwxN5nANEZOPkK536popmaXv4VYt6jU027s7S2TeNLaQywXW0yNqgSGiCQPaTv1P94z3rqeOdGIwBaKgy9QA8cpb456/UqLY+eQh1RM+SKInyHMHk+YenxXYSs5A4ReSAQQBnfZfHnW3u07P6NR6L8OmM1xv5rzg452/syKm1VQnxnEZaWnbxJB+peknHG3Hyae11bn9XF5DWgekEn6lRDZgIm80bg1reUbd/h1/xhdnyN7F3JE7kLA0nHf/AHBI1t9P8LcNznH3fQNq40WSefsrnT1NCe57m87PN03+pZ83GDSkWQ2qmkO+OWF2/wBS+cHSQTQzvmIbKxrWxRnbmG/Tu22XUNp2GZoLHlr2loGfL3GwyO7fb0rXt92Ixs5T6JcPqqzmqPgvJ/HWj5j2VnqHN5sAmQdO7OBsfN0864fx2oezdyWmpMgOzS8AEenx831qjjUgEsjDnQdoH8o9y4+OPn+dDKCC7lcDz84AGNiOqz7be7S7R6L8Mj3o/wDJdnt7wvIbHZJ3uOwAlG/1L3ouOVvLXCuttRE4DLOzIfzb4xvjG36D5gqObOS9phjcCHEjkG4zkZGO/ddWPjETOePDBzc/knbKRrLy1ei/DJjER915v462wReRbKszYzylzQ3585+peLeO1P1dZpwCMt/GjfY+bxH+OipJk/KyItjc4RsLTkdM9Mf48VyJpGgCSFx8jlYC3bcZH3/Kk6692SPRjhkdY/8AJb1x41Vte9sditogA8qSSY8+B3+Tt3nrn5FIbZxUbT2mp9nIGCthY18RheCyoDuhae7x9Hy4oqhuUtE6R9FC5xkgNM8PGfKIPzhbCm0vWVtuu9RV1BiqLYxnLDL5RcCTkebp51qjU3evWXnv8A4fTTETHLTt3zM7p7X8WNU0ss876KkFLG7lLf5richuc77Z6Dz7L2p+Nd1n5i2xR8jCA93anySend5lXFNR3uvjntttt8s0Aeyp7FhLuQ8vif7uq83U13ooZqOSjqaeCtnbC/nbguLTswEjr03U9ou9YmcOscG4dP5KqaebzxssWv4o6i1HPHRaap4qSSTLCHEOfkZJLSdsYB7iorpK5QUMrKi7mCsZPMYqyKpYHSMOdnAnfvycd+e/CwH6ev2mKqirRSyU9Q+Zvrfygc56B2OmemDhb27aQqrU2W7ar9bmqqHOkjpIS4umlIyBsMDBPXfw32Viq7VPNV1j6MzY0FiPVWsctXTG9Uz/AN79npYNQVEUstjoryLZbHSvmFRI7Dms7gPDOx9J9IOC280TNYU0F6ra+62BhDWGVzup/lEE5O5Ix4bbjY+dPbrBeNLvFPO+kvNPG+R3bMAZM0b8oOcDGOu2cnr3aqBlBUaVmmuFXI+up8xU1KI8YaSCXF3Tvdsd/mCk11x3/wC+DVGn0uapxMZ/LO2+/wCqJ/mk9PcNOW3il28clNLYpWbgsLmMy3PQ53z4YHd3LcR6009RcQW3GzsdT22KExzvZCeSYnpytGCDnG5B6fKtKyy2OHhNJVj1u69SPbzOLvLb5eeUZOx5c7BR2S6SXDS8VppmxxNhIc6NsYL53l22SB1A+U47yVr1lVH8XCNFY1UzMc08v5JzONv3LpbxahhjjqbjZqymt0pwypJDgc9Nh/cStdV8b6ONx7O0VTmZyHueAMdxOAe/ZUvLVVlzZ60rBU1NTSNEcUYb7howCNt9sDu9K8Zap1NBLb25kp+1bJjzgdD5gk6252W36L6KI/PG/nOMLsreOVB62eykttW2rIw0TcoaCfHBytdQcYbpQyOfdKOKtpC7kE1NlgafDfOfq6KpT2VXDI8OArnStDGO2yMbkn04xv4rtTu7P1tT3CKaG2mbnOAfLPfg7ZPdkfKse13pnq7R6PcOt0zEU58czv8AJa83Fy61xmqrd6xp6WP3ME4c6V+/djzL3qeNktTQCO2WxwreQmR73ZZH/nDxHpwqgqqOooZ4D2LB2+XxFrgfJPiBv8/nXLnRxMpY6WN0lwy8TgdHA9APkJB/3p7Xebq9H+HbTFPl/db9g41dgWx6gpXOjefJqacYb1/mk527+/botsONlm7cc1HVilJ5e2wM5zjPKD0+vuwqFwcGCuEsPYxnsoHMOXOONjnGM7n79l4mWP3LG8rzHggDptv/AHp7depSr0Y4ddqmqIx5Tsvaq450LJT60tVRLAOr3ODeX0jfb6/Mva08bbXPUmO50NRQsIBbIfLB+bdUPJN1ZTxlwfH5bWtOAR93VZFLXQMZUuqKcSVToxDBzAYYc+6yemB+lWnW3s7sXPRjh8UYppmZ89133zivM57pLBTRzUETww1EzuXtH9SxreucdP8AGddDx0OAyospbK04fibIG+P5qq63U10tsz62mgNdQ0crJpuUfii7b6/P8q11RO6UzSSRP55JRMcDIAOe/wAe7/GFqrV3erFn0e4fvRVETEd87/NeLeOdqc1nJbK8uJ8oYbn5MHffu2WA/jnzyNNPZ3dkCQ7nl3OPDZUw6eJkjZeU9oH5wGkYHiD/AI6Llr5DGzMDzG13MMDyRnp6Pl8Fj229LvT6M8Nien1ld8vHahLWet7RVvOPLDntGNu7Gc/4+TFl45ySO5KOxuc4gkdpNjONz0HQAFU5G5nPGBGS8gh4YzmIz0GPP0XMbKxsbC2jnLTG4A8hw4YG4833p7ZfI9G+F07Y3+MrytvG+2vpneyFDPFUDBa2LDg8HznGMb9fnK20vF2yet2GGGslqju6mawc7B4k5xj0Eqg9OS0FPVSTXNuITTPazA8oyEbeg9+e7C2Wl7/+D1/fdpI+1xCWsLhsXO6Z/wAdy6Ua25iOaXg1Po3o+ar1VM5jpGdp+CbXrXlbf6mtqqa6TWejowGMgA5nyOOcZwcH3J78AD0laih4qajtofSTSskMT8CWoZk4/m93gTlR6tpLzWur9TRNY6GOVnauAwHPJAwB3nONlraqnqX0z3xUs8zZXiWSTs3BrNgQ39HgFi5fu9Ye7TcL0PLyVxTMeHhPfda7OOJFvZGbVI+5k8hHOGx+kdT8n1rVScYL3HF2MjqMzT4DZWsI7A535m5OT5v09FWnMyKlAPO24dqC1obtyY657j/jZZFJQz1gle+WClmY8ucal3KXnw8SfN8/cs+1Xqu7ccC4ZbzPLt8f5fBZjOKN1sEw9kbhSXpkrTytg8kscMY35QPk3+TodLT6pr6+OS53a/1tBWhhlpGDPZSDfbDdu4jcfOobZIaVk9PV3UMdbg9zZYGE8+MdceGcd/cu1vt817uNLQNq3RUpLhTvqshrcn3PfuTtjYZ+u+vu537sxwrQ2onEY8asR032iP7LCtvF3UBipn9lS1TW7SRNaRI/B65HQkeAPQqT0XHK0vpya2gq4Jg0kNbhzXEdADt9YA+TdUzeaKqtFfNSxQNbIyHspnwv5muB6k42322PiNlr2OppYpGTPMbmQ8seW7Od/N8w3Jz5vne1XqNssV8A4dqI54pxHwlcUXGmpimFRU0ET6N/SKKT8Ywb7nOxz8nTz7bT29rHt/xdcPkaz9pUKXzM7RnZEAtBeO7Hj/j612mlgdJKIGlzCRygt675SNdehuv0X4dXMbfSV7t452gyOD7bcA3PkkBuceJGdvr7vQsqo422GNsZgpq6cuaCQ1jRyk/ydzuR5sj0r58kqY3l7HZZHI8O6bf46/OuznsgLZom8r2SZZy94HerGvuwxV6J8P6xn6rzdx0t3I4C11hmJwxvM0g+GTnI8+AflWNS8cS1jHVlndyH+XHLsfRkf4+tUt2zZW+S0mTnLnjBzg53+v8AxsvR0knZU0U8UrKcOdJGHAhrs7jHpOE9tvS1/hnhtMYmOvx/gvifjhZGucIKKumxncNaB6dzkD5Fjt46WzDTNbK1o5cnl5Tvnu3GRt/u8KLZOymDHxkukexzXNG2M4GD6f711jma4MbI1xDIy1ocO/w83zd6nt17sz/hXh0bb/VeQ440pe+Q2qcUw2bl45z8nTvHesMcaKhlY2okoIn293WOKTMkYz1OQOu23m6qn4IX19WKZsZM5ZyMadt+7rsO/wDxuuKltTRuqaMxhjicS8pyPJOO7wKe2Xu7cejfDY2iN/Psu+p47W7sv+BWmtklJA5ZC1g+on9C1tHxuq4KqUXK0B0fNhzY34dH5t+vQ+HgqgnfTAzdgHSDLeyeWYDiOufDp513kbVNLX1dLOyKRwe6R7D5bRjcZ6+PVJ1d9KfRzhlMTGOvjO67pOOdvGMWms91ynJA2+fr5vrWHJxx5nN9bWV3ZBxBMku7h5sDqqYdU/jHns3Fpk5wD+n0oDK8B3reQxMcXEgbDOcE/L/cntt9afRnhlPWP/JebOOltc6MC11mCPxg5m5B/wA0ZwflwuJOOlB2jeztNWYe8uc0O8+Bkj6+9Ud64DHM5mObI3Id3YyfnHX/AOq69vjsmmN3Mxpadtyf8fpT228kei/DM57ea8Pb1oyf4onAxtmQdcfoz3/Usuk44WiSdjaihqqeEt3kOHYPoHd5/q71QjZfJ5OycX8vKdtwdtvP/vXUVAk2kDnPZEGsDt/HYfOnt14q9FuG1bUx9171XHG3MkeKW2VU0TTgOc4N+rfzf7l0fx0t7IXEWqq7UAYaXjGe/f8Ax8io90rWdvHAHFkoaXNA2JBzy/J4+lO1a9jyWOD/ACeQcvuh39+3T609svT0I9GOG0x+aPuu2HjlT85E9nqGtBAJY8Ejp129P+Csiq44W7LfWNvqJ2lgJ5zyEOP8nGD08fmVEvmPJh7JGwySBxOMB2Op8/f867PdC2QZY7szJ5Dms6tHfjx82VY114n0X4bnOPuu2bjnTPPLbrNVTSEeSHvDd/kzsulDxzpxEfZG1Ttd/JMDg4H58KlecMLeWPnnc88reXu7vl36Jl0Un/CoZYgzdzS3Bzueh8VPbb3iv+GuF8uMffddo460h5S6z1IaRuRIM/J4j5l39vS2FjRHbKrtzjLXEBme/Bzk437lRJqTytxGQ0NLcH6/0H516STBrGmIFo7Ls34B6nu8/RPbbxPovwzw+69TxwtopOYW6o9dZ3ZkcoHjzf7v7ivJ/HSkY13NZ6oSAA8pe3x7/kwqOc6LsXFkeWFoDT358PkR05lDw6ImR4a1u2c46fMMfMnt16f/AER6LcNjrG3mu/29YBjmsk43AP4wbfUvKXjvCciGyzH+aXTDJO/mPdj51S7pJCXl8DyJC0nmGxwB4+bf5Ua+WabEFPI5xflgDSSf787fWntl/wAfssejfCus0/8AksS5cWdSVr2VFO+O3Uxd2bREGvJdtnJcD+gfKpXYeNVOGMpb5b6llW13ZyPhALB5yCQR6Bn5VUEtnu8kdRVw2upipGPyS9p/FZ8Sf0/oWOKlktFT29rnAmR0sznNAJfjAaCM7YA9Jx6Qp1F6mczLN3gnDr9EUUUxt4dY8+r6AvfGOwUMbW0HaV0zugYC1o9JI/uKht6421tTTtitlCKWTcyTOIk2/wA0HA64wT82+1X0x9YQMqWOY4ztfE+Enyg0jBOP0HzLzp+aZkTaeJxcwFpDhnnzsAFa9Zeq74Sx6N8OsfmqjmiO8z/JJr3r3VFeyOOuuDhGxnMDA7kL895LMfoGPrWXBqXUOmZKOY36WaOojFRHG9xkHKe5wPyjHzbrCptC6prXxM9i6iKVzWhj3YDcEZyT3bePf3Z2WHftM3GzXOooLpNEZoomljyTuwdAzw8MeZYiq9T+acvR6vhtcxZt8mO8REbrYtfG6gkfA240MtPG4YfI08/KceGN8rvWccba2VzaG31U8bDymR5DA7wx16+fCo2unhfVz+toy1m2TjuA3/8Ar/8AReUk0bRJHG0yQ8zXAgbOI67dy17dejZ5/wDC/DqpivExntlf1LxvsUjX+uqStppGtzhzWkF380YP6cKKXLi1drjWdtb5W0FKwkRRPjDzOfAnBwTt4Dc7nqKvMzJsyTkvlfKHPJ64/nZXrK0iSQW/tKmjZJzxuc0jl8SR0Hd8w6JOsvVLb9G+H2JzjMz4zsua2ccaKOijZdKCrdWNHLI6FrS0kd4y7b0LZN40WsUUz6iiqYqoM5o4zgiQ+AI6d3UDrtlULHUso56WUNL6iJxfKXN6nOe/r47/AHL1oqP19VxT1b5oqZ7iXztYXdl4dPP/AIyr7bd2iGK/Rjh05uTExHn9k2qNfXiqbLcJb1UU1UTzRUbIxy8u5z4YHnznZbmTjZXy2pjKS3BtUxoM1Q45aNwMho8SfH51VkhrK7lcJDLHEzshPy+5b3Anr39/iV7StZWVNPBaKWaSbshDJHy5L5OhcO89fD71mNRe7S9FfB+Hzj1lEfyjz6fdZNPxnvToGwOt9Oaknm9cBx5Q3x5fR5/uUktHGq2Gmm9mInQVDN2NhzIHjzHAwf8AGVSElNdKU1LH0lQzLeSQOYRygnvHcM5Hnxt0XR1LHHTzz1JbFOAx0EJ3Mgyc793TvSNXfpneWLno/wALu07RjylcFTxwlcwyUdlIgaeV0ss2BnrjYLIh440zqdvPaJvXA/hBz+SDn+Sd8/UqTfLJM+XsWSyw5EkoaD3d7vrGT4nxXWd8bIGx1DHdoZAcBuBy4A6/IrOsvdpSPRrhsxyzT91m13FC73Uz1dJdG2+NhIhpGRB73kDvJGMYJ79sdCsIcW9SyvgcJ2ROYOXszGCJSMZJ29PTCgs9FKx0U9M6ORskh5ImnmePSAOi9obbXTOc2308tW2MF75Y255PH9KxOovz0einhHC7cYqpifPGyx38bLxKWCC1wMww8wc/3Zx1GenftvlZVNxtuMEdPJcLPEY5G5D45sFwBwSBjbdVrQ2G91uDbrXV1PY+6kaw4JJ7vm8evVeNfabta5GtudtqKd5aQwvj2J9PToFv2jURGZcPwbhFdXq4iM+Gd/4rmm462kQuMVtrzJjyecNDc+c839yjkfGi9R1DZpKellg5iXU4aWvDSNvKyf0d3cqyjlpnPcyTLAIuUODc+Vjp44yev1dy5EFUI3uZA4MIDXSYyM5zj07+nZSrV36sblr0e4XbzE0585WLd+Ml+rmE26nit8LThzsiR+Sduo8x7lmWni/fLbcDBqKljqI2AdoKcAObnoeuM+bz93RQOgsF5v1VN7AWiodEQCeYgAHxDnYG5ztlYtdRXK117qG+skt5qHAyySD+SD12znGPPuFfX34/Nmf5JPC+FVx6mmmnPhn8yyeIPEi36gitdJQVFUyjlPNWRsADsAjyCc48ehI9KjVVqCOz1VNedJQy0dNHL2RdNOXGfxBaeg6ebcdD0jEUVDHTVfbB8UpkaIDg5c3Bydvk+9ZFLaqi2yw3Gptc1VanPc2OR45WyDcZPXHiNu5Kr92vef8A0tHC9FpaYop6Rnaf1Z+i0H8b5XFrqa1NcwYBa6XDnEDfAx6e/wD3bqDjXZZaNz3UtXHVjAbAQPLPmdnGPTg+ZUMRNQTQPZG0zQntA9gDwPA58xIXHrZroYpm80oc0umlaCezJPQ+fYb+J71Y1l6GK/RrhtzGIx5T/Fe1Pxvs7nsZV2+tp37B5wHNae/G+T83yLHm44UTXvMVqnkgHuX84B82R3DPn6fMqM9cMq3wiYBzooRGwEAA94z9a4M/YGVjG4MkYY9uOm4OMekA/Ik6672Sn0U4fG8x917e3pauyy22V5eMEg8vKNx358/husWTjxAMmOyzOGcDMoHoyqVNQ0xyYY5o5AA0DPN5v0fMhm5nyBjHl0nKWbDfG5ypOtv9mqfRjhlMzmM/NcVNxzlbODWWYCLOHCOXLm7+cDOy2EHHS3hzhV2qtjxsAwtdv58kKkJfXEbWvfSyxtJa7mc0gOAx8/8AcvJtQ3n5nsceaTmJdknHTJPed1I1l+O7VXo1wyvpH0lfJ462Xut1x+Vsf7SxHcdqXbs7PO4+eUDv7tlR4lZzAhjtnEkY6A9/h4IajBjLYiC3J5e7dX26/KU+ivDKesfdfFPx0tvZg1NrrmOOSBHyuGPSSP0LrNx1oOY+t7VVvHLny3Bpz6BnbHfnu6KjGStcyEPY5scTT3Zy45P14+tcCoDGhrYnA9nyH/HVPbr3/YZ/wtw3PT7rxHHWk5STZ6oHlzjnHX7sd/1LJ9vSynZ1uuLT34az9pUE2pcGuBY7ePs8+bw9HoXPaRlkvNGcuaBGOU7nPccef6k9uvLV6K8Nn/2vwcdbLg4ttx22JLY/2kPHSzD/APLbhn+jH+0qFfURcsnkncg8vLgHB/u/vXHbs5nOa07PD2nHeMbn6/nV9vvMx6J8O+P1XuOOlqbz9rbK0EOOA3lO3n3GD5t1jO46QhocLJMWn3J7UYJ+ZUoKhkkocGuDxJzudjJOB7r6iV19cANwGPMYc4jwGe8ef/cp7be/7DVPovw2OsfddbOO0LnNJskrY/HtQTjzbYXpPx2ow/FPaKl7MdXyNaT47bqkonv8hzqd7mNy7IbsPl+UfUvN03LjLPL5SDt0zj7lPbL7f+GeFTPT/wAl6x8dbaYz2trrBJjLQ0tLT8uQfqWO3jtG55xY5S3GT+N3Hj3ecKkudhDS6McojIzg+6/wfrXM00pZzMika1zOVzuXAIV9tvkejHC47dfivtnHGx+t2umoq0T5IdG0AgecEkZH+MBeMnHO2AOMdrrCAQATygfUevX/AB0opz4exkAaAA0ch7z1+9ciojxI3s3Oa5zXZI8P8H5yr7bec/8ACvDo33+q+jxzszSQ63XIOHXyWftLpHx0tPldpbawb7cnKdvPkjfx6qijUxlz3ycz5XOB8rckYG+V1ErGvD2h2z+Yjlxtjrn509tvdj/CvDcb5+q7xxzjlk5Kax1D3OOGDtAC76tvrWLNx2L4yKayOMh6c82Bjv7vBVBAXyzM7GGcsa88r4mEuAOenn6/MuobM2KJjaZ4lw4uaWdQSMY7z8ngntd/HVafR3hcVYmn7yuOl44ujaHXCyPETz5Dopc5A2OxA3HpXq/jrBj8VZZST0JlHhv3eP1Kl/xlO8Crp5I+RhAaWkEE9M56BdInvORHC9zuQg4bk7DOPRgfWs+2X47t/wCG+F1TnH32XY7jtTCI4s9QJs9DIOXHjnr9SN46U4c5r7NO14IxmQYx49M+HzqlC7mA5I5HNMfLyhveASR6BnPyBecsxJf5DuR4xsMYx3f48EnXX0j0Z4XMbR930PS8adPOojJVNqYKkdYDGXEnzEbfPj5FDKjiBcdU3cyRXGeyWvJZC4NyMj+eRv3jzDb0qr3diYXybCRhZyt6F4Hyf4yFmTyCqnfQ2t7o6CqnjcBNsGOAwXE52G5WvbLtXvOcejuh08zNHWe87xHksy18Wr3FG62xUsd3rWPLGzsfjnHccAb9++22FutK8S7nNWQQ3+niMFTJ2DZIgWmOTpyuGfOPDb5cVXW22t0fVUjnRObc4ZxJHIw5bIw9wPeP2j4Ka6U0tqC83UVNdb3UFGasVshftkg5AaMZ/wAfIu1q7dmrE5y+br9Bw+i1NdNMRTMdc75+CV+pY95GxD/Pqft5FbSqX1LHvI2M+L6n7d6tpfWfgJ6iIiI5REQEREHBRCiDh3QqHcLdEM0Hp+otbK91cJauSq7V0XZ458eTjJ6Y65UzC4U75EB4n8NLRxAp6V1dJUUVxoyXUtfSkCSI92fFucHG2O4haTQHBuk01qH8IL7eq/Ut/YOWGrrnH8S3GNgS45wSMknr0HVWyip1RLiLoSz6/sXsZe2SNDHdpDUQnllhf/OafqIIwR8hUG0jwNpbbqKkvWp9R3TU9ZQ49ZtrnHkhwcjYucTjqBkDPcVcyJA6hVDxWoX3biloe2wVD6Soqaav5ahgy6MBjC4AedXAqu1p7/HDf/Vbl9mxSqmKtpdLN2qzVz09UksuhbDa6OCJtBTzyx4cZpYw5znfziT35+b5FuJLHbJKxtVJQUrqlvuZTE0uHhg485W0TCzFumOkN16m7cmaq6pmWuNot5rBVmjpzUhvIJezHMG+Geq849PWllWaplupG1OS7tRC0Oyc5Ocd+Strhcq8seDHrrn7pRW7aF07dHOfVWunErjkyRN5HnfPum7/AFrzbw80szBbZqXI7+TdS3CEZWZt0z2do12ppjli5MR5ywqO2UVFA2ClpYYom9GNYAAvcUsGSexj/NC9ygW4piHnm5VM5mXj62gA2ij/ADQtZNpuzzVnrqW2Ub6jmD+0MLebmGMHOOowMFbr0rhMQsXK6elUwwHW2idURzupIDKwFrXmMFzQeoB8+AsgUsHfCz80L3TCYhPWVT1lqL7YKC822aiq4W9nKMEtGCD3EKsJ+DM1VU81Tf5i0AAOEflHAxvk4VzELhc7lmiv3oezTcT1OlzFqrCM6T0da9MQFtDEXTOGHzybvcPDwA8wwFkao03Q6joPW1a0sLTzRys2fG7xBW+wuVrkpxy42cJ1V2q562ap5vFXdj4cso7rBX3e6VN0kpyHQiXOGu8dyfN/jC1/ESN1q1hZ79WUzqi1wt7KUtHN2ZPNgkeHlDf5PBWoV4zQxzRuZMxsjCMEOGQViq1E04peijiFyLsXLm+2PDafBQdXaLBqzVdrZpigkbBHI2Sskw+ONrARtjuJDXAbAZ79irup7JbYDGY6Gma6OPsmObGAWs28kebbosmkoaakDvWsEcXNueRoGVkqW7MUzMz1a1nEK9Ry00zMU09MzmUVOgtNurjVG2RGQ5y3fkyTnPL0+XCjGpdAXFmpje9LTUkVTLjnZOwYYeXl5mnlPd+k7q0d0Wps0T2crXEdRaq5ubPbfeFRUfCqsq6ie53a7OivEvSSmHkt/QTttthTnS+kLZpyldFRxc75MdpLL5T3keJ/u9KkgRKbFFO8Q1f4lqdRHLXVt4NBW6QsNbUGeptVI+QnmLuzALj5/H5Vl1lhtlbQso6mip30rBhsfIA1vcMeGFtCi3yU+DzzqLu35p26bozatD6dtrJGwW2J/aAh5m/GEg92XZ28y2drsNrtfP6woaeDnwXFrACfStnsuFPV0x0gr1N6vPNVM5+LT3XTNmu0oluFupZ5QMCR0Y5gPDPXCxmaN0+ymdA21UoY45P4sHJHn695UiQJNumd8LTqb1McsVzjzay1WS3WuAw0NHBBGTkhjAMnxPiVoOIGiKTVVuZGGRw1cTuaKUszjxBx3FTMhcpVbpqjlwtrV3rVyLtNU80d1M02j9WV1DHZaz1jb7QwhsrqfZ0o/ndNzt38vX5Fa0Nro4qJtIKeI07WCPk5BgjGMY8FsMLjClNqml01Guu38Z2j4ePi1dBYLXb3PdRW+lpy/Zxjha3PhnA85WVU0FLUQuimp4nxPBDmOaCHDwIWWuCFuIh5pu1zOZlr6C0W+gjcyio6eBpPMRHGGgnxIHoWX2ERGOzb8y9kTEJNyqd5mUdqtH6fqap1RPaaOSZxy4uiBBJ78dM+dYOr9FUN60462UkMFIGuD4uSMcrXZycgY2O/h1UvITCzNumYxh2o1d6iqmuKpzHRTdRp3W16tsVluDaKmt7HND5WYy5rT39c+I2b07uitS3Wyno7dBRsY3soo2xjIzsBjv8A71sMJhZotRTOXTUa65fiKZjERvt4tVRaftNFK6Sjt1JA9wwXRwtaSPDICx7lpay3OpbPXW6mmmAxzuYMnwz4re4TC3NNPTDzxfuxPNFU5Rqo0Xp6omdLNaqV0jup5Bv/AIwsu76atN2pG01fQwyRtGG+Tgt9BG4+RbrCYUi3T4N+03pmJmudum7Q2LStnsYIt1HHG5ww5x8px9JK4rtI2GvldLVWqjfKTzF5iHNn09Vv8JhOSnGMJ7Te5ufmnPm0jNMWRlFHSC2UhpmHmbG6JpAPjuOvVdm6asjaWSnba6IQyEF7BA3DiDkEjG+FucIryUp6+7P6p+rW3CzW64Uhpq2ip54D1ZJGCCtRb9BacoKjt4bZA6Xn5wZBz8p29znoPR0UpwmFJop7w1Tqb1FM001zET8WqrNPWmtlEtXbaOaQDl5nwtcceG46feu9ys1Bc6T1tXUsU0Pe1zRhbLCYV5aZYi9ciYnm6NBbNI2K21PrijtlLHPjAeGDmHyrYVlroayAw1VJTzREglj4w4HHmPnWfhMJFMR0ha792ueaqqZnzRyu0ZYK6mEE1spmxtBDezZyFufAtxhelu0lY6ChNJBbqcwOILmvYHcxGME56nbvW/wmPOp6unOcNTqr008vNOPNqqfT9qpqk1FPbqSOd2cyNiaHHJyd8d5Ww9bQkDMTPzQvZFrDnVcrq6y8PWsH/Ux/mhc+tYcEdkzB/wA0L2RMQnPV4tdDaKCGnMENFTMgIOY2xgNOeuy70dsoaWEQ01JTxRN9yxkYaB8gWciYhfWV+LH9awZGIYx/3Vrbvpq0XcsNwoKeYs9yXMGR6D/jot0ik0xPWFovXKJ5qapiWptVhtlphdFb6KnhY48xDGAZPifFZ3rWn/6lnzBe5TCRER0Sq7XVOZmcsKrt1JVQOhqKeKSFww5j2Agjzha236TslvldJR2ylje4cpcGAnHhut/hMJyRO8w1TfuUxyxVOGut9kttva5tDQ0tOHHJEcTW5+ZdprTQT1MdRLR0754s8kjowXNz1weoWwRXljHRn1tec5eBpKfH8DH+aFgfg/aPXfrr2NpPXOebtexbzZx1zjK2yJNMdyLlcdJR6PSNjjrxWNtdIKgO5ucRj3Wc59K3XrWAdIY/zQvYrlTlpaqv3K/eqmXj62h/6pn5oT1vD/1bPzQvZFcQxzz4unZsxjkbj0KL6r0NZdSxj19TNbMPczRgB482e8enIUrXBUqppqjEt2r9yzVz26sSr2x8LbJRVRq7iH3OrP8ALqcEebye/bHXPTuU8ZSwMA5Yox6Ghey5Upt0Ue7Dd7V3r85uVTLryAdAtdd7JbrxGI7lSRVDWnI525IPmK2aLUxE7S4011UTzUziUeOkrF60bTexVIYWnIb2Q67ZP1BZFBpyz0EhkorbRwSYxzRwtacdcbBbjCYU5KfB0nUXZjE1T9Ufq9Hafq5TLPaaQvcS4uEQBJ674696z7fZrdbYnRUFFT08bjzFscYaCfkWxwmFOSnOcE37tUctVUzHm0U2lbHKCH2mgcCCN6duwJJPd4kn5SoZLwrMbp4qC+1dNQSuyacN5gB4ZyNvk9OVaACY3Um1TV1h1ta/UWc8lU7/APe7SWnTVttlnZbKeki9aBnIWOYCH+PN4571saajp6djWQwRxtaMNDWgADuwsw7rrhaimIcKrtdczNU5yx6ikp6iF8U8MckbwWua5oII8Cot7W+lzVvqHWqJz3fyXElo9Dc4CmICYSaKausNW9Tes5i3VMZ8JYFBaaG30raejpYYoGjAY1oAWH+C1j7GWJtqomslbyvDYWjmHn2W7wmE5KfBn11yJ5uaWktel7Na5zLQW+CGUjlLmt3x4LcNhiDcBjQPQu+F2CRTEdCu7XcnNUzMvNsbGjyWgfIvKopoaiMxzRMkY4Yc1zQQRjGFkItYYzMb5aaTTdne0NfbKJzQxsYaYW4DAchvToDvjuWbSW+kpYGw09LDFE3ZrGMAaPQFmIs8sNTdrq2mXRkbGe5aB6AtfebNbrzSmnudJDUQk5LZG5WzQhWaYnaUprqonmid0LoOG2l6OqbUNtzZZGggCd7pQM+ZxIUnnt9JNR+tJaeJ9Ny8vZFgLceGFm9EWYopjpDrc1N67Oa6plqqCxW23RyMoqKmgbJu/s4w3m8M4+VROr4WafnuAqWMngizl1NE8Njcd+7GR17iP05sDCEJVbpq6w1b1l+1MzRXMTKOV+jrDcKSKnqbbTlsTOSMtbylg8GkbhZNl01abLAY7fRQxAgBx5cudjpkncrdYTCRbpic4ZnVXqqeSa5x5sBlpt7Kx1U2ipxUObyulEY5iPAnwWQKaD/qY/zQshFrEQ5esqnrLy9bw98TD/3QsWqtlDUmP1xSQSdm4PZzxg8rh0I8D51nokxBFyqOktSLDamhgFvpAI5O1YOxb5Lu9w8+5386zvWtP/1Mf5oWThcJEQs3a56zLXyWmglqBO+kp3TNaWh5jHMAeoz4LvS22jpYGQwUsMUTBhrGMAAHmHcs1ExGcnra8YzLHNLTn/1Uf5q1kumLLK+V0tqoXul924wNJfvk5233AK3W65Tlieyxdrp6S00unLNNI+SW10b3yEF7nQtJcR0J23x3Ls7T1ok5jLbqRxMglOYWnLsYDvTjbK22F2wpyx4L6+5+6fq01bp6018rJKy30s7mbNMkTThZlPQUtPEyKGnhZGwcrWNYAGjuAWXhc4TlhmbtcxiapY7qSB4IMUeD18ledNbaOkgZDTUsEUTNmsjjDWgeYLMRXlhOerGMtS6w2t1aKw26kNUDkS9k3n6Y64z029CzjSwEEGGPB/zQshE5YWblc9ZlGxorTondKbRRFzjk5iBGfR0W8bSU4by9jHj+iFkIpFFMdIarv3K/eqmWjn0tY5pHSTWmhkkceYudA0knz7LKks9uljhjkoqZzISHRtdGCGEdCPArZYXGE5ISb1yf1S8m00IA5YmD5AnraH/qmfMvZFcM88+Lx9bQ98TD8ietoe6Jn5q9sImDnq8WvbaLeytfVtoqYVT28rpRGOcjbYnGcbD5l7vo6dzSHQxkHu5QslE5YX1lXiir9A6ZfJ2jrPSc++4Zgj0Y6LMrtMWiutooaiggNK0YYxreXk84x0+Rb5FmLdMZ2dJ1d+cTNc7fFBrFw4stnuIrIxPUSMOYxO7mEfoGB5uuegU0eMQvGMeSV6rrL/BP/olWmmKekJe1Fy/OblWVT+pW94+xf06n7eRW0ql9St7x9i/p1P28itpacRERAREQEREBERAREQEREBERAVK8YtSWvSXFzh9eL9UGmt8NNcGvkEbn4LmMA2aCepCupVdrUA8eOHAI29aXP7NiCdaW1BbtU2KlvNknNRbqnmMUpYWF3K4tOzgCN2lbdcNAaMDAHmXKAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiJlAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBdZf4J/8ARK7LrL/BP/olBU/qVvePsX9Op+3kVtKpfUre8fYv6dT9vIraQEREBR6/6001p6VsV8vttoJXZIjnqGtd+aTnvC1+ubPqS/yU9vs94ZZrU9pNZVwtJq3HmGGRHYM25vK3P1rUWHgxoS0RESWSC5TudzvqLnipkkcepPNt9Sg3Vs4laMulUymt+p7RPUO2bG2pYC447s9VLA4EdVBrpwm0HcKd8MulbRE17S3np6ZsLhnvBZgha/Seg7voq60senL9UVmmnEMltd0cZDTt8reCQe5wSPIIIIzuqiy0REUREQYN2u1BZ6N1XdqynoqVvupZ5Axo2z1KxLBqix6ibK6w3ahuLYjiQ0s7ZOT04Oyo7jtb6Kbizpmq13HWHQ0VOWCRgcYI6kuJxLy5wCA3048M40U9u0zPxi0jUcGoy+eCbN1fQAmlip84PMTsCW84xnfbvwlO5Oz6gq6uCjp31FXNHDBGOZ8kjg1rR4knotRYNX6e1DNJFYr3bbhJGMvZTVLJHNHoBVRcbo36w4paN0DPPLHaKpr6+tZE4gyNZzEA+byHfKc9y1/Gzh/ZtCWah1pouiFqudnqIi5sBIZLGXYcHDO5OQM94J+SR8TyfRWVVWu5o4OOXDuaZ7Y4mUlzLnOOAB2bFZ1DO2rooKhnuZo2yDPgRlV5xOoaerv1mlmA7eOCpbCcb5IbhoPXchvpOF2s24uV8sy8uq1E6e1NyIymEuqLLEwOdc6TB6YlBJ9AHesT8OdP/wCUGeHuHfcqmhpKOOCGZ/IOaCXLuuJBnYj+jykY3yQTlctfbQ1zmNYS2i5Wk/8AW5wTnvwM47jgDqvrRw218ZfnZ45fntELei1hYZAf+M6ZhGxD3hh+Y4K9vwqsf+VaL/bN+9UtLRUTYZ3xzNLhDG5jQfdF3Lz+jGTt138xXpXUNDEysNO4OdGI2xAOzzgjLvDv7hjByr+GWpnaZ+hHHdR+2Fy/hTY/8q0X+2b96yKW926rnMNNW08suM8jJA44VLTUVvZT17mvYS2VkUYG55M7uG+/dkbY38Vs9RNtLZ7dbrEMVRka01THHyfc4PN3nJHo9K41cPoicRM/R3o4zemmaqohcUlRFGAXva3JxucLv2rfEKhmUPr+dsc9VLLXzVXYl8j84YAMnrnfoBuNiu1roKmaaggiuNTCyomeByOIEZbjygM9Tn0qfhsREzz9Pg1HHapqxFH3Xv2jfFdYp45Wh0T2vHi05CpjEE9/pbXTXWtmtjiRMXvPI93U8pzg5O2cdd90feqKxXyGp09HUPp/czBz8NlG3cdxjO2f0deccOqq2pnfq6xxqI3qjbOF1l2F17RviqfvusKy+mRtJ29BBBGXODXnmkOQO70j51p3RVlN25bc6oet4Iz5Epxh/KeUEdwDvRt5wtU8NqxmucSlzjtEVYt05jxXwHg9F3BVLVUQsdvp5I73VuuL4muEcT+cNZjLW5zjAycenYKfWXVlDUafFdUzBkkLGioZg5a4jpjG/mx1Xnu6SqmOaneHrscTouTNNz8vdK1xlVy/iWwOcI7VO6NvuniQbZO2dv8AHnXvBxDbVEChtNZO5rcv/wA3zbZz3/46J0N+IzNLccV00ziKk/JwvN80bHNDnNBdsMnqtLa7/T3W0yVlISHNBBY/q0gZ3/T16KH6bslNqe3TXG61EslXI8jLZMdn34A+XodsY+XFOnnea9sLd10fli1vM7rNDl2UM4d1s8tvqqeom7aOlmMUc/c5o8PN8vQhZN91R6yrW0NtpzX1xBc+JjscjfEnBUmxVzzRTu6U6236uLlW2UqRQD8PJYZ3UlVaZ23DYtgY7my3xzjr12wVt9P6tpLpO6mlBpK1pwYJXAOPft47d2Er0t2iMzGzNviFiueWKt0oRa514t7XuYa6m52ZDm9q3Ix1z4LDk1bYmHD7pSj/APeBc6bVc9Id6tRap61R9W9K45lHn6xsOCfZSl2GdpAok6uu93t9ReH3UW6gbnsmsAJc0E/X0HXc/X2t6Sufe283mvcRs0bUTzT8FnZCcyqOO6XiSxC7V169bN5cQxRtyZi0nu8/o8+y6uvV4ktDbpW3r1vI8EwU8bNpuU7+jc43+pdvYKvGPDu834zbj9M9MrdLsLjnae9UtcdY3K9QBjJn0ggj5nmMlpkPMG52PTcbenrsFkVUI0/a6WoN5rPZMxh7IWPLmhnXl36Nz4/MtTw6qnEVTiZ7OccboqmZopzEd1xgoT4KmbhrW6XSja+ll9ZinDWyluxe49/o836Vs62pvOnaeGpnvraiflD3U02M8pxnAB33/wAdyzPDq6Mc0xmezpHGbVc5picR3WmDlcqGVXEGz09PFIHyTCRvMeyAPL5jkjfzLFPE60A/wFbjx7NvXw911XGNHfnpTL1TxPSx1rhPUUC9s605IFPWnG20bevh7pdZeJ1qEbiyCsLsbAsaMnHTqr7Ff/bKTxTSx+uE+JwmQqYrL3fqyYzG5OgZ2PrlzIf5LR0+c48TuFiC5akw8m7zZZC2dwBHQkY7vOPNuvRHDap61Q8U8ct5xFErfv8AdYrRbJquXyuQeSwHBc7uGe5RSTVN8paWKvrbQ1lA4jmw7y2tOAPl38PHOFGLvRXKo03T1VwvrZTM0TxU8xDebbOAfQemPvWypr/ctV2UW2koGue8COao5sMb5+nm8fnW6NLTRRzbTGd58HG5xGq7cmmM0zjaPGVk0FVHW0cVTD/BytD258Csta+y0Zt9rpqQv5zDG1nNjGcBZ4Xy6sRVOOj9BamZojm6uURFGxERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBdZf4J/9Ersusv8E/8AolBU/qVvePsX9Op+3kVtKpfUre8fYv6dT9vIraQEREEY1HrexacvFBbb7WtoZq5rjBLMC2JxBGWl+MA7960vG7Udw07w4rbjZJOync6OI1QbzinY9wa6X5AdvOQpJrAWJ1iqG6rNALS4csvr5zWx7+dxG/h35VN2ygdbfXEfCDVFq1FaeVzpdLV1SydnKdiInk8zBjoDkeOVnqNfqy0UGkNK1Gq7DxRu9XeYGCaMVNyZUQ1rsg9mY+8Ox49F9BWOpmrbNQ1VVEYaieBkssR6sc5oJb8hKpbh3Dwum1Kxkul6fTmsGO5jbri1zXB5Oxi5/Id5uUegDYq9WbDC0juiIiiIiD5+v1upddeqLqbDqt8klotNAyporc9xbFUPOCXlucO90c+Ibg94WDxm07aeHl90lqHRULbRdZrhHSvpaQ8jKqInygWDr1AO3R2++FZPE/hVate1NJXyVdXa7zRtLYK+jOHtGSQHDvwTnYgjJwVo9HcD6O06ipr7qbUF01PdKQ5pn1ziWR+B5S5xJB3G+M7471I2JajXj2Wv1UGhK+qcI6eroJKRr3HA5/xoA9JL2j5VufVSVsMPCaspHOHrivqIaeBne93ODgfIMqX8SdA2nX1ibbbsZoTFIJYKmnIEkLx3jOeu4IP6cFQfSvAmnt+oqK8am1PdtS1FA4OpI6wns4yOmQXOJwemCB5inbEnfK2rFSmistBSu91BBHEe/drQP7lAuJlW+p1Jp7TkEcLqi5sqJInSAns+za0lwx4AlWWNgqu1mP8A08cN/wDVLn9mxdLdybdXPDhes03qOSprbdwnusd1gfXahppLa1/NJTR0Ja57evLzmQ4J23x8ynI0DpwDHrD/APuv+9StF2q1l6qczVLhTw7TUxiKI+iEVHDiySP5o/XELe5sb9gO8bgn610bw0szTntas/8A7wdPDp0U6XGFI1l+P1STw7TT+iEEPDSzY2mrP9oN/qUblt9FYm19pvQmip3yCamq2s5j39+++Mj0ZVv4XSSJkgw9ocPOMrpRrrkZiuZmHG7wqzO9uIiVOae0fWX2eoqqiqnggBzFI6LDpHH+Vueno9AOy2h4bVsbxJHe2te08zSKc5B/OVosaAAAMAdy5PTuW6uJ35nacQ5W+C6emnFUZnxUtP60h09LZrtTS090p+bsHNZ7t56b9++AfNjfvWrkr/WQjjq6aSGX1q6AtlHKWlxJDgCM9+PnV8Ohjc4OexpI6EjcLq6CN5y+NjvSMrpRxGKetOfm4XOCVVe7V9lJPrLXcbHSwMfNFdaePsQyOPm7UZJx8v8Af0Od91buH1zq6KKaqujqd7o+UxOhLi1vhnmH+NlabaaJrstjYD4hq9iFKuJVxGLW33btcFozm9Oe22yk61tRpOrrqWZ75quZrWU9UWluGd/Lucdw28N+m/h+DjqiruE9FIZ5KB7CWYyZtt3D5j4q5bra6W6Uzoa2BksZz7objzg9xUMHDySOq7akvVXFsGjDd+Ud2QQvRa19MxmqcVfxePUcIuU1Yojmp+8IJPeKSIPgmhdj14Kh/aYy5u+WuHf1+vdbK13eSHtrRaPImqagvbPttFj9O3ybqybBpejtEMnWeol3kmkGSfMPAf4yvK+6So6+CM0TIqGqifzslijA38+O7dJ11mqrlxslPCNRRTzZ38FW220NuNTbjVzyE10zu0kOwAHdnPUncDzhbzUemoLH61fRV1RHTzSiOaMuGS3vIx3D+/58qHhzW1Er31lzbF5RcBEzOTnr3dfBYV801N+EFHa6i6TTuliJEsn8nrtufNtjHoXedRRcuRy17d4w8nsl21amare/actfca4VdK63W5j6W2wRPm5i4l1RucuP5p7tsHuC700U+n7ZBdLW3tIKinEczj1hkJA27xj9PevS6SzQU1Jba6gqI7nTns6aaI7PyRju37vT5lvtPcPI30LZLzNUCWTJdTseOUeGfONuh6pVct2qM1Tt4dcpbsXr9yYpjMx8sIzVirs1M+tDpZPZCCMmsJy5riRzDPdttv5sdFxfoLZT0FPDbI5JqwNZJNVtcQGg/J58dPDqVOH6AieTB7JVfscTk0udvHGenXzZWpmtB0xcK2Jlrnr7TWMGAwczmuHce/5fRvssUau3VP5Z3+mXa5w+9bieeMRPzwiElugkdNUB3NSU9QyJxG+W7jmHzdPrXq+O2iWYEx9j68AJO7xFk45c/Lnr3ZW/smjqi6VVVVRie1UUo5WRv8ovGdwQcHu7+v1qTUXDqxwU4ZNFJUSZBMjpCPkwDjH3rpc1tqjaqqZ8nGzwvUXYzTTt8VcUsdvMtB2piBdVH1xndobzNx17t37/ADrb3CgobffKCnnro5rNLI6VkIPkx56Z3xy+fwz3ZU4doDT2/wDwIjJB2kd83VZFNouxwMc1lE13MC0lznE4Jz49fA9V5q+IWpnMTL22+DX6YxMQr2pjo7JqGigqqqKttmHtYGjJiDh/KA69dvnWvqXUtHWVFPBWGtpXUz2wO5DmIu7t+85xt49ytq36WtFA55gpGEvyCZMv2Odt8+KzG2a3MgfC2hpRE/3TBE3B9IwsRxCmOsTLrPB7lUdYhUUsllrdPQyRVLqOviYY3Na0ntDnO/dvk/39Frn0tTb6WQXESsknha6B72kYaHe582w6d3myrsislshlbJFQUrHtOQ5sTQQfmWRVUVNVx9nUwRSs/myMDh8xVp4nFO0RsVcDqrjM1b/BTF7FuqKVlRZqrD5I42PpOQklzduvTp3eOfFe9NVtozWS32njqry4sYyOVuwaW+Hjjrnf51bcNmt1PK2SChpo5B0c2JoI+XC0+sNMw3ylD4msjroiHRSEeHcfNulOvoqxRVG3j3ZucIuURNdExnwVYALW9kNxhET46vtZYmswC0+B8Bv5sHqVzHcaSN0WZI/xVWZHns8hzf5LsjqBvt35UxnsuoL+2Gju9JSwwMxzVPkue4ebBPXHgFMKfTloihjjFupSGNDRmJpOB6Qu1euoojFW8/CXls8Ju3ap5do+MKbpa+ihkoC8MAh52P528w5jnldjbODjb/N23Xtb7haTNa21jQYI43xTDl6OJd5R8eoPTZXF+D1oP/5ZRf7Bv3Lk6etHfbaPP+hb9y5VcStz+mfq9McEuxOeaPoqFlBVV14gobPVsrIwxzRK6M4jj391kec+PyLaxaH1CG7VFKO0i5H53wMggE957vQMeCtKkoaWia5tHTxQA7kRsDQT8iylxq4lX0ojZ6rfBLeM3J3+CpdO29sGofWepjCZ4YGNpmvxyY7gB4j+44XpmeLWdUNIRQmOKPlm7og7v2BH/wBc+dWFeLHQXYMFdAJS3PKckEZ9BVb6stFXpsVRtzCLVWFjXvB5jHjoPHc+nr3LrZv03qt5xMx07PNqdHXpaYmI2ic5jq2DNa3mqbPFT01FC+ldiaolk/FdcDG478jqtpprX1FXF0N0kio6gHALjhjxv0J29KhV9twtDo5ID2lkqpWPMnPuTg7Hf0+bovETUNbHO9sTJbjVVPZRNc4tbAzblwB8g+QH0950lmunMRtPh2eOjiOot171dO091n1+tbHROaJK1sgPfCDIPnble9p1XaLpUCCkqgZScNa9paXejIVSUooqCShp7k0HsZ3iqaWnPcBk9469OvyrIuNRV3epo62nmjp5S5z4I4gPxTGbnmPf08/Q+K5zw63tEZ8+z00cavTOZiPLuu/mA71HqjWdkp6sQSVrC49XMBe0fKFWNK+/VRp4obtVmSaKSVrecu8nBHpyS0+jqEZWgWYW6iDImthMtW5zcvLs4xuPQNht3HZc6eHRE4qnPk618bqqjNFOPPuuunqI54myxPa+Nwy1zTkEL15h4qioW3e304hiuU8UUVP64LWP5QA92ANvEkb9RnzLvJVXxsE8nsxVujghjDiH4xz4IHXc4zvudjuszwzM7Vw3Tx3tVROV5ZXZVFV1Vy05RwVU2oHy1rmNcaSQGQFvh/v2J8cqUUfESyupojU1Dopi0F7RE8gHvGceK89eiuRGaIzD3WeK2q55bn5Z+KarrzKHu4h2Df8A4TKMYxmB+/1bfLjoohcL5eb3XUbqSrfTU1TMW0/Znl2Bxlw6n0HvzslvRXK/ejHml/itm3H5J5p+C4MrlVPJfJ9MXSKKS9PuUHPyzxPYXFmep5snfbpnbw3UoZxB09jerkBzjHYvJ+ofUs16O7GJpjMS1a4pZrzFc8sx4pgih7eINgyA6plb3nMLjj6t/SMjz9F41nESyRwPdBLJLJyksZ2T28zu4ZI+vosRpL0/pl1niGmiM88JsvOSVkYy9zWjznCqau1jqSKacNFNGI2h7mOZu3m9yOvXBH+AVp7zNc7nDUVF5nLZYpWQ9iBy8gIJBxnb9PzL12+G1Tia5iIfPu8ctxmLdMzK7jVQjOZGAjrl3TwXLJ43uIY9riOoB6KiKqzsE8rWTPAFUKcGR2MDHunHuB9HivV/rmjuTDp0yRYmEDZC45mft7oHu78Y710nhtP6a/s408cq70L4CKr/AMMbnZbnFDe5KOdmeWVtOCXMz3+APm6qQDiDYMgeuZDk4/gX7fVv8m/148deju09IzHwfStcU09yJzOJjtKYIoh7YOn8E+upcD/9CT+4foXHthWDAzUyA43AhccHw2BB9IyNuvRY9lvftl1/ENN++PqmCKHjiFp/G9TJkjp2Lz/d9fRPbC0/gf8ACpM46di/r6cY+Xonst79sn4hpv3wmCKIDiDYC7lFVI7bIPYv3+r9PyL2n1xYYIWyGs5g7fDWEkekY2+Xc9yns139sr7dp8Z54SlFGrbrKzXCpbBT1R7R5wznY5gcfSQu1z1hZrbUOgq6sCVo8oMY5+PMcA7+bqpFi5nl5Zy17ZZ5ebmjCRooeOIen8b1cgOenYvz+j6l3j19YZHhraqQ57+xeAPq/wDotTpr0daZ+jMa/Tz0rhLUWmuGo7XQUsVRUVbOxlOGOZl/N6MZ2861A4gWB3L/AMJkAI69i/bzdPr6edZp092uM00ytetsUTiqqEwRQ/2wtP8ALkVMhOMgCF+/zjHy9Fx7YWnj0qpOgOexeP7v8dy17Le/bP0Z9v08frhMUUO9sPT+SDVSDwJheM/Vt8uD4dyjty1xc6upYLGyIQSSmKLnYS6Q7bkbY6jbbr827eivVzvGPNyu8U09EbVZ8lpoq4fqa9WOrp/wgNG6CQgPMR8po8cfOfkwpBU60sdPLyOrQ/HUxMLwPlAIys16a5T0jPk1a4jZuZzOJjxSdFq6m7UkNpfcRM19M1naB4OxHmUKbfdT1FC65xx0cVGPLax7gCW+H+CFLenrr36NXtbbtTEdfJZKKumavuN7nhptPRQdr2XPMZHZaw+Ge8fPnPcs2x6qmhuE9u1DNSRTMaXtmZIOUjO4+T+47eO6tJcpic9Y7d3OnilmqqIjpPfsnCLXPu9vZCJXVlOIycBxlGPnXl+ENpyf+MaTY4/hm/evPFuuez1zqLUdaobZMrUfhBacE+yNJgHB/HN+9c/hBac49kaTrj+Gb96vqq/BPabX7obZFqfwgtQOPZCk/wBs3713de7e2ikqxVwmnYMl7Xgj6km3X4HtNr90NmiryfW9f2DrjHbB7EN8ntJJMOd0AI83oB9IXhHri71dcynobO1xkiLmte8gjbZxOMYxjbb0r0RorsxnH3eOeK6eJxmVlIobZNawVNVLR3RkdDUxjPlStLXeg/8A1Uhp7xQVM3Y09ZTyy/zWSAlca7Fy3OKoem1rLN2M01Niiwqy5UlFy+u6mGHm6do8Nz9fnWKdQ2gEg3GjyMD+Gb96xFuqd4h0m/bp2mpt0UDqtYV1RLPJZreyooad3lzveBzgdcZxj6/QtvZtW2u40bJH1UME2cPikkALSOq61aa5TGcOFGvsV1cvMkqLVfhBav8AKNJ/tmrj8ILSBn2RpNxn+Gb965+qr8Hf2m1+6G2RaGv1PaaWlkldXQP5W8wayQOc7zAKOnWdwp4462utbIrZLy4cJRzDPf4nbuwPSulGnuVxmIcbmvsW5xMp/wB65WrF7tppWVBradsLxzNe6QAELq7UFqAJ9kaTA6/jm/eufq6/B29otfuhtSQOq6slY/PK4HBwcFQfW1xFZUWu2UtY2OGuee0kjeM8oI6enf0la29W6PSUtvq7TUytkklEckb3czZAepI+T613o03NEZneejx3OIRTVPLGaY6zlZoReTJWloPMPnXbtG+IXmxMPfTcpnfLui6h4PTC47RveQFMSvNHi7ounaM/nD507Rn84fOriT1lPi7ounaM/nD51zzt/nBMSc9Pi7IunaN/nD507Rv84fOmJT1lPi7ounaM/nD507Rn84fOpiT1lPi7ounaM/nD507Vn84fOriT1lPi74TC6dqz+cPnTtWfzh86mJOenxd8JhdO1Z/OHzrgys/nD50xJ6ynxeiKF3HX9tpK31vGyaowSC+JuR8njuuW6+t4jDZ4KqGsIyKYxkuPm8PDqu/st7GeV5fxDTxMxzQmaKF/h9bzHyugqRWbf8GLPKyenm67ePmW1sOpqK8OdEwvhqmDL4ZBhw8fT/8ATopVp7tMZmlqjXWK55YqjLfosC43Kmt1I+pqpQyJnU9e/HQb9SofJxIoWSPaaSqLQ4BpAHlDPVS1p7t2M0U5L2tsWNq6k/RQSLiJSTueIaCteGOGSGZw0/yipPZr1R3alE9HIHNzgg7Fp8CFbmnuW4zVSWtbYuziiptEXn2jT34+Vc9o3+c351yxL0c9Pi7ounaN/nN+dchwPQhMSRVE93ZF15253IXbKjUTE9BFyuheB1wEJnHV2XWX+Cf/AESnMMZyukrwY3438koc0Kq9St7x9i/p1P28itpVL6lb3j7F/Tqft5FbSKIiIKU472usfqnR19qrLV37TNrkldX0FLH2rw5zQGP7P+Xg/IOXfYrQOltmsOIukqjQWka63G21YqKy7uovWcQgAPNFggc7jnp3d2xKtXXtdq60zUlw0xb6S70ETXCst7nGOd+4w6J/TIGfJPXz92hoON+iJZDBdK+pslc13JJSXOlfFIx3+ccFo+dSkndMdY6Psesbb6y1DQR1cQPMxxy2SM+LXDcfo8craWqjbbrbS0THyyMp4mQtfK7me4NaAC4952ySoHc+N3D23xFx1JS1LwMtjpWvlc4+A5RjPpK66a1bqnWF+pprdYZLNpWM9pJV3NmKmrbg4bHED5Izjynd3TfZVFmIiIoiIgIiICIiAqt1n7/HDf8A1S5fZsVpKluMN/pdL8XOH11r4quaniprg1zKWEyyHmZGBho69UF0otZpu80uobJSXWgE4pqlvMxs8TontwSCHNduCCCPDbIyN1s0BERAREQEREBERAREQEREBERAIytFqTT8F7bCXySQ1EJJjmjOHNz1+fAW9Rapqmic0sXLdNynlq6InaNLPp7jHcLpXSV9XGCGEjla0nbIHo2+c+ClIGF2wmEuXKrk5qYtWKLMYohyuCAeq5RZdhERAREQEREBERAREQEREBERAREQFj1lNFVQPhnY18bwQ5pGQQshEicM1RExiUUp9EWaCodL2L5BkFscjyWt/vPjvlYt60DbKxploWesasO5myxZxnztzj5t1NOVMedd6dTdpnMVS8s6GxMYmmFcjRNxuldHJqCelkhZuRE3yn7jYnA2wvC4aDucUzBaayD1vE4vhbKS0szjI2B8B/jrZy4wuka69E7S808I00xjG/iqin0Xqemmp5aeroWSUwIY8F2dydvc7jc9fEr3qdD3qsllramspRVubycrGcrZBvu4gDHU9xVoYTC17fdzzbZ8mY4NYiOWc481SO0HqNw8utpHYj7Hd7vc79fJ7s9PMEOhdRlsjTV0RY9rWOHM73Leh9z12/8ApurbwuVr8RvfD6M/gmn+P1UPdqOa11ElNe3tkqWuiPO055o8EYBPf03O+3evKaotzZp+TkNN67DyxvunRZOzf8fLsrwrrZR12BW00M4HTtGB2PnWCNL2TbFrotun4lv3L00cTp5cVROfg8FfA6+aeSYx8eqnIqmgjq2BwZ2Arud2w3izsPHpzfOFm32njbcKdunK2ObtZe0hjYPKjceozjpsPQrV/Beybf8AFVFgAjHYN6fMsuhs1uoXc1HRU8DsYzHGGnHyJPEqMxNMT81o4JdxNNUx8uql4paaA0DKoNZUQ9s2bnGwkPuc/MPR3rx9cWw0dIwNBkbDM123/rD7jfqe75u5XZWWS2VshfV0NNNIdi58YJ+tY50tZMY9i6LBGP4FvT5laeJ0Y3ifqzVwO7E/lmFONqLeWcsvZvHrIsj5RkiXrv585+de9vFoqaqSCeeGEPpGhj3NOBLkb/pVufgtYyT/AMVUW/X8Q37kOl7Gd/YqiznP8C3r8yTxKiYmIifqRwS9nMzCo2x3W7V9dFTU0VU90TBI9jgQOUAAg5Gen1lbSo03qG8yxCpoBS1Dmhs1R2u0gGMFwHft3f71a9Fb6WhYWUdPFC07kRtDQfmWTjC5V8Sqz+SmIeq1wSnH+ZVMq5ZwxhLW890qObq4taBkrWXHSl6tL4orYw1kUconhk8lrmO6EHJ36A+GwVt4XGFxp4jezmqcvRXwbTzTiiMT4qHimZTXGBt5hLZI6h7qlpAyXHcHzjO/n7s9F4tqaSOCj5SwuY2QyNGM9pvy/J7nZXbWWS21ry+roqeZ5GC58YcSsf8ABeyf5LoumP4BvT5l7KeJ0d6ZfNr4HdzimqMKZZPQctOYeQYpXNeXDOZPK8fHycJJUW50cZjDQfWYB2yXTZ3PzefzK5jpax7/APFVFv1/EN+5cnS1jPW1UR//AHLfuV/E7ec4n6s/gV7HWFOVE9vMcwBjc40sfY8g2a4HygfP7rddJaiiBq2xGMRkQkZG5bgcwGe/m/QVcw0tYx0tVF1z/AN+5cfgtYwci1UXXP8AAt6/MkcTtx2n6k8DvT3hVNLdaKjqLh7Gxw9vO5jKRz255GnY7nodx12/Qsaqp4bfJUQVzg6oZWNdMcAc0Z3yB3fIe9Wpc9G2Wso3wMoaenefcyRRhpafHb9Cj79FXO4zwR3qtgkpIdmljAXkeGcDqO/J38e629danedv4ud3hWopjGM+GOiJXntdQV0ApnQMpXzmnpeTDRyg/wB4I2852XjA6lpfWMFc1zamCeT1yZOvN5PKSTseh279/HKl914fzsnjfp+pZTMa7nDJCfIdtuDuT/d8qyKXRdZX1sc2pqinqmxY5WRx4L/6RwDjp45/T0jWWYpjE7fdznhupqqnNO/j2QCjqbd2tO2pa0NEcgkOBu883KR5vcju6d/VbGiuMElogtlN2cf4t8tdK1g5yBkhoz342822FaY0vY8fxTQ/7Bv3LTak0NR1sHNaY4aKqaCAWM5Wv6bOwPMuUa+zcmIqiYdp4PqLVMzGJVrFTVFHC91eCyCWmLqXtcuHUE4264z/AIISsltx7U03K1ppowzPXny3m3/O3UvktupjbWWae3UtRCwBjKglrg0dM4J2wNumyk9k0daqO2wwVNFSzzt8p73xNOXfMutWuot/mq6/CXG3wu7dnlojEfFVtdUW6QVvL2fO5sRpy0bMb/KB7s+J9Py9aiooX+u3MDWAzRuAyAezwdgdxnp4q5G6XsjTkWqiB67QN+5cN0vYxjFqotv/ANBv3Lj+JW/Cfq9H4Hf8YU/PU2/nnLjHymsa7ycNPY4IAHh58jvHgvW5k0VVTus8sFVEJ+1pWsJ5o8n3JHd0HzdytsaWsgxi10WB0/EN+5ZNHZLZRSB9JQ00DwCA6OMNI+pZniNEb4luOCXZ61RHkpWSmFxqaWSrk5q2oklEzMgcrxjA+fZbW1XakoLLFQ0FDFLcJOc1HbNyGtB677HYDbI6dPGfXnRNoutU+onjkbI85d2bsZOMZ9Kj940H6z/4TYC8zBpY+GR2RI0ggjJ7znv+pdadZYuxFFW38P8A04XOGamxM1UxE/HuiNhoZrjNFQ3WpdDRStfJTg4ALumR8x+vC73WKshc63XOVmKOn/4MI37SZI/3joD5I7+uzFm1FUW2G31dlD2wkiKbtGgsDv8Avb+fKkdp4fW+O3htxD5Kx4JfIHnYk7gdx8Mrpc1NuieaqflH8XGzob12OWmJ852+SK1ttdY7V7IWOobJTVUDY5y53ltz1I8PDHXJWHHBZ6OtrXzAVoha0UrS7aRx65x4f43VgRcO7Gx2Syd472ukJBHgsW78O6CWB8luL46sbxl7yWjBzg+bu71yo11neKpnfu9FfCtREc1NMYjsr6a3tjNZ68a2nn7djHwtJ5Y2EZJzn0DrjfzhcwUFtmA7SSOIGrEWeuIsZ5sZ8fmx4KTV+nb1fqmKK4W2KCQbPq2uaOcDxAJ3OBjbbzBSBnDezBu5qSe89qRldqtbbopjmq3+DzUcN1F2qeWnb4q8ioLc8xiZ7IXOrHRybklkYG23p8ennwV0obfb3yW4VJjbHLJIJfLx0xgf48VZDeG1kaCAKnf/APVKe1tZP/2n/anr4rP4jZxjMuv4PqZ/TH1VvY6G2VFwt7Lg4Cnla58o5sbjmwPN0Hz9yy30lBd9TinpY30dvkicIiScSPGcO9GwU2q+G9oNPIIvXHalp5eaY4ytBUEMs0Vmudlq5K2ny2F8Ufknrg5G+D6E9qornmomfDy+LNWgu2aeW5EePn8GuZBLdq02m5D1rPSU3JTxl3kvcMHOfPjfHgsOruVbb6ippn0roZZ4GQyOaSS0NwM5HiNv71N7BoKiltEb7tHIa1/lOdznmaCengfrUgtWlLXbYp44qcPbMOV/aeVlvgudWutUTMdXa3wrUXIiroqSsoqJrq1uW+Q6NkTi4+4JOZPPnY7beVlZV6hpWytg0/C3EL2RiqDiXvkO+2+O79OMd8+l4eWR7ieWcZ8JMZUbvOi7la5h+D8Xrim7RsrWFzeZrx3nPXzeldLestXJiObf49HG7w3UWaZnl+nVHaqGSpkLr1Uc9W6rENQ4nHZtGBnbbx/NXSnoKGf1m2QsDpqp0coa73DPJAx853+TfCkVRpu9akrIX3K3MoHloEs/aA82PM0nceO2cAFSQcOLIRj/AITv1/Gnr4q1ay1bpiJq3+DNHDr92ZmKdviglayaimorJVgR0jHyPZIHZ5x3HPiP71g09DRSxU7px2ZdDLI53N7qQZ5W+jAHp5lZ8XD6xxx8pileeoLpDkHxXmeHFjLi4CoafNKdliniNmIxmXWrg2pmc4hWcNDREg47T/gr5dzjyxnIz5uvyL0Nvo2uk7NvagUfbR8xxl5Ayen8nyjjrsrH9rWx5yfXJ/8A3pXPtbWTOf8AhP8AtSrPEbX7pT8G1OMYj6q9orHSV89ZBSyt7WOFj6cOdjtDgEjPd37fcVn09ZR1tdcKrUceJaWNsUdJzEZP+af7unld6mbuG9kJz/wnw/hT08PQsDUWhaeG1tks1OXVcLxJ5Tsl4H8nHQ923p8SszrbNycZn+jX4ZqLVPNiNvugkdNSTMndOw0jnVUbBC5xJjiIJJweo6f42W2t0FiofZSaugbNNHL2VPBzHLgM4I9Pj0HyrLvEZ1I9kNPZamG5vw2WV2WsGO/z/MD8oAWfctEC0Q0dwtUElRVwOa6WMv5g/pk77ncfLv1OF1q1FGMVTMTPb+/xcKNLdiZqopzEd2o0tY7fcbPXTV7ZGVMUruVrH+WwAZwG+J3GPMMLUNtxr3UDqmqqJ3VHabufzkBufJAz127vELf3Sgj1Vc4/Y21VlLMSPXE0o5A0dMgZwT1787D5N1WcOYHub6xrpqaNvRhZz4O3Tfptnf5FmnVUW5zVViZ+eGp0N27Ti3TmI79MoRSWeCea3NnqXRx1LXySv59mtbn9n6+/vybayKpuUtLHVVtLZexMr+1fvLy9/h5sd+DnopJNwzlMR5bw9zhktBi2z+ctNcaWWa2RW6qttfHeIW9lG+JoLXN6gEgnI8cfetzqLdyfy1Z/l8WJ0l6zH5qcMCkv1daauo9gxOaSSPZsx5iwbeWQNgdz/fnC8rlQPM9xfJUOlkp2xv5w7POX8uXZ7+vh3hZtukqbbWOhutoqpYpKdtNKxkZJaA0AEEbE+SPvWRaNJVd6r5nxSVNJbw3la+eMc7umBjPdjr5vFdPWW7c83Tbr1y5eqv3YimMz8OmGlqLOyGapY2d57KSONrs43dnLvRsfnC5mszG1k0TalwaypFMMu3HXf6vu6KZnhpLgg3qQ5GD+J6j87zD5lzNw0llfzvvL3OwAT2Ph0/lehY9vs/v+zr+Gan9n3RBllifgNqHNc+t9agF3uW4ySf7hnuWe+mjp77FbbNWVccTnmGeYycrXEYy1uB3fPnzbmQv4bSuY5rr0485DnDsdifE+V6fnWofbfYekktl2oa2URymSmrKSMFxHf34HQbdfRgLnOpt3J/LVn5NTo79qPz04z3y0FPbWTMp3mWX8f2jnb7Yb/Jb4u26bdQgtLHGnJmkd2tM+ocGnmyRz+T6fJHy5UjsOga+uo+3q6uWiJeXRxmME4IG53+o7hbL2spAWkXl+G7NHY5wPzvOV1q1lmmcc/wBnOjh+qrjmiifqg8ttaxsR9cFwfTCocObIzzEAZ8R82cr0daWtjmc2dw7OmjqMEgFxdy9B4DmOencpm7hk/DQbw/yRgZhzt4e69K59rOX/ACy/pj+Bzt4e6U9us/v+zf4Xqv2fdC5rQyOOvf28hdSiI9dnF3V3m6pU2hkTK/lnkJpXMYN/dF2cnzdOu/d8s0HDOUZHsy8At5DiH+T4e6XPtaScrv8AjmQZHKfxPUbf53mHzBPb7P7/ALEcL1X7PuhQtDO05PXDhirFLzDoBnBcd1y2zMkrBG2d7WPqzTYzkgDG+3p/3qZjhk/fF4cAcbCDw6fykk4aSvkc595kc47k9j3/AJynt1n9/wBj8L1WPc+6G01oinfRR9vLH65lkjALvKY1pbsR3OPN+jxS22T2Qnp4GTujfO2TypHEDySQG7fytskeBHVTJ3DJ7sk3h5JPN/A9Cev8r/GEHDOVpaW3mUOacg9l0Pf/ACk9tsxG1f2X8M1OYzR90TguUdlqaMzwET0sT4wyRuzX5JDsfKP7srMbJPZqll5ncal1ZTFzKjHM1jz3eAx4d2/oU4t2iYo6v1zdqyS4zBhYDIMDGO/c56nzLGm0EZGyU8d1qGW57uY05bzbeGc+ju7lwnWWap6+fxd6eGammOnkh0j6qw1T7m/mnkrqYGOpO/K93LnfxG+PMR3Ba+42xra2ulfUPkkhaw8/Quc8DJ7/AD9c9QrAfoFzojSey9SLcTvBy5OPDOcdcd33rGqeG3aSkxXaVkfLyBro+bDe4dR09C3b11mmczVv5OVzhepmNqfuhkdjy+vfDzTigkbmIn3TQTlxAOcbeJ6riS6UUU0rT+NHr1tQXEbujHN5JBP+d83yKbUfD6rpJO0pr9NG4jDi2LBcPA+V5lv9OaUorPG8k+uaiQDtJHt6nfoO7qfvKzc19rfM5+zdvhGormImOXx7qxtF4Y9klso5hBJWVXM+UbYjwByg9xz09OF3tVptLKCsuNyqqiLE7mRxxkFziBnHTvyrVvenaG6UvZPjET27skiADmEd4VfXDTY0vdqKtqZZK2g5yZcR+5PccZ8/1Jb1Vu7ExE8sz9/mt7h17TzE1RFUR3aGOCa4soJKyrnlMscjiGkudhgdhoyevk9M9TleMNpEkYLqgketX1JHPkOwSOUfN9RW4utppLpeqWDS9RI/ncXPbyHlgGRk7gbdfH6wt23hlI0DlvL+hH8DnY93uum5Xoq1NqiIzVjPbDy06LUXJnkpzj4ozZtP09ZcaeKqq3xQOpRUyOc/BPXpn+/HQrs7UPsDXVENhqp5KSRuAZWZAce8dMb9+B5wdlvLlw6qKailmgucs8kbSWxiHBcOvL1/uWosVwtUN0mZc/Ip5qfsWjlOYyGgHpuMkOO3jv3rMXLd3NUTzx4LVZvaeYomOWZ75ZFzp6K00FNWm5Vbry9gnHK7PUE5Oe7u6n0YypDa+I9IaanjqaStfVFg7TkjaBzY6+671AqkU9LJXR0sss9MXMMUrmEc7QMluceOPkas9l9hiqrh6xfy1FYWNgl5f4NnVwydxsQNh1Clelpro3iZ+zVvXXLNeaZxH1WhFqq1zW59Yajs2xkNex4w9rj/ACSPHr0yojaaRutX1dwuFVMxjX9nDCwgcreu4OfHr6VFobSSZ7nI+SohgrAyaPGXOZkklw8+3m6rYagqbfJcKcadrZo3VruzmiZzMG+PNtnPnXnp0lFEzFuevfwemviFy7TFV2No7Z6sinqbhLcPwYdXPbTict9cOOHFnUNB+T+7pstpX2w6RuFvkt1XK6OplEMschB5skD9G3RafSujYrpRyVr62eF4lIj7Mgkbd5I3/wAehbbR1q9kLnWz3WqmrJ7dIY4yT5O2cEePQ/OtX/V0zPLO0dYx1k0vra8RVG8ztOekMP1LG3BGxjwkqft5FbaqX1K/vIWL+nU/byK2l8N+tEREHBHRaq+6csuoIo477aqG4sjOWNqoGyhp8RzA4W1Kqq68X6fTl/rqDWOnrzaaKKd0dPdBCZqadgOzy5oHKcEHGD5yCoJnZ9D6XstY2rs+nrTQ1TRhs0FJGx7QeuHAZUiwtJpvVdh1LT9tYLtRXBmASIJg5zQfFvUeg4W8CoIiICIiAi1V+v8AadO0Lq2+XCmoKQHHaVEgYCdzgZ6nwA3K1Wk+IWldXTyQadvdJWzsBJhaS2TA7+VwBI84GEEqRYN3u1DZqCWuu1XBR0cW75ppAxjflKj2mOI+kNU1jqSw36jq6poz2LXFr3Dxa1wBcPHGcIJequ1rn2+eHGP+yXL7NitAFVfrX3+eHH+qXP7NiC0A3C5REBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFxhcog4wmFyiDjCYXKIOMJhcogIiICIiAuMLlEHGEwuUQEREBERAREQFwWg9y5RDAiIg4wmFyiDjCYXKICIiAiIgIiIOOUdyYHeuURMQ68g8F2REMYF15QuyIYh15B3gLkDC5RDlgRERRcFoK5RElxyrlERRERAREQEREBERBxhcoiDjCYXKIC4wuUQCvKaJkzCyRoc1wIIIBBHgvVEjZJjPVhUFtoqBrm0VLBTtJyRFGGgn5FmLlFZnPVKaYpjEOMeK1lTYrXUzvmqLfSyTP3c98TS4925x4YW0RIqmnpKV26a4xVGWv9iKEUQo/WlP6169l2Y5OuenTrutZXaRstTSuhFvpoSekkUTWuafEYUjQjK1TdrpnMS516a1VGKqYV5T6ErqWqllpb5Mwy7PPJu4Hc9/XJOD1Hcs6Hh/bIrXJTuy6oeeb1zygPBx+jzKaY86dV2q1l2e7zU8M09P6Ve0OhrjQGVlJfpYopD5TWx9R45zsfP12UpsllhstvfDA573O5nySPO73Y6rcNC6zfwTvQVi7qLl33nWxorVmc0Qqn1K3vH2L+nU/byK2lUvqVvePsX9Op+3kVtLi9YiIg4Kq3WvGDR9orqmwkVF8u4cYnWyipjO5z+9pyOUkYORkkeCtJ3RU/pbU1HWcU7lbdI6PjdboKmVl1vwjDSandxAd1d5WQd/OBjczuK09rTVesr5DdbFpS38PIQ8SNqo6iRlVj/RscANxnHK09N+9WHY7jrPQmubFp3Vd5g1DZb06SGkrTD2dRFIxnMA8DqD35JPfnx3HEXX9/0Rfoqmq02anRgDG1NxhkDpYXuOCeTPuRsNx8qsWNtLXNpq0Mhmw3nhl5QSGuAPknuyMKozEXAXKkKIiKj5o4lXLTl74y3Fmv60R6X0zSRuZSuccT1EmDgNbu84PQfzfDK8tPe1jrfXNirOH9eNLX23TCUQto+yFbGMZZjmDdxzDbcgnY92ZHZbOz1V92GpoaZ5q6OOptrajBY+XDG7A7F2zwPOMjfCzPVMUVso67RdTa4aeDU7rpEykdA1rZXMyNjjqM8voz50p2iDrMwyOMcB1bxi0Toiue91lkjfcauBpLRLy8+AT1/kEbfzj8njx40JY9JaWp9XaRttPaLvZ6mGRstGOyDmF4aQ4DY9Rud+u+NlkcRZmWT1SuhLvWObFR1VFJRdq7Zok/Gcoz3EmRo+Vbf1Ulygg4YTWwvBrbnUw09PCPdPPOHHA78AfWPELOcRsd1s26pbWW+mqme5njbKPQRn+9VxrT3+uHH+qXL7NisSy0xorRQ0jsZggZGcHPuWgf3KpOLtrq7xxf4fUVvu1VaKl9NcC2rpmtMjcMjJADtt8YPpWu6QuhFXVn0LqO33Wlq5+Il7roYpA59NPBDySt72nbbIyM9QrFRRERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBdJf4J/9Eruusv8E/8AolBU/qVvePsX9Op+3kVtKpfUre8fYv6dT9vIraQEREHV3VUBRaluXBu63236h0/ca7TtbcZK2iuVv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The authors further investigated the impact of current density on cell performance and its rate capability, as illustrated in Figure 3A. At all applied current densities, the cell's CE remains almost constant and above 95.0%, indicating high stability and electrochemical reversibility of the redox reactants on both sides. As the current density increases from 20 mA cm−2 to 140 mA cm−2 (in increments of 20 mA cm−2), the Voltage Efficiency (VE) and EE significantly decrease, suggesting that larger electrodes are required for higher power output. Additionally, the authors further studied the relationship between ferricyanide concentration and cell performance, as shown in Figure 3B. The polarization curves indicate that the peak power density at constant current increases with the concentration of the electrolyte on the capacity-limiting side. By using solutions with different concentrations of ferricyanide (0.1 M, 0.5 M, and 0.8 M, close to the solubility limit of K3[Fe(CN)6] at room temperature), the peak power density increases from 153.4 mW cm−2 at 292.4 mA cm−2 to 189.3 mW cm−2 at 403.0 mA cm−2, and further to 213.9 mW cm−2 at 417.6 mA cm−2. Under higher concentration conditions, the voltage and current density follow a typical Ohmic relationship, indicating that voltage loss is mainly attributed to internal resistance. In contrast, at low concentrations, both Ohmic polarization and concentration polarization coexist and lead to voltage loss, which can be proven by the difference in the linear correlation between voltage and current density.

Further constant current charge/discharge curve tests were conducted on neutral PFRFB cells with different initial ferricyanide concentrations, as shown in Figures 3C and 3D. It was found that two cells using 0.5 M K3[Fe(CN)6]+2.0 M KCl and 0.8 M K3[Fe(CN)6]+0.5 M KCl solutions in the cathode both achieved very high CE values (>96.0%), without significant decline during the cycling process, and the capacity retention rate in the initial cycle was as high as 100%, indicating that the electroactive reactants have high stability. However, the faster capacity decay indicates more severe voltage loss due to undesirable side reactions under high concentration conditions.

The authors further demonstrated that the energy density of an RFB is determined by either the catholyte or the anolyte. In this work, based on a neutral solution with KCl as the supporting electrolyte, the authors used a complex mixture of K4[Fe(CN)6] and Na4[Fe(CN)6] to obtain a high-concentration solution of the [Fe(CN)6]4−/[Fe(CN)6]3− redox pair, which can easily achieve a maximum concentration of 1.6 M [Fe(CN)6]4− at room temperature, breaking through the basic solubility limit, as shown in Figure 4A. The specific capacity of the PFRFB cell based on the 1.6 M [Fe(CN)6]4− catholyte in a 1.0 M KCl solution was significantly improved, as illustrated in Figure 4B, with the achieved specific capacity (42.8 Ah L−1) approaching the theoretical value (42.9 Ah L−1), indicating that the mixed [Fe(CN)6]4− has excellent electrochemical activity and reversibility as a catholyte. Furthermore, the CE of the cells containing catholytes with 1.4 M [Fe(CN)6]4− and 1.6 M [Fe(CN)6]4− remained stable and high during the cycling process, as shown in Figures 4C and 4D, demonstrating that the ultra-high concentration [Fe(CN)6]4− mixed catholyte has good stability. Current research indicates that concentrating [Fe(CN)6]4− can significantly enhance cell performance.

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" style="max-width:100%;">

In conclusion, the authors assembled cell stacks with varying concentration combinations of K3[Fe(CN)6] and K2S and conducted electrochemical studies, as shown in Figure 5A. Among them, the cell stack composed of 20.0 L of 0.2 M K3[Fe(CN)6] in 1.0 M KCl as the catholyte and 20.0 L of 1.0 M K2S in 1.0 M KCl as the anolyte demonstrated high cycling stability, with a low capacity decay rate of 0.021% per cycle, as illustrated in Figure 5B. Furthermore, after 642 repeated charge-discharge cycles (approximately 50 days) at a current of 34A, the CE value remained almost unchanged, above 97.40%, while the VE and EE values fluctuated slightly, around 82.86% and 80.97%, respectively, which strongly proves the high stability and excellent performance of the cell stack. Additionally, at a current of 51A, the cell stack with a more concentrated catholyte exhibited a low capacity decay rate of 0.056% per cycle and a high average CE value of 97.55% over 204 constant current charge-discharge cycles (spanning 20 days), indicating that the cell stack based on the proposed neutral PFRFB system is reliable for practical applications, as shown in Figure 5C.

Moreover, the techno-economic analysis indicates that the installation cost of this method is comparable to that of Pumped Hydro Storage (PHS) and Compressed Air Energy Storage (CAES), which is very promising for the large-scale adoption of intermittent renewable power. Compared to the state-of-the-art vanadium-based RFB at $124.40 per kWh and other recently proposed RFB systems, as shown in Figure 5D, the material cost of the proposed neutral PFRFB method is significantly lower at $32.47 per kWh. Additionally, the neutral operating conditions also significantly reduce system costs and maintenance expenses. In this study, a Nafion 212 membrane was used as the separator, which is expected to be replaced by a cheaper homemade membrane under mild and neutral conditions, and it is believed that this could further reduce system costs.

Research Conclusion

Combining the inherent electrochemical stability, reversibility, and low wholesale prices of potassium ferricyanide and potassium sulfide, the authors have demonstrated a neutral PFRFB system. The proposed battery provides exceptional high capacity retention rates and CE, as well as high power density output over an ultra-long cycle of 1,500 cycles (a month of testing time), as shown in Figure 5E. In addition to the high battery performance at the laboratory scale, a cell stack composed of 10 single cells with an effective geometric membrane area of 1700 cm² also demonstrates the high stability and practicality of the proposed system. The high CE and low capacity decay rate achieved over 642 cycles (spanning nearly two months) promote the potential grid-scale energy storage of this method over a decade of operation. Furthermore, the neutral PFRFB system shows very low material costs, which is beneficial for the anticipated low system costs. With the demonstrated high stability, robust battery performance, inherent low material costs, high scalability, and environmental friendliness, the neutral PFRFB provides a simple solution for sustainable and economical energy storage strategies.

In terms of limitations, the authors propose that in the current research, carbon felt without any catalyst coating is used as the electrode. Considering the slow kinetics of the polysulfide redox reaction, the power density of the proposed PFRFB still needs to be improved for practical applications. In future work, by utilizing efficient catalysts tailored for polysulfide species to modify the electrodes, the power density of this RFB system will be significantly enhanced.

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