Speech
Introduction
Good afternoon everybody. Thank you for the kind introduction Peter and to the University of Edinburgh and the Environmental Association for Universities and Colleges for hosting this event. Making sustainability a core part of education is essential for inspiring the leaders of tomorrow and initiating the research and innovation that is needed for the momentous task ahead of us. I am honoured to be here today.
Over the past year, we have seen scientists and academics, universities, pharmaceutical companies and governments work together at unprecedented speed in a race to develop Covid-19 vaccines. A task that was seen as nigh on impossible back in March 2020 has been achieved through urgency, innovation, and collective action.
We must bring that same urgency to tackling climate change. Yet the race to achieve net-zero emissions (‘net zero’) by 2050 is a multi-decade marathon, where the starting gun has already fired, and getting to the finish line will require a sprint start, with a reduction in global emissions of a half by 2030 [figure 1 in the Appendix].footnote [1]
What I would like to talk about today is how we get there – both what we know and what we don’t know - and the important role of climate scenario analysis in helping us plot the best course.
Governments will of course play a central role in laying the track, removing hurdles and setting the pace as we move to net zero. Over 110 countries, including the UK, have now moved to enshrine net zero emission targets in policy or law and are working on detailed plans of what these look like in practice.footnote [2]
But climate change and climate policy will affect everyone - businesses from all sectors of the economy, public bodies like the Bank of England, households and individuals. And so we all have a stretch of the race to run. Some will perform strongly, others may struggle, and some, particularly in less developed countries, might need a helping hand. But let’s be in no doubt. We need everyone to finish.
Role of the financial sector
Let me first say a few words about financial institutions given the unique role they play in this race.
As corporates, these firms have some direct emissions but they are not significant. Their success in reaching net zero will instead be driven by their ability to reduce the emissions of the businesses and households they lend to, insure or invest in – their so-called “financed emissions”.
One perhaps obvious way for them to deliver such rapid reductions is to immediately divest exposures to companies with high emissions and instead invest in companies with low emissions. Financed emissions would fall sharply.
However, while individual investors can divest, the financial system as a whole cannot. And with a fixed budget of emissions to reach net zero, if the real economy transition is simply delayed, the sharper and riskier it will be. In this way, seemingly rational individual actions can make our collective future problems bigger.
Instead we need those with high emissions today to make the biggest effort to reduce emissions tomorrow. And we need the financial sector to steward them through that transition, as well as to help to build greater resilience to physical risks.
This can be done through the provision of finance and risk management solutions that support firms in making changes to business models and operations to align with the transition. And through support of investment in new green companies and technologies that help pull the transition forward. If managed smoothly, this represents a great opportunity.
As a supervisor and central banker, however, I worry about outcomes where this smooth transition does not occur. Either because temperatures continue to rise as the transition is eluded; or because we face a disorderly transition - a so-called climate Minsky moment – as a significant number of otherwise productive assets have to be abandoned; or as asset prices adjust whilst risk and return are repriced.
To avoid such outcomes, financial firms need to manage these risks not as they materialise but instead by looking ahead over much longer time horizons than they are used to. And, as our supervisory expectations of banks and insurers make clear, they need to act strategically and pre-emptively, taking different decisions today, well before the consequences of inaction become clear.footnote [3]
Climate scenario analysis
Climate scenario analysis provides us with the toolkit for doing just that. To look forwards not backwards, with a horizon of decades not years. In recognition of the uncertainty we face about what might happen to our planet and our economy, some scenarios show the most efficient pathway to net zero, while others highlight the risks of fragmented policies or insufficient action. They can all help guide actions today.
Plotting the transmission channels of climate risks into economic and financial risks is a fiendishly complicated task [figure 2].
The channels from climate to financial risk are numerous, with significant interdependencies. The data and methodologies to translate climate outcomes into macroeconomic and financial risks are incomplete and inadequate. And of course the future path of the climate risks themselves is subject to huge uncertainty. But given the urgency of our challenge, we cannot let uncertainties and complexities lead to inertia and inaction.
Scenarios are generally comprised of three key components:
- Transition models that set out how energy production and land-use can adjust to lower emissions and meet a given carbon budget or temperature target;
- Physical models that set out projections for how living conditions and extreme weather would shift given a pathway for emissions; and
- Economic models that quantify the potential impacts from both transition and physical risk on the economy.
This is unfamiliar territory for most central banks, businesses and the financial sector. It is however territory we all need to get familiar with if we are to find the right climate path.
Our desire to improve our understanding and capability to measure and monitor these risks inspired us to launch a project to co-design climate scenarios together with world leading climate scientists and 60 other central banks and supervisors that are part of the macrofinancial workstream of the Network for Greening the Financial System or NGFS.footnote [4]
It has been a truly interdisciplinary effort. We have had to integrate a suite of models across each of the areas – physical, transition, economic, financial – to deliver insights [figure 3]. The scenarios the NGFS have produced pull together, for the first time, both transition risks and physical risks, and their economic and financial consequences, in a coherent way. As a result, they are decision-useful, reflecting the totality of risks we will face.
A guiding principle has been to try to shine a light on some of the uncertainties that exist. We have focused on multiple scenarios and multiple models to highlight the range of potential outcomes. Since modelling these impacts is subject to significant uncertainty and extensive academic debate, our work is open source and we seek your expertise and challenge.
The first iteration of these scenarios, published in June 2020, drew from the existing work on mitigation pathways, climate change and adaptation that supported the Intergovernmental Panel on Climate Chance (IPCC) Special Report on Global Warming of 1.5°Cfootnote [5]. The NGFS will next month release an update, which will include bespoke scenarios, detailed macroeconomic modelling and a new online portal that can be used to explore physical risks.
Insights from the design of the NGFS climate scenarios
I would like to share some of the insights I’ve gleaned from this work.
First, we often talk about how much we don’t know, but this doesn’t do justice to how much work has been done.
We know that today three quarters of our emissions come from surface transport, heating our buildings, manufacturing goods, the food we eat, and producing electricity [figure 4]. By 2050 these emissions will have to be almost completely eliminated.
Any remaining emissions, mainly from aviation and animal methane, where there are currently no viable alternatives, would need to be offset by increasing the lungs of the earth. For example, through planting more trees, sequestering carbon in soils and biomass crops.
Although there are many differences across models, the key building blocks of the transition are pretty clear [figure 5].
Eliminating emissions from fossil fuels will require an increase in the share of renewables in the energy mix, greater electrification, improving energy efficiency, finding substitute fuels (like hydrogen or synthetic fuels) for use in heavy industry and transport, and capturing and storing emissions where it is most feasible or necessary to do so.
Eliminating emissions from land-use requires us urgently to prevent deforestation and implement more sustainable agricultural processes related to tillage, crop cover, fertilizer use and animal-related emissions.
A number of different types of policy measures can take us there. Carbon pricing – like the UK emissions trading scheme – is one tool to provide clarity on the route aheadfootnote [6]. Other tools include changing business regulation (such as preventing the sale of internal combustion engines), fiscal policies (such as changes in subsidies and taxes) and research funding to spur on private and public sector research and development.
In aggregate, these policies will need to internalise the costs of emissions to drive the shift in activities that I have just described.
Our preliminary NGFS analysis suggests that these policies will need to add up to an equivalent global shadow carbon price of over $150 a tonne within a decade if we are to meet Paris goals and reach net zero by 2050 [figure 6]footnote [7]. Considering what that forward shadow carbon price should be is an essential consideration when making any investment decision today.
Second, the cost to the economy in aggregate of getting to net zero need not be substantial.
Our experience of the transition so far has been that costs for nascent technologies tend to fall much more quickly than we initially expect once they start to gain traction and momentum.
Many transition models, including those leveraged for the NGFS scenarios, have for example underestimated how quickly the price of renewables has fallen in recent years. Well-designed policies and new technologies also bring new jobs and can lead to higher growth.
Our latest economic modelling suggests that reaching net zero, if the transition is managed well, might have a small or negligible effect on economic aggregates such as GDP, unemployment and inflation [figure 7]. Indeed depending on what investment means for productivity, there is a chance the transition could prove positive overall.
However, these costs depend crucially on whether the transition follows an orderly or disorderly path. Emission reductions may not follow a straight line as shown in many scenarios. It takes time for policy to work and policy adjustments will also be needed along the way.
There may be higher investment uncertainty. Markets will not allocate capital perfectly, and without certainty about policy and technological outcomes, there may be bumps in the road as they absorb news about our path.
In the NGFS we explicitly capture some of these transmission channels in our disorderly scenarios, for example by modelling delays in policy action and policy fragmentation across countries and sectors. They result in much higher impacts, particularly in countries with greater dependence on fossil fuel consumption or exports.
This work underlines that central banks and supervisors, and the financial firms and system that we oversee, need to be prepared for a range of outcomes. But it also underlines that early action brings lower risks.
Third, the impacts from physical risks will be significant. Even where we manage to limit the rise in global mean temperatures to 1.5 degrees, physical risks are likely to dominate the potential impacts of transition. And if instead we continue on our current trajectory, losses just from the impact on productivity could be as high as 13% of GDPfootnote [8].
In addition, many of the leading studies, including those we used in the NGFS, start from past correlations and so find it hard to put an accurate number on the type of low-probability, high impact events that will become more common. As high levels of warming will be unprecedented, we don’t yet fully understand the delicate balance between the climate, living conditions, ecosystems and the economy - for example, the level at which ice melts might accelerate; or methane stores under permafrost might be unlocked.
What is clear is that investment is needed now to help adapt to these inevitable changes. And that we should recognise the gaps in our understanding of how large changes to our climate might affect our economies.
Challenges in applying scenarios
While these key themes are clear, I know from our own experience, and from the firms we supervise, that applying the scenarios in practice is not straightforward.
The models, data and analytical frameworks are new, and the transmission channels are complex and subject to much uncertainty. The results can be sensitive to input assumptions and type of model used.
This leads to a tendency to focus on a limited number of transmission channels and pockets of risk – for example, focusing on the costs of emissions in the most carbon-intensive sectors and ignoring other channels like changes to demand or costs of energy and materials. But these are important channels too. We need to capture all potential dependencies and feedback loops.
There are obvious dangers too in relying on past data and historical correlations for what is an unprecedented challenge. We need to re-examine existing models and consider whether climate change will cause some of these relationships to shift. There are perhaps parallels to the financial crisis where models provided false comfort. The most obvious case for this is in physical risk where we know there are non-linearities that are not well captured.
All of these factors lead me to believe that financial firms and businesses are significantly underestimating the potential impacts, and ‘green swan’ events are not just possible but likely until capabilities, understanding and management of these risks are greatly improved.
I would offer a few pieces of advice to users of scenarios.
- Don’t get bogged down in a spurious amount of precision. This can be unhelpful and unnecessary for decision-making. Sound qualitative assessments supported by some quantitative analysis and reasonable assumptions can be even more insightful. That is why, for the Bank’s own Climate Biennial Exploratory Scenario exercise which we formally launch next month, we are putting emphasis on the qualitative questionnaire and an assessment of business model changes, rather than the traditional capital-adequacy metrics.footnote [9]
- Look at both physical and transition risks coherently as you undertake your analysis and as you determine your strategic response. Some combination of these risks will materialise. If you are assuming there is no price on carbon in your risk models, you’re implicitly assuming a high degree of warming. If you do believe some policy action is inevitable but don’t know what the shadow price of carbon is, don’t assume it is zero. That is equivalent to not knowing for sure how Bank rate will evolve but assuming it away when discounting over 30 years.
- Given the sensitivity to core assumptions, there is considerable value in running credible, independent, standardised scenarios. That will make your results more easily comparable to others, even if you use in addition other scenarios and models that you find more relevant to your business.
- Don’t be afraid to share lessons learned, disclose key assumptions and limitations in your analysis and where possible work together to improve understanding. Here it is worth highlighting the excellent work being done by the Climate Financial Risk Forum in the UK which brings together senior financial sector representatives to build capacity and share best practice in managing climate-related risks and opportunities. The working group on scenario analysis has produced some really useful guidance and tools that should be useful both to financial firms and to businesses.footnote [10]
Next steps
It is critical that financial firms recognise now that the race to net zero has started. Indeed many have.footnote [11]
In support of their ambitions, and consistent with our expectations, they need to run climate scenarios as part of business as usual risk management and embed climate risk management within day-to-day decision-making. Time is running out. Perfection tomorrow cannot be the enemy of progress today.
We also need experts from academia, think tanks and consultancies to fill in the blanks, helping turn the high-level into ground-level decision-useful material. A lot of promising work is already happening – including NGFS-led work to increase the sectoral granularity of risks and to quantify the impacts from flooding and tropical cyclones. But more research is needed. I will highlight three areas in particular:
- What are the implications of government policy design on the transition, particularly on jobs, productivity, prices and different sectors of the economy?
- What will the impact of physical risks be on assets and on the economy – taking into account different possible transmission channels and non-linearities?
- What will the impact be on the financial sector, and constructively, how can the financial system play a role in climate mitigation and adaptation?
Conclusion
Let me conclude.
Dealing with the climate crisis is an unprecedented challenge. Building the toolkit to help us do that is similarly unprecedented. But climate scenarios can help us plot the best course to net zero and they can highlight the dangers of straying from that path. The private and the public sector need to build on our early progress, both by recognising what we do know and urgently filling in the gaps for things we do not.
Through climate scenario analysis, we have seen much closer collaboration between different groups of academics, other specialists, the financial sector and businesses. This has led to some fantastic work and insights that can drive the action we need now. If we are to rise to the climate challenge, we need to continue in this spirit and tackle some of these big outstanding questions together.
In the race to net zero everyone needs to participate, and there are no silver medals. Do join the team.
I am hugely grateful to Ryan Barrett for his assistance in preparing these remarks; to Chris Faint, Zane Jamal, Theresa Löber and Edo Schets for their comments; and to all those involved in the NGFS work on climate scenarios.
Appendix
Figure 1 – The Race to Net Zero emissions by 2050
Footnotes
- Source: Bank graphic based on NGFS data
Figure 2 – Transmission channels from climate risks to financial risks
Footnotes
- Source: NGFS Climate Scenarios for central banks and supervisors
Figure 3 – NGFS suite of models![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwYAAAHwCAIAAAHk9984AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7L0HXBzZlT3stddh19713+u1vfZnjydqsidqRqMZjeKMwkhCAZRzzlnkIHIUQSIJCRBCCAEii5xzzjmnJjU00OSs73S/mp5Wk6HJ7/zOr7jvvlevql/fOnVfUV31sxcUY4GO0diYiTGqrq6uqqqqq6vjcDiMi49Lly4xFh9BQUGMNccwE2P017/+9Ze//CWMvXv3YonB+tWvftXV1bVkyRIUf/GLXzg6Ov7nf/4nbC8vLzU1tYGBgZ/97Gf9/f2oiouLI22KiopWr159584dBweH3/72t2gA/8xg3hxrGLj29namMLOgejQ2RMZokPm7WNHZ28ZYQnhpjK64rmesxQqM0dBBYMZocHAAddNKbEXEM5dJhoWAGSORFtPBmdmKGElGBuCNkUjd6PTNeUSMxIogr6wHMG56bOF01KVUhRH/SJzohkZiDbestavJO9smstiD3ca64bEluzaeVEl7ShiHXxW0nDr5Q0TjaGSSkQF+0myRFmLnDGxCjCRjQvDTGAEidYsQo53XKAjGzo8ohgUdo7HBG6N/bpUTL0nX48S/bvqKhUx3fIhUTZqkt2kcoxOKO++7mGhYyCjfufrtgfckL6/p6+uFP7sw7bDsVtIGENmtSZPpjg+RqkmT9Dbn4iiphCNc7OrtJ4a2R47AeeZ+osAWkOmOD5GqSZP0Nr1jdFxhRzOX09XdOTg4eEH9oLOf3WMvq5ScuKjkEKbFkM+zVj0ESx3PnHPWSZ/L+bd19TlElze2dmOMYMs9Sb9om2wTVrLdIFJ4LZDpjg+RqkmT9DbMGKlb+7Cb2nr6+uXNPXr7+uG5ZuRSVd9MaptbO4izo6unu7cPq2cVV/vH5ZBaQn7PDIJinzPWCBDZrUmT6Y4P4jllldjbPzAwOChlFCVw9vUPXrdPPWQWF55T9yS6fI9JzDqN0NbOXj2v3A1aYZdsk9Emv6aVNCa9zdCxtnzvW8t2v7Hh5FKmLASyN0OJz9bU3rNUPqCeiwNuoLS+bZdRtEgbYTLd8SFSNR5+Jusv4gFJby+N0dpzRlie0rIXeASsrGt6VUJexDkSuV2c+tYqsgFgYGAAA0TIuPi47v4DliK7NWmSPp1STfoGegXOjm5GzgQsZbdHF7CFPYgj4aIwSZ/DjJFjYNI1Yxc9+wDYLHbzv/apfXJQA8eamUv425LKChYeBRV1smbuF/Qd0SA5r8LsWfjyE7qXbzuRTkD0OZ4xIlm/yG6Bn8j4iXiGUt87T8RD+gwvchXu8zuN0C8VAtBhYU3r10qBfuk1GKOYgoZ7QUWofRpTLueYTrp6GF5a0dAOBVR8miFYnfQ5Q8faN/vfwQBJXVnLlIVA9oaE+tfKgVfsUj6T49nQCBXnTHzCnr4BTbds0gzyAbV2jquAM76ocbNuOPGDTHd8CJxTJOlt7DEqq25E4Bg7htQ2cg+q2MCz+aqpcIOhJF2PEyK7NWky3fEhUiVMp7iKU1YJnLYe37QajPjoMUt6m6E4Auw97zHWyyB7s/dOzMfSYxxi2VUtwkXhjAlkuuND2D8Vkt6ma4wamuqxvGV6fcvZ5TAcn1tjSRAQ7cVta2EKP36eqsaOxrZuQ5+8L+R58uGTWg0nUiQsC2pbyxvalZwy3ZOqUMQSxyMMdbdsqG9sYQNskOmOD+KZOklvMxdHI0FktyZNpjs+RKomTdIbHaPRSHrjjdH4kVQRzFgziO6+TsYSE7o6J9YhHaOxQcdobMz+GIlo2aTJdDcNmMwYlZeXh4aG6unplZaWFhcXP3r06O233/7DH/7w97//fc2aNRs2bCCNxwnBh/x4vzqWK08bmDwNkTf3sPGORXHTlbvv7b4VnJiXWczKKamx9Y71icm6ZPAUMyHPiAzBuiDT3USQk5OTnJzMFBBfXV2M9TLmdByFJudjjEScAn572kC4yHQ3ESQlJWVkZDQ0NMC2s7MzMDAgfhFMZoxWrVp1+PBhEi8sFgtTVi6Xu3z5chhlZWX19fUHDhzgNx8XhD/nVMh0Nw0QWxxhgFxdeXPuiULkowoYm1niGZH+JCAxo7Cqua1zr+IDFSsvkTbCZLobB/r7+4lx7949GxsbDQ0NLy+v+/fvNzY2dnd3p6WlkVoBFqNmdw/RHcGoDYvZH6MxIfZz/9AxGh10jMbGBMaoq7djVm6aCC5wiiz2YArigPTVq1mZmUxhHJhYHM0KgvKfMtYsgRkjEf2jJFy18wIdozFIx2hsztoYdXb3XjTgSQxsg8eBdj5x8dllsKvqmwYHB287BMFeIqn0tpQyDL1HAXUcLgyvyIzT2o8VLDw+2KOK4syQxtHYnLUxwsS9r39AxDkS399z65FPnKD41k4lgT0DnM04yihi3XOLfId/NJXXcr46pvOvfWoypm4ownjkG7f2vNEprccorj5728E/4a5z2MrTBjj6FtEYzRfSMRqbL40RxSigYzQ26BiNDTpGY2PyY0RU7bWtskx5yhD5D/LcgdjGKCgoaOfOnXl5eXJycrt37y4vLzc2Nvbz80NVW1ubj49PaWkp7O7ubiy3bt365MmTTP5FHMH1Y+ExevjwYUZGxsDAAOz9+/fDtrOz09TUdHR0hKejo+P48ePr1q1rampCMSsra8OGDWjs7e1NtrhmzZrY2FhsZePGjWvXrmWxWI2NjR4eHpKSktu3b8/JyamsrNyxY4etrS0aj4nJj9EXO66AX+64zJSnDOExmlOgejQ26BiNDTpGY4OO0diYuTHCOQhnE4ApvwycBxmLj+bmZixxeiLFYeHrO0PqPhNjdOnSpX/+85+//OUv9fT0HBwc4Onv7//1r39dW1v7b//2b6TN3//+dyx//vOfFxcX//u//3tNTc0vfvGLn/3sZ6+88gqyBLSHEw2WL+fdgYozPc7ipqamhoaGvJWnGfRYGxt0jMbGS2NEf7tul6DFWEL4aYwwQHSMMAJDh4kZIzJA08eZ2Yq4+DBek+wwAW+MRFpMB8nGRJxzmXYJ2mSfgZ9dd/9BpHooNQOOlTRk6Qefveq2kTyrpqq56HGSHqltaK/B8qrrBlIclmRjIs7JMbzI/U74tefZtldcN6SzIpV89kQWe1Y0Fch67ahqLhZpPBU2dfB+8gLw4gifXKRa7CQbE3HOZdZwy8g+A4weXXPbJNJIvCRbEXHOWda1VpAdJvjpvEYOOqawWIERqOW+NCsCfhoj4KrbxG4/X3gQPsQEeGmMKIYFHaOxwRsjcvVeXCT9jhOfXHERXMaeCpnufoRI7eQYliN07hf5kFMk6Rc4JLPlwM0fErNiGprqH7qbO/k+bOZyunu6evt6k7NjSZvFPkbjgcgYmQUUjvTAjKJa5hkgw5Lp7keI1E6OMzFG+25sDIj28gxxMnqoft/ZuK+vt7KmtLgi/6SSJNNiyBg1tfdgjA6bxyUWN36pEFDR0D4wMAi/iktmSlkTahWeZnwm61/T3Cm8Fsh09yNEagVceStYxDMKRxwjdWsfLHv7+p+FpD4NTHoWkmLhGlFW0/juLhX488vrOrp6YESmFdU2cq3coxQtPI5rPCLrEpJ+BdC2kmes4TCtx1p33wCWARm1pMHg4Ivu3n42twvFnj7efzcH+S1Vn2W1dPAeUdI/MEgeXXP9USqKM32sDX3YCMEoY4SoyWVxEUosToe+d97A4GBmRbNIGwGZ7n6ESO3kON4xSsmrENghSfkCexSiQ5F8nQyQyDANDg729veMGUeW/IenjEmm0xcvbnrwnmImUrv/bqxw8bBZnHBRQD2vXOHi8GO0ZKfSUbWHnhHp0nd5tyZiUMJTCq4aOes94j3DBjR+GlJew3EMTHQKSia3B9c1clPzK0ktITrUDDjG75zBSGOUUxs/lWNtr0mMwGY6xaEdeAJLgT+rslnRKcM6tKSA/9in0vo2LLXcc9yTquQdM1B74G5sA7db3yu3rauPjNFm3Qiy7lw81hKLOeSJNZUN7VjWNHV6JrE+l/OPL2r8Qj4Axg864cuVAlG1Ri0EHwkf9V4wE2VMdz+COKfICYzRCc1Hy47pVNY1QbC3S1u8Lcm7GXYUkn7HiWnV7KEMyqxlNXWG59TnVLWsVgvB0O82HvHZXDMUR488LBlLCHHpkYz14xj5ptWUsXmxQ7iFH+3DJkoVjR3kHEQoUHGmux8haDAVzvSxBiiZvHQXzuYzX2FJxgj5DsaInJVxZKVXNKeVN5ExUnfNjs5nowrOFSpB8NQ1d6WWNcUUNCAiMEZ7+KpE+hQAnqlzFsZoWMzwsTYh0jEamy+N0TghzU89Zh5ivzoqffUqY40PdIzGxmIcI9nr1xlrfJjlMXpTQkZEziZHprvxoeLle53GxCTH6O233163bt0f/vCHDz74AEUtLa2ioiIYYWFh/PrxQmSMFC08lh7RisssKaio26dk/Y6UyjVjlxOa9mbPwrntXRlFrKdBSbWN3OIqtv7jwIpajmBFprtJob6e0eaRsBjjSIAHDx6UlJTAwHecm5tLnEMxmTFauXKlg4PD3//+988//3zFihWbNm364Ycfzpw54+/vj9o1a9YEBASQlmNilDEqr2kU8YxCprvpwdyNo+bWjpySmrKaxryy2risUu+ozA/3jvhrY6a78SEnK4sY4eHhISEhDx8+NDAwsLa2zsvLc3d3Jz8uEMZiPNbouX9s0DEaG9M4RmLf1/GgkX9zE1MQE6ZxjHr7eT+rmnmIfYwEmj1O8Mbow23XRSSQkpCO0dikYzQ2Z2eMsDmPiHQL14jevn52cxs87++5heWac4a3HYL6+gdMXcJsvWMj0wqRMa46c7u9s9szMmPrDTMFCw806+7tI/3MDPlDNB/i6KqRs4hnxjinx2j9RRMsdR/5Czyvb1MQ2DPGWRujmoYWFrtZ09Y3o4i1+uztElZDRmFVZV3TKU37N3cohqcUZBaxMEbvSCnr2Qesv2SC+ZqtdwzG6P3dt97bzTswZ4yzNkbziHSMxuZPY0QxOugYjQ06RmODjtHYmOQYvfXj9UOmPGWs2idL/oPMlOcSxDNGsbGx586de/z48e7du9PS0jw9PU+cOKGqqpqbm0se352YmAg7MjJSUlJyy5YtRUVFvr6+J0+eZLFY5D8TImN0+fLl9vb28+fPZ2RkmJqaXrt2LSsrS0ZGJjMzU01NDQ127NgRFRX13Xff5efn6+vro5Y8EqCnpwdGTU3N999/39LCe6uSi4tLZ2dnXl7e4OAgivX19eh5165dCQkJIg8VGAmTHKNlOy6T59Yw5SljAcbRogIdo7FBx4hCDKBhRCEGLJAw+utf/4pc65e//CXyJeLZu3cvloqKioK3q6ANll1dXf/f//f/rV279p133vnzn/9sY2ODRIs0+OMf/1hVVfXzn/8cuRyKd+/eRWL2z3/+E/arr74aHx8fHR1948YNFFesWBEeHv6zn/0MKd+qVavgQdXf//53bMvc3NzMzExCQuL1118fGBhAXtfa2oqekQci5YMfjf/yl7+g56+//hppG4oLAAskjJYtW4Ylvmxk0kuXLr158yYCCB6k8h9++CG/yYtXXnmFLN966y3ydb777rvW1tYk8rAiqpB/r169mteaP3NADFla8u7BxyqIMH9/f3z9KG7evPnBgwdwImiu8v/l6+fnJy0tjTDS1NT08fFBJ0uWLIH/+PHj6Pkf//hHR0cHIhtTEbR57bXXkPqjdpxPp5z7oCc1CjGAhhGFGDB8GA0ODlzhP7uFKVMsSnT2tiEGbOM1mPLIGBpGgySAaBhRkDAiHPZRhwK8FEaCdeYvmU+yID7LHKTwI/yEwQsjwSlsKrzqusE6TvV2yAURvwhHamAYeokYD2JVBM5JkHwqQMQ/iwzMe9Lew23pbBTx3w69KFyMLPYULoJVYn06oRj5MOGlx2YCjBqJ5Wl+mgHHsEwoD4DhnW1DnMEFTg5JBvLekrAdUwyrmotau5uwJE+XFLChvcY13TylMgxh5JRqIlw1IZKPA4j4Z5Gu6WZYIowMQs7DKGJnPEk24HZx2G2slq7GhPLAiCL37Np4EkY5tfFY6gSeTK4MQRg1ddSjONco8rRD4KWT2ngeNDrHyXwSelKbHg59GiTB0BT7pcexMi6KRQnhFHvYp2UKMEwYEVzjBxNToFiUIGE09BQ2FCOGEQXF+EHDiEIMYMJoneS5uUyyk9MBcT1wSVxkdms4iLScXQoeBkXAhBG5J3bOkuykAPtu8B4Pn5ITz+bUpeUlwujp7caSOKvqyvNKsmBwWhoSs2KaW5vyS7Mrangvn0zPT+KtLwQaRpPjQgijtg5ud09XWm5iUXleVmFqYXnu1rNf5xZnNDazEUCVtWV9fb2lVUW9fb3V9VVpuQn9A7xbjrIL09o6WkkPAtAwmhwXQhgJ4OhjExLPe/vspDF6GKEBlruMotdphEoZReeyuInFjTtuR65SDb7jV1BY29rW1TcwMKjsnIlmFY0dJ+8laHvkpJQ19Q8Mdvb03wsuWirn/41y0Gey/tftU9ncrrv+BYLOhyXZq2Eh0nJ2OeEwUrf2WXpYa6eM5Q9XTT89qLFd2mKHjCX8m67cPaP9OCK1cO15o01X7qw7b7TilP6Wa6a75KzIit9dMH59m8LW62bv777V1z/w2jb5lacN4Fl+XBdtvr9o/NF+9W03zCVl7721Uwnt0ZKsOJRkJwUYGBjAWSwwxquru/OOvXZ2Ubp3mHNTS6N/lEdLa9Pg4GBQ7HM0M3mkidOZV6gzWWtYzFM16u0fOGwe96mM316TmCPm8Ru1wmSfpB+1iF+vFbZROwwNELiI++7e/muPUvfdiUEVeRj2YbO4T2R4Bx5srEh6Wyrvv0Il6CvFwF3G0avVQshzso+Y85ZYF4cBjhn416mHkvbghMPomrHLzTvPYFTVN9c2cmsaWixcI27d9/aLy0Zx1ZnbRk+CDR4HJeWWmz8LTy+sIg+wB+OySt6RUqnjcMtrOfa+8SRWvKMyghLzluxUUr7nZekakZBdBmdxFfuSwdPo9GKy4lCSnRwPenp7Wtqaya+JxoNJhFFUPlvEI8Jv+Y/QnRyZ3RoOgjZnHyRi6Z5YdcoqMaeqxTa81MA7D55ydrtbYlV8USNshacZySWcmubO+pau/GruSasEOLcbRDa193gls7IrWxBMsD/id7hWPQRRWFrfBup55WIVOBvbus9bJ1U0dCDCYKNbRacM+AkX1ElNGF/vWyJ4rjvhSSUppm5kTCKMBgYH8QVg3HHE4+i3jyxDzPb0DbC53fCjAc50WDrHVQpWGT+Z3RoOIi1nl+MNo7XnjKAZr0rI4+R1SutxeU0jzkSqD55/dVwXtfD/a58aZCYlr2LZMR2c0aTk7sFTWdeE2uDEPC1b33eklOHJL6+Dx9gxpKKWU9/UCnuv4oMlkryeV529nZBTFptZ4hqamlZQ+fUJPdQOS73gs4Kr8sPSNcVSJIYIRZqJ8Lr7D3PtpCayhwKaR8mItAS/0wjFGQeGhH4k1OWAaWxVY8dF2+Sv+Y/u/0YlqIzdXsp/SntiMQdLxP1BU+Y9DytvBaeXN/mm1cBG5tfA7YaBThpau/OrW7XccyBLn8v5oxk07LglT8yEOSU1QmKEE5CIcwZIdnJ0rNj/rkgMXdU5ztSNDJEwwkATA8OE5e3neUir1Z5l3XycBuWHxy+dN+6wcWpwjCnfqhcRmcfeqB3uEF1+wSY5Ko/tkcQiPajw824TP15OHZFbj9MHzjjIaaSMou6HFON7kjSMsggUfQMIs1vDQaTl9DE0m/fZR6f4T2rIlrD88qj2F0e0Bc4zOg4Ce+okOzkeDL4YHBgUfR7oKBAJIxyO+I4/lvazCCzEsQjjU1m/YxbxMHQ8eS8ZMXyeh2naFj3eyxfIa2DQHtkDshPksCQK0RhL6IR5QOEX8gGkDZZGPvngDzrhmu7ZaHzLJRORBL8wmd0aDiItx0PyuiLwuCWTTYOC96SA+LwCe0IUfxiVVTfizIWTFM5unx/WYje1oqhp63vHKVTQBtMxgT0Jkp2cDsy1kxqzW8NBpOV4GJRZC5nEFOyUVQLmX2nlTThnnbiXQDLuj6R5YYQzmvAq46T4w2gGSHYSaGhi9j6zIAXLhMxoyctriIfg++OfxadHnlc7wJT5OCwrUVieW1nL3CtD3l9CIBxGREuQT2BiguE28csnfqgOhnuLbgQyaHJS22UUfc46CQZOVZpuOVcepmRWNC9XCiyua6vjT3Oyq1rIupABDbdszH1K63k5yho13plR2yPnaWwFp60Ha1U3vfTCOGa3hoNws1nn/A6jkXBcYSdjCeGC+kHGGhliUSNkuCKeSZPZreEg0nJ2uTDDaNJY2Ce16ePwYbT9yM25TLKT04HPLjl8fN1z7pDZrfkGJozEDmmPrUkVwUxhoaO7r/PK4r5TlIaRGEDDaLGH0WrJ83OKzG6JG/39/bk5OUxhGjBDYfTDDz9UVVUxhRcv0tPTGWu2Ia5XBQlT3pz30HxhKlp6EmPD5TsC57Bkdkvc6OrsnOg7UyaEGQqjzZs3Ozg4YBkSEtLX13fhwgUdHR0NDQ04Dx48uG7dOrRZtmxZYmLi8+fPlZWVjfn4/vvv29rasBbpZDowbBi9sZ156P2rEnKaNr5fHNE2eRqyT8k6LqskIbvM1jsWVYEJuVhuunIXS/Lo908OaBSz2Gd1HBpb2vPKavPLQd7/E02dw2obue7haZ8e1Lig77hX8cEdp9B1541QNZTMbokb3V1dImFkZGSUlJTU3t6Or6O1tZXcE9Hb25udnc3hcJKTk0mzcWJ2TmrkKbFzAdOhRlMhs1vixtAwGorGxsbx32AjghkKIy6Xe+PGjdraWnt7+56eHmtr666uLsQ+eWqdh4cH7Hv37pHGZWVl7u7uMLZs2fLgwQN8NikpqWl6vt0kwkjBwqOmoeX17Qqp+ZXPo7NqOdzcsloIWB2Ha+Ue5RWZcVDFJre0dvM1U5EVx0Nmt8QNhJEc/3GDAgjeRKivr0+M0TH6kb/YU2zxqlFocsEPV3mnuUmT2a1pQGXFS79aZLFYOHSxRF7h4uKCE5ytra2np2dNTQ1sZ2fnjIyMpqYmJyen5uZmb29vZrURsNjDSCygE34aRmIADaNpCaOIIvfr7pvsErQyq2MY14LGHA8jnJXCw8IIGZe4MV1qdN39B6Owy0xhoQMxBObW8p6mPTeRnJg4L68bLTYU1qcx1qLET2FE39BHOSGu2nmBCR0aRpST5uIKI3y0dReMckprLho8FakSZnxW6b/2qok4hXlB35EYb0spf7hXFcZH+9WJZySSN1IvVC6uMBp88cL8Wfjr2xQQB109fYODg3lltSXVDZV1Te/vuVVZxyHREJdVStovP6GLqu4e3o/z+/oHtO38PzukWV7TaOMVI2vqXsfhIow+2MMLo29PGyhaeHLbu2obuZ6RGdXs5jd3KGJdeXOPzu6er0/otbR1NjS3uYWlkp4XGOlJjVIMXHRhBM349KBGRhFL5q6bipW31kO/tyWVUXxjh+L3F40hMNCngPiclPwKCA+L3XzjzjPyTvfXtyvAk5BdVlzFhn+XvNX6iyantHhV6FbPPgAqlVZY5eCfUFBZZ+wYYusd+9VxXSgfGkCN3tqp9I6UsvCeLCRSNaIUA2kYUYqBNIwoxcDhw4iCYtKgYUQhBtAwohADZjqM3tt28y0JGQGXSEgzFXMGRy+ripCpoBgZMx1GCB3hNO21rbJMBR/19fXt7e2nTp3q6+sjnp6eHmL09vZWVlbC6O7uNjY2hjE4OCi4QRtrYfns2bPY2FhBMTIysr+/f8OGDSYmJmlpaYcOHYKT3ADe1dVFmhUUFGBZUlKCIsGqfbIiv1dnKl68OHnyJNniSLe+m5ub29nZwdDS4r0L0dHRke9+YW9vTwxsV1JSktgAeVN2fn4+Ux4C8oJsAWpqarDEPmhr//R6PLKtocBAYXnmzBnB3lZXVxND7JhbYTQDePLkCWONgFHC6PTp04iD8+d5P0qsq6u7e/cuDMGr/mE4Ozsjjq9fv+7n5wc7ISHhwgXedMbLywtLIDk5+d69ezo6OufO8V49gC/49u3btbW1LBYrKCgIHaJzOIuLi5WUlMgq5JcOOISwVktLi76+vrW1NQ6Ms2fPkre5GxoalpaWYh8QXjdv3kQcYyvoh8QuDDMzMwMDA1Q1NzeXl5djW1wuV1dXl9e7mEBzIwoxgIYRhRhAw4hCDKBhRDFV0BiimCpoDFFMFTSGKKaKBRJD9fXMUyz7+/vJlUks4Wxubm5rayNVwhC5lCeM1atXM9ZwEK6tq6tjrInj2LFjjDX/sUBi6MKFCz09PZ2dnWfPniWerVu3YvnWW2+Roru7O762P//5z2VlZYgzKyurn/3sZ729vX/961/J5V0zM7Nvvvnm0aNH//mf/4niP//5z7/85S+nTp2qqqoKCAh455134Pzb3/6GtZqamv7xj3+gmJub++abb5LV33vvPX9/f6wCoGhjY7N//34DAwOsYmpqumLFCjj/53/+BzuJXbWwsHjllVe+/vprOBcAFkgMZWdny8nJIYZcXV3xPbFYrPfffz8wMHBgYODnP/85GuBrQ4ggAkpKSvr6+tTV1WE/f/78F7/4Bb5sNFi2bFlxcTHaP336FMXf/OY3HR0d6BB+RBXEjPwTBmv96le/wlqoQgz9/ve/J/9mQSwiXFCFZtXV1efOnfvXv/6loqKCqq+++qqoqAihhlpskVzyXrJkyY4dO2AsACyQGMKZy9LSErqCLwkSglAg/1j44IMPoqOjYdy8efPu3bu+vr4IJtQ+ePAAigVBglCR86CJicm+fftgoA2Wn3zyCaIEX/yePXvQ55o1vMf+v/766+gQAYpNoAjjtddeI88EgoFoQ5RAYFDctGmTgoIC1A62sbExwhTbQlSFh4efOHHC3t5+48aN5F8iCwA0pxYncJojBhGnRQIaQxRTBY0hiqlitBhKKA9kLIpFinE9MHTEGDKNlH6SbMAUKBYlxvlcr+FjyCxSBuvTGFrkIM/1YgojY5gYMouUJivTGFrkIGHAD6PRTmqiMSQIIJDG0CKHIBJAxjUcXoohcgqbv9QLZv7RoRlwTKSKcuokYzsUP8XQfA8gkMbQdHPYkxoTQ8KnsPlLGkMzQDLCwuDFkHmUrEi7SfB2yAX/XPtrbptE/ISGoZdYLSUizqHUDToj4pkQ52AM3YtRNAi5MHRYrrptFC7KeG4T2GhPDFmv7QLnnCIZZAF+Vt9aKdJi0nRI0lf1OwhDwVuqob26vYdrHXvrSZLBVbcN3C5ONT+GVHz2YembY/cgVqWpgw0bzbDEKGv4H0EMxZT6oDg5zs0YqmjKh3HNbeOD2Fsm4Vdt4zWeJN+GB0cdaWMQcl4QQ1ddN5Rz8tJZUbDLOLnEOdd43f0HMs4EPB0i3+7UKYihnNqE5s4GxM39GGXrOLW61grYGBps+4b7Zoygmt8h08ibLV2NaIwqLBFDrunmiKGwIlfS2yQ4N2NIYCN66tuqYDxO0sM4wHBIMvDJeYjDRliHMFBPU4yMw67Ie+9Uer5b4J8jxMFABlkAJh+qai4SaTofOffzofk+ziIKRPDTvKyyuVBkhXlHmlNPK4cNIOCnGALEdVKbLQpiSCvguEgV5RQ59BQmwEsxBAirEb1OvcghiISRFIhANIaAyiYmjGgMLXKMJ4CAYWIIYLUU0xiiQAyMcgoTYPgYAqBGNIYWOcZUIIIRYwjo7ef9coqCYnSMFkMUFOMBjSGKqYLGEMVUwYuhdZLn5jjJvood3oFRIo/ynF2ulRrxl6+fyfqLNJ5dMrvFBy+G1kieF35u61zjWkneD9SnAzSGJk1mt/iYlzHU29dTVVve0MwuYxVx25q7ujsLy3ObW5tyijNgY8lpaSiqyNt3Y2NjM7uvvw9t0vOSUnMTmPV/BI2hSZPZLT7mXwzVNvCe223qoNvb14v4KK7Idw10qK6vOii9+b6LCWnjG+m+8eTSazrHD0r/4OT78KSSVHV9paBWABpDkyazW3zMvxiqrC3DMiUnDgFEPDBQJM7Org5iVNaUYVlaVYhldiHvrfWkjTBoDE2azG7xQfMh0dERZltXX341t7KhXcRPeMoqUcSTw+LaRZSKOMH4okYRz7CkMTRdHCmGID/l1T+9dmN0PAtgXqAhjNFj6CvFQGJ09vR39fbnVLWsVQ/xTmENDA52dPfZhpXsNIz6UiHge80wtNHzyv1GOQgxdMevYLtB5A864TZhJdmVLdcepaJ9ZWMH2lyyTU4vbyZ9DksaQ2PwkwMaIp5xcmgMIYNWNbsRlx5xXm3/Mfntaw7/67tjn2w+85XEuRVH5CR2XV13y/TaplNfrj/+2XHFnShGp4QqGl9iVhbC6DH0iYyfX3rNo8gy6FBTew9iCM6I3Pq+fl4M7TKORgwtUwg4aBYHv4Zb9jaDSEEMwXPILK6upYvN7UYMpZRy1muG2keWmQcWks6HpXhjCPsv4hEjmd3iY4wYqm5owXLdeSMspeTuYbnhksmrEvLbpS1gv7f7VnBi3uZrprB3yVlh+eVRnQ/38l4Uv/2mxQ4ZSxhYa8Up/SuGzkiAJWUtN1y+8+YORfTw6UFNSdl7MFDcKWO57YY5Gg/LoTH07YF3pQ3O7Lqy7rTK7oSMqBOKkoEx3le0jiZmRivfubr+xOf2nrx3phSU5RjbaQTFeJO1hmKe5kMQP25nLwyEKQLlI2lfScOo3v6Bj276HrWIJ20Om8dt1o34WJoXRt9phkJTdxlF8yLeNO7sg0SsuEErbD1fQa/apew2jj5iHrf3TgyvsUboVr0IKC4pHjSN5bT1rFMPPWLO9EzI7BYf44qhtILK1WdvDw6+eGO7AoouISn9A4Owlx3TcQ5OfhaamlNaA/9JLfu1541aO7ph9/T137zjigDCWiiuOWeIGJK+67rytEFYcsGt+95w9vcPmLmEl1Y3ypi6DQ4OkveCD+Xo+RCm8XX8mdokME9jqIzdjq8Z0YMz5irV4E9l/ZJKOD19A5pu2YMvXqzX4kUGKIihjdphVZwOnJFxwkVXXysHwUm6hdHXP1BY24oohH3iXkJYTh2E1juZhVqsAmdNUyeWrfyoFZCsTjBGDGUUsbAMTcqHlmQUVr2+jRdDDzyjG1vaEUNfHtWua+RauUe9Lanc0NyGKsRKeQ0HBiIGwbH1hhniD0XU1jS0nNN7AhsBx25qJU59+8D0wirYdZzWycWQCNrauR1d432O3SRi6Av5gOlLTcYZQ8klHCw9kqrquV2fyfnjdBmYWZtY3AhBwjmXxE1DazdCh9iQnKzKFoSRvlduYjEHwYegeZ5aHZnHRm1tc1dsQYOEfgTsw2ZxJXVtTrEVz+Irk4o5iELE63nrpIs2yVAjNBCQ2S0+pisf+uyQpohnJH4+VstxxpBH8NNlu98QsLGZzVSMjMnpEL7OqsaOgppWJNr+6TUw8FWlljWtVgvBKYaXSle14Lt8ONwEbXTOhZz6WxWeSo1JZrf4mLmcetIcTwxx25qFA4iQqRsZk44hHK95LC5O6AEZNcsUA3FOWXkrGMsbj9PQAAbyDyTUwmuNh3MhhsZJZrf4GDGGnoWkEOO7C8YC51C+tVNJYC/50SbntUmwhNUg4gFJDJlH8n7Qzd/nYYAsWySAQDMHPab6Zdxw3+yabgZj6vkQYkjEMxUOjSF8ZO9saxhDY0jHI2epvD+ZLYJmAaPN+KyCi71TWMSubeblNwIiSRIuCog8WsQjTLJ7BKPFUH55LVIfEkPrL5mEpRSc0nrsFJSUX173moQ8ZljwI4ZS8ivcwlJLqxvIjAxEro1sOpWfCWHWdlr7MWZ2qEX+9NgvAXOxvLJa76jM5Sd0V5+5japvTup/tE8tJCkfnZAehLn+wGkM5egUiR7ClYffE2kmQvVHKiJDM7vcJc/7lfCw/EzWR6QxYqic3Y4Y+vZWMJIYQQw5xVV4JfPChVxiAHfcZg4VJOD2kWX1LV2YwaEWyTXSOxJD0FFkzZjx4YyM4pn7iTtvRyHfKq5rswwqIqsLk0QPwWgxlJxXYekWiTRZ4ob5bYcg1fvPHz6P3XLNLCq9eI/Cfe2Hfmh2zdgFCbLB48DHfvEeEenwHFC2wZLFbr5u7ILouWjwFCF1Qd8ReTd6uGLoxKpvTsotR9ghhtDy0m2nj/erv7VTMTmvvKaxBdEJpzCJDrGaeT8T4O/zMFh58H2RAALt3C2Y6pcBHVJ6vhvGOHXo2qNUEc/U+bUScwFTmMPqUA23FMawOoQlYqi6qRNf/y2XTAn9yFsuWYghU/+C6/apd/0KBI2RtyGbNnye9ziqDJGB+bxVSDHyaM9klrprNpEcZNaWwUWIIWXnTMzw4Wzu6MEZ2cQ3X9CPgGT3CCaWD+WW1SIyRJzTzfHkQ51dHSIBBDJ1I2NoDFU08C4on7JK1HLPMfLJNw0oRMrsm1YTllMPP7lyjW8Cy6+VA0Oy6zCp+V4zNCizFke2wtOMjdrh+G5QK/sk/fbzvF3G0U9jyk9aJdhFlCIIXBOqUBWaXYcl1iKGMOdCPgRBEvEMS2a3+FggOTUQmRwsHEDtncO8LkgEI8VQQlEjjmzftGrYCCbEkGBk8d1jbqzpng27qLb1SXQ5quILG49ZxK/XDMN8LSCjFlWIIa8UVnxRI2LIOb4CWXZGBe+/HJt0wtF4350Y9IPoJH0KuNBy6vHTxisGy/6BAWGnhrUPMYZNcSbEccYQwSAfTGEsDI0h5J7gzcdpSk4ZOB3AgzwDBrJX2PgiSXKQXt6E0NH2yPlGJWi5UqB5YCGqYOh75ZITn6Rh1EfSvpjzX7BJ3nc3Fh3CqeKShSXpAY3vBYvmGWKPoWx+xk0uFQqIkxoxcllMPj4JMrvFhxhiyNgxBLkOMmhkRXsVHyBlRh6NGHIJSSmraUQMxWWVCtLtSXBCMTQhTH1eJl6KPYZO3+fdWWARVHjcMn7vnZhlCgGHzeIQQ4gtnIURQzVNnRt+vK49ITK7xYd4zmX1nFbEEGLltW28/3/Bgxg6qGLz+WEtokOXbzsJGk+UNIaAycXQp7J+yKAhpQbevBwO87KPZfwQQ09jK5DbER2KK2wQtB8/md3iYx7nQ5kFqf0D/UxBCOSOMxE4eN9nLCEIx5ChTz5OPeSfA0OJlEi4eM46Sbg4lPjysKzhX4kJzqrDmUtQJeeYLrBFuHjzoemmcAxJnPsGS+U7V1vamstYxW3tXOInaOUXOS0NbE4t8RCgZVJWzDWd46QouAFSOIZE/h8EXrBJYnE6NmqHNbZ2kxi6H1KMHAgGYsjQJ6+nb+COXwEmX/Cs1wzF4S74pkkMlbHbbcJKzlsnIYbgYXE6ka3LO6Z7JrHQFSThC/kAwX/aQRpD08WhMQRk8cVmYJD3/jkBrJyNiZFbnEkMAmc/OywPy0qQ4rAx9O2t4LxqrvBXhe++itNR19LV1N6j5Z6983ZUUgnnOw3epRTEkI5HTldvv7FvPmIopqABkzUssXoei7tWPQQ2miGGHGPKYSCGiuvakJcgGc+saMY5hfy/EycUwYVmkMbQdHHMfKiJ28hYL6P+ZTUaCrHkQ4gYEc+kSWNoukhzaoDG0JRIYwigMTQl0hgC5noMbT9yc46T7KvYgRj6+Lrn3OEoMTSXwYuh6cAo/2NfeLjquqGnv4spzElIX73KWNMAGkNiwNyPoWkFjSExgOrQtIDG0OIBjSExYO7HkOz164w1DVjUMYR52WrJ83OH0/fEt9ycHMaaBiz2GBK5FjW7XDttMVRRXs5Y04AZiiFfX98HDx4whRcvdHR0GGs49PcPc0fHdGDGYoj8xnzbzRGfKUA4fTE073PqQ4cOYamsrIzgQDDB5nA4cA4MDOzZs6elpSUxMZHf8EVoaCiWiLC2tjZtbe1NmzYZGhr29PSQWrFjpBgKScrHUt3aJyQxzzMi/f09ty4ZPNWx898tb7VLzso9PC2ntCYuqwRtItMKLVwjCivrP9qvLmvq9uYORVOXsHd3qZB+rho6az/0+/aU/vabvEdcKJh73HOLRCewya/ORTh9MTQUYWFhXV1MDpeUlEQMAXx8fBhrHJiJGOrt7ZWSkkpPT79+/frFixc7Ozt37NgB/86dO0mDwcHB6OhoOAsKClBEhKGKzWZv3rz5hx9+aG5uJs3EjpFiKCGnDMuKWg6+/mchKWvOGiKG4HlbShnLJTuVzuk+Oa7xCPYVQ2cEkKVbpJ1PHIqntOyxfIc0k+T9YpM8LAU0eByIGCL3c4anFBCnCKdVh3pfPhQx4A4ODiYmJhYWFrdv34bH2Nj47t27bm5uRkZGxcXFpNl4MFfyIWgSY80gJn0ue1uSFyXgYdWHAuf4edc5VMRDOGM6hOMTS2i8p6enjY2Nk5MTijk5OTgnlJSUdHTwnkc4ftCcWvSLnEXOpA4NBQSJsSaIGTqXrVmzprq6GicmFCUkePcTIuNZtWoV/J9++mlwcPD69etv3LjBYrEOHjy4du3ax48fo829e/c2bty4fPlywVrixeKJoWnFTMTQP//5zydPnuzbtw953AcffODv7w/n7373O8TW7t27X3nlFcQKzmWxsbFvvPHGhQsXoLGHDx9GGyRGz549MzU1ffvtt9GY35k4MYkYWnvO6FUJnvGvfWrrL5qQx1Rg2vXaNvnlJ3RRJX3X9a2dijfvuMIjWGucnL4YkrtxQ0SHBL/CG+nneEiPGOvFi8DAQMYaDnPrXMblchFSN29O180eIphEDGH+hYnVe7tUNl25ixgiP4R6Y7vi54c1lx/XRQL+zUn9D/eqKll65pfXCa84Hk5fDOVkZQlnnDgJpKWlYcJbX1+PGEIeXVlZCX93N+9tY/gW7O3t4+LitLS0kCoFBQWNfi2G5kOiX+SkCeF5Hp0p4pwQpy+GKisqhPUGAYQzA6IEoVNTU4NAQR4ND04FqMV8rba2Fk5kFEVFRQ8fPkR7suKwoDEk+kXOImc3p5701HhRx5C4QP9vPy2gMTSnMB4dmjRoDIkBVIemBTSG5hTmnw6FFroghrBkygsdczyGwsPCCDs7OxmXWDEtMXTVbSNiyDhsGu83mDuILPYgB0x338T+zTRjSE1JgQ6BTFncmJYYwkG5eM5lIQXO+LBz/PMigHKyspiCuDFd+ZBJ+KIQIQIEUH5dMlOYk0j68Q6t6cB0xdCiAqSIsRYlmBgqr+K9+IeScvwkkQPQGKKcJEnkADSGKCdJEjkAjSHKSZJEDkBjiHKSJJEDLPwY4rZ3Ycke63VYl24/ve8x2q0gp7UfE2NgYBDLB57RpDgS6zhcEc8CI4kcYOHH0BdHtLVs/eKzSt/coegfl/PtKf3Xtyuc1LR/VUI+p7TGg//zMXgu6Dv29PZ19/Rd0HN8TYJ3NxnaY92k3HLytlB733gb75jWji4SQx1dPZnFrE8OaKCfi/pPPSPSO7t7D6jYIGSr6pvQgMTQ06AkLBckSeQACz+GlkgqITjiskqPqduxm1pfleB9u7BRhSKH206anddz7O7t6+rpPa7+aPXZ2zUNLYihpYe1ErLLWtu7nIKSH/nGIW4QIoIYyiiqQvzBljF1a2xpzy+vg9ohki4ZPK2sa3oamLTh0p3axgWrRiRyAJoPiYeCM93iIYkcgMYQ5SRJIgdY+DGEDAZLSdl7wq+enTQt3SIFdntnD5aCsyGhoPjwOe/X0wuYJHKAhR9DyFHO6jgEJeYihpDirDxtIGvq9vUJvWtGznFZJR/uVf14vzr8a88ZLTumg2watplLmH9cdkNzW0UtZ/1Fk3d3qSCpQgqlYe3zJCDxrnMYeccteevotpvmH+xRxVqY2aEN8qSiKjZmbYihosr6t0Z4af8CIIkcYFHEUExGMQzE0NtSyqvO3Fax8sLyw71qmHAhgD7ap/aOlApqEV5vbFdAG+2HfkqWnix2M7j5mil5jsdbOxWf+Ccihu65R5LneBxQtm7r6CavO35bUvmgis0R1YeIofKaxi+PaiOGsOKY1xTmL0nkADQfopwkSeQANIYoJ0kSOQCNIcpJkkQOQGOIcpIkkQPQGKKcJEnkAEwMUVBMGjSGKKYKGkMUUwWNIYqpgsYQxVRBY4hiqqAxRDFVzGgM+YXEvCUhI8zb5rxnCM8pHL2sKkKmgmIEzHQMiVynmoMxJPIC5Xn6nt6ZxFyJoZ07d+ro6PT09AwODnZ0dLS3t8OJZR8fMICTJ08SA9i2bRuWaOPv748GMNhsdklJSWdnJ3mSdXFx8a5du6Kjo/v7+0lLWVlZLMmLTuBBS/LYZTTIEXq910gxhB07f555S/pIbzYie0IMwRsLBE4C4UdnSktLZ2VlqaioMGU+hJ/ETV5gQiB4M4vIE6VFisJITk6+fPkyU3jxIj4+nrHEijkUQ9XV1Xv27MGYokg+7dOnTzFAV65ccXd3R4gghh4+fEheAYMYCg8Px9dz7NgxGxsbb29vhAViyNfX99SpUywWi8TQRx99hJ7RyZMnT1asWIEVm5qaEDEIAtRGRkZi3TVr1ownhrhcLpbYioSEhKmpKfYTWy8qKoKNb50Y6Bb7oK6u3tjY2NbWtnnz5u3bt3d3d2tqau7du5f0g8YhISGCJz6jH0lJSXze+vp6xPf333+vpqZmbm4OT01NDT4dOjly5AiaIYbwqcmDpK2srBoaGvBZYOPDYnzOnDmjoaHx4MEDfCh02NraiipbW9t79+5dunQJY3jgwAEyqomJieXl5c7OzlJSUihOHYvuXEbGfRSMFEPAtWvXEMH4YuTl5WFDUdzc3MLCwlB0dXWFAU9AQMDz58/19PQQELW1tYWFhQgahDgiDD1oa2sT2UADLM+ePVtVVWVmZoaWCDWsjmi7efOmiYkJmunq6qKNhYWFgYHBhQsXEJ1oDE9QUBCWoaGht27dgoFPlJmZ6eDggBXRg6KiIpohwrAbKSkpcJLjEIFbWlqKfsg7gZSVlXGIwpg6ZjqGvthxRZg0H1oAmNEYoliQoDFEMVXQGKKYKmgMUUwVNIYopgoaQxQUFLMPqkQUFBSzD6pEFBQUsw+qRBQUFLMPqkRzCH/9619/9rOfNTY29vT0/PKXv+zs7Gxtbf3LX/6ye/duPT29devW1dbW7t279/3330fRwcEhISHhd7/7nZaW1tq1a5kuRsXjx48zMzPr6+vROeMaB9577z1LS8u2tjamPBHU1NTgEzEFIcCZm5vLFGYQpqamS5YsYQoUcwlUieYQoERQiv/4j/9oamoiSgRPSkpKYWHhV3xwuVwoESSpqqqqpaUFmvK///u/f/jDHx4+fMh08eLFn/70J6xSVlYGGwd8V1dXSUnJr3/9676+PhyE6urqkDOiDvBjXTQ4evSompoaf+0XGRkZULfu7m4ctH//+9/hwVL4vrXf/OY3ioqKlZWV//Zv/4Yezp8/v337dg6Hgx2GhiYmJmL/sa3/+q//io+Ph/aRbWHTzs7O1dXVWB21RIneeeedBw8eNDQ0CO4ULi4uJncrY6P9/f2/+tWvDAwM6urqfv7zn2NMVq9e/c033/T29uJT+/r6qqioYFteXl7YKDaHfb5z584//vEP9IOPPzg4+Morr/j7+5uYmHz99dfYRGlpKT4UhhQf+aOPPhIeNIpZB1WiOQQcJNnZ2cg+IBw4znFM4ijCMYnMArrz7//+7ywWC0q0detW0h4HMxrjQP3FL34BFSDOnJycjo4O6AL80BTIgb6+vrASQTUgBDie8/LyoERQNyJqZHW0x1rYNNb68ssv4RmqRDj4sQmoA5pBwpYtW8Zms8kWw8PD/9//+3847H/729/GxcUhmSJKhI/m5OQEA0qHJVGipKQk7MZrr70WERHB65q/rZCQEHd397/97W9EiTQ1NcvLyzEa+KRQoi+++AKK8/vf/z42NhZKtHz5cqyFDUGJoC9IFaHXqamp//znP9EMPT9//hw9YC18/PT0dEFOtGPHDkNDQ/42KeYEqBJRzFEQJSoqKmLKL15Aic6dO8cUKBYWqBJRUFDMPqgSUVBQzD6oElFQUMw+JqNEg4MDZpEyT5INmDIFBcUiQ2dvm228BlMQByasRKaR0ldc14NUiSgoFi2gREQH7BK0kJww3ilg/Eo0KNAgQqpEFBSLFgIlIuTr0ZQwthKRuZjwVgmpElFQLFqIKBHhwynM18ZQIrOX8yBhXnPbqOAtRTl9xOAzX8OP8M2xc0o1pqScdT5O0hcRBAEnN18bUYlG0SDKmaFe8Fnmy/gRmgHHRNpQUs5NTnS+JqpEmIuZRw0zF6OceVIlopzvfJigycTuWHhJiYa9HjTzNI+StYiSI7zhsUWkdnRi/nLVdYOg6JlpJbDHQ7THrFNQ1A06YxEtLyjOMKkSjYfyXjsRJ4gZzGdRrOGWCdcO5TW3Tc+zbUWcAsp4bgvMeyLiBD0y7gkXi9gZsp7bhT2Uo9AuQXvM+RqjRHNEgwTEIefAn4iq+h0s5+R19rbd8t0Po6G9BloDf1t3M6u5mNvVKOe1E40b22tB+LldHPMoud7+HkTkdfcfqpqL4EwoD6xvrarlVsDjlfWguCETjYXDsbW7CUQ/6B+Rms6KrGut9M62gRI9iFXxybb1zLwvaDxjpEo0Ht6LUXRNN4OBrx7q0IrAaClp6WqU95Zs626R9tgq7SFRzslHpo8vl+gUu42FZWpVOL7ljOpoZZ+9da0VTZ1sy2gFKFFksSfpmbREpCFsEHtYstuq0QlCsaq5GP1XNhfCFjSmHJ2PEqFHI4JRIhyxV4VygVmnsBIllAfAuOV7ANJzN+JGQ1s1igg7LO/HKAcXOCEJuhetgOCT9dpB/NUtJViC+Fw4W6INbN3gM0H5jlAi08ibKKI9aQOStUCiREo+e7DRsMJnUKLAfMfcuiRBy5kkVaLxUKBEhC2dvK/VIOS8bbwGhKmiKR8qg+8UxJHQ3MmGAX2xjJaPK/Mjq6BlOivqTvi1nNoEESXKqY0nBpQIS/2QcxAvveAzUKK8umRsmtRSjknoeC2X96SakfDS7AwajxVEupgt3vTYSgxBGoz0ByciEDZJxTGTkvHcftNjC4qyXrxmpBafgjQgyxvum2EgyIgNCloSCmxsgizR/qobb5aHzrEk/cwwqRKNh4gBQaiAgq+SfHGxpb44e8HAty+IAdKGhI2MpwTxyHntIN8+zmdYEmLqRwx+PPD+WUw8/DYbbrhvIR1SjkK+BpUzETwyRK9YA0gocN4Q6Y5y5kmViHJeEycJJKRM7I6FYZSIoKq5cE7N1xYhqRJRzlMiD6oZdS42FCMqEUFl04jztcdJeu09XMppJfM1/Ije/p6e/m5Kylmn8GVWYY5zLjYUYygRAWu4+Rr9tQcFxaLF0F97TGguNhTjUiKCSt587adbdagSUVAsWggr0STmYkMxASUiEMzXqBJRUCxaECWa9FxsKCasRASs5uKnKUZMgYKCYpGhq6+jljv5udhQTFKJKCgoKMQIqkQUFBSzD6pEFBQUsw+qRIsXccmZ15SNKEchM1IU04+flGiN5Pl/bpWjnBzXSp5nxnH+wDsw6pMrLv+66Us5LNdKXWBGaiL4TNZfpB9KAcNymJeeDwVVIvFwFCXitDTcdzEhfOxlxXinjJA4376+XqYwKVAlGp1UicROqkTTztFzop7entWHPhwcHCgsz71ler25tUnqylpVsxsGNrccfWyOyEqUsYrhD4j2Oiy7lc2p2331O/idfB8mZkbDv+/GxifeD1pam7df+Lant3vlwffaO9t+OL1scHDQ8unt/NKsvJKsO/Za95wML2ocGhgY2HVlXX1jzZlbe4or8pk9GA5UiUYnVSKxkyrRtHN0JQpL8Hfwvg/jkMwWiE5JVWF3T9emU1/CA9UYGBwwc9CrYVftv7Gxhs3Svicflx6x+vCHHV3t2YVpaHlSSRIt7dwtAmO8TR/rnrm1t4xV9ODZHTilLq9tamlcdfD95lbOD6e/gtix6irOq+2HYOWXZqPBKKBKNDqpEomdVImmnVO/TtTQVK9pKcsUZgRiVKI1aiFa7jkizqlT2TlT0jBKxDljpEokdlIlmnYutivWS+UDBgdfbNQOI8VdRtE1zZ1BmbWPIstQdIgq1/HI8UpmLZXzd46rSChqvGKXAn9Idp2uZ25cYcN3GqHrNEIRl3BetE2OL2rU984lXYEPQkvQZqdhVA6Lq+2Rc/1Rql1E6XqtMMfocv/0mqexFdftU9EAW/9I2hdVicWNBt55u42j+/oHC2tarzxMWasegm2FZNV9rRwk6HaipEokdlIlmnZOVInYnDqlO1f6+vvaOloZ1xTww+llvX29Pb09h2UlVh36wCfclakYFVNRoq8UA9HDcqVAUoQSVTa0w2hq7zlsHpdT1aLjyUuRunr7N+uGw+jpG4CUdHT3fS7nv8s4uqKhHULT1tV33iaprauXdELol8bTGmITJbrjV5BS1rTdIBLt4cQmDpnFyT1Jr2vpghh19fSnljYNDA5CAiobOyBSaNPbP5BV2ZJcwnFPrCJdTYJUicTOaVGivYoPcFYk5LZ3idSOzjd3KHb39i0/rnvolu1BFRt4otKKrD2jhdtMgjp2/h/sUYXR29cv7J8BjkeJjshJNDazc4ozbtuqaljIlLGKvj/+WXxGpK2bGWolL69hc2ovaRyCveHk0vLq4suahyFVG09+wVtXViK7KH3TqS8tn96WMzyfnpd097EO/PtubOjs6tC6Jw97opji7OwzOX8kOBaBRQdNY1erMrMzI5/87zXDbrlkSRlFk2Z6XrmmAYWbdHh6ZOJb8LG0HxpruuesUAlCEc7DZnHo5PT9RNIeaY7qsyyzgMJ16qGkH/Sv+DTj21vBhs/z0IC/idAdBpHYInpDNnT7eR6csNGneWChhH7ElwoB8EDCVqkGk24nQbErURWnE1os4hQhJB57LuIcys26Ed29/fjISANXjuMzfirjZ+LHG+2h/FTWDycMDKmIf0LEN7VRm/cVj85pzImqG1rUrX1gYNnT23fNyGW3vNXD57G6dv7c9s7XtsnjZPXIJ47d3Kpo6WnvG+8fl+3gn/DGdgWIxcrTBmEpBRGphWvOGT4LTbVwjZC+48puar1m7NLfP/D1Cb2q+ubCynqsVcJqEGxxYGDQ3i++jsM1exYuY+p2xynUxiumsq4JnfT1998weYY26Px5dCbWuuce+cg3zj8uZ4/C/cHBwXd3qWBFaF9sZskpLXt2c5uSpVdNQ8t5vSdgaXWD4ZPg+KxS2+exgs2Nk+NRIqOH6td0jp9Ukmpt555QlKxlsywcDYorC2AfV9hp62ZubKeBqvLqEs8QJ6hVQ1NdZHKwf5RHU0uj8p0ryJ7239gIqUrLTTynuq+/vy8kzjenKD0uPfK82oHc4gxmM+MGvWI9OsWrRNCXgIxat8Sq2IIGFDMrmzHTRHHH7UgcI5AD1CaVcBSeZiChO2YRv0Uvor277/LDFBQFelrd1Pk4qgzHMwRaoETws7ld2VUt8ENToMukw8CMWjnH9OK6NqwCoce+HbWI/0E3HN1KO6RhdcGu9vUPYLJcWNtaxm73TGKhE2PffGx3m34kTiTN7T04N+DwwckAE2FMfls6ek9aJTyLr8RGzQMKT1kl1rd0wVijFoLOFZ0yRkpFZ0iJ0goqYTgGJDoHJ++Ss4IcQHF6+OnJs5AUl5CU7y4YI2dp7+yR4tcuO6Zj7RXjEZH+3i4VokRBiXk+MVnvSCm3dnTtlLGEEq09bwT5aO3oJpsDMSKrzhgEJeYGJ+bHZZWauYQfU7fr6OpBVWd3z/cXTV6VkCc5EXQtMq3orZ1KKHb19J3UtG/r6M4vr10iqdQ/AKXThR5h9Y/3q+Obwwh8fEAd4vjhPrXGlrYjqg8FWxwPp3KdiNPS0NzaxBRmEFSJRqcYlQhpCyIspbQJE0ZoxzHLeByxl2yTv9MIRXucXFfeCsZRDSVaphiImSyWEIva5i4knlv1IgR9omq3cTQSIjhFlAgTVcxMqzgdKHb29B+/F9/R07/vTsyzhMrwnDrMo7EDSBUx20UbpEgS+pFIP0m3AiWC4kgaRrV28ubLRG6gRAU1rUg2cYzsvB3VPzAIG4KFnWdxOgx98lBEHpdXzZV3zFgq749J9BHzeDQjPYtwGpVo5kmkTbysbeSqPXgu4pwQxX7FmtPSeF3nxFe731y2+w3C1Yc/tPOwYKrFgZlRIhxFmDHhmBHxT4g4An/gz+9mkvQ6EQglCsupE3FOmgtKieYmxahE/lGeAvUZlmuPfNTR2c60ngJmLCfC6RTHZ1N7D2YHck/Sce5FEafN7zVDAzJqbMJKPpHxw/58Lud/yyULkxfMC6A7nLaeSw+TSQ9EiZbKB6CK/EtO0Pn0kSqR2ClOJXpbUnntOUMR53QQs6qk3HJhDyZ3XxzRFvbMHYooUXMn2zTiJruNxZTHDaU7V0R0ZySWVxcz64wDgy8GA/Ied/d1MmU+ZliJoCyHzOJkHNJyWC0o9v2oRFAoMKG48aObvg2t3WiGmQt0R8MtGxMQNrdbyig6NKe+rasPQoaWmDXYhpWIbGI6OKYSuWdYxpX59g289Jub8SjRKtVgwX1Su4yZS/uTI6Z7wkXM3Q6bxa1RCxF2ipeabtlr1SfZvziVaO05o2chKUt2KhVW1hdV1pdWN7yxXaGE1VDT0KJ8z2vrdbPKuiZMdpaf0H19u0J5LaeJ21FRxyFtONyOTw6opxdWoY26tc/KMwad3b0l1Q2fHNB44BldXsNJzuNJz6Yrd6sbWrKKq6vqmwXbXXXGQOuhH4fbDoV6bZt8dkk1Ni1xw1z3kX9pTaNvbDbaRKcXl9U02njHwA5OzIN9xdDplJY9NpdaULlEkrfP2I3c0hq3sDR2c9v3F43R0tY7trS6MSq9CN2m5FckZJfVN7WuO29k5hLW3duXW1bzmoQ82YdRCCXidnEsX36JvpzXDnn+qyIJ1f0Pq/sfGYWBuY7L97wlojgjcf/NjYF5T8bJgDwHwTujrrpu8Mp60D/QNxeuE119lHrcMkHEOUe45fRJ/9zHnplW4NMUI8cUo8eJejbx6jZxamaRMqCK7z7Bd41RhTD19nePR4l0PHKUnDLIzQo5VS0fSfv6pFVXNHSE59ZDjhtbu1mcznPWSRWNvIs+MByiyr9WCkwrb4JSfyrjl1fNrW7qVHXJQm0pm3fzBLhOI7SCfyMFoYR+ZGl9e11L1947MXaRpdD9otrWb28F51e31jR33rBP+1TWv7yhHRvaohfR2NZT2dix704M2rM4Heetk45ZxrOaOmubu/bfjV2tFhJT0FBS11bGbkf2ivmae1JVFadD2TkTGzL1L8C6uSwuqgRbH4nTokTJeRUoWrpFHlV7iGzllNZjFNlNrfuVrcGNl+9AJlLzK72jMk9oPEJVVHoxlmiZV1576JZteW0jiil5FVCWb08bxGaWkBU/2KPa1NqBKmwCCgIDfFVCvrW9q6iKDXGBkMGz/pIJjN3yVu/vuWXpGhGdUXzNyEXJ0pN0Ak355qReWHK+gUPQ69sUZM3ci1lsKBFJstzCUt+WUoZW4iPskreCBpG13tyhiB1+a6civ4rXEmJHdmBMkpyI1VKiHXhCEJ0hBc4plWGEyZWhEUUeEUXuo7CgNn353vEq0T5p3otJx0/BXoFKPnvy6pLpFevRuePaEcXnu/GFgibhV+9GXDePkrWJV7ONV3dKNQFNwq8JhlQv+GxDWzViYJxK9J1G6DaDSEgPlAirIPW7ZJsMWcHxbBZQeMA0Fs3I5eeLtslOcRVQIhzzKCKHyq5qOWWVCF1AUViJSHtCaYc0v7QarGvPv9e0vqULS2SXScWc01aJ6eXNKB64Gwv5w25AXLA6PA3cbiwxTUbiCeNjaT8koVCiJH7mhZQWO8lrrB6KNs0dPZt0wotq27Az4HhuIhWnEuEg/9c+NRifHtTA8t1dKjh0YXx2SPP93bf4fs3PD2mimU901lfHddEY2QdyIiQ+qAVhoA3aw4YMfX5YC0kHjKWHtT4+oA7nq1vl4PxwryppA0IjICjERocoogqdoIjesCJkCzZUDDZWhI0GpGfi/HHfePvwHt/GVsjmsC5afryfZ3/EXwqqsC4+C4wxOfQ6UWVzYUtXI1MYN3TvK4kozrD8as+bNfVVzDrjwODgoJr/4fy65MHBAcY1jtkZjhDMlRDKdhGlH49wxsMZW8YhHYZvWs1nL1++QbDi1O0UWxFf1CjsF+aDkGI0E3GOQtkn6a1dvV8qBMBGKlHP7XKMKRduIMyevgERj5Z7zvhvnBlzdoazS0WT6G+Mx6NE+Mgf8S/hIzEhdwNBaDCl+ubHgxn2UvkAqBIMfFhykAvuI8XkDlx5i7ciZII4CeEkqyC3QtUKlSDS51eKgaQlWXG1agjpnHQCxYGNr09wuwDGFu1JEUZiMQeroDcU+TvPa0M6xEcQ9DMm6RXraacYr1jHpUeI6I4IN5xc2tPbzbSeAsajRB3dfUjLo/LZKN6wT0UI4lSMQ8IvvUbFORPFK3YpOLwR9/CctEpYrxWWVtZEVkctnEjdMVPAOdMlvhJHF9J4nITv+BeQaIaOLJXnHbrs1m4cGzcfp120SdZ0y9Zwy8bB09rVh4MqoahRoFZQom36kWiMgwcn9rXqIU9jynHAYGICj6Z7DlY0DSiEPmIm0j8wiM5rmjpRdT+k+Kh5PFEiXhry4+E0CukVa7Fz4SgRZlhIiEScJEebXYpRiQjaOri6D5RWHfpg+d4lUJ8V+9/ZcnZ5UOzzwRe8W5/EgvEoUVVjBxQBRLGkvg0n59qWrq+VA33TqkkGdN4mCbMJSAzJiXBuJD/7AJHJHzSN3aAV1tjGEw6f1GreZQ5ZPygOOoRqbNYNfxxVtvM279otpifQDpxdN2qHQYnWa4Z9IR+AraMqIKNWWIl+0AnH1Kart3+7QSQ0EUqEFVmcTtj3goqu2qXcfp4n/Thtq14EuVKOjSIvwG5AsIgSoYjGWIX0ORIXjBKRARdxkgRnhjnXlaisurGmoeWN7TyJ8YhIz6+oW3ZMB/amK3d3SFtiAggbc66dMpY377hq8G+kXH32NoqkilzNEfbMPMWuRDOAGb5O9Di67LhlvIhzLnOOK1FQZm1qWROZQKk+y0LeesqKd+0fEnzYLO7HqZPfQdO4E5YJmF6hiBQSVeQ/X7msFiiUsGcGOA+U6B0p5fTCKum7rkfV7FILKqFE5bWct/hXf/LKatecNYxKK4J9RscBSuQcnFxUxS6orG/t6H59uwL5/11uWc1jv4Q3hmRMM0OqRAuPc1+JIDRIUZFFPokuR2YKJXqeUo2EEbU2YSUwmvkXnjfrRkCJ5B0z0Li4ro3b2YvUlSiRf3pNZB4bqaig22nlXFci8jOR/UrWz0JSYAQl5n15VBtilFNaU1BRv1v+Ppz69oElrAaLZxFIi6A+0RnFRZX1Zi7hZHUIGTKpnLKa2ZqpLTAlknuSHpFbj/jGrKqM3f6xjF92ZYtIm2GJWc9HQ5yEmFXtv8v7l9CkKTKhCM6qE3T4jUpQTH7DSBe/MadTd+X9z1uYmRW8/x+NwjmuRK4JlVAipDP51VwUMaU9bpmAEUgoasRXpuvJe8rKSauEysYOp9gKyBaKznEVqArJqvtI2jeusAFKlFPVAm2a4j1N4ye9Yj3tHKpEre3c82r7Jc59w5RfvLhlej0tN7Ghqa67p3v7hZWmj3Ujk4L0rJXdAh3yS7MNbG4x7V686OhqN7BRDYzxvqF3KjjW576LyaZTX7a0NR+W3YrVFU0ut7a3ME1fvDCyU69hs7Zd+JbNqVt75CPlO1dyizOuah+NTQ2PS4948vwB024IRlIiFqdT+HAi/y1ubOP9f7etqw/Hf11LV1411ye12i2h6jM5/zwWFyGOgMZMoai21T2xCqfc0Ow6t8QqFFf/+O+YXUbR56yTwCpOB6pK2e04G5ez27EWjoTS+nZynKBlVmXL09iK2uauT2X85Bx5mhiSzRMddms3xPELed4/zkA0TirhQPvgKahprW/pgn3tUWpaeZNfWg12AG0KarBvlbXNndoeORu0wrA/nsks9IYqKNFS+YCKxg402G4QSfoUJr1iLXZSJZp2DpsTNTTVCyvR4ODgwMCA4UM1+x+fq19cWQC1IvZQaN2TD4p5zhRevNh85iuoG1MQQmlVoeXT28cVdjZxmZsGwhMDzRz0iA15svOwWHf044fu5tgccRKMpETJpZzdQidJYSVic3m3pZj45Z+3ToLB4nR8qRCQXMLBqRj6gnOsb1rNFt0IVOGYRz4FCv5FJVAiHQ/e80PIv9jv+BVouuVAiS7Y8H7YkV3VgpM8p60H3WLigKNa+LoyapEFCIrYMRRbOnrJfTREiSBwn/K1ACsihyI3wig8zYASQSIhRmSv4CQ5EXbPOrSEbF2EVInETqpE086hSlRYnitneH7rua+NHqo7+T40dzTQua+odOfKSSWp7p4uptGLF8nZsfDIGJx18H6AlIckO6VVRdAdlbtXVU2vC17g0dXTdV7tAJxoll+aJXf7HPFr3ZNTvnN1/81NyKSIBwiI9rqqfeyy1pHIpGAUU3LiiV8Yc+c6EZQICiXinHVSJRI7qRJNO+kV64VHqkRiJ1WiaSdVooVHqkRiJ1WiaSdVooVHqkRiJ1WiaSdVooVHqkRi57iUaF5AxnP7NbeNyRUhTJliCsgrLLOyd58rdHC58mzD5Wfr7z12Ea2aPTIjNU/Q1dkpe/06yJTnFeaZEkl7bL3iuj6pgvf/IIqFhO6+zquuG/Dl9vT/9I9Figmhv78/LzcXZMrzClSJKOYEqBKJBeVlZSBTmFegSkQxJ0CVaOrA7Ez66lWQKc8rUCWimBOgSrTIQZWIYk6AKtHUQXOimQNVIjHCOzDqTQkZkdsRKAVcK8n8noZiBrDQlKiJD6bwMnp7ezU1NZnCxCEjI8Nms5nCggBVotE575SI5kQzh1GUyMvLS0dHh9hcLnfJkiXPnj37v//7v46Ojj/84Q8JCQlqamr/+Mc/Hj58qKqqamtre/LkSX19fSMjIw0Njffff19PTy8iIoKs/u677545c2b37t0FBQWffvrpiRMnysrKvv7669jY2M2bNzs5OQUFBf3rX/8qKirCVlRUVJ48ebJlyxay7jzCRJXIJSTlgLKNlNy9w7dsRaqG5dtSygnZZSLOybGhuU3EIyD2x9Q5DMayYzqvCvnf233r/T23Lt922qv4QOCcEGlONJNYOEp06dKlzMxMYq9atQraYW5uDrmBptTX8+7sfOWVVwYGBq5everv7//222/Dc+PGDaIpsPft29fYyHuqRnt7+7JlywYHB1999VVoDXqA89GjR2FhYb/+9a/7+/tRPHz4cHl5OQyC7OxseJjC/MGElGinjKVjYKKgWF7LwXL5CV0H/wTPiPSlR7Rw2Js8Dblk8HS/kjWqYrNKBEpk6x37jpQyjPjs0jd3KGYVV8MGN125e0TtIYwSVgOE4557JOzHfglLJHnP6iypbrho8BTbhQ0leneXSk5JDeyMItZbO5XI0/VAgRLVNnLf2qFYWt3w5VGdBx7RCuYeF/QdBUpUzGKjB6/IDLLWeDjvlKi7q0vuxg3Z69d7e3oY1xDY29vjlNzX1xcTE5Oeno5oh5GWlgbDxMQkOjq6u7sbwZ+UlITGFRUVtbW1OJTQhsVi4RCwtLTMyMggXYkX9DqRKG7fvo0vgCksaEw0J4JqBCfmeUdlkkeGPwtJiUgthLLgyA9JyocM6dsHntF+TI58tHxtmzykR98+wNQlnLwGCsvevn7Bs8ahRE8DkwLicw6q2ECJ7jiFwokOI9OKfGKyvj1tgGJ0ejG6SivgveTOKSgZjeOySmEr3fPyiEg3f8brGaq0Q8ayoKIe/m9P6eeU8gTruonLWR2HTw5ohKcUrL9osvSwVkdXz3heoingvFMinCZzs7NBnHEZ18vo6up68OBBb28vpgKGhobJycnh4eHwQ4NwGjYzMyPNAA8PD5xr79+/b21tDZ3C5ABOnI9HuvQxdVAlWryY+etEUJmPhB7vC6kiudIM8G1JJeRoIs7ROR9nZ5UVFSCSGqb8MuBHNgQDYoQkCEYLH6QKBnECiYmJvr6+MCBqgjZtbW3EmA4sIiX69ttv8QUwBQp6xXoszsfZGbliPcrsbM5i4SiRlpZWSEhIZ2fn+vXrfXx8Tp06Bf3esGHD5cuXQ0ND2Wz2vn37SMvPP/+8qqpq9+7dUP3f/va3OA9s3Lixurp6yZIl9fX1//jHP3JycuAhLTFPDggIePz4sYSERE9PzxtvvIElqp49exYZGYn2e/fulZOTc3FxgfPkyZPYlrGxsYqKCm9Lcxszo0SvSshp2vo6ByeX1/DeP65yz8s9LG3FSf3lx3V1H/ljiicle8/OJ+7mnWeoJW9VOMS/Iq5i5e0VmeEWlgb7tkMQ1kJK9dZOJczR1PlvmppuLsgr1nFxcYWFhUyBD0zZGGvcGGmVysrK3Mn+6m3hKNGuXbvs7e3/9Kc/RUREfPDBB/BoamqWlpZCQTw9Pf/85z/n5eWRlm+++WZ0dPS2bdvCwsIwDUbO+c033+Tn53/22WeOjo6YDK9evRpOtHz33Xcxr/7Vr37V2tqKafNvfvObjo4O0omkpCTm0v/1X/+VnZ29Z88ePT09bA7q5urqumLFCtJmjmNmlGjj5TtH+ZeliRL5xGT5xWbnlNasv2jyJCAR4lLG92cUVr2xXdHUOex5dGZLW+dbOxQLK+s1bHyOqtmZPwtff8lk+QndL49qv7Fd4Y5TaFJu+asTueIzOS7InEhfX7+urk5dXR2SgeDHqdTMzKy5uRknb5zI7ezs4Ll79y5O1YhnhL2GhkZ4eHhNTY25uXlwcLCuri6LxUIznOZx9oWuwY8OcfatqKhA4+7uSb6dmF4nGg34wm7evNnIh5GREeNdKJix2dnr2xSgICBsvqFI7Nd/9AhsLEnthst3SGZUwuK9VpP4oT6v8torvrZt2mUIXHg5ESQjKCjo6dOnONHi1BsVFYUUHqdYhLeFhQVpgxM5ztnIbkxNTTMzM2NjY+FE8A8MDOA8nZycjBMwl8vFKg4ODmSV58+fFxQUFBcXP3z4kHgmAapEixf0OtHoXJzXiVJSUpDdPHv2DHkQ45oRUCVavIiMSz0vqzt3uOX0cfCcjLaIfxbJjBTF9IMqEcWcAP0F7NRB7mwE6f/Oph1UiRYqqBJNHf39/dmZmeBIdzbOZVAlopgToEokFlRVVoIj3dk4l0GViGJOgCrR1EHvbJwJuKSZIkyFyW5jMXUU8x9UiaaIWwoKRIYI1ZSV51dmNJ9yIpe0u1SGFh4GBgdkPCUE3yx4y3f/4Iv5N7+YXUB3VOTliQypKirOuwnaPJuduWVYIFLrWhfFb+UXD/oGem96bCEypOSzh8rQ5DDQ368kK6s+H35pNBTzTImA3v75NwemGBMQoxvum2/5HmDKFJPFfLxcDYgqUXlVzcqdF1bsvEhJOdOUHOKhXIgc9ub1YZTow23XRW57p6SkpBQXV+28wMiNEKgSUVJSziipElFSUs4+qRJRUlLOPqkSLUy6hqaCxN58zdQnOmvrdTNB7UR5+bZTT2+/hWsEeVjiJHjzjquChYew521J5YGBwQ/2qJLis9DUL45oCWonwfd33yLPM6Kcj6RKtDCJb03TxjcyrQgHfFdPb0peBXk5T1V9U3ktJ7uk+lUJucwiVnlNY2l1w3GNRw0t7QUVde9IKdc0tuSV17Z39aw+e5t0BQnr6OqpqOVsu2He09sHDzqsqm9ubus0cQpZdkynpqGlqLK+mt385g7Fvv5+bKK9s1vRwvPj/eotbZ355XVOQck23rGPfOO/u2BcWdfEYjdHpBW+LcVTog/3MkqETaw8bZBRxCqsrK9vasXOFFexsaEP96p5RKSXsNglrAb4X5OQh5FbVtPZ3bvilP4JTXtsC5/i0C3bvv4B7MlXx3Swq+hEIMSU84JUiRYm8a0tkVTCodvT1w8pic8qhRJZukZAkj7arz44OIjDHmkOeTTiSU17yAeMO06h5G083lGZNt4x5s/CH/nGbblmFp9ddkHfEX6iRN09fV+f0CNrXTJ4Cg2C3kEI+Eo0sPSIlu4j/6Tc8gee0YK3mNl6x9r7xgcl5LmHp0HRWju6hirRqjO3M4tZKlbe7++5xW3vgrOOw1W09PSMzEBOh2J3b5+U7D3s/Len9SFwSLIgPWd1n5AesDMk7YKeOgen1DZyiZ9yXpAqEeVcJ5TIwT9BxEm5wEiViJKScvZJlYhyFvj5IU0Rz0R5w+SZyJs8pOTu0SvW85dUiRYs2c1tFbWcVyV4dnZJdU5pzVs7lT47pPkkIPGBZzRpY+wY4hKSsvy47l3nMIPHgVcMnd/coWjtFeMUlPwpXyx2SFu4haUpWnrCRpW9b/zD57Gvb1P4/qIxVjR3jYB/yzVTWVO3ZyEp+/ivnP70oIZjQCJavrf71ls7FFWsvLDFq0bOV41cngYmQT6+OqYrZ+aOlqoPnruGpq47bwQb1LMPwIroCvZ+JWuX4BQyKZOUuYdmqIX9xnYFW+9YU+cwDrcDu7H+kgm2q3r/OaoePo/DB8SOwSNv/tL/6SjnPqkSLVhCiT7cq1pey4GykH9L4UBVvucFo6iKverMbc/IjCWSvDfTg3B+uJf3Suiunl7iqW9qXXPOkN3UmpRbnppfueHyne4e3uVq8LsLxmHJBTDellSGcUrTXokvVSz+v88q63gXv8HS6oZ3d6k88o2DncnbuuLa80ZP/BPJS80gKAeUrUlLQmgNPOEpBdtumock5UOhoESHb9miMWo3XzWFgT3BJlDkcNshQ9z2Lv7uVSw7pkOUCLJYUFF36763oFvKeUGqRAuW99wisfzhyt0TmvYw1K19kERAXJDUIGVA5vKahLyRY7CVe9RXx3R0HwVAVtAMS0u3CAvXiCU7eSK1Q9rykU+c2oPnyGXellJGMoVVsCIOeLvncRCgV7fKbbpyd5e8FRojw3ptm/ynBzVtvGNgI39Bbxf5/3TTsPHF1j8/rHVGx+HLo9qXbzvBqW3nb8NXSdjgoVu22D0Ylm6R2ByvsbYDihAj7AOyKtiQIUvXCGwX/aMN1AqKpmPnj87P6zliiQ+CHcOnJn1SzhdSJaKkpJx9UiWipKScfVIloqSknH1SJaKkpJx9jleJVu88/+3OC5SUlJTTwXXjeWYjBQUFxcyDKhEFBcXsgyoRBQXF7IMqEQUFxeyDKhEFBcXsgyoRBQXF7GMhK1FVTb1vSMzozMwtYlpTUFDMHhayEvmFxLwlISNyV5UwX9sqe9v8MdOaYgSs2if7r5u+o3Ct1DA3qlFQTAhUiUSVqLKyMisri8PhMOWJo6+vj8vlKikpMeUXLzo6Oh49ekTsCxcuiLy5vKysbNh3mVdUVGBPmIIQenp60GFpaSnWGhgYKCripXUw0Li5uRl2fX09GvDbTgBVVVWkKxFQJaKYAVAlElWinTt3Yokj2d7e3t/fPzo6uqSk5NSpU52dna6urlANd3d3NGCz2dXV1Xv37s3NzU1NTTU0NEQzOHft2oWlp6fnyZMnm5qa0P7o0aOtra3fffddQUGBm5vbtm3bWCzW8+fP7ezsWlpa0NWxY8f6+/vRVVJSUn5+PjxYES2Li4v19fXv3LmD4sGDByGORkZGqIU/MjISG8JaR44cyeQDwrRu3brCwsK2tjYbGxspKSloExo/efIEO3Pp0qX29nZ5eXk0s7a2RkvsQ2BgIKQnIyMDq2zYsAH7n5OTg1VEMAklghA/fPgQxurVq7HEFpOTk8PCwvbt21dXV+fs7Ixd4jd8gQ+FWoxtVFQUir6+vgJPREQEPgJGCXsOD74RLS2tgIAA+GE7OjoSPxFfiHJ8fDy0GD2npKTAg3VXrFjh4uIiKSmJQYCsw4m9Qg8wgBMnTmAAiYJj2H18fNAVdsPb2xvfDoYFbR4/fpyYmJiWlrZ9+3Z83SEhIU5OTmR14MyZMwgMGNglW1tbDCN6w+DjZIavElvE8MLj5+f3/vvvox/0jMb4RBhnQNDV2rVr8VngQScJCQnYQ6yFjeLToRb9wMDpDZ8aBk4Yn3/+ORkutG9sbISBIj4LvlCsjo+MrWNvMSBwYhWcmTCqsbGxMLAPCC2sglHCx4QxR0CVSFSJDh06dPbsWWVlZdibN28+fvw4QsTBwUFbWxt+1MJGFY4oaMfy5cthKyoqQhpwJB84cGD9+vUNDQ1eXl7IffD1QxHQBiEOKdm9ezcMHI1IaqAj586dI6kQWiJiEKAIZRyK8KDBli1bEIsIKYQXgk9XVxdxjz1BLdQEkXf48GFEFQIOntOnTz99+hRLCwuLjRs3wgNcuXIFSxyEWBFqCBv7gLUQjliiiN3Dp4NGoMG3334L0YSq8tZ8GVNRIhzAEHQILjaNg+3u3bs45uPi4tTV1XFooQF0GYaJiQm2jpYYH+KB/l67do0MC4YChqqqKpSou7tbT08P/UOJoKfoobe3F0v41dTUNDU1YZNzCQCtwRJKhAN75cqVGCIIHLoitfg6MP7YFlEiNCMGdhJfxA8//PDs2TOcVHbs2IHVsXWMW3h4OGyyOjzIcw0MDHAewseEBycbRAj6//777/HF1dTU4FvDF42twIMGW7duxRkLu4p9xnYvXrxIdh5KhBMDhgUahK8epw3sJ8YEo2Fqaoo9wW5APrA6GqM37CoMQKBECDlsCIGBLx19IhKghlAismM41UEHa2tr8ekgVeQjkPCYO6BKRK8TjQE6O5s0goKCICJMYSKAEgknX+OHjo4Okfh5h4WsRDh7dHf3jM6eHt5JiWIUrJM8t1bq4igc9geNFBQTwkJWIgoKivkCqkQUFBSzD6pEFBQUsw+qRBQUFLMPqkQUFBSzD6pEFBQUsw+qRBQUFLMPqkQUFBSzD6pEFBQUsw+qRBQUFLMPqkQUFBSzD6pEFBQUsw+qRBQUFLMPqkRzBd3d3ZWVleTpOVwuV/DQxZaWFvhra2vJ0x6qqqpQBAYHB9G4uroaVbBJ41HQ2tr67bffkgfiTAhKSkqbNm1iChOEjIwMedyXMPz8/MjzkmYeq1evrq+vZwoUcwlUieYKfH19f/aznx04cAC2mpqaqqoqDC0trf/5n/9RV1e/cuXKrl274EEbFRUVPT29tra2jz/+WEpK6vz582FhYbwuRgXam5iYDAwMQFZu3rzJeMcCNBFb7OrqYsoTxJo1a86ePcsUfoS5ufmSJUuYwswCnyUvL48pUMwlUCWaK4ASvf766//xH/8BySBKxGKxfvnLX5InzAqAY4k8fAtJE+y0tDTiJ0DKA6F55ZVXcnJy7OzsNmzYAOfatWufPHnS3t7+l7/8Be1/9atf/fu//7u0tDQ8qPrrX/9KHhRJ0NTUtG7duv/93/81NDREqvWnP/0JW/nkk09IbUZGxnfffYcGn332WXBw8KuvvkpEDds9ePDgH//4x4sXL5LcTUJC4oMPPvjXv/5FlMjU1BS1hw4dQkuBEqExdsnV1RU2gM2dOXMGzXbu3Il0z93d/dKlS8jjPv/8cwhiQ0MDesMqf//735OSknp6ev785z8fOXJEXl4e+4wPgn02MjJCJ1FRUdg0Ppe/vz+6TUhIePPNN7/55ht8XnwWtMdGHz+mT8ibW6BKNFcAOXjrrbcuX7588uRJokTwvPbaa6jCnOKrr74iWRJRH8zRcMih8b/92799/fXXOMb4fbzA0fvFF19ApJqbmy0tLT/66CM4kTrp6+tjdoZ1Ozs7cdCePn0a/pUrV+LQraur+/Wvfy2YtUFcnJyc0AMEC+lDSkoK1iJVABEydI4+d+/ejVwJ6zY2NmKfT506Bfl47733IDroFg0w3/zb3/4GJcrOzv7d736HTWDTDx48IEoEcfntb3+LPYfgks6xellZGbI2KHJgYCDUE52TB7lCcWpqashnh4igW3QOPcUHiY+Ph/I6OztjnyHcBQUFxcXF+JgQIPSP3v7rv/4LAoqdRP/owcHBITMzE4qPItkuxVwAVaK5AujOG2+8gWP7N7/5jaysLHQnNDQUZ29SC2368ssvYeBYIrMzHIooIj/CMS94djWO26VLl0IsMF8bU4n+7//+7xd8oD1SDHhwcMIm0oB1vby8hirRf/7nf+LwlpSU1NDQgAdFCBY2gcYo3rhxA6qBiSSyGxTJ7AyaAsUk28JMkygRtrVjxw54jI2NeV3z34kCzcUOYIsYDaz13//93/Dj8y5fvpwoEYqpqanwEyWqrq5GPxAg1KIKSdPz58+xIhIi9EyUSHj/YWNvIb4YZKpEcwpUieYKiBLBuH79Ok7yUCJkPf/zP/9jZWWFQ/TatWsCJSKzMzjJA/APHz5Mri4B9fX1mM0ZGBhgXubo6IiUCqkHjjphJYJsHTt2DAY0CyqAYxVyg21hdSxxDD969Aid4DivqKgYpxLt27fv6NGj2CVIDNITbW1taBO2CLGDEmEtaAfSHyQmHA6HKBG2VVtbGxMTgyqydWzr7bffhsQgJyJKhMwF+79ixQrMAYkSYV5mZmaGzyVQIqyLrSBRIvtcWVkJPfLx8cHkkSgRlomJidg0VJ4q0ZwFVaK5gqioKPIGCBxj77///v3792FjHoQj+R//+Mf69etxOMEDtYKTNDt06BCqkH2QjAbA7Oazzz5D1gNJgnPTpk3r1q1TVlbGhAvpEo5wTJEKCwshBLdv34Yo7Ny5E0c1lIusDuDYRiKDBuRlSiUlJbBJFYC5D45zHPyYGGIWBs8777yDHAoHOcQIAgrJQy0kSUJCAgpC3rcBj4WFBWq3bt3a1NT07NkzCCX2H58XmRfmSqRzrIUG8GDeh9EgSoTPgk+Bz0KUCDkXJoCYnOKDYCKJj4AVsQNknz08PFBELoltIe/DvmHT6Ordd9/97rvvsEXMf/EBoUowqBLNKVAlopijgBL9/ve/ZwovXghmZxQLEvSrpZijQM5Csj8CZDckA6JYkKBKREFBMfugSkRBQTH7oEpEQUEx+6BKREFBMfugSkRBQTH7mKQSlXF499RRUFAsTrR1//RvTbFgMkpUzsm/5sb8vICCgmIRQjPgWH1rJVMQByasROWcvKuuG664rmfKFBQUiw+qfgevu//AbmN+vTx1TEyJMCm75rYJMkSViIJiMQNKBBG46rZRXJnRBJSogj8pIzJElYiCYjGDKBGIzEgsYjReJSrn5JNJmYBMBQUFxeKDQIlAsUzTxqVE5Zw8waRMQKaOgoJi8UFYiUDMlqaYGY2tRBVNL03KBGSqKSgoFh9ElAjkT9OqmOqJYwwlggyJTMoEZFpQUFAsPgxVIpA/TatmWkwQoynRsJMyARW8pSinlb39zPPPCPoGep1SjSkp5wKlPSVEBIFw0tO0EZVopEkZ5YxRRIm6+zpFGlBSzkHecN9c3zbhadrwSjTKpIxyxkiViHKeEtO0hglO04ZRotEnZZQzRqpElPOX/GnaBDIjUSWqaCqgk7I5QqpElPOaE5qmvaREdFI2p0iViHK+c/zTtJ+UaI5MylT9DlpEyREahV0RqR2d2oEndINOC4oW0fLKPnsExTF5y/cANirsqeWWCxdnmFSJxsM7EdfxrRmGXoJtl6Cl7n9YuHYozSJl5L0lRZwC5tQminhAqxglxee7BEUN/6MhBc6CIuXoHOc0jVGiuTMpU3q+53bIhebOBiw1A46L1I5OhAso7SkRlP8URY2AozKe24QbjE4EqKrfIWFPa1eTcHGGSZVoPOR01OH0E17k5pBsYJ+oq+F/RKSBCCFVo5xxSxuzRTwg4lD4n9ZQopgSb0GRckyOZ5rGUyLI0FyblCG8iIFMra61MrLYwynVuK61qqmjHp8KkZdfn8Juq44t9UWbzOoYiK5NvLptvAbSInyc1u7miGKPsMJnNz22IjQb22vRoXOqCXJFaFwNt6y5k41+yCawVlpVBDw4tXpk3IN+NbbXYaOoghLJem3HurMi01SJxkN8ufh2EBIRRe5QouiS5wiG0EIXveAzvjl2aJBTm6AbfKaMkwu/aaT0s3RTVd8DqMW33NBeo+5/JLrEG1W8o8Bto7ASISrKOHlYRpV4IVrQGw6nlMowokTIrbJr4gWNKUcnb5rWPto0jadE92OURVabdQorkWbAMRjIbmDg1HcvWgFh9zhJD86mjrrr7pu4XRzEE4pEiXD6CubnRESJqltKoSYotnQ2EiW66rbBK8sap1A4yVqu6eYwiBI9Sb6NlIqcNtu6mzFBU3s5UZoxUiUaD3EKwWkJeqTisw9KZMUP5q6+DhIYOMWiStpjK0RH2WcvqogSsZqL4UQRKibntQNSVchOQ3gIK1E6K1Ir8AQMokRVzUVkDgglyqtLqhjym3DK0Wkbr86E8nDgKdHg4CAOb5HVZpfCSkRm9QX1ae4ZlpHFnveiFaFE1nG34GzqYGOJCV1qVQSm7sMqEWkD4oRGhBm2Z+Z9twwL4sdaJOCIEiG8LKLlIVuIVOREVc3FWhOcJIqLVInGQ5ITEVswO+sb6MUyjRX5MEEzpMAFNs5VBfWp9ok6RIk4HfWQKviRB+G7topRQq2IEiEbggcGUaIb7lt8cx6VNGZBiTJYUQgnQUvKMWkdp8rE8Qj46Yq1ZbS8yMqzyKFKhIB7mmJc1VIsokSIQmQ0XlkP4ssDGCXykChuyHwQq0qUKDDvSUzpc49Mq7y65PEo0b0YxcdJ+jXccgVvKf7sbAeWJCJnmFSJxsNRlEgz4DjGUMlnDzJc57Q7/rmP3dLNiRIF5D0JK3T1zrJGmtPW3eKYYojl6EqEMHuaYsRuqyKzM5s4tZSqMEFjylH4IPYWE8Qj4yclAuaOGMl77yQGhIDkwDh3QRowRyPXd256bOE344kUGqMK4UhIPFiRtBE0IP2QVdAJSc5BwVrYBJyoQmNk7PDAwBJJFlWiOUt5LyZUQCgOvkQY5IvDVyk4peF7BxED/DZMJBAP4gTtyT83EDakPSi4So3zGZYICTRDZgRbxpM33ydboRyd/GxokAnikfGSEmGaZjnHpmmLmVSJpkhMzZAKiTgpZ5JjTsoEeEmJCObUNG0xkyoR5bzmg1gVJnbHgWGUCKBiNBdIlYhy/nKckzIBhlciOk2bC6RKRDlPOf5JmQDDKxGBBc2MZpVUiSjnIyc0KRNgNCUCRpmmtfdwKaeVzHcghJ7+bkrKucBhnx4LTnRSJsAYSsSfpg0vRkwLCgqKxYdhlWgSkzIBxlAigmGnaUwdBQXF4sNQJZrcpEyAcSkRMFSMmAoKCorFBxEl4t9FPZlJmQDjVaKh0zSmgoKCYvFBWInG82OOMTFeJSKwEHqQGOOioKBYfBAo0f2pTcoEmJgSAQIxYsoUFBSLD0SJkA0NTm1SJsCElUgwTWPKFBQUiw9QIrFMygSYsBIRIDNiLAoKisUH13QzxhITJqlEFBQUFGIEVSIKCorZB1UiCgqK2QdVIgoKitkHVSIKCorZB1UiCgqK2QdVIgoKitkHVaLFi2vKRpSjMC2rgBkpiukHo0QBYfHrJM9RTprBkYlkJOcR1u669K+bvpTD8tNLjpFxqcxIjRs5VS0i/VAKkxmm4fCTEr0lIf3PrXKUk+ASCWmqRAuMVImmg8wwDQeqRGIgVaKFR6pE00FmmIYDVSIxcHQlcgt6ct/FhLCkUmyXHtAtY00WVIlGIVWi6SAzTMOBKpEYOGZOlFWYqmB0kdipuQkpOfGDg4PlrGIY9Y21mQUpMFCVU5SeVZiWlsd0BWdWAe9gKK8ugd3V3ZmWm5hdlF5ckf883PWG7sn80uyM/GQ0KKrIHxgYKCzP5XXIqa2oKYXBaW7gdzMiqBKNQqpE00FmmIYDVSIxcEwlsnO3CE8MgCF5eW1lTZmMwdnckszVhz7gtDSsPPh+bFr4KeVdvX09G058npQVc0PvVGlV0Q+nl7W2c7ed/7aGzfru2Cd9/X23TK+Hxvt7h7ncfazjH+UZnRrW29d7WHYruj0kswUNVh/+sIyvbroPlBqa6k8qSfI3PiKoEo1CqkTTQWaYhgNVIjFwTCWC0CBV6ezq2HNtPeZocemRyH0sHA16eruPKexAg11X1rV3th2RlYB9Tee4b6S7vNEFtKyqLXcNeBwY7QWhWXvkIyQ+95yMYlLDlO9ehYohn9K+J48qSFV5dTFJuw7LbDV10LVxNUXaxdv2yKBKNAqpEk0HmWEaDlSJxMDRlQjygcQHKU9bR+sJRUkIB2ZVjj7WmJ0VVeSZOeh1dndAiTILUmUNzjY2syXOfQOtMXmkifasugo5w/NoAM1ac/hfza1NSHzg3HJ2eXdPF5o9eW5t6WSINqHxfmH8tOug9Obq+sqCshxsl+zASKBKNAqpEk0HmWEaDlSJxMAxlGhwICM/hdhIhVJy4rhtzSWVhf39/Q1Ndc1cDiZZmI55BDsGxnijlrTkX06Kg2zllWQSD8QFHnIVqbA8NzUnHloDT0VNKZIjyBMaowr6JWg2OqgSjUKqRNNBZpiGA1UiMXDM2dl4gElZa3sLU5gRiFGJjHzyv1YKFHFOkV8rB931L/hIWtQ/M6RKNB1khmk4UCUSA8WiRDOPqSjRlwoBbG53YW1rZWPH/ruxPX0DG7TCRNqMThan08A7T8QpzE064d19A5/I+KHzXcbRIrVDuUwxsK6lS8Q5aVIlmg4ywzQcqBKJgYtQifzSazIqmgVFiIVZQGF8UeM69dDVaiE+qdWBmbVr1UNOWSXGFjR4JbM+lvY7ZhFvEVgUnltvHVaCVZ5El1+wSf5CPuB5anV4Tv1XikxKtVk3PDqf7RxXIVCiiNz6VarBaKbmmo1NHDCN9c+ofRpbgcZ7TGIi89hYfYVKELaID4X+4ddyz0FLDbds0uckSJVoOsgM03CgSiQGTkKJkrPjuG0tDt73+/kXd8SFkHjfltYmpjAWpqJEFQ3tNx+nCYpEiaxCigtqWjdphw++eLHbOPoHnfD+gcHVqsEQBeiF7JP0lo7e7zRD+wYGv9cMzavmarrlJBQ1usRXbjeIxFyMdNXe3XfBJgmdS+hHEiXq7OmHPCHfcYqtMA0o7Orth0j19g98Luev8DTj21vB7klVwVl1y5UC8aHQw+n7idVNnSiiKyxJtxMlVaLpIDNMw4EqkRg4CSW6qHEQktHU0siUp4C8kiwn34cwHnvfX3Xog/NqB3p7e0jV6JiKEpXUtTnGlAuKZHZ2xS4FEgAlQhEKsssoGlqA2uOW8ZUN7VAiqA9pvF4rjCgRp63nnHWSoB8QO0YMQU4kUCJI21W7FEzrUNvR3XfiXgKEDNPDMnZ7ZF69QIkcosux3eQSTlIJZ6P2xOaMAlIlmg4ywzQcFqASfbBH9W0pZRHntHI8SjQ4OHhT/5RvhNvGU1+UVBZiWddQrWp6HcnRDb1TlzQO3bZVvedkuO38CpNHmqk5CXfstfdeW69mfvOE4s6nvrZ27haQrcOyWz1DnCydDGUMzu659v01neO1bJaC8UX3oCfV9ZWo3X31O6kr65hNjoWpKBFyFsjEYfO4Wy6ZkoZRwyoREh/kREiO8mu4tuElwypRdH5DTEHDIbO47zRCSc+tXX3aHjkmvvk7b0eNrkSnrBK4Hb3X7VPzq7lQomWKgYODvFwMCgUl2qwTjjTtM1l/0u1EOceV6BvloE8n+9FmkcwwDYfJK1E1uxlfPKGChYdI7ei09orJLqmBofcoAMtvTur19PULaidHKdl7lwyewrByj3IKShKumm6OR4mgFFe1j8HYduHbnt7uU8q7YtPCwxL81x39pLun+8lz6/DEgP03NtWwWQHRnolZMSeUJCE9dh4W0Smh+aVZlk9vH7j5w31nY8hNQVnOd8c+6ehq17NWRrdH5CS6e7rIVqB4zN9xYCpKBB4xj7cMKoJq4Gg39S9ASoIsRtczFwbvf178NntMYtBGxSUTNqZgas+yYJDGcEI1sK7h8zzD5/mYapFuIUlQECWnzK9/7AdL2PpeeZjBQYywCTQz8S1YeSt4m34k+ld0ypBxSIdT0y2bXAW/YJMMv7TQ/HGiFLsSbTOIxHejx9/5UYj55oG7sSLOoeTpuHv285Rq/4wakaphidHGGULESajlnl3TzBP3SfNTWT8TvwIR57Bkhmk4TCkn2qv4oK2zm9jbpS3WnjNacUp/6WEtSdl7W66bvSohv/KMwZdHtaERnx/WQptVZ27vkrP6cK/q1yf0sO76iybYNDyvb1M4o+OABm9LKu+Usdx+0+I1Cfk3dyhuvHxn63WzLdfMyCZID6R/9IAillJy9zZdufvaNnnvqMyCijqsAiVyDU1FG+zMWzuVYKAl/F8d04GB4qsSvCK2i31DD99fNIZ/w+U7KKIN/J8e1IBn/ByPEoUnBiKvae9o3XTqi6KKfDMHPXVz6aLyvC1nl6N2342NnV0du67y0hk5w/Oc5oYNJz5HGnVMfntbR6uL/6OSyoINJ5f29/ejASZfUB8Yh2Ul+vr7yFqTwBSVaGFT7EoUllMfkFFbz2X+uwdJhZSvUAlCLrnjdhQ8KH6lGIjJ5rP4ynX8DBGSdMA09mNpP7IKCDU/Yh73pUIAUSIpo+i9JjFL5f2Rlu6/G4viGvUQNCCZILo9ahGP0wN0vLG1G4KObpFjHjTldyvDdIva89ZJ6AQnhn13YtAh9gorkv8hYK8260Yg+SV9og2qVqkGw16rHgJ7g3bY2QdJ+OxIbOFED6MoKRmlYSE2JWrr6I7NLNmvZI3lWV2H5taOI6q2z0JS6ptaNWx8Orp6oCzdvX2Xbj/VtfPXsvVNya/YfM0Um96jcB+rIyeCHjW3durZB6QXVoWnFEB0evv7tWz9unv6dkhbkq1AYtChuo0PuoLKxGWVHtd41NPbt+acoVdkRlEVmyhRe2e3grkH/O9IKff1D3y8Xx0e7Nhu+fv1nFYolEtwioqVV2tHFzyogjZh/7+7aNzZ3XNBz/GOUwjZ3Dg5HiVqbefuu77hnOq+0yq7n4e5ICHCtAtag0TpstYRiXPfQGXOqOxBy11X1rW0NmHmBfu44k4sVc1uNHEbH3tZSeufhvogG9K3VoZf6vJaLA/JbkWDMX/bMRRUiUah2JUIc8zvNEMHBgdXq4ZgstnbP4DpqlcyKyCjJiK3HuKCqo3a4VAiOHGQJ5VwXBOqgjJrg7LqSA9nHyS2dfVhrTt+BUSJnOMqHkeVYRqL3pAq9g0MZlW2xBU2ROezoSMhWXVojKo1aiGY21oEFsJAA6wSlc/2SKoi3UI7ytjtULGBgUE9r1xMqIvr2oKz6tLLef8bRVgFZ9UW1LT6p9ecskp0jCk39s3ndvZ+eyu4r39Q3jE9Mo995j4v+KFKSJDR0iq4eKTLc2SUhoXYlAjHM3IiGC4hKTj40aemjS+UyMI14qP96v0DAxAOiEhtIxeyQpQIjdGMrA4lekdKhRSXHdNp7eiGEkG/UCyqrD+paU+aQYnMn0XAQEuoTGhyPoYP9tpzhhCg1PxKVAlmZ/hql0gqlVU3Xr7thE1Ddx77Jdz3iIIwVTe0YIh7evvf2KEIwcIHwRKJFRo3trQfumVLNjdOTuKKNcHAQL9nyFNuW8shmc2MawZBlWgUileJkC/UNvOyoXJ2O3ITh6iy5FIOqRJWIogUjmTTAN5MB4qAyAYbWrtJS2gBRITYIkrU2sX7z0BLRy/yEcWnGaymzk9l/Coa2rE6usHsqbqp88rDFLSBMGE/4Yf6kK4EStTa2YtiA7cbadoN+1T0hiJvdRk/tEHtVr0I7AzveHvxAqkTaQ9i1gwPDHxM7HRsYcMyxQBSJUL+qsND/ErU29f/wR7VElaDiBK9v0f129MGtx2CymsbBUoEzXpv9y2kJFCit6WUISuYLmk/9CuvaRxJiYIT8745qYcUYN15o87u3vd2q3C47VAiJFOZRawP9qqKKJHhkyCIi51PXENzGxKf5cd17f3iI9OKMHOEEqGZc3Ayt73LPTwN9trzRhf0HZGakc2Nk5NWIqCZy+G0NJAfaswwqBKNQvEqkU9qdU1TZ3IJp7C2FaKg5Z5T29KF+Q5mW0hDEooaMZPCEQ4liilouBdc9LmcP47zCzbJEBHMvEgndhGlmZXNn8n5QylGV6Ka5s7bz/OKalsxWSNKlMviwo8pWHt330Xb5KVy/jtuR5JuR1IiUsRe7b0Tg1SooIbrmlAZmFm72zgGn3SHQWRXbz8EdKdhFPmvJWxMOTGzq+J0YrpHOhchf5CGx5SUaNtNC0gGsctrOd+c1IfhFJSMIz8ytVD6jquVeySkB8LEbmr9cK9qVnE1khGJG+Y3TJ4FJeah8fPozJqGFkzcsETxmpEzWhZU1H15VBtygz7hjMksOar2EAYIJUrOq0CCo2/Pu9QdEJeD2VZKXsWas4ZfHNGuqm9yDExElbVnNGrRDEr0xVFtSNU+JesHntEsdjPmgJ8f0kTL3LLaCn7/EFCMwHZpC9hJueV1nFbB5sbJqSjRKIDadnS2t7Q1t3Vwe8b3j/kJYWaUSNk5835IsYhzQvxExg/xLeKcbopRiT6W9mNzuzDhgv2FQgCnrQezJExqkF+ouWatvBVc0dCRUMypbe5cpRp8xDy+qb0HYoEjHEkNNOWKHS+XAaFcqWVNbG43pmkQLJkn6VYhxSBSFZLglNS37TGJufYoNa28aZliIIrwY7qHpOacdVJjW/cl2+TDZnFVjR3oFjJHuoXSpZY2bdaNwOZQzK/mrtcKO2WVgDkaighC7CrUc7VayCadcBhoQNI0p7gK7Kp9VBm+oOyqlsKa1rMPkjANxE5+IT+zOdHMUzA7EyMPqtgIMrvJcTqUyCP46YaTS5ftfkPAU8q7qmrLmWpxYGaU6JRVovA9kJPgLuPoNv45fyYp9utE85RIqSA0Is5Jkxmm4TDPlOi9XSqYf4k4p8g3titO9J9lIhSvEnV2dUheXiOsQQJ+tedNGzfeZX6xYGaUSMMtGyfVyw+TuZ292ZUt3X0DLE4HMn9MH1CLDB+n7p6+AZyiMWcpqWur4nTghP+xjB+7tRtn2qzKFkxqsLf+6TXqrlnICNAA0wHhTUwHqRIRYsIo4pkKmWEaDvNMieYmxahEfX29P5xeJiJAInzw7A7TemqYMSWKymNjioG8HcWOnn7MR+74FxTUtKLY2z+AyYuRT35mZfM3ykE+qdUZ5c3tXX2XH6YIrtQKciJMBIRnK9NKqkTTQWaYhgNVIjFQjEqkdOeKiO4M5Vd73qpls5gVpoAZVqLqJube6M/l/KFE5KpE3wDveqpdRGlKKe/HGS7xFTtuR0GJrjxM4bT1kB4kDaMEs7PT9xORRm2Y4O/+J0GqRNNBZpiGw4SVaOPlO69tkxdxTgfve0RL3DAXFDGH2iHD3FU01yiiRAODA4nlgSq++5nyuNHEbcT8S0R3huWJsZ5RLYKq5qKKpnym8CNmRonUXbMjc+sv2iaTX2m085UISRAmZSgODA5iwoUp2xa9CMzXunsHmtt7Wrv6PpL2rWrsaO7oSS1r+k4jFNO3jIpmr2RWY1tPU3vPHJmdmUVKs9teOiWMU4kOm8eR5y5J6Ed+JHTj4kSJETto9tNthCtUgg6bxe0xiRG+GVLsxDlDxDN+MsM0HCasRMl5FUt2Kok46zmtIp7xcN15I6egZBGngK6hqeSmR8KLBk8bW9qXHuHdqz0z1LL13a9kLeIclgIl6h/oTygPlPPaccV1vYznNjK240dgjJeI4ozCzq4OZrVxIL8+FbukHXiisumn1xzNjBKNTkiMiGeOcDxKdM1tE0ZVP+RcLbeMeMapREjr7CN5dwYFZ9WRe5cF/EzOX3Cnz5g0Cyg8fi+e2BL6EY2t3VAiTfecNWovXdxRdMoYPYss5Z8Vxsky9gQai5CM0rCYpBK5hKSEpxRUs5uvGDpr2Pj29vXnlta8KiHvG5NdVtOI2lcl5PTsA8qqG1GlZu3jHJwcn10aGJ8ra+pWUt1QWt34jpRKQUVdU2uHg3/Cl0d1SqsbahpadslZYRORaYUVtZz8ijphJUKDgyo22Bbs83qO5bWcpLzy93ffgr+8tvHzw1pQjar6Jha7eelhrQ2XTCrrmrCV17cppBVUYpe237SAtMVkFNc2clUfPC9msWMzS9DV1yf0sK2aRu7W62bfXTBG4xJWQ0Rq4Qd7VCGvrPrmw6pj/0efr0QJcWV+0h5bEZqEV103yHtLCqjis0/d/8jovGlwSkRuRqFbolVg3pNx8knybcGOaQYcK+fw8qO5oETmgYUinjlCKNG9AH3PrPuemVZuGRaOKUagTbw6eC9G0SxSBrziukEwqhr+R4vYGeNUosrGDsw9kdkRJZIyiiplt9e3dG3Tj3wSXd7d259e3nztUaoq/2d6VZyOT2T8IBbIIg198vW8cssb2lFcKh8grESReezvNZlfEYOuCZVQtMRizhfyAXUtXejkuGUCRhvrFte1IWky8cUEueN5CssvvQY5KXJPzIJDsuq4nb3YXFxhI2rjChvQVWBmLfazntul7Mz7/SB6Qw+YXJO7K7Dntc2dl2yZewJGJ1GbYTFJJXoWksL/AZc8hADO+iZeTgQtgKwg00nOLX9bUplUZRaz/rVPDdq06cpdFD/Yq/rNSX0brxioDFrCDydEYZ/iAzSApqw8beAYmAinf1yOQInQW2hyPiZoDS1t2CiqDijbQOy+PWXgEZH+rpQK2rCbWr+/aHxU7aGDX8JVQ+frJi5kFplXVosdgOEWlrpTxhLaBBlCJ5lFrC+Paidkl2EOuPmaKdQKSuQfl42WWcXVnx/SRE50eHw3W0OJtJ8q3/TYIojLyXHXtbUicjMKz9qtFVl9QoQefbfvgkigUAoIJRIZsTEp67ndOWlcv48vZ7efuJfgl1ZDlGipnP9a9RBIj1NsBXIiSADaXLdPVXPlKVFtcxeOeYjXav6vvb69FbxFN+JxVBn5qbBAiWr4tyMRG/xGOUhCL6KQ/28BQU4E4disGxGYUfuprF9BTauUEfMkTJKFQYkconlPesG+3XLhbfppbMVR8/igzNqtehHYT3K1roZ/s/iD0OIj5vHPU6pP30/EipgywzkmidoMi8krEbmjGjkIlkSJFCw8ngQk7le2JpMaJBcPPKORm0AykBNBTeCMyyy5ZeUNwdqj+JMSQQXO6DhgRSgFukXeBKdr2E+zM6MnwZX1TUVV7M7u3i+Oar+5Q1HtwfP88jpUbZe2wOpfHdNFFW/TytYrzxjAf0rrMdKft3Yqrr9kklZYdVb3CZRozTlDVJEVkf4sO6qD3ArihbWQNEGJnIJ5s8W0giqkaRNSIszOevt7AvIcrrv/QOLyhvvmlMowAWNLfSOK3EengslFEbkZhfKuexS8pcZJHCSCAwZzCvtE3Y6etrmQE81ZQolk3aQ0/I9gSqsbdPpuxHXQOk7VJl7NPknXKdUExFdMhhS5cGSxx+DgwDhzIigRltAC3j3Tsv4mfgWuCVXQHec4ESXiPXOSKJFgApXDalFxznSMKRdRopiChi16EcRGylPP7Ya0Fda+pESl9e0qLpnhOfVQIuRK90OKE4oa4Rco0WX+L0JMfPNPWSXAuPk47eS9BCgR0bhe/lSazM6QXqEqq7JF+nHaKavEoxbMboxOojbDQjxKxG5qu2jwFFpTXtN4Qd/R3i8eYlFRxzF4HKho4YFcRqBEmApdNnTCvAxKhJQkp6TmmLqdgrmHrXcMerjvEYX8pY7DvWrkDB0RKBGmXegExm55KzufuOvGLuf0njQ0t31yQOPybSfI2benDZA0Kd/zkjF1Q7p0RO0hdgOKg03cMHl21ylU9f7zYZVIx87f2ou3aUvXSBElwooQVjjhGZ3CV6wHBvufZ9tcc9s4ietE0SkhInIzEr/a82ZPbzez2jhArhOBDkn63X2dxCleJZri7Yti5xo13g9NRZxa7uN9nux4rhPhK8Yc3DfHDl868UxIiTZph2MVKBGSI4gRZklQImhEc0cPBnOjdhhmTBCF9u4+YSXC5EjGIb26qVNEiZDsYGKl7ZHzNKb8B53whtZu2SfprV28X2ygN/vIso3a4S0dvXBiXWwFUz95xwzyH8zGth5phzSBEqFnTOLgQZ6FKSSUKDqfreORAwO1wkp01S7VO6Ua/bvEV8I5JskoDYsJK9FH+3kznQ/2qBJpwCwGy3d3qZDnfsBYelgLavLhXtWU/AoYUA3kSu/vvoVa8K2dSmgAVSKXvT89qEGmTh8f0EAPSyR5TtIblmhM1iJbIfz0oCZWQSfoE9kWWn7y432Jnx3SBDEpQ/9o8OFeNczCiBO1gn0mxY/2qZHpG1ZH47d2KKJIdkZQxdulIZfnh1JYiQh6+7t9cmyZwrjR2s5dvneJiOgMy8taR5h1xodCdtqjRJ3O3jamzMeYSmTsm++bVoMglnvCe/rPsEwpbSJGVB5b4CR8FFmGYyyhuJE842JYBmfxgnv8xGGJKQyxZRzSBgeZBzwO5W7jaKQVIk5y4I2H41Eiz8z7PX2CJ0PxME4lEkyjBMZqtZCvlYMwpYL9tVIgijBW3gpGg2/5v3QRtMRUDiL7lWLgR9K89xoInusEfqEQgCqsBRsNYJMOP+LrMlZEY4ETszyek/+zDGwa/aOZ4FcaECDULuM/GAQChJQKRfIvObInS+V5vcEg/Yz08w4RMsM0HCasROOndxTvMR3x2WXIj0SqFhiHKtGkYfRQXUR0hnL5nrfGfOf9eDCmEpn45R8x5z10BkTQP4uvhHCQmHOIKg/L4f1vvrtvAAbOsYnFjc9Tqy2Dikh7EDk/DioYCGu3RN4zKBDQmm7Z++7EYBUjn3xIVVtXH9QKB5VpQGFELhvygWZeySzPJJZteOkFm2RMJdbwf7FFiFM9TuDkGGBxOsk9SkgrnsZUhOXUkVeAYGYRmcdWccmCEiGbQD/YHPnZF5QI23oYXhqaXTf6Mw/Ho0RDMU4lml/EdyfQwSmSGabhMI1KtHgoRiXqH+gf6aceAnqEPGVaTw3jUaIqTkdJXds69dADd2NxhtyqF/GEf1ETikDkoLKxg9waQ4zkUg455kHMF5DCOESX4VyKfnDk+6RVSxlFY34BOUNjnISzKpthYLqh8DQDDciFz47ufihIfFEjkjKcb5NLfrqBpZ7bdft53nnrJBwbmMtgo3D6pFYfMY/H/mD2AdWDVGGLSOWgRHf9C45ZxGNzRLOgRJiDEO0T9DksqRJNB5lhGg5UicRAMSoR0N/ff1xxp4j6ECIbEpcMARPKifbdjS2ua0sp5SAzQjE6n5mLES0AyezMN61a+NYVKMLjqDIIioF3npwj7woFnPvvxhbVtel45sCGEmHpncJKLWuKL2xMLOaJDplD+aXXHOY/BjCPxXv6NSGUCCJVUNOKWswyyNYhbRAgGIW1rbuMoolykdlZdmUL9hk9I+GCk/QMCSupb8O0AvZIpEo0HWSGaTjMMyX6eL+6iOfdXSpvbFcQcc4wxatEBAmZ0VKX167Y/w5PgPYuWX3oQ9nbZ8XyLhABxqNE56yTvlIMXCofgOnSJp3wKw9TRJQI4kJUYKgSYRIEsUBOpOCYgayktrkLEgA/nFiF/KwM6oYZ3LVHqSa+BdjQuQe859qMrkRY4oAnF32JEnmnVJNHmkKSkBkhscImkH9BifS986Qd0tDzpYe8G17QMxpg63peubf4d+uMxIWkROTCkDAxmx7nlR3xkhmm4TD7SrRfybqzu1fwC/uE7LLo9CJBrQg53A4R3dGw8T0yjpsPp5XToUQEgzwM8EkelSdOjKlESF7uhxSDik4ZOIDNAwuVnTPJD1CVnDJIm9P3E80CCjHZQRsUIVVEmEComFVwMXnWPVjGbicTN32vvHtBReQB7yrOmRAFGErOmWh8iC89xAN5Wq/JEzV1oRcoGvJ/wb9ZNxz7BoO0BDFlMw0oJFdYkQ3dCy7CLIw8H1rDLftecDGKpP13GqGo1fXMHX2CNveVqLd/gHxA0DKoSPAzvaHMr+aKXOjBHFlw4X8myQzTcJh9JTqmZhebWXLr/nPYSHBKWA0pebzHOX64V3WnjKXgn+ibr5puunKXKBG4Xdpi/SUT+IkSCXtmntOnRNOKMZVIjISQkd+dzRfOfSUqqObG8+8GwhQYyWBLB0+JkOwcMI3dYxJD2mzTj0QRk1miRHtNYvbd4VUJlEjgmRkywzQc5oQSqT14XlnXBFvfPvCgig2U6PVtCjWNLVAf76hM6JHyPa/7HlHndJ909/ZBdAor6rfeMLP1joVOESUKTszbJW+1/SbvuYszT6pEC49zX4nCc+orGjsgPZAS5H3NfCUqrW9HXonUzyqkGHKTVMw5ZhHf0zcAJcJs94JNMrJaTISJEiExNHyef9B07JcaiYvMMA2HuaJEQYl5Gy7dYbGblx/XhRLtUbhPbr/ecs3MOTgFSdPb/BsjSU7U3dNXUFlfUctRsvQkSnRSy76splFwJ+QMkyrRwuO8UCIIEIjJ1wqVICjRylvB5PLZUvkAzIU13XPIOzbyq3k5UWtnb3FdG6QqtrCBKNEGrTA2t5v8mmxmyAzTcJgrSrTytEFxFVv7od9XfCX69pR+TEYxai/fdtK09XUKSv7mpN6bOxRbO7qgROT5069t470TTXCd6K0dihxuO+lzhkmVaOFxXijRF/IBkJLIPDYmvyQnYrd2fyTtu0UvIq6wUfZJOrmOhnkxlKiioX0p/8aL5UqBgtkZZnbJJRzhf3dOK5lhGg6zr0QHlK0VLT1hFFTUvbVT6Ysj2phqoWjmEl7CavCPy8FM7ZMDGnlltRGphZnFLBSPqdsVVbEzilgf7lVVsPBADz7RWfBYuon5Edfj5AJTom9vBXunVIdm1x02j0Mmf/p+4iXb5LP8/2qNyZFeLwP6pY3rbaUj8VOZl/7dc9UuNSDjp/uzH0eVyTuOeCM4p61H8KJBwqcx5Th6hT0inPtK5JtWjWVgZu02/cjPZJlniVy3T4WRXt70lWLgJ7yf1Ddgl4Iya5Eu7bgdWVTXWlDTiq91++1Iu4hSY1/eU6LCc+sFfU43mWEaDrOvRAuAE1WiwcFBey+ruPQIpjwq0MzOw4K8/XV09PT2oGVWYRpTHgsjKVFze89GrTCcLSFARIngHPNWQBBKIXiN11By2pinwU6OOw2jyA0EhHf8CjIqmtfzT+bfKAfVtnQ5x4/4z6Cm9gWoRPORzDANB6pEYuCwSmT59PauK+tYdRWk2NzatPrwhw1NdQ1N9RCXO/ba2y98y2lp2H31uxo2S9NStrGZTVoChg/VCstzt51fgQabTn2pbaVQVVuuYHzRL9I9uyjtnpMh0+7Fi2p2FRr7RrrdunvNP8rTxd9+3/UNWPekkhSbU3tD79QoD1QbVonO3E8UzjWIEiGZP2+dJOOQVljb6pFUhfNqYEZtdVMnTsXmAYVIoHAShlIYeOfVNHea+BWs1wwrqm3zTGaF5jDvLwWJEtW1dMUWNOC8ncviuidWheXwTsiNrd0Ruez8au5F2+TtBpERufXw3/UrgPxVNXY8ja3ATMQtsSqvmivvyNw9ACW65ZIZxb+t6X5I8eWHKUSJsIeYd1Q0dKzTCD1tlZhV2YI2HT39UCL0iU6QF2CqQpQI0uaeVOWawLwNVZhUiaaDzDANB6pEYuBIOdE1neNCSsRZc/hfLW3NAwP9AwMD8emRVXXlMgZn80uzSIOh0LmvWFFTWliWi8b1jbXH5LczFUMAgTutsruvrxctIUBQQOgdU/fiRURSoLB4CTCsEl19lOImdGSKKNEu42ioTwv/7aBPostQ9amsn8LTDJ/Uah3PHEFOBImBHEAgMC3CHIF0RZSIxemEB/2QX9WyuTwncpaPeDO7QN5bPaT9TtxLwLpReeyjFvEwyOpDc6JTVgnoDTtQ09S5wyASSnTYLO55Cm/OAj3FDkTns79U4E3okOVBibAV9OafXqPpnk2UCB/BJb5y2Hv8qBJNB5lhGg4CJYqjSjRpjkeJAAgQBAI5DlN+8eKI3LaRHu7R29fzw+ll/T++G7aMVYS8idgieOhujnTJI9iRKb94seXMcsZ68cI92FHV7MZ5tQOYD4rcHjmsEm3SDidPmCYUUaLNurwnZuHARhVRorTypoOmsagVViLXhMoN/PkdKOiKKBF5AiGU6IY97ykiRIma+dIGJQrOqjULKNTzysWKUCIpoyjr0BJUgcMqkZJTBtIctEcmBSU6Yh6HBA21Zx8kPY4qi8xjY29RbO7gKRHSJbJLSLUEs7Mdt6OIsIqQKtF0kBmm4UCVSAwcpxIRSJxf0d7JPJ1D975iaLwfsYXR29e7/cLK1vYWpsx/2L7EuW9GutMaGrdi/7vIiUjxuOLO4oqfnp8/oZwIRDaBSRamYJi5DKtE5HeqONSRvDhElycWc4r5vyNDVWNbN7Rg5a1gVlMnhAA5jqDbl5TICErEe2RHPf/VQ62dvallTRWNHRCUq3YpmIVlV7VgjoZ8p5zdDknC7Aw61dDabRvOCBNRouVKgb39A9AUrPg0lvfTXOw2UiHM/r5SDIQwlTe0p5U3Y0UIkG9adVIJJ728eZ16KFEizNcwK8ys4P32TYRUiaaDzDANB6pEYuCwSqT3QBmzJDnD85hebTr9ZWlV0UklKWhTcKwP04L/y3tpgzNKd67sufZ9am7CIZktxH8Kq2ofVbl71SvUiXiA1Jz4c6r7ZAzOeIU6I12CNsHJaWk4pSR1Q++kd5gLaQZ0dXdiW8p3rx6U3tzT24M2mAkydUIYSYlmnlO8mD0dpEo0HWSGaThQJRIDR8qJJgRFk8t1DdVMYVQgz5IxOMsUpoC5o0Sm/nPuufpUiaaDzDANB6pEYqBYlGjmMXeUaA6SKtF0kBmm4UCVSAykSrTwSJVoOsgM03CgSiQGUiVaeKRKNB1khmk4UCUSA6kSLTxSJZoOMsM0HKgSiYFUiRYeqRJNB5lhGg5UicRAqkQLj1SJpoPMMA0HqkRiIFWihUeqRNNBZpiGA6NE4TEp24/cpJw0Q6OTyEjOI0CJPr7uSTksP79oPwklopg0GCWaF6jhll1z2wgyZYqpwcrefe5Q3vnw5WfrVZwuivhnkSVlLGak5gl0NTVlr1/39vBgyvMK80yJyMvdmTLFAoJx2BV8s4+T9JgyxcShra4uffWql7s7U55XoEpEMSdAlWjqKCwoyMvNra//6YEw8whUiSjmBKgSLXJQJaKYE6BKNHWwqqrKy8o4jeJ8UfCMgSoRxZwAVaKpg14nmiFQJVrAoEo0dVAlmiFQJVrAoEq0yEGViGJOgCrRIgdVIoo5AapEUwe9s3GGQJVoAYMq0dRBrxPNEKgSiRfrJM+tljxPOSzXSJ6fd787K8jPz83Jqa+rY8rzClSJFi9wsIk8VIBSwCUS0vQXsDMJqkSLF1SJRuF8VKJqFquivJzD4TDleYUFpUSdnZ1NfDDll6Gjo9PS8tO7DCeE6urqM2fOMIWFAqpEo3A+KhG9TjRDGF2JcnNzv/76a4iRkZFRf38/4xXC+++/z1iTQl8f82LoBYP5okSfHdJcfkJXxCnCTw9qSNwwE/bImbkLFydKqkQzjAWiRIODg6+++mp3N/OO+evXrz948OCrr756+PDhmjVrvvvuu9ra2t/97nePHj3605/+xOVy33333aKioldeeaWrq+s//uM/bG1t//KXvwwMDGDdhoaG//7v/w4LC3vnnXfS09P/9re/ZWVlycvLV1VVocPU1NT9+/dD7JSUlM6dOxcaGrpkyRJ3d/eEhASy6XmECSnR0sNawUl5Xx3XtfWOfW2bvEjtsPSMzFh15raIcxLcdOXu4Vu2Ik4BCyvr39iugF36cK+qsH/ZUZ3XtynUNLQIO8dPep1ohrFAlKixsfGjjz4idm9v7xtvvAHj2LFjpaWlUAqkSJWVlVu28N71/PHHH5ubm9vZ2cFGs/z8fElJSQjZn//8Z97KL16gCoIFUYNyGRsbQ2vghHJBg65evQob4vXb3/724MGD0DhM9958882oqCj+qvMME1KioITcN3coEvutHYoJOWVntB2ehaR8ckADNpwFFXU48lvaO6XvusJ+d5dKbFaJPD8xqapvkjV1exqYtOyYzgd7VZ8EJJJ+mlo7HnhEx2aWvC2pnF5Ydd8javlxXXvf+Mu3nRJzyj/cq6Zp66tg4RGWXAAlsnKP+vKozvu7b1m6RXx6UBP7o2b9fN15o+qGlpNa9t9fND6v94Tojry5x0lN+7Kaxo2X73Ba2g+q2CTllmPnN1y6g30jmx6TC1WJnJ2dEcAwvL29iUeAoR4RREdHt7e3MwVxY4EoEdKc1157DYICu6OjAxoBKfnjH//Y09PzwQcfwOnl5eXr64si1EdWVhbagTGFiDg4OPj7+yMPQqbD7+nFzp07McWLi4u7cePG9u3bm5ubIWTIj/AVWllZoQFUj/QpwD//+U9BOjaPMCElKqqsFyjRFUPnlacNYCTnlcMQViKiBU+Dkt7aqSTIidIKqrD85qSeg3+ChWsE5ANFsKG5Dct9Sg8gNxlFrFcleKkWhAnL/UrWypZeNY0tr26V23zNVESJ7jqHQnpIJyQnQp9ndR107Pwxj4tKK4IHSiTYHyk5K3lz97CUAkziyFpjcj4qkamxsez168+cnJjyECBK9fT0yIkTeT2WiYmJMTExOBYiIyPv3LmTlMR7CHJ9fT0OKBgo4piKjY2Nj4+vq6vT19ePiIjA0YEqsWPhXCcKCAjYsWPHrl27MKxIfw4fPrxq1SpMqciIW1hYbNiwAX6IDsRl7dq1KLa1tampqUG5CgsLIVWkH4gOatFPX1/f6tWr4cHQ37x5E9/iypUrt27ditXPnz8vJSWF3MrMzAwGlmTd+YUJKRFE5Isj2sS+bOgEdYCRVVL95VHt5LwK2CWshp+UKHAYJQIr6jhFVWyiOCCH24FVkAGd0rKHEhFnQjZP145rPEIuU1XXhGnXMXU7KNFd5zCkVN+e0ocSmbmEb+HvACisRNBKp6BkpEvwCyvREkml0uqGtIJKssp4OB+V6K6RkfTVq86Ojkx5CHJzczMyMnR0dHBKtra2dnV1xZyAzWZbWlrm5ORAcUgzeMLCwioqKnCeNjExwQGFWUJ5ebm2tjZpMB1YOEokFmBm99lnnzGFhY4JKRGO9udRma6hqZauESiGJOV7RKTvlLGE7R6eFhCfk5hbjiMfmRE8DzyjoUSohShgKhedXkw6sXgWYf4snNhgc2sn5neRaUWwo9J5S/CGyTNs5Vlo6msS8tulLWAbOgQdVLGFDkZnFJs8DTFxCnlHSjkxpwwbRYqka+ePNmvOGmK2iNUzi1lScvd4Bl/anIKSrD2jYWCHIXkwxsn5qETFRUW52dk11dVMeQgw/8LZ18PDw8fHJzQ0FMqClAe6A6HBmbi1tZU0w6n33r17kKqioqK7d+9CraqrqyFe5JrGNIEqkSiG/b/bgsSElEgshHghrxEUyexsZghhgn6JOEfhgrxOhPnXwMBAV1fXrVu3WlpakByhiIQIEwXk9cLTLkzinjx5gjmaoaEh1CotLa2ysjIoKIipngZQJVq8mHkl+vLoTzIECqvSdHOi25qPSlRXW1tZUdHY0MCUh4Bc/QEgQ9CX7u5uGB0dHfBAhogTNk7GBgYG5NIncij4yUVuQePpwGJRIgwxxpQpUPAx80o0j7ggrxONE48fPy4tLWUKM4XFokSY6yooKDAFCj6oEo3CxaxEs4KFo0QpKSnr168/ffp0fHz8zp07ly1b9tlnn/X19YWEhGzcuFFKSiozM5O0dHFx2bZt28GDB8vKyg4fPrxp0yYfHx/4JSUlt27dGh0djVn0ihUroFyYJG/ZsmXDhg2YIYeFhSFr/fDDD0kn33//PdJXNCguLpaTk0OHMXxgH9auXTsvbsieSSU6pWWvaOkp4pzLXJDXieYyFogSYR77xz/+EQYEorKy8re//W1zc/P27dvb29tff/11+Hft2tXAnz+npaXBX1RU9M4779ja2kpLS9fU1Bw5cmTv3r3p6emqqqrGxsbvvvtuYWEh+tm8eTNWefPNN9ls9tmzZxMTEy9evAjPwMAA2sD44YcfoEevvPIKpAezP2wLLd94441puudCvJgZJXpHSuVZSMp9jygo0dIjWrCt3KPgv+cWedshyDk4+Zi6nXdU5ls7ld6RUnYMTHoWmvKqhPzbksqoCozPPavj8PUJvWehqWoPnmOtmybP0MN7u1QE/U8TF6QSDQ4Ourq6MgU+cHKd6FkT7cmvEYbCw8ODXGmaBBaIEhUUFBCN+Otf/wpVIgoCsYiMjLx69SpG5/e//z35p5i6ujqSo97eXjiRvLS2tnp6evr6+v7973/HivBjoEnio6WlhaqWlpb33nsPRWRYX3zxBbl0B6FB2oXG//d//4dvBaoHtXJzc9PW1oZzpO9prmFmlKi8pvGN7Yqq959DiV7fpgCPU2DSF0e0M4tYkBtLt4gDyjYSN8whT+Q+o6NqD/crW8dnl763+5Z3VMabOxTzymrhN3gcuOyYTlV9s+B2pGnlfFQiMxMTuRs3RrmzERD51zCOBXI34/iBSUZeXh5TEAIiH1MEpjBxLBAlqqurW7p06bFjx/7xj38gtdHT00OqgqynoqICCoJp11dffUVaQnT27dunoaGBL4Aozo0bN1gsFuZoqFq1alVHR8eePXvgDwgIQB60cuVKNEARmY6amhqvixcvkGqtWbMGCREmcSoqKmj5/vvvl5SUoEOI1927d0mzOY6ZUSI2/1/1ZHYmKXsvJCmvsLIempJeWAWV0bcP2Cljuf6iyZOAxOUndGMzS0KT8w+rPjR/Fo5cKSm3HLqTUcRCFfjaNnnkRzmlNZuvMrc1Th8X5HWiDD4sLS2tra0xIcAswd7eHsHf1NR0586d0tJSSEl2drajo6MzH9HR0bdv30YtGufm5hoYGGAVrM7hcGCYmppiFSsrq9jYWGRDdnZ2CH5mSxPHYrliPQlwuVxkN8hm/fz8kBm9/fbb8+Lqz/gxM0rkGJC47rxRdEYxlCgitXD5cd3cstphlcjoSfAuOatHvvFQooTsMszCPCLS39iuAHlae97ooIrNV8d1j6g+vGTwdL+StchWxM75qETFRUU5WVnVLBZTHoKnT5+2tbXp6OhgQgANamxsNDIyQi6DIIfWAIWFhcjrkfgn8HH//n02mw0lsrCwwOpmZmY4T2MVrG5jY+Pg4PDgwYOysjJdXV14cGrHyZhsaBKgSjQi6uvrkQ2R+1BxrpinD6AaBTN2xRqzs9ck5Mkv+Hk233h9O2+mBj+ZbZEiajGDg7OiloPiPkXeT9KIH5LENxRgw5huLsjrREhqEMb37t2DjWQHZ1YsYcODNB8G5m6qqqowkO9Ap0htUVGRk5MTBAvpP5oheyKrk3uyMfnQ1NQkx8hIjwYbD6gSLV7MmBJNgleNnH1jslzDUkX8M8b5qER1dXW8OxtHeBs1VAZ5EJQIcy4UIS5YYprm7e3d3NxMHkGBNj4+PkidjI2NMSEgbWAgXYL95MkTkg35+/tXVlYiJ8Ja8Li5ucFG57zNTBZUiRYv5rISzToX5HWiMQElcnd3h5ZZWloyrpkCVaLFC6pEo3BxKhGADAh6hEyHKc8UqBItXpyX1Z07lDx3fsvp47svXBHxzyJTM/OZkaKYflAlopgToG9eXOSgSkQxJ0CVaOogdza6jnpn45wFVSKKOQGqRFMH/QXsDIEq0QIGVaKpo6iwMDszc5Q7G+cyqBJRzAlQJVrkoEpEMSdAlWjqqK+rq6qs5IxwZ+McB1UiijkBqkRTB71ONEOgSrSAQZVo6qBKNO2obCoMLXTxyLQiSgQ7tPDZwOBieQnHYgBVoqkgPi4uPCxMmPAwdfME80OJevq7rrv/QGSIEIHL1FEsCFAlmgqSExORDQkzJyuLqZsnmDezM7cMC2ElqmutYCoo5jniynwjiz3U/A7hazUMvQg7qSKYqaMYHwb6+5VkZQUypK6iwlTMH8wbJert7xakRYhXxksx/xGU/5R8rQLm16UwdRTjRpJQWpSTnc145w/m0xVrlzRTEqnstnl57xbFsOgb6L3hvlkgQ6q+B5gKigniloICZEhNWXnmf0k/dcwnJerq7bjqttE47CpTplgoCClwFihRITuN8VJMEKkpKVCirB/fpjW/MJ+UCHBJu0sTooWHgcEBaU8JyNAt3/2DL+bf+XyOAKmQnpbWfEyIgHmmRPQ/9wsVJC3KrU1kyhSTQm9PD2PNN8wzJaJYqOgb6FXzO0wTokULUSXavP/Kip0XKSlnnt/uuiDioVyQtHj4jJEbIQyjRCIP9KWkpKQUF1/bKkuViJLy/2/vLcDjuPY0751vZ2dm587uzNyhnblzZ5zkOgyOE2MSO4Y4tmNbMjMzM4gZLbZYFliSRRYzMzMzM7WYKd/bfdp1O23HsWWh/X+f99FTdficrjrnV1WtavIsm2YiMpk8+6aZiEwmz75pJiKTybNvmonIZPLsm2YiMpk8+6aZiEwmz75pJiKTybNvmoneTO+8ax4Qn4e/2F6wTepxcIpXdJZoglfyu5IydS0dbV29GnZBF7ScxGJf0mjA+zvlREM8o7PsA5LY9lkNR0OXCC5qEn5vu8zHexXFAsnzxTQTvZmWMvEaGR1rbOvC9qoz93v7hyYmJkQTvJI/2qPAssua+xxWsBGNennb+CYskJAWDfGJzXEKTmXbx5XtZM18uKhJ+KiSXU//oFggeb6YZqI305iJiqqbhkZGP92n5Bubo24XxKaS7NK6oqqmoeHRrTdN9khb9g0Mlde1Xrrv3N7VB+oxdIl84BbZ2tHT1N4dnlbElRaRVoRjICqjBHMHyGXTVaOGtq6y2pbegaH3d8kFJxWU1DT3Dw5f03PTtAuuamhHmSjwHQlpO/8kkBQSL9whi5kRRVXUtxVWNQ4MjXx35r7oTKRlH5ySX4VAlFle3zo8Mlpc3YyWoPEf7JZHO6ubeGj2nQceGy4b1DZ31Ld2xmSWYmpDYrisrrWwqml8fCIpr+KYkl1X70BNE+9PO2RZ4eS5b5qJ3kxjJiqsbMQcoe8cjnN76TENNhPtk7Hyjs7u7Om/fN8Zp66eUzhLj4njmLIdNjBHbLxihPllbHwc1zuf7FPEJQ/HRJgXMFthJqpr6cRuR3f/rnsWP1wycI/MrG5sdwxK1rYPySqpZeVsuGSAQpYd18AuzGaiQ/I2KKS7bxB4JToTaTuEpBVUYyYaHhnDxSDmnTMajsAcXncfZiJMMV8cUDZwjqiob0XbbPwSYrNKQUDrLupjBmSohQmIMdEtQ/dmXvdJFXtWMnlemGaiN9NsJtova4XzH3MEm0rwF6f05qsP0ouqMRMBarhbM5iJdktZYGNweGTjVaMPd8uPjY2vPa9nH5hk5hHz7ExU1diOXV5XH8AK/HJK1d4xKIXNRCkFVYjCBPHjZUMUsvy4JnZhtOTD3QrjExOrzuqAd35tJgL4YCZC+ZiG2AUXm4kWHVIxdY8urmkOTy3yis6SvG2KKPARKgJ8oQR0lrs6O6lq3zc4jLmJ7ZLnvmkmejN9z8Qzt7z+/Z1yOP9VrAP4c5BgKqlt5uEqDGcsrsgOK9iAXBByRcelvasXdIMEll5xuLTB7qOn95JhLrtPTLaB4OqssoE/E2H+Qq7skjpcf4GzHAKTNeyCkvMrEYUJYvVZHY/ITOBPY1sXLpTQEvxt7ezFtRXqlTHz9o7JRhZWheYj/tXZt6eFM1FlQ9tRRdsjirZdfQNsJgLmYJY8rmyHSRaFYxclg9pAT7hSw+UhrkNRLEDP1D0GgYj9/IAyK5w8900zEXmum81En+1XEgsnv0mmmYg8171wpxwADX/FwslvkmkmIpPJs2+aichk8uybZiLyLHjFSS2xbzm+qled1VlzXk8s8KyGo1gIeb6YZqI31huvGvUPDn+yT/gPEI1tXZHpxVzs7No/Pve97TJigXBP/6C1TwLbvmfsOTY+/um+59+ovqLrqmDhKxbIvspEno+mmeiNNWYinNVGrpHYXn9RPzqjJDqjFNt3H3h6RmX+dP0Btr85pf0kIuO+Q8jiw2oyZt6eUVkf7JI/omiLDRXrACTAfGHyJMo1PP2D3fLYPaf52Cs665yG4zuS0oYuER6RmagF4VbecVr2IU4hqe9K8ucXTCIo4dJ9Z2zrOIZe13dDLStOaLmEpjFsMXaLQslLjqm7haebukcjhLmivq2Z1/OuYJLCdguv57P9Sn/aIWvpFecekbH6rA7Cd9+zQOEPXKMwE/Gb4RqJqK+PqiMKM9ECCSkW8gn9D9q8Ms1Eb6wxR+C0b+vsfUdCOiS5QOKmCWai93fJ7ZayxHTT0tGDNPWtnTjPt9ww/va0Nk57hK88qYXzGYH2AUkH5awxd2y6avT5AeX0ohqkiUovQdReGSsLr9jzWo+RHhPHe9tlkReXS9f0XOUtfE+oPMKUhGRphdVLj2uk5FcdkrfG7Fbd2L5wp1xHTz/+ZpfWIUFdS8fHexUwS2JCYW3G7GPpFYt6vztz38Y3obGtGzORX1zOzrvm2EBf2P/iIq9fXC5mIsyA+2SsvjioUtPEQ3a0HAz40CceCV7z6o88w6aZ6I01ZiJMCg6ByTiNCyoaN1w2wEwE3Mgtr8cc0d3H/zpyQWUjS4xZxjmE/3VnzDuMZdZd1McGpqqM4hqkD00p5KLgnNK6hTv5/9UVnJSPDcwy2MZ0g0IwgxyS5/+XrJ5TODYwE2H7x8uGkekl2MBFIuYUNhPVNncgRNSYiTDrZRbXhKcWrTipxWaiupZOTHaIRWvRi8g0/jUmuzrLLavHFInmxWeXI1DARNK49Mspq/9QAHHk+WKaid5Ys5kI53Nv/9ABOWs2E+2XfQiO+PqIWkd3P9JgXsBlF2MiNhPhei2loAqw8zg4Za+0pWtYuuRtU6TZL2uFNEm5Fdg+qmQL7jit7gAAaWrv5v+bmMhMdEbdwdo3HskyS2pBKy+YiTDNYfuHSwYLn/6rKmYi/K1qbC+ubhYk5s9EAQl5krfNFh9WRV0IBBOheUGJ+Xwm8oo7rmyHutgbAjATvbdDFru3Dd3RGISQ54tpJnpjvfyE5o9XDLFh6h69QELqy8OqMmbeQAZ95/AHblG6j8MQtfaCnp1/opy5z5eHVK/qurKMZ9QdcWl2UZv/HiJ+eqdwa9+EDZcMsHtZxwXpjyraYvYxcI4A/mDmQji7G4XSLghyyVn4INm2WybYVrMJxF/MIzKm3tgwdovC1ZmGXRCuyJYe07D1S1S3DUI4s4Ez/z9yMe8ckH3IJYbRBVwPLj6shkBcjqFwTDSSt0xRCMgLhWy6xr9dhWLRHuxqO4Swf0YjzxfTTEQmk2ffNBORyeTZN81EZDJ59k0zEZlMnn3TTEQmk2ffNBORyeTZN81EZDJ59k0zEZlMnn3TTEQmk2ffrzATrdp5iUwmk6fDq3deeqmZiEQikWZeNBORSKTZF81EJBJp9kUzEYlEmn3RTEQikWZfNBORSKTZF81EJBJp9kUzEYlEmn3RTEQikWZfNBORSKTZF81EJBJp9kUzEYlEmn3RTEQikWZfb/JMFBiR8JsWJiWRSLOqN3kmWrfr4kKJuy/w6p2XhElJvyIzO/fjV5Ve7JTMfGFqEmmyepNnorW7Loq9pUnMq2gm+i2p6lt/ccv/89uBv+bFV12iEtKFqUmkyYpmItKLRDMRaWZEM9EvNDY2lifQxMSEMOjVVVVV1d7eHhERIdz/+WddXd2RkRFstLW1paamskCm8fFxBAp3fqk7d+4It36p8vJytLOjowPbDQ0No6Oj2GhqaiooKBDE/1xSUsI2XklnzpwRbomIZiLSzIhmol+ovr7e29sbJ/mBAwew29fXh3Me04qlpSXbHR4eFiT8Gec/drHBQgYHBzHXsJCgoKDW1lYfHx8uzb1791AmdjFfxMTEYJpj4RBylZaW9vf3IwR1IQSxu3btGhgYOHjwIALZnIgNNpdBP/zwQ1dXl42NDaKQxtXVFVGHDx/u7e1FMzANYU7hZlKuVRA22LQ1JND+/fsRiw2WAMUKUv1Ck5uJjI2Nz5079+jRI+G+QGibcOvlhH4dOXIEM7Vw/+eflZSU2MbZs2fZBiexuiCMANTd3e3v7y8M+qVSUlLQyNraWox2ZWVldXW1MOIZYYiEWyJC4TIyMsKdZ7RhwwbhlmCxQeKsrCx8+sIgESHwlVYO0QG5evUqulBWVibcF9FPP/2ESoU780E0E/1CbCbCBmai3NxcnNs//vgjjmZra+uWlhbE4uxlKT08PHD4enl5bdmyBae3qqqqi4sLDqnw8PDTp0+zmQhCFjs7O8xEOTk5SAmEwUx04sQJnPzHjx9nRWFOwYRSUVGxceNGFoJzA+ft2rVrm5ubcbQhC462GzdusMmIm4l4PF5kZOS6desQuH37djMzM2xIS0vjpELD+AX9/POKFSvAXDhnbt26hY6gX6j68uXLKAp9QS0hISGxsbHguCmcidB+zKo491ByUVGRra0tzopNmzY5OTmhdgwmm/sgDFpoaCimA8y86E5nZycLQRSys5kIUxJGEiFSUlLoNUpmMxFm/CdPnvBL+fnn9PR0VJGcnIy6WIifnx/O0pqaGkdHR9YArCiomk33mPrZ6oJxQGtRL4TWYkbDBkuGzxcbmIZ27tyJcLSQHQaC4n8G8+rr66McFJuWloZGIjAxMZHVhZkIA8uapKGhgZSNjY04nPA52tvbIxzJsIssOGaSkpICAwNxnOBoYVVnZGTgOERpSPD48WMcANhAj4KDg+/fv6+urs7mo0OHDuEvWohjFT3FUYHPESWgU2wmwviwAcFYYQOtRSwWRTQDR0hPTw+i5ohoJvqFuJkIkwIOvszMzDVr1uAQdHBwwBmFk2Tv3r0sJY5OHGQ4yp2dnePi4jBlbNu2DRs4Z7iZaM+ePThDDAwMMBPh4MCSjlMOR9WOHTsKCwuBQqwonF2Ym3D8rV69moWwWjA94a+kpKSWlhYOTWQRRP55Jrp+/fru3bu/+uorVIdwtBYH9Pvvv49Ta9GiRSzxpUv8PuK4ZNMcOoXEAQEB2GbHMeYjnPm4spvymQgHOuAIrcI5iZHBVIhBwISLi18VFRUkwwyObTQDcyWGC4E4qVgIshsZGWEmQhaEXLhwAYnRX0ydd+/exUyEXuCUxpmGkxBFqampIe/NmzdxwuN0RQjON8Ri8rWyskIJGO2tW7dmZ2ejTMRi7uAgCK1FguLiYowS6j116hSiMDvgE4+Pj0dpKBy1YxJHMgkJCZYLyTAHoYP4aHDFjXkEdIzysYHZCjMR1iR8TPisURdahb+Y2pALVSBZVFQUpjyUw2aizZs3Y+JYv349JgusKBgrbKCpOPaQGGsY5g6sOugU+ssdOQsXLsQBgBnt2LFjWIow4BhDDJG5uTn6ghrxsWLxw9iuWrUK6Y8ePYrsOKQxK72AAWdFNBP9QjiG8Knv27evvLwcRxgW1e+++w5HIQ4sfKg4aVeuXMlSnj9/HgcK1iucKjgIcBjhIENGX19fnPw4tbCB4wnnzIMHDxQUFC5evHj79m2Uj3MSyxFKxqzBisLsgCw4QHE4shAc38iF6QnbKBPH38mTJ2VlZVks5iacYMjFAA11ITHOXsxcOM7YfSjUyK4p0HLMjCAydAdtBhyBR9i5CihjTIfCMc1hJkWgmF6TiTBZo1U4AzH/ovsYK0wHiGLXWThVcG5fu3YNIZi1wZWiIWwmwrDjRMUJhk8BI4ASMFYYVUwcKJ+7VGEzkbKyMpYEBkoYNHAKuzrDp4mW4KRFOMrBXwwaVhe2y81E2EAI2omJA5M1moS5BhtgECRj7IkG4C8mHZSGqXD58uVYbLDAYEFCIPqFzxfZMexoDw6JsLAwJGAzEWZhNB5tRiEYcBweKIrNRPgUcAjhAMDUg3FAG7CLxMiOXBgHNA+fLKoQnYnYWgLhI0ZeTEmGhoYYOj09PcxEDDYx32FxBdojGZtGUQhmIsySgqxzRTQTveHC0SzcmpQmNxNhTUa9jLwwoeCqCicSEAMTCk4PkAu7d4OTDZMOrlxwcoI+cHKKhoApcMJgAyiEqRYbYFLE4kTCLIzsmpqaioqKyIJtXLng9MbsjxOMeyaAUx0TE07dpqYmzIYoH60Ca7BYNA+7oGATExP8RRpsINzNzQ1nL3JhV1dXFxuIlZeXx6yE5QS7SIPSMLlgAyc5ZgrMepjpMAXcuXMHudAGZEQsJi/MR4AUZMT0gctPdByzDOAFVaNtSMPahrUH2+g40rM0mFUxAsgLHtTR0UEsZlsUjpArV65gNBCCC3aUg4ksJSUFva6rq8MKhPRoCQrEyKA97LkHKwHzL1qCzwLTJcpByNwRzUSkF2lyMxEJwnSAmUK484piE9mrCrTLblfNR73JM9G6XReW7rj2AmOqEiYl/YpoJiLNjN7kmWhoaPg3LUxK+hVhJlq3+/KLTTMR6fX1Js9EJBJpvohmIhKJNPuimYhEIs2+aCYikUizL5qJSCTS7ItmIhKJNPuimYhEIs2+aCYikUizL5qJSCTS7ItmIhKJNPuimYhEIpFIJBKJkIhEIpFIJBKJkIhEIpFIJBIJIiQikUgkEolEIiQikUgkEolEIiQikUgkEolEggiJSCQSiUQikQiJSKQ3UWNjY6OjoxMTE8L9aRarDn9nrEaml+/m+Pg4a6Fw/y3QW9hlEuk1RUhEIokrMTHxq6+++sd//Ef8jYiIYIvKyMiIvr7+v/7rvxoaGg4NDbGUvb29fn5+p0+fXrRo0e9///t/+qd/+uijj3bt2uXi4jIwMIAEd+7cQRYUxWnDhg0NDQ0oLSQk5PDhwwsWLECuzz///O7du7W1tazY11RxcTGa8b/+1//S1dVFU1FXenp6UFBQSUmJMMXUCeVfvXr1d7/73QcffCApKenh4SGMmH41NTWtW7fuf/yP/3Hp0iVh0K/L1NT0L/7iL9DIoqIiYdCbLmNjY3T5ww8/xPEgDCKRSC8UIRGJJK7AwMB///d//7u/+7uFCxf+27/9W1RU1MTExPDwsLKyMjhDSUkJuINLcEtLy//3//4fUhoZGbW0tCAEyQBJNTU1FRUVDKT279+PNXvbtm2tra2scAgYoamp+Zd/+Zfvv/8+MAUZe3p6ysrK8FeYQkS40G9vb6+rq6uvr+/u7kZiBKIWhKBSlgZ1NTc3g6gGBwdZCHABCdBO8FB2dvbq1avRjAMHDiBNZ2cnS4MetbW1IRnU0dHBSn6uUCxLiezoCEeEaHB8fPx//dd/oXCQYmNjI8pkUUyoHc1GFmywEtBOZEddXV1dQEPEoi/C1AKhL2gholAXCkSs6E0gZOTxeCgHHaysrFy7di2qPn/+vDBa0FQMC/KiZFTBdQpIhJQY8MLCQuwiHI1HGhSFhqF5LJmokAYDjjaw0kSHCAOLjIhFRvSO6xeLRRfQPDYaSIO8EDrFdQSByNLf348WIgq7LIqNM6qDRMcZYg1Gsc82BhLtDjKyTwFIxLqck5OD5rGo5/aURCIxERKRSOJiSPTpp58GBQWBiv7zP/8zOjoay4woEoGT3nnnnX/5l39xcnJCFixpWAg5ccvVc5EICezs7P7v//2/f/3Xfw1YwWpdVVUlusJxSk9PRzMAXlevXpWRkVmzZg27DWNubo5iv/jiC8ZAILBFixahtPv37wOhsDpiIUQCFRUVLISqqqrvvfcedlesWKGrqxsaGoq+gGD++Z//GeF37969cOECOvLhhx+mpqaK8geEojQ0NH7/+99//PHH9+7dQxtQ8u9+9zvkwkKel5d38+bNf/iHf0Dhhw4dQquAMsKcAmVlZf3N3/zN3/7t3/73f//32bNnjxw5AtD8p3/6pz/96U+7d+++ffs2whGLIUWTMAJo20cffYQEJ0+eVFNT27JlC8ARzS4uLkbDQDOrVq36q7/6K4TfuXMHKf/n//yfqJohEZqqrq6OpmLEZGVlUcLf//3ff/PNN4yBRJEIg3b06FGUs337dlSNlqM0QIagyULhIz537hw+HTQSLfnpp5/w0S9fvhwcho8PHzqy43NBgdeuXUPX8GliPF1dXTH+gCF8Uvg40DtkxKAtW7YMHdm6dSuIB6CjoKCAXWRBmegCmgqMRi1o/CeffCIlJSUtLc3GGWOOfqE9p06d+u67727cuKGlpYWhQ/bPP/+8qKgIw4ImoZ1oD8rHIYqu7dq1C/DEkOj/+//+PwwUPi8AMXLheAYii33KJBKJiZCIRBIXQyLgQn5+fkpKCjawUMXGxmL55JCIpXn33XczMjKQpaysTFJScvPmzR988AEWoZUrV+KSHeEMibDsgRuw4EG3bt0CTCAKkGRpablhwwasrMiCvw8fPhS9MQDFx8djDQNVYGW1trbGEsiu8l8eidBUrI7sARNWbkGpP4M8sFqjRm1t7QCBTp8+jfUSqya7wcCEtf/JkycoFrSEdZcFgnKw9oNjMAKAGHQfyIjCXVxcWAJRcUjk5eWFxP39/aAQdBYrNxqGBBhMxAIgAIXl5eVff/31//7f/9ve3p4BIgDi4MGDaBiAAA1D8/7iL/5iz5497EYX8Ivd/QISoamoAnX9x3/8BwYKPcLuzp07UZeioiLqFUUijA/oAR8KqAINSEhI6Ovr4zf3l8JIYmDxEaCnIMgFCxagcGxzSASmYbyFtoF70E4QGHiIIRHXMCTAKAHUkN7ExIRDInxkpaWl6Cmyg6VQINilurpaUDk/C9AQVBQcHIw0aAywiTXGwsLiv/7rvxDl7++PqH379mFYjh07hm6yvEzcXaKCggLsNjc34xDFEOnr67NWkUgkMRESkUjiYrjDkAjX06mpqQAILFeHDh3ikAiI8P3332NhO3PmDFvdIaxt7E7SsmXLRJFI7C6RmLCS3b59G7mwoLJcogL0YOF0dHRctWoVVnFgAUABiyKKxYrO1nKgElbcl0cirLJY3SErK6vEp0pKSuK4h4khEZbqP/3pT4ADFoil+h//8R+xukdERGBwXhKJfH19GRLt2rULmKKqqsoGDcOF2OXLl6MLqGLx4sVAIltbW7Zmt7S0YL3HIF+9ehUsCDxCRSiB3dEBIuAjQAgjD9ZUsAI2hF0SCN1HO599cAZwCQkJuXjxIlqIXGJ3yMC4QBZgx+XLlyMjIx89egQ2fRaJcIQgMT73e/fuoZ0gIVEkAmiiIiQAWOMDAhajGRwSgZvZTTUUCCTCAYDmcR9BWloa0v/93/89ascBAPj7u7/7u5MnT4aFhSExGsMhETvGDh8+/GtIxL4+BSTasWMHOqunp8eGl0QiiYmQiEQSF0MicABb8KDk5GQgERYYiLvDAcq5e/fu73//+3/5l3/B9TeWbaxYWKsALhISEuyLPiAYZBFDIjDNiRMnli5deurUKcDQ3r17UcgHH3wQEBAAoBEmEsjLywur/rFjxy5duvTll19igcQlPiAJDfv666+xvK1du/bo0aMLBPo1JEI5cnJyIA8EXrlyBRgEkNLR0QHZ/PGPf0T269evY0FF+WgAW8I5dXd3o4//5//8HwDihQsXkBj0ADIAtYADkCAzMxOFoK7XRyKs01jj0RGgBkgIXQY0oFPHjx/Hco7ESPPVV18BHdBrBAIyQGNgC/bgrKur686dO6ypgL+bN29iYL/77ruYmBjEit0lWrFiBfgAo4FPCi3cunWrGLPW1tYuWbIEUZs2bQI2oV4w0B/+8AdRJPqLv/gLjAY+xO3bt6MXH374IfCFwRZDIuDd+vXr0byPP/4Y6TGAqPpZJILQeBwJaDyOOlSHccaoojqgGMYZ8IdyUAUrDcOFYeGQCD0CSmJYcKjgIESv0TW0gSER941yjOHOnTsJiUikF4iQiEQSF5YZLFFi32AdGRlBCI/HY2s5p4mJCYQgPaIgMAR2uYzAFxYoWhSENQl80NnZiVgUC0YRS8CEwlECKxx/sZpydzKQHusrC0fbsHBim3vuxqK4prJGoiKICwQ89fb2IgQp0ULRwsWE8pEAyZAYWUS5DVnYWHFViwl9RCyXBb1GOdz9DDQbsSiB6z42MBqsVQhH90VbhW3WZhSLGiFsi35BG03FLvJCaDPKZ9kx4EgJsYqQDEPEQtCYXxt8VhdLg1ahTBTIIRHQraSkhPsUuD5ySAQGQvtZCRh2riPsw0JG0a5BLxhnNiwsChvoOLaRXhgtGFh2OLFeIwTZBTX/+TBmg48msV0SiSQmQiISiUR6BQGJgoODP/zww++++66urk4YKiJgx4kTJxYuXKijoyMMIpFI80GERCQSiUQikUiERCQSiUQikUiERCQSiUQikUgQIRGJRCKRSCQSIRGJRCKRSCTSzCPRxMT4yNgvfgWJRCKRSCQSadY1k0g0Uc0rMo6945yuKwwgkUgkEon0dmh4bNA372Frr/g7+ueOZgiJqniFgKEbnpuvefzolE7v6iCRSCQS6e3SwEivUtDh656bHqWoN/fU/vzz898NO4uaXiSamBiv5hWbxN694bkJMMRMSEQikUgk0tsmhkSMBG56/WSbrNrCB6M5pOlDIuFjsuseGzkYYiYkIpFIJBLpbZMoEjEDjB6lqM+dR2nTgkSAIZOnj8meNSERiUQikUhvm55FIuYbgkdpgjtGs/wobSqRaGJivKZD/DHZsyYkIpFIJBLpbdOvIRHz00dpz/ndwBnTVCHRRA3/O0PPeUz2rAmJSCQSiUR62/RiJGJ++iitQZhnZjUFSPTix2TPmpCIRCKRSKS3TS+DRMyz9Sht8kj0ko/JnrVtsmrXYDuZPH/dO9QlPA1+XUOjA2QymUzm3DHQ+pJIxHzLa4vdzD5KmyQSCWDopR6TkclvnrXDz7/4Jew4+dVCTojlIpPJZPKrmj1Ka5uRR2mvjESv+piMTH7zTEhEJpPJM+mnj9LqpvVR2ssiEXtMZhr3yo/JyOQ3z4REZDKZPPPmP0pLUWvpna5HaS+FRPSYjEwWNSERmUwmz5YFj9I0puNR2m8gkeAx2V16TEYmi5qQiEwmk2fXgkdpGlP7KO35SCR4TFZiGnePHpPNojH4d7y3iQVyvum1+bb3VrHAKfR1j423vbe94AAAKMv573s7cZmQiDwDvuMjIR+w/9pr356/6Tn5uULWf+9dH0mxwOcaF+4vqAUThaz/npcsikx+eU/to7TnIBH713p6TMaM2eRJllHXAP//rvuHe8YnxgZH+7ENFzSlKAQcEEs/hbZP1ewb7kbtmE1g9yxj07i7XGxchV9bX4NJ7B0uZGptlSCPXseW+2CmE4ti1go71zPY8TBRQSz8bTAhEXmqbB4v09Hf2jnQ1tRT09pb397XFFXqISChHx1StXAOqgYfE03/qr7nuz2m3Kt7kKcSfFQs6jcNgqlsz8ckIBb+XCdXh+B63Sj6hlg4s2rw8brO8oQKP7RHLIpMfn1jnbJP0cCaKJyCJ6tfIBE9Jnuxscjx+psfp93nQvAx6EVe1gg9fT/igmncPfXQUxg9BGqEnjKOvYMQw+jr93x3sMS4hDKKuakcdEQn4qJZnNSDmFsgKoae1z03KQYeQogpP/w2LqcQiL8gHlwpYsMqUb69rzGjNgoZdSMv3fDchMagcPZhoRBczGEX2fEJ6kRcAjizSpWCDiMc85F+1FXkNYy+wbVH1KjCOPY2JmKj6Jv8Sr23SfvtZK1lLUTzMNmxZiMQIaJIhGkOtehG8BvGCnyzTUhEnipbJMgCgzyyTdi5g5OoZ6gzrtwX5xRDIs2wM7qRlzGZ4NyU89+HNJgTML2wWYIZUxBipXx33PTarB56EqcwpgKckghBrELgAZy23C0c+YADSMzOZfAWJh8EIiWmCNSCCUQr7Cy7EHoBEuEU0Iu8gokOWe6Hn7/uuRHbBlHXWGn3fLZjYkQUjPajNFEkQk9RBaYXKd+domWSya9pHFr2qRqCO0aTfJQmRKLmnlqcIW/JejZpP4tEAA5wJNa/xMpA0IZK8DHMPtgOyLcD92iFn0upDmnqrtGJuIDEmAWQsraj1DpJCdux5d4d/S12KerAGrdMQ8x9T7Ie8Ke/iEsyfruR3jZZFdd2mGgwvwC5UE5iVSDmPlSB2KhS97rOstve20A/mLNQlHuWMbLrR13LaYjDB4r5DjORb97D4bHBouY0fL5oT0ZtZHMP2nORtZ8z6hoc6W/qrnbO0MP8i4xI39bX6J1jIWieETrul2eN8tES9q4thkSPUtSd0nUQm1gZACwTLfMNNiERearMkMgv76GM3x5cIwUXOvYOdTmkauJSBEiEs7KkJRMnI65zkqtDcKLhvMb1SXlbLmYedpcaUa299dFlnrjaSagMwLlvk6SMUxWnObv+cc82RgKlwEM4r2PKvNp6G1AyEoCcfHKtVIKPYlbJbUjAvIRA60TFxu6q1JowJH4BEmXXx+EgRzKQDbIjJK7CF03CdAToaeiqTK0OxYSjHX5OM+w0AjkkwqVXZXtBVXshCEy0QDJ5qozjzTENlxNtwun4VfTnu0QNXRXm8TJ0i+gF/jUkAvdI++1iIcBKXDwBd6p4hS09dWCazoE2i3hZRAGDsGudpMhSWiXId/S3hpe4YhsXfJhcEFvamgX+YLfNOSTCNq4L8QGFF7uwvDCHRObx0miVaBRmH0yLYcUuDIna+howDbEozIBdg+2eOWZcYmZWl7qgLmZRJEJ7QGOAtrLWHORVenqXCHM3SkNGuxQ1LuPbYEIi8lQZSNQ50FrQmBxY8Mg719IuWY2bTMQenAFxRsdHcKpi2zTuHs5rzDNInNMQX8UrkvPfd91zk27kpdLWbBSYVReDs1IMiSwT5HDtBGy6+ct5Xsp3Jy5sMuuicVGEWWtgpK+gKeXFSITyC5qSkYYL4ZAIdst80N7XCLSKLHVn6MOQCFMKTo3I0ieiGcnkKTSW4IeJilgBhXPxK0r8u0RYZQFGdLw+1y+DRLjMwoTinmV8y2srhjGk6DFmrt9EImZcF6IKUFFFe75C4MFnkSii5AmXmEMiTGfYyKiLYm3AAeGVYwEOQxvQgClBoqeBG2X8dhc1p1e05amFHGd3iZARDNc92IF58+25DU5IRJ4qiz04E/ULkAjGuQm+wVUK/ordcQEb4cIMUBJX7nPPdzuHROASIA5OYXYfml3tYDu5OgRtYF8hxVlc1Jz2OkjEhdzx3vYk60HvUCcmE+4u0YOYW0hWwytGd9hDeTJ5Soyj0TpJqam75nX+Ae05X6+emJhgYMSeCpM5qwQfrekotk/V4EIALvlNKTFlXtJ+QhrAjABmquIV4goJZ356bSTmLFzSIQrAAazBhRpLaRh9A8n8822QxS/PGiXjs2zoqsRcg0s9TBaYK+s7yxmm4MP2zDbF54LLOFSHLAEFdpjagEQgFTQjtMiJxaKEtJpw3YhLLBemJNRiFHOTVeqcrlfTUeKUrst2OaNVmLDUQ09yIchS2V7wJJP/5W73bBPWIxSe25CoIygcrMZ1RzHwUHptRElLJoiQK+ENNiEReapsHHsHJ5dLhv6zSIT5vbazVOUpEuHkAtlw/9Bwx1sCc8XI+LB3riVDE4QkVAaweQB/gTJyAfzvHmFGAtngJMW2ctCR6DJPnLlIU80rDi9xk/Xfg5kN8ISzG+d4XmNiXmMSLvNQJpAotyEhTOQONGcAEOYZVi8zLv8AUpia9CIvA6pQFCa08rY810wDTFOoF/NVRIkbEO2uj0RwoSNa6JimzWUnkydtHIc4WXDICeff19BzkIgTThvzeGl6lEYmi5mQiDzrBsfUd1Vk1kW/Pd/hI5PF/PQxWY1w5n1tvQiJmHCZAjASvRogk99yExKRZ923vLbI+O2+4y0hFk4mvw1md4aauqun8D2N0G8jEUSP0shkURMSkclk8qx4Ch+TPauXQiJO9CiNTIYJichkMnmGLXhMpjCFj8me1ashEVNtBz1KI7/VJiQik8nkGfM0PSZ7VpNBIkjwKA1gNJlHaXd8JOQC9pHJ89cmsXdejESIDSl67JFtSiaTyWRmt0zDe6/4iy7T+pjsWU0SiTjVd1WYveKjNKd0HWFmEolEIpFIb4cGRnrZjx+8jGfgMdmzel0kYqrtKAUYveSjNEIiEolEIpHeNr0kEgnuDCnOwGOyZzU1SARNTEywf9e/7vkbLyQlJCKRSCQS6W3TbyIRg6EZe0z2rKYMiTjxH6W98BdkCYlIJBKJRHrb9AIkAjNYzfhjsmc19UjExH+UFvf8R2mERCQSiUQivW16LhKBEx4mzs5jsmc1XUgE8R+lCf5dX+xRGiERiUQikUhvm8SQiMHQLD4me1bTiESc6rvKRR+lERKRSCQSifS2iUMi9phM8Kv1c0szgURMtR0lACNQISERiUQikUhvm4BEqiHH2WOyiTnwmOxZzRwSQexRWlpNuHCfRCKRSCTS26HxifGuwXbhzpzUjCIRiUQikUgk0twUIRGJRCKRSCQSIRGJRCKRSCQSIRGJRCKRSCQSREhEIpFIJBKJREhEIpFIJBKJREhEIpFIJBKJBIkjUWd3T3Z+CZk8W+7o7BYei6Rpk19o3PpdF1YflF51SI5MfiXjsFm/62JsUqbwYJpODQ6PpVfwUsvJ5Fd2Z/+I8DB6FYkjUUhU8rpdFz6TvPmhxG0yeSaNo27drovhsanCY5E0bQISrdtz5ctrTz6/HUgmv5IXX3Fet/vSzCBRQV3XV/eCxRpAJr+MowpahIfRq+g5SLR218WFEnf+e5sUmTyTfl/iDiHRzIiQiDxpExKR54UJicjz24REMyZCIvKkTUhEnhcmJCLPb08aiQYG+wvLczMKkoPjfA7d+WnP9fWJWdHYzSlO7+zhCRPNDXX3dt3UOnVR+eDwyLAwaDZESESetAmJyPPChETk+e3Xv0sUmxa+9dxKM2ed0bFR7A6PDCVkRp2W231d44SOjeLOK2vULKQ6u3lWbgbH7kkcubtV1uAK6ERK76Ki8c0DtzYpmdySuPBtYIzn2NhYQXnOjsvfw0igbiG19fxKY0et/oE+XlebS4ANvyjze7KGV/jpY72Ghgdl9C8dvbcN4Xq2yj4RrknZMdL6l1GmkYPG3us/IFzO6BoQDX/XHv38js45Szd9v6gnnmFOEhe+S8mJQ2tbec2XVQ8DmEZGhhG1/+aPR+9JXFE9YuNhXFiRGxznfUp25y3tM+YuuhIXvzOwV+vu7RR0ejIiJCJP2oRE5HlhQiLy/PZrIlFPX7e6hfSm00ur6suxOzI6rGenvPHU13ZephkFSQ8cNffe2ABaKq8tOaew74T0juqGirGxUecAWzBKcJzP+MR4WXXRcent+o9UQVSPvMxAHoAbpAFFyRtdk7z4XWpuAhIcvrMlLNE/Ni3sgtLBs/J7I5ODknNit57/RsX0TmdPB6rOKkzZc/0H7A4M9Y+PjyPB6sOfoIqBwX4ADQiprrkayYaGh+QMrwLXWtobsZuUFQMC8wx9PDg0IK13adfVten5SWgV0EfNXGr98UXe4c4ZBcno4/4bPz72sxodncz/UzAREpEnbUIi8rwwIRF5fvs1kaiitnTbhW+VjG92CW6fNLXWb7+0+s79s2J3UyKSAjefWRadGjIxMd430Htecf893QtAmYmJCb+oJxtOLi4oy25srbugfPCe7nlwFbIUVuQii/ZDObegR98d/DAwxosVxcnQXm3fjQ2ALWwPDQ9auOp9f+RTIA7K5HW1nZDZse/Gj4XlOfUttUfubtW1VUK9SJldlAbusfU0wXZDS9019WP7b25saqvPLExBaSC5sfExRAHdAGcqZnfAfNidEhESkSdtQiLyvDAhEXl++3WQiH9fx9vshxNfgnVYCGjmSbD9tvPfyBhcNnLQOHBro5mzTlNbg5r5vVOyO1t4TUgTnRq6+9o6j1BHbINdwEbXNU5gIzYtbNPpJRtOLL6ldVrW8OrOK2sCYjzBOiAnReObABQwkLLpbRBMdEpIVX35Gfk9yia3R57etskvyz5wcyNgS87w6knZnWuOfKZofAPZG/hItOW03G4LV/20vIS65hqkOaewV97o+inZXSv3v2/8WKunr8vR12rTmaV1Tfw7SVD/YB+6tuXcClStb6cCijJ30WO0NGkREpEnbUIi8rwwIRF5fvv1v0s0Jerp69axUbykcqitYzJn1LwQIRF50iYkIs8LExKR57fnCBINjwwVVeQ2tNSOT4wLg944zS4SLZMJuWyT7pFSm1jSllLW7p/RIOOSs1Q6ZLd+/NDIWHVb30b1KLEsU2jJ+7GoGtPlZdt0saiX92aN6Py6rqGRcVXP/C/vBkk5Z8cUtjyOr9qgFimWctJepRC2SjF80Z0gsfBZNyEReV6YkIg8vz1HkOht0GwhERb4K3bpvN7hodHxh5HlP2lGL74XdMo8Rck9Dxi0Rz9+eHS8dpqRaL1KpJpXvn5A8U69OLGol/dmzeiC+m70QsO7AEh0wjz5QXAJwOgbuVCxlJPzSrnQ2vZ+fFI3HTLFombdhETkeWFCIvL8NiHRjGm2kGiFbGhpUw8aYB5WtlQmRCyWIdHI2Hhr9xDWwvaeoaGRMeuoiqXSIeyuTN/QaFvPUEVLb2R+849qUdLO2XW8/u6BEUSh2MGRsabOwev2GWCUe07ZvYOjHX3DDR0DuTWdnf0jKMoyony5bChIqLC+G7Gqnvlf3Am88zgLaVByUX13WVNPdVvfJo1fANkGtcjYotaB4TEwSk5NZ0v3oFlYGQoRRSLDoBIkyKjk/aQVvV0ntrlrsGdgBMUWNXSjwSOj4zVtfTXt/dgVdGrcLalm8b3gZTIhEfnNaDNaiJLRpK7+EbTq0IPEkOwmNBgDVd7cG1PYetk2HUPnkVKLzqKonOpODBFKVvfi1y7a2hkwIRF5XpiQiDy/PQNI1N3bqWp+77TcrlZec0RyoMSFb/VslV/nv9mnSi28JhWzO55hToNDA9gdGh7SfiinYSF9Wm739kurFR/cMHW639k9Za+dnEUkwoqOBkg754hFwQyJ6nkDW7VisHvbMbNTwDRHTZOARFgdQUvAEQYBO3Tj2nuHASLHTJOwu/hekJJ7HhJUtfaBloBE/UOj4KRViuHgHqRByaj6R/Uo0AzQBPyh5lmwUzeusXMAKa89ymBteNYeKXVj4xN+GfVLpP+8NovdJTJiSFTVseUpEqHM/YYJSHnTgd8LcM8x02TsSgkaVtPWj/Zjd5t2jF10JZArtbwdgeMTE7FFLYCAZ+8SASLBUmg2+AmJQW+jYxMgwoMP+LXMpAmJyPPChETk+e2pRaKmtgbnABtr9weP/R6GJwb4RLjyutpqGit3Xv7ewlUfeBGVEhIQ49E/wF+h80oz7X3MkTgk3vdJsH1EctDg0GBRZZ5vpJtf1BNbT2NEcYnzy7Ji08PDkwIQ6OBjUVSRV91QgVqwa+dl2iV4NRHU29+DvAiEvcKdUTt7dSSrwtrjgY2HMXbHxsfi0iMUHlxfdehjWcMrtp4maXmJY2Oj7iEO8kbXvj/y6eYzyzxCHJGdFTslmi0kWiYTElPYgoW/tLEHNCAWK/bgDJjCbvNwSIRYTR/hfREgBVCjf3js/MPURXeCgER6/kVgF5S8QS2SIRHQ52sp/oK6x4Bf8rNIhDYAiQZHxu44Zv3at3Y8UmpRbFhu07fyYVzgbyIRyv9JMxoprwt6Ac47YsJHN4ZESHDGMgV5+wZH0cErtulop45fEYdEYEdADz4pDoksI8qBRIX13cA4FjJbJiQizwvPGyT6dJ+SxC3TPVKWYt51z2LZcU2xxFPrFSe1dt4133ztwcKdsmJR8HvbZddd1EczvjtzXyxq1q3nFF7f2mniHi0W/iZ5qpBoYLDf2FFr0+mlwXE+o6MjjS11wKAbmidbeE2uQY/23diQU5xe21i188qax35W9c011zWOH7m7tbymeHxi3D/aQ/LSKif/h8AXOcOr3x/+1OqJYWdPR0xq6NZzK4PivAeHBqT0Lq4/vghYA0J6EuLw3cEPb2mfBhXVNlWdltutaHyzb6D3gaMmyo9NCxsZHU7Mit56fqX2Q/nSqsJjUhKbziwFFQ0OD5o63997/YeC8hz2zsYLSgfQGNYF1F7fUmvvY2For4Zmg4fY3aOp0ix+vfob+TDjkNLqtj6QQffASHvvMK93OL2Ct1s/nvt6NcAFKS/b8r91xGBik0Z0Xi0fidQ88xc9fVQEkgDcgEW6+kfgnsGR6MIWEMMXtwPvPs7qGxoFQAiRiJXcyi95u25sQX1Xz+Coigf/m9FAlvLmXsR29o+0dg+VNPb8qPaLB2erFMODsht7BkbQ4PaeIaR5EFyCWvhfrx7lf70a7TEILEYz0AtgkKRObFMn/8EZQyL0AkhUx+s/bMxHIrAaGgYMOmaaBPKLLWoFkIGfUDK6MDI6DmQEBCyVDrGNrkQ4YjEgyLVcNtQqohwloxkYlraeoabOgUcxlQwQZ9JzH4nwoQOCj5sl48hZpxIhFjuLBtknlLThkL7lkAkE36IVg8Ngq3bMrH+JHgc5xurgg0R2vrwZnjdI9MUBZXDJftmHKjYBbZ29A0MjjkEp2N0tZbH0mIZY4in0wh2yek5hLbye8NQiVpFLaNrExIRzaCpLgECfmOzGti7wBwuZLZu6Rw+PjKYWVK85p8tCLL3iRkbHXMPSuDRvnqcEifCBpuTErTn6mYWr3tDwIEI8Qh23nFth62ny9MWM59s6Wuy9zfdcW5+Wl2DpZrDx9JKEzCikHB0b1bVV2nt9A/Aoqyh115W1D58YIhyMxX/59fUNTa31mQXJgKpH3mZjY2MoX8bgMspk7xCKz4zcfml1QIwnn5/Or9SykkVL0vMTs4vSOrt5Y+NjPhGuW86uACEhMdpwWfXILa3TYCZQ0e5r6+28TBE+M5pFJCLPd89xJAIjyrvlAi5BvWPjE+F5zd8rhYuleXkDcNEGELNRUIlY1CQMBgLEozQ1r3xg0OP4ahC2fWzVkikCkW/kQgHQ4xMTV+x+9UHws158L0jaJbu5azCrumMWCRIXS+zZ8ev8K6io59+DM2BQQ1sXmEjFOoALVLD0a+/qyyyuLapq6h8cNnkS/e1pbZBKa2cvDvDx8QnEOgYlLzqkgsSuYekdPf1+cbm1zVhyxgeHRzyjMr88rIqofTJWKGRgaBhDXNPEu2nw5L3tMvIWvkCNlPwqyVumSbmVwj7z18Jxt4iMhTvlUODg8KixWxRK+HSfkrpdUGlty9Dw6MTEzz39Q/HZ5XukLBG1+qxOdROvrK41Iq0YHcAy3MzrRi8+3K2AWFG7haejwe4RmRX1bWNj44NDI9EZpavP6SyQkNpxxyw2q6yzZwCdQuMbWju17UOWH9d85J8kbNbPPyMqJrPs/V1yDIlQCDqFDTguu2zjFcOvj6pHZ5aihYYukahu1VkdNBixFp6xf9oh++Fu+YziGgzLBS0nDIudfyIGHM1Adzp7+r2is1ae1DJwjgCVItn6i/ooYcsN48KqJsTeNvLYdNUI+IgPCB1EL9RtA7l+TYenColAMz+c+PK+tUJja53xYy1sS15alVeaGZMmeDFjiOPg0MAZ+T3S+pc7utsBIkjgH+1RUVsirX/pm/3vK5ncGhkdAVGBgZALZTa01B69tw0F8rrabTyMJS9+x27nAGV2XV0LqMJ2b3+Pjo3ikbtbmtsaQFo7Ln/Pfyl2N6+prcEt6BHACPx0W/vMVfVjzYKf7wAY8X++I+zx+PiYk7/17qvr0DyEz4wIiciT9hxHou06sXW8/nrewPVHGSWN/G9cqXkVsEIW3Q266ZCZU9M5NIKZdaK9d9g8rOxH9Sj35Foki8hvBhwskQ7BLqKTSttPmqc0dPz57uzgU5S5aJOWXNbeP8RfF/qGRhNK2vbox4vd6QGZqXjmV7b0jeBiaHwC5dxzykbbRJHIJaF6eHT8UUwl0u/QjWvqHCxr6oktau0dHEXzatv7baIqQnKaUAXaA9a5Yc+/t7T4XrBBYElNWx/yTuCCbXgspbx9n2HC+YdpKEHY1p9/7h4YUXLPQ5ev22dmVHYgGcpEUTGFLWjtF3f+3FR4v2ECWlXe3LteJRKNLKzvxhh6ptZ19qP5/IGyi670Savr6h9BIeiLwpPcxYLbk5o+BSjZP6MBnxTag5U0v7briEkS2vmTZnRAZkNbzxBKQC5e77BzQvUaJT5yobOhuU1oIRtA9FHBLVes8YpP8jaoRfqm12MbJQBwHeOqXuk/Ot8QJMJ238BQS0fPSVX7dySlF+6QxdK+9oLebimLPdKWV/VcqxrbseQrWfkDcdwjMrDAAztASMuOa0RllIAtXMLSGNyAfnzjcnbfs1hxUuuz/UpIj0UdebH8Lz/Bf0KH7OgysnO1u0dmDo+OmXnEfLBLPjS5EB+kc2jq4sOq70hIX9d36+juBxkcUbD9/pxuXUsnygdpATs2XDaoQ4v7B0+pOXBFMXtEZuJoRrFoIdpg45fAv42RX4XyATpgDnQKmHXP2JPX3d83MLzugh5yMQAC/aDjrBwWAoRadUYH4AVSRNvQXxQiY+bd0zdY0dCGITJ+EoX2o8ba5o5tN000HwX3DQ4n5lR8e5r/KBBwuVvKEgYvJudXDo+MAf4+2asYk1WKLE4hqRgoG98E5A9MyEMLzT1jgVMAwcPyNt+f0/n8gDJrzDR5Cr9LNDQ8xOtqgzt7Onr6uoAyCBweGQID4S/IurOH19sv/H0M0AxL7B/l/tPZFVEpwTiF+wf7WC4m7tFV/0Bfd28ne2XRyMhwRzdvUHAvCkI5qAuf79OodlYsymEvm0Zjunu7BGn5d6QQBR7CNvsZNZYYGVmCaRUhEXnSnstItEQqODi7sX94zDCwGHxzxzELK31L99AuPf7jVF2/InBMdWvfUZMkMMEymZBv5cPWKEeE5DRiOgUrIAsCsUJjN62Ch/V7t34cuAqLvXGI8C7RbccskEFNWz8Q54RZsrZvIRb1xs4BsVdSOcZVYyUHLW3WjEbVK+VCV8iGit0lckuqAYphpUf6nbpxrd2Dg8NjKP9rqWAwR8/ACDDikk06n6488hAFUvlOgf+FtrXKEegCaj9ulgxoQGsjBTz3jXwYY7hrT+8Safrwm1fZ0gvCQGLryArs8p8O//I9FweMErBuVLX2rVeN3K0fX9rUA9AxDCz5Sir4sHFSZx///xjuPM4CL0o5Z4NRUMsh40RkRPcx32VVd6DApdIhGt4FjP9+UI0EM0ncjzluym8k8BRIh6nxim06elrfwf8Cn6xrDvAOnV2tGI5PGY1vFDQeaVirjIL5X9ErrO9C9m3aMfiwXukx8RuFRFkltesu8G9awHpO4ViYscYrWvld1nEpqWkGHKjZBDIkYgSDZF8cVOET0vj4E8H9HqzfhxVsPKOywCoIDEkuWHlSSwyJAEPo8nOR6KM9CgWV/Kt5wAqL+uGSAdrQ3Td4Ws2BIVH/4PA6wZ0VJC6rbenpH0IUS8wZSIQawRbYBldJmfB/HquwqgmYhXbiKMwtqwdX3TB4ImAqIRIh/XORiHtwdsfIA6cBCAlIBCZjLOgWlg4ySymoQq8xhojNLKnt7B2488DjXcEdsoGhEdSibR9ySMEmJrMUSAS0QmnrL+pXN7YjFkOBNmCb1YvCwU+AJGAoys8urQPDsQZMh6f269UvI5BKfEbEcWnJm1qnbmufuaB8MDErmuHLmy1CIvKkPWeRCJSj8CQPay2cXd2RUtaeVdUBAsBUCTRZIh0M+ACmZFZ1sK95MYNUnBOqRZEoLPfPSLRDN7aksVsUidQ88xGLBf6STdopixRm8IHYah2U3QgCcE2sAQ9xgb+JRD2Do+wdEDcdMgFedbz+Qw/45CHrkgM4AHidtEgGMbR1D6FfyHjBOo01PrpAiETIgnHjkOhxPJ/Mypt7pZ1zuNYefJAo+u+T8LNIBCBTcs9DFGgS1WGX/dPDLUHDsHvaMgW7QKKnQ8cv8JhpMnqEBFu1YvQDilF1Pa8faQB2ZU09gCc0fr9hAj4glMD+sZQzGl/P+wUSYUjRfauIcjAcSKumvR8t59L/pt9YJNJxDMVqjcXe1i8RqzKuwn8TibCiR2eUpORX6TmFJeSUD4+MPheJGGyhZIegZKDPn3bIckiEwq/ouvC6+3r7h7yis1A1GAjNAJp8vEfhlZAIJ8bQ8GhcVhka1jc4DPABAIE2nEJS0Zj8igZbv4TKhjYk45AIkASUgcEomo+CF+6UfQESLZCQ3nrTGECFjw/lq9sFfXlINa+8AQUiDToOQER3bhu5I7a9q8/OPzEuuwylcUgEn9d6jA8CJWBAruu7vSMpjUDHoJS8igYzj+iQpILBoREM/sYrhiz9dHjmkeitFSERedKes0i0QzeuuWsQrHDVLgPAAUKCj5om1bTxH/+YhpaCNgrru7G45tR02kRVJJW2RRe2fK8Uzr7z3js46pVWl1rejm1UzZAIxfpl1IOqcmu7nOKrwRObNflfkUaB4Aa76ErbqAos2GACsW8sHTFJwgI/MjoeV9SKZKgXNe4xiH99JDppnoxuYtcvoyE4uxF4wSER8C6xhL+UAPtsoytPW6SgtOzqTqQorO+yDC9HXWhAaE4Te+zF+XWQCGOFJuTXdbkn17b3YlUZNw4uXS4bquVTCJRs7By0j63KreG3ASmBOyvl+AyKjqM7DrFVYEfkPWyciMbjE0HjMyrR+AoM9eO4aowt0vim1/cPjYKu2Gi8pOcfEr0rKbPooMpXR9REv4Lz/k65xYdVsai/u12GC/x4ryICkXLRIZVP9ikKssgjHCyC7U/3K7FkbPczwS44gBW++LDa5weU2RqPQIQAntgu/Ok+JYTAn+xV5EpAIItFMuRlCdAkxLJwGC1BILog3EVdh9U+2MVvlaiBRGAsc8/Yz/bzy0EvWMthoAxXO5r0uSABVyDqYl1mj6uQi9uGgTjYRaVsF0avEYLOAuywyzoCc9XB4CdWJvrC+sX1FKMKeBI848tgQwGjqC+edh8tRKUsfJo8X5BofHy8raM5pzjdyf+hvNG1swr7dl9bt/PKmtNyu6X0Lj58YpiSG1fXVD08I4/AJqc3CYlWKYR5pNRiJk2v4M3i/8tgPa5s6cNaMq2v3p4LnrNItPhe8BrlCPYmKtFwrLWAGxwn7EYOlmTgCz9EMZz7XvNS6ZDVivzA7xTCACtIgA1Wzhd3gr5V4D9fQyB3gGHJ56cXBH4rH8bukYh50V1+RlYXSmNp+I/qlCKWSPPfU7pMJgTb3zx9uQPag8SoHdvgG2yzJ0rcLsy6gKKQmKsdydgDNWZso1hEcbeChK0VBP7a4ydEIQ26jAawRqJ5LArhiGWjwbWEDQW7SxRV0IxKWThGWzhugg4iBEWhtd/I8T8F1iQWxW+ScgT+IgsCmUUbj3aiJfwS8LEqhL3q2T3/kOhtsJV3XGNbl45jqFj4XPN5LafWjp7k/MpvTmmLRc2Y5zgSDQ0PJWZF39A8+cOJL5fv/dPyve+92N8f+eSM3G6fCNe+gV5hEXNGb9hdogvWabhwtwgrw/qBC/GgrEb9gGIZl5zQ3Kb44tbH8dU79eKkXXIi8pqxaxFexv1bDZIFZDbccszCVWlCcVtkfouKRz7WD0RhLlb3KkBsYmkbCndNrNlrEM9yYU2Vcs5GLcml7SE5TXJuuVJO2Snl/G+e4do3o5KHXLjoxySu5pkfnteE7LjMxYU4yz7fPce/Xk2eScu75bZ2D/mk1z8Xs2bXhETk+e05i0QDg/0uATabzywTg56X9Jqjnxk8Uu2YundPv77eMCRSFXy9I66oFcsne8Hj4MiYZXg50Mc2unJ0fKJ7YMQkpHTb/RjvtPqx8YmUsva1ynwqCslpnPj559zazlMWKbv04jKrOhALykE5R02TlNzzduvH43L2lkNmz8BIZ9/wZs1oifux2dUdKN8lsQaF7DdMUHyS+6NaFIBpeJT/duktWjG4Sl4qEwJmQqueJNesVYk4a5UKz+JNrCk0IRF5XpiQiDy/PTeRKKso9eDtzWKUMwn/dHZ5aIIf+xezWdcbj0QNHQNHBW+LvsdeYy14ZyNijYJLAD3sNdaIBRKBY8zDylg5ap75GBwkXiodYhpahnK6+kfya7vYWyL7BC+kZi+BZK+fZrmY2QuygUTcV3cl7scEZTc2Ct6O3dk/YhddOVU/Cju7JiQizwsTEs2cP9mn+Nl+5XckhF9IIk+JXwaJxsbHugd5mXXRWK2EQdOm8fHxqJSQSd8cetZrj35u722OYoUVTIPGJ8ZGx3/7J9sIiTgkmvj559r2fmX3vIs2adgYGRt/HF+9TiUivrgV225Jtbv04lwSa7DNkGiLVnRGZcfo2ER4XhMw6PzDVNvoSsn7sZKC3/EYGOb/azGyrFWOMAsr0/Uv2qYdg+YhvJ7X/2Z8zWhKkKixuwonMg5X4f6v6M1GouWyob/2zZ43ycsFLzsQC5wBz1EkWndBP72w+klExvs75cSixPzlIVV5C9/VZ3XEwqfJqO6WoftRJdtX/dYwOuIRmVnb3LFPxkosinnTVaO88ob+wWEt+2CxqDfG2++YSZl4rRD8495U+QVIhNkzqSrIPF76tve2ax4/3vWRbOmpE8ZNmyrqSrdfWiWGNa/pdccXRaeGsncXTblQbHFL5m3vrWohJ3zzHlbzisbG+f8786zeMCTaZ5hgFloG+lkkeEGcQWCxtm/hBsHvcuzQjX0QVKLiwf8HH6w9Bx8kmoeVAYDYNzrZXSLP1Fol9zwQjJ5/EWiGfb8Vk7iUczaKNQ0tVfbIQwkGAcVsZscifdE6zSioxCK8TMev6JhpMlu2Je7HogRWPqAKnKThXcBKuOOYtVpx8u9QnlOeEiRyzTS84bn5ptdPBtHXIkrcmntq2Lu+xDSFSKTuxX9lTnFDNw4JLhAHQHZ154urwPFwzDQJn+kawcPWKbRJSGlla99JC/7vAYsZB6pXal2b4GdeYGxgV/Q71M8ah66mT8Gk4QM14iBfMQ03MnEyVrXyXwIpFj7dnsNIVFTj/hSJvj+nu/GK4YqTWttumuy6ZyH4uTF++DentPn/ed4zoO0Qsuuu+XeCVwsukJBeclRd4pYpUuLvV0fUEMKK/WiPAvIifPdTrzpz/x0JaZS/+ZrRd2fu77xrvuGywTuS0iCeNed1sYQjDaLYv6eh0qu6riXVzRFpxftlHwJi2D9qfbZfGdsodscd87UX9Lh/TMPGypNa22+bodhN14x8YnN+DYk+P6DsEpqWUVTjG5vT2NZ1UN6ai0JLUOaOu+YoH4PA/n/t4z0KG/k1mqNkxL63XfjjaxgQydumaPPWmyaLBe/jhtEMUAgbEMlbposOqiwQFCvSwQesWIzDj1cMUQgSo+QfLhks3Cn75WFVSUEXVp3V4boGo9c/XecP5o47Zhg6FvXBLnn0FB8fIBXhyMWi3pWUQeEOQcn1rZ2q1gGo9Ouj6tzn8joWRSLMj50DranVYcYxt+/57rjusREkxBlIlF0fW9NR/FzXdZY1dFW+ptt7m/XslL/Z/74Y07y+r6of43VO5W+4cmJIdMtrCzdQWHJUg48H5NtiWIZG//we3jcMiSbtoGw+EpmFloqFk19gDokmfp4YHR8ZHccQ8j0yNjQ40jfw1P3DPT1DHZy7Bto7+ls426dqAom4AxXGcQuUDyx4VM0rHhzlv1IEmkIk0vQuaO0eyqjsqOP1g2LZf0WF5zVzVSAE2LrfMOGoadIh40QgNfs1vT368V5pdU2dgyCGw8aJa5X5/z52wCiBW+NXyoUeMEoEi7My9xkkbNOO2akXd8Qkib2/EeVL6sRi96hJEsKXCv7dDH4uEgHcwRA9g6OmoWXcv2Ih8Bt54X/AoXY0CZR22Dhpq+CLawiUuB9jHVkBcrrlkIn2M3haKhOyXScWlcIAJm4kl8uG7tKLZ+EoYfHdIP6t0ISael7/tUcZ6Dt6tEQ6BH1cw39ZZTxazkgLA7JRPQrwhNoPPUjkv4VSUDtKQJe3aEVjTJALsSiQazxDIrQQly5oGwoU/RczNHKnbhxrDEbpuf+7NznPAySCsdE3wH/Tz36ZhwfkHqbkV6UUVH28V2HpMY0z6o5tnb0q1gEbLhsCAj7eq+gXl5NVUodwLNiyZj41zTx953As7eCMioa2x8EpCL+o7dzW1esYlALMQnUof2BoJCAhD2k2XX2w7LgGAEXrUTAIDEATllKYV96w5Ybx+7vkTqs5FFQ0hiQXbLtlgrwgCeWH/nUtHXIWPih2r4xVWmF1SFLBkmPqIA+3cP5bEC9qOyGvzuNQ1NjQ2vksEr27XUbB0reupfOIoi3YBR1HIewdSCCM8NSipLzK3VJ8cAGpfLZfadUZnfK6VsegZHAPjHD+q7rP6yXklCfmVqD8LdeN5Sx8gVaX7jujkOv6bq2dvZd1XAAr6M5ywa/kOoWk5lc27pW2RLNBUV8cUEbvPKMyMc4eUZn7ZB4C/mqbee1dvRhP1I5eNLR1WXnHfbpPCXyj5xRW1dgubeqN7BiT/IoGv7jcxYfVQFE5peh0j4FzBHp9+b4LqjZ0ifhknyJ6ZOEVCyjEh4IP60ORdxO8joFEP+w7b+iuZxp3T8p3h+h0OfP2yrI4ISu5Yt9v/2fZq3rT2a8vOmwQq24GDDzSCD3lkW1S21HiHRxJSESenIFEe6QPix1dU2vQkkrwscfpOn7Z8YvviTdgcgYSVbf2AREc46pauvlfBcNyziHR4ntB95yyg7Mbzz1MBXBo+RQ2dQ0aBZWARbZqxzjFVzd0DEg75yA7eOKmQ2Zde7+yB/+1PfBl23QAk2tSDR9c5EKBXB19w+bhZcfNkgEQwIuQnCYN74K9BgmoNKm0Lbu6k/3P43ORCGxR3twLdAOOiIYzX7XLQJuv2KYDLIAvte39FuFli+4E/agehdayt12DutBINDumsEXpCf9fBNCStApefEkruon2lDb1+KbXA1DAf+wfCJDYJqoCfTz/ME3yfiygDUzT1j0ExjILLTthlgzG2qQRlVLeXlDfhdoxRKi9oqUXjVmvErFGOSJM8AMdPmn1QKWT5snoY2F9NwpBm4FEQGYkAPSAljKrOrKqOyTux2L8bztmNXYMoAq0BLXEF7dmVvKjRLs8ac8bJMIue8MhbO4ZW9/aeVzJDttYg7EAA4BYlIKlX1fvQFN7d2ltC3Nn70BMZinY4q6xZ3Vj+zU9NyT77sz98vpWU/dodncE7BKXXY40rBB41z0LS6/Y9KLqsrrWZl43qtsny0eZ9Rf1M4pqnghedY3d1Wd1app4nT39KA11scRY9fdIWyJld9/ADf0nrED04tcenAF0KhvawlILL2g7XdByMn4S1dHdbx+QhCre2y5zSs2+oLKxuonnFJy6X/Yh6AdtVrUJQFEIN3aLwgi8Iyl909B9dGwcyVivUWDfwDCwCQiFRgYnFTTxuvEXgwA6QaWAy+zSOhQC+Dulao+KGBKBxthLqGHsFlc3fyB4R9HKU1pZJbX4FEBUaAaoh9fdj/6y6pp5PSCkb0/fR2Myi2sxnmDQp7nqMIzLBBymbhuIhh1VtGXlT4nZXaKwmKT6znJcLGqGnRG7jpxJe2VanFHYPR1ItPXC8kuOs4BEzHL+ex+n3X/wxPiHA5cIiciTMJBo970jV5/84sbtFPqG12ajmJtxFb6dA635db/xVOvlzZDoB9XIr6WCnRKqm7sGsR6L3iVapRAOcInIay5r6qlp6+8dHHUTUM5XUsFgF4Swn7CAX4xElS293Kuu4UV3g4BZDnFV+XVdYAhARpWgGYj6NSRCsl9DIqCJnGsu0K2ksQfl9A+PsTc9wrKuOS1dg9z31YA14Bv35Fp0EAV29o3k1XYBiZZIBYNRGjsHihq6LcLLATcsveBeDv9VjWyXIREIjO1iiPQDijv7h7n/KkBnbzlkAv5OW6YwJEot533/9H2VB4wSR8eEvz7L7hKxm2oYfNPQUpRz2iJli1Z0QV03xhn1ooVwPW+gq3/klMUv/nFh0p5XSPT0zdRCJFIWIlFbZ+85jccsareUBRZda5945GIhn+1X5j8qkpBWtw0CKoUkF0RllAQm5F3XdwMEsDRiSHRG3aG1o1ffORzwASAAdoB7RJHIMyqLIdGy4xqxWaUIAWOxvGCLr4+ogVFWndWpqG/zi8358hD/AdaKk1qxmfz7J2JI9OVhVXYf6NvT2l8fVWe28IxFU28YCHEKBgntvGvO6+67quvKBaLBchY+HT39gBhgDWhM+aE/e4i2QIL/MO7jp69PZF5zTjcxt4L9xhkLeVdSZq+0JUDqgVvUyyPRqjP3UU5cdhnrGoyWfCV4YyRDItdfR6KqhvaTqvYs15T42e8SjY6PNHZX+eVZa4efu+29lZs07/pIsi8fPNdj42Nj/N8ffC0PDg+YOt3/5sAHYkDz+r6rc662taJ7kDfl7hpsz6iNFH1wBl/33CQfsN8hVbO4OWNgpHdC8I0NenBGnrSBROv3XgxLiMMh1zvU2TvUxbl/uEfU3EM0eHCkf2h0gHN4sQvOYu4oxUGrHX4egW29DaL/H8DxyuubQyJsL5EOsQwvB530DY2yKlbIhqaWt2dVdwAFFt0JOmqaVNrUI4pEte39h435X9iHL9mkASkMg0qQEnnVvQp4vcO/QKLgPyORnn9xS/cgsAA4gsRWEeUvRqLFAvjoGRx1jq/mns0tlw2RuB+LXD7p9WiJpE4sqgb9AGscYn+BRNt1+LdY0Ob7voX4PMA0aNVSmZCAzIbs6k60gSWGl8uGYkw6eocZgqCFNe39rGGwGBLBx0yTegZHVD3z2SeyUi4UjQEpHnyQyJCovLl3r0H8F4IuGAeXtvcOnTTnd+3XkGiVQph3Wh1ISPLpbaHFd4NQ1FR94nMUib4/pxuRVmQfmMSQyNYvMTqjZO154VKtZR+SU1a/W/Dz8sAdxAI+Ciob5S1835GQ/vGKoUNgMtbysrqWwqqmoMR8wASQSMbMu6WjBxljMkvjc8qrGttzy+olbpkg6qFPPJJxSPTJXkVFS7+csrryulaksfPn/yTIHml+dVj17z7wQF1lda2Pg1MWH1ZddEhF1SYQHIA2lNQ0J+RU3H3giTaj2NVndZAGiFZU3eQdnY12ZpbUojGsFuZzmo9Ri+QtU9HAT/crhSYXYgQ2XjXyj8sV9KUVlZp5xAB0QCRAk5Ia/u0ZNOyu4EdFkGvjFUPvmGy0AQXmVzSCIzGMH+9R0LALKhKUgPR+cbmbrz1YekzDKSSVpcQQWfsmIARI9CggKSq9ZM15XdaMh97xCTlCUgT8Ad3CUgqRErsAI13HsLzyBhSLcuKzyy7dd2bfT4pML8aIMSRiuUKf5gIYoYVs5NkP9CLwNf2Cr1dDw2ODNR0l/vm2Kt41rVIAAFFpSURBVMHHpHx3zsDXq2saK/fd2CAGNK/pzWeWJWZFCyuYanHfJbrhuVkuYJ9DqlZRczpWJmG0iF4fiXDte8U2PaawJbaolTm6sAXz4KtOZ5giceErmiswq5H/v2O/9QqfdSoRmGpDcppQr1daPS7EMfWLpflNY1qHxQKn0MfNkiPym7FanLVKFYtaqxxhHVkeX9yq7JEvFvWbxsIzODJ2wz5TLFzMWKpr2vrEfo709T0lX6+OLvOQ8dutEnzUN+8hzutf+zfJKUQiebfcrKoO7i4IilV8klvH68fCiSUchHHoQWJkfnNlS19ZU69/RkNCSdujmEocVFjjt2hFI1l1W19GZcdF6zTklXHJKazvBtxkVnXYRFWkVfAeRlYwJEItegFFXL1Y+AEBxQ38mzpIHJrTCPZi5HHfrwiYctxMSFqi3qEbZx9bWdbc29Q5UM/rz6/rQiHLZELQEoYRiEoua+fXG1HOsvyoHuWZUgdgKmnsAeV8Ix9mFlZW1tQDUkG9ONJwpgCJ0M2UsnaUgPbkVHcCcdh3m3BQ4XTGAYPEoBxgCvLiHGeFw+gd8gZlN7K86L5ddCV7AsiQCPX6ZtQXN3RjoFDX7qf3n5Tc81ARQyIMnZpXPgb5hBmflr6VD0NsZmUHOBLFYnh1/IrAaizja3qOItGU+7P9yn5xOYKvv3hd0HK6ru/mGpZe19xxQM4a7CKWmDyP/GIkEhW71THdmvh5Ij0/cful1WJYM2lvOLnYK9x5+hqPBncOtBY1pw09/Xbqr+n1kQhTm2FQMa4R2TdVOYsl+02z70Ng8eZCXgaJcE2PdSs4uxFTKirdqBF11yl7EnDjFF+dV9sJLBMLnyrfc+L/bDhWIwwUd48BBgV6pdaVNuGqe8wloZoLf0mz10LedJjHSDQ8Ovib/4EPTSESkafPzz44mwt+W5AIfkdC+lPBT3otOaoOLzqkwu5kkOe1Xx6JZlIVtSVnFfau2LdQjG9e1buvrUvOiZ2mf79/VU0VEtXzBqScsyV1+G/l2aIVw27L33ucnV/bFZ7X7JRQHV3Q0to9eMshk/3zTlBWY+/gKC5bEW4Zzv/aZlheU1f/SGJpm2105Vmr1C/uBCENMCKjqsM9pTY0p6mjb1jXv4j9JhTn5YIHAYh6HF990CiR/TsMakdKXu/wBes0XPQDlW45ZqEooMNmjWhcmufVdbkk1oBFrKMqcLWt6VOIK922niGAkWloGTAFl7zsIhgX4h4pdbhKxqzKXr2oJni3UFlzj19Gg39GA3IVNXQju39mA9K0dA2ahJSK/ZQmDCRq6R48YZ6MC/qsqg52SY2hw+U7BgH9BQ4yJEKDL9qkocbs6k400juN/3wEo8RqP2aaVNzYDT54klSL6nCRjQ+RIdEuvbi0Cl5ebZdbUq1fBj8XxmSV4B+OOCRapRiOfuHa/UlyrUdK7aOYymeb+vKeEiR6SRESzRfjggSH2SQuiqbPbxESkd9Iz00kgoZHhoPjfPZcWy9GOS/pn84ut/U0mVO/dDZVSAQU0PErOmuZCh8xTmL/QIvVfa1yxFW7dHAGVvfmrkH35Npv5Pm3cAKz+E8NuN+5hJ97lyixpI3dJVqtGB6Y1VDVKnyzoqgx+a5XjUR2THyAKjAH6OEbuVCs/eADXLZu1owubepxTar5WioYKeOKWkEhFuFlO3XjuEdsoneJlsuGghWAUM4J1daRFTCYrG9oDDyHWCBRPa+fNWOpdAhqAQ4eNRXe+AnJaWJvg2S7nBkSoWHHzZJBJCAt9EvJPa+uvV/GJQerCIdE27Rj0M2ArAbuvTKgzKbOQTRG4n5sTFErOsWI6ovbgYceJI4I7hL9oBqZVNre1DngGFeFBttEVaAlGI3zD/nP6TgkWiEbio8A7UcH9xjEv+ZdMUIi8rwwIRF5fnvOIhHT2PhYUUWu1kO5LedWvMx/oq0/vkjW4EpqbvzI6Jz7SfwpfXAm/k0I10T+C06uP8rASgwaKKjrFkGihvjiXzwUe/GDM4ZEtW19L37v8zW7jNbuIdS7+F6QxH3+P+x4pdWBWnJrhP/tzIw2o7XB2Y1AjU0a/Lsvoki0RDrYMrwcAAeWAtVxBoIgFkgEvPhR8PpHhkTAmqOCF2TDv4lE2JZ3ywVBgvYwaEZBJYvu8v8dWhSJqlv70Lbvnr6ObzuQqGsQlLNFKzq6sAXlc9+DQb0jY3wkQkhCSVt+XRfY6Nk2iz04W3w3CDyE4W3oGPjNh24vMCEReV6YkGjy/niv4rabJjvumC153lsH15zX2yl48SP77vPL+4TKo8Kqpmt6bu++8AXZsuY+KQVVz33x41vlOY5EnCYmJgYG+xtb6kLifB44asgbXbukcuiC0gFp/Uu6tkre4S6VdaU9fd1AKGGGuacpQSK9gKLu/pGMyo7oghY4sqDlQXAJoETJPa+eN5BT04nVurixu71n6AVIBNbJqu4AXsQVt2r6FGDZFkWiVYrhfhn11U9/f4MzQKqsqQe1lDT2AIAaOwecEqrZ9xi+vBt025H/M2TdAyMXrdPYnfydunGoJb6Y/5v2SA+gYe+SRlORN7e2KzK/GVSxRjnCLakGxIBOxRS2ZlZ1pJbz9gt+wV4MiQIyG0AzR54iEVAGi/eLkQi57GOqgDI+6fXsVhCQCF1Dy1nis1apgJvy5l4MEaoGORmHlLIvSO0zTEir4CExiAoDm17B6+ofYV+v3qUXF1vE/65Sclk7NkCB4XnNW7VjEMUh0SnzFJTJftIf3Y8pbAGBsUonYUKi1zSoHVAL5H22a98rhh96kHjwAf9liWJRL/ZmjWh8xDgsccqIRYkaJwIOIauIcu5G6RtsQqLJ+4Tyo/qWzqb27ppmHvfOJGYZU+/2rr6u3oGMohr20sWX9znNx7zuflXrgPdeiESqNvx3/BwTvJzpbfZ8QaI3QK+PRHPZgJi2niGjoJLXfEJEfq4JiV7T4blNuE4Asmv5FIpeHuzQic2r7eL1DiNK7EeFf9NbtGKKG3p+8wvOu/XjC+u7XBP57wsQi3rzTEg0eQOJqhrarbzjYrPKEnMrPj+gzMIPylvXNPEsvGJzyuo5JFp5UsvaNwHhlQ3t9a2dxdXNSlZ+7EWRXx1Rs/aJb2jtqmpsL6lpScip6O4bZEj0jqT0LUP3/IqG6iZebXNHeX0rl4tDIqS5oO2UV85Pg5C0wmqJX/5L/5ttQqIZ0xuMRMAghSe5yh55b8xvis01ExK9psNymxJKWo2DS1q6+W/uYTcy1ypHhOc1pVfwnBOquTciApjk3XIL67vreP217f0NHQNeqXXcq4NkXHJKG3saOwYQlVnV0dw1yCHRIePE8Lzmet5AdVsfwn3T61kuUSQCRYXk8L8ShzSVrX2a3n9+eP1mmJBo8mZIpPzQX/KWKWgGxPOnHbJrzuuChGz9En+8YphZUsuQ6Ptzusn5VXHZZYsOqbC8Z9Qdm3k9wCnwzZOIjMLKRvayxwUSUlImXt19AwyJTN2jQUKgonUX9WF5C9/Wjl5ZM29EcUj04W754KSCzOJaoBiwbMEvG/nGm5BoxvRm3yUiT6sJiV7TQKLogpYlgm+kAXd+0ooGxzvEVpU09gBlTEL4bzIEEoFa9AKK23qGjpkK3+X4o3pUSll7UUP3OpUIKedsXu+wmif/94wRtc8woaq1jyHR+YdpgCSf9PpdenGS92NPW6YU1HcllrQhShSJ1L0KgFNGQSXsi2isijfJhESTN4dE70rKXLrvzOvulzXziUgrgr86orbipBaHRPtkrEA27pGZ7J3XsMQtk6KqJtew9G9Pa8dmlSXklHNvlBZ9cOYSmlbX0oGQwwo2zAfkHi45qo5kog/OgGIbrxqpWAfklNYXVzfvEbzE8i0xIdGMiZCIPGkTEr2mGRItvhe0QS0SfBOa22QdVQGIuWmfCTbikGi14NUJNW3CV13Dy2RCbKMrKlt6EaLimd/RN8y+NAaLPjiTcsru7Bt2S6oBG52zSmXeox+/6G6QKBIBg9CAa48yQnIaW7oGzULL3rAHzYREkzeHRNj+aI+CmUfM+PhEeV3rj5cNESKKRNjVdghp7eh5FJAEeJIx804tqEovrGY/OnvHyKOxrcsrOgtRek5hNU28nn7hgzOJW6altS2xmaW3DN0vajvJW/h6RGauFOTikAhAdkP/yXV9t/Naj/Wdw9s6e89qCH/x7W0wIdGMaQqR6LBxkrJ73iYN/veOMaVu044R/Zlr8oxZUidWy6dwh27ci98Nc/5hqoxLzut8lYSQ6DXNIRE+qaOmSd0DI8Oj47r+RWAUUSRCSsRWCN7pLOeae88p2yWxBuwi65Kz+F4wPuis6o7C+m5EqXrmp1XwegZHGRKtlAv1z2yoae/XCyi+7Zgl7ZLjnFgj55aLwkWR6IJ1msKT3JsOmSoe+ajFN72evc7qjTEh0eS9cIfs10fU2K+owiCYxYfVvjgofDS2QEIK218eUuV+tuLD3fJfHVZbekxjyVH1zw8oi/5D2fu75L46wo9C+g92yaMc9oUhGOUsOqiCLIhFGoQjBOEo7euj6h8I7i2hImyzBFx73hITEs2YXhWJ1ipHuKfUtnYP5tZ0RuQ1xxW1ljX1+AjesmMYWFLV2nfWiv97GrgYjS9uZa/qf30vlQ7B3B2Q2cBdJb+kcUHM6x3CjC8WPmPerhOLITIPK8OyJxYFGwWV9A6O9g+NOidUi/1jkbp3QVf/yNj4hEuieNRvWso5u6NvWMO7gL0V89fsklCND/F17gcQEr2mv5EPY9/4ebobukY5ggPZJdIhON2WPP2AcFqtUghfpxIBr1YMx0nBwmEgFCAG4ci+XDYE5Yi+LHG5LL9YxKK0b+XDGATzS1MM/1aAPstkQtYoCRMg8M17dkZIRJ7ffnkk6h/sS8mNv3P/nMKD6y3tTcLQpxoY7H8S4nBV/Zi80TXm+9YKRZV5dU3V5xT38a2w78jdrfllWUjc3dvpE+EqpXcRyWQMrty+fzY1N/7X/n++pKpAxuCynOE1Kb0Laub3yqqLEFhcmX9cWvK84n78PS23u7m9EYEd3e2OvlayBldQLP4qmdzKL+VX96xGx0bT8hKQACnv6pxXNr1d01iJ8Irakt1X193VObf/5sZr6sfrmqrGJ8ZbeE1mzjqsWGn9S0hc21jFynklvRIS/aDGfx9gSWMP+2dyMXNIhG0kCMxqOPSA/4PhACNcql63z8TCj7npSVLtAaPEw8ZJTvH8XVzvsjcDwZjWcQXsl1GPcGS/bJuOiftHtcjH8dVtPUOdfcPJZe0eKXUSgt+G3KwRDdTAdTYSO8RW7RD8yKWYRZFon2GCd1q9ske+XXQlYM4vg1/+T1rRVhHl0YUtiGI/VImUWzSjPVPqrtplWEaUI2VITqOcaw5DB7Tn4INEtCcyvzkivxlMs+bpkoYl6tqjDME7rJtBb7hk5/+fc2kboKehYwBVoLViF9/IjhF7klzT0j2o7lXA1ir4/MO0mrZ+9+Tatu4ht+QahkRowBnLFASifFRtHVnBftcTBitg2H3S+eOGUbWNrsBYcUi0WTPaIlw4UPaxlVwuUSTapBHF0qBfyP7ilz9xJiQizwvjyBceRq8iQiLyXPFLIlF1Q4WDr2V4YsB1jRMSF76tb64RRjxVZw9P3uj62qOfI6UwSCAg0WXVIwdvb95/88cbmicbWuucA2x+OrvcxuMB9zsb2Bgf/9XfIGO/tI8NgJSy6Z21xz4HvlTVl5+Q2QFw2X1tHdirrbPFxsN43bEvQhN8x5+iFZfxueLXKYgdHBq4qXUauAbMKizPOXhr83Hp7dsvrdKwlAFpAcK2nFuRlB3DtRZN5YpFS9yCHmUVpryg/ZxeCYmu22fweocBJc9dnESRaLd+fHvv0EUBi9x9zP8xjUcxlVjacT3qnlI7NDLmEFeFS+Ql0sG+6fXlzb1AE5R5xTYd2bFI4wL3hn1mc9egknseQAG5grIb0yt527Rj2LWvrn9RPW9AxiUHV7SL7wUpe+S1dg8hr9gFrigS4S8KxOQIAkMVyDIyNh6Q1fCjehRygTAaO4XvLdxjED8wPIZ2blDjf9v0pHkK/3VH8dWoCFfbsq45uLL/4k4QrqqBaCgQLV8uE5JV3RFX1AqYQBR6ut8wAZC0Wz8uv64LHMM6xTWMmSERQMcmqqKO13/hIb+dW7SiC+u7wSVgr5auQYZEuLgPz2sGjALsUD4G5EFwCT4LNAbc45pYg+xnLPm/goK2YUj7h0YZEukHFGOgpJyz2UCpeua3dg+etkxBSg6JlsuGZlZ1hOY2sVsLSMnQ8DdNSESeF54qJEoiJCLPil/pwVlbRwuw5rlI1NPXZfXE4Iz8nnu6529qnTp8Z4tnmBOvq00Y/VTIeFZh33nF/QODv/Ejqc+qtLromJTkbe0zHV3twqCnqm2q2nv9B2XT2929XcKg3xIaXFCWnVOcrmxye/ul1T4RrqNjo8K4p0rLT5S4+J2Rg8avoVVMWiiAycJV79m8z+qVkAiLLtbXkJymV0UiLMNbtPhf/0RGw6Dizr5hFgU7xVfV8/qRC4vxbces4obuoobu1PJ2YEHP4KimD//eCdgiMIuPRFsFhcDYHRwZSy3nAUrglPL2xJI2QA9WepaAWQyJwA2a3sKbMeCe4dHxWw5ZLCXoBFCl5sn/92NEiT5uA+5kVvIyKnmAFcn7sbFFrRUtvWkV/Krbeob4L5O8F3ztUQbwxTysjGXhvFNPiES/9uCMIdE3cqEoFimPmiQllLRF5jevV43crhPLIREa09gx8ESknH2G8RgrhKCKnJrO2CI+mbEo0QdnwdlsoPijxA3U+Yf8F1eK3SVyiK0qqO9Ce2yjK0Wf5rzAhETkeWFCIvL89lQhkZgKynOQTMbgSv8vf2WsoaUW2HTw1qbG1nph0EtoaHjQyd9a8uJ3Vm4G/YP8X98UE5Boz7X1V9WP8TrFIew31cprfuCo+ePJr6JSgoVBT5VZmLLl3Ep5o+tiv5XW09edVZSalB1r9cRww8mv5AyvxmdEpubGt3e2ClM8T6+ERIAJ/YBiLLcJxW1HjJO+kQ/7Vj7swsM0Vc98Puu8HhIJftO+h71OGksyKuL1DnNI5JfRUNzYfcQkablsKFZ61NjUOajrXwRcQMa1yhFXH2VwPwrGedJINDA8Fp7XzP+GuFyotHNOs+DHXNEMj5Q61HvJJh2VojEljT0MidAq8Fl2dedBo0TWnit26WgPsCavtgsQuUoxfJnML36wFuaQCNtbBT9t1j88hm6yJ4OiSIQyMTLlzb0nzJOxvV4l0i6msqlzALtICZoBMN2wz0QUcsUXt6L9DInUvQrQYB2/Pw8U6I0NlCgSIQQ9RQIwWefT12H/pgmJyPPChETk+e3XQaKJiYm80kxHX6u0vMSK2pLHfg/zSrPGxsZaO5q1rGS3X1odkRTIMoqqoCz7yN2tF5QO5CPx+FhPf3dQrJdH6OOSqgK/qCde4c5dvZ3CpIKnVAjZeWWNoYN6T9+L7gAl58SiRmm9S8WV+dhFYp8IV99IN0CYe4hDSLyPKEs9feCVOj4+1tHVrmJ656ezy4E4wuinGh0bDYz12nb+GxXT2+gy+tvc3vgk2CEs0b9/gF/a9N0lYsbyf9Uuwzi45GFkuWloqZJ73latmC8E3xkCo2zR4n8xaJ1KhHFwqaRgad+lF2cQUMx+sQs4csg48UFwCfc7EiAVXb+iDYLfx1ilEA7WsQgvNw4pBUhhOT9iksieNyE7dq0iyrHSs3sYgAwVj3zzsDIEYsk/+CDx2R91F20GmAPJDhsLCwQcmIWWom0sJVDAILB4vyH/JzvYXSL0C41BH5ELhMdygYrQYPTaMrxc1jVHzjWHPbwTjUJ79AKKT5onsyV8r0G8QWAJAm85ZCINQjifNE/BiP0kGDEYAIeR4boMNAQXokxWzuJ7QcfNkg0Di9Ek8Nl1+0wOATGq6P6DIH4taNUx0yS0GaWx519soCz+PFAJbKCu2KZjSNH4JdLBik/y2Eii5fiA6MEZ+U0yIRF5fvslkWh0dKS9s7WV18wZu8MjQwND/dju6esGLgwMDXCxvK62F3y9ZuLnid7+bi5xW0fz0PAg8ELy4nfAizERvHi2XvDWC56OdXbzuJTIODg86B/tseHkYrdg+5GRX/wQbN9AL4piKYF6I6MjwohnBG7r7PlzsUgM7BPGvYomgURvvMUenJF/zYRE5HlhQiLy/PYr3SWaPoFdsgpTKutKp/Z3W7t6OtLzEyf3D2JTLkIi8qRNSESeFyYkIs9vzxEkehtESESetAmJyPPChETk+W1CohkTIRF50iYkIs8LExKR57cJiWZMhETkSZuQiDwvTEhEnt8mJJoxERKRJ21CIvK8MCEReX6bkGjGREhEnrQJicjzwoRE5PltQqIZEyERedImJCLPC08ZEq3bdeGr7dcXbb9BJs+kv95+ff2uC4REMyBCIvKkPZNI1NI9aBhYrB9AJr+yy5p6hIfRq0gciUZGR9vaO8mv76bW1vSy5LTSROaqxmqxBOTnemBwSHgskqZNQCLQ59q919fuu0EW86azl366eOGnS3xvPH1ZLJa8du8NHDwzg0Rvs+rr6qqrqph57eK/pUiaJokjEWmq1Nhddcd72zWPH5nTasKFESQSaa5qaHTAIOradY+N7LR1TNMeHhsUxpFIM6XBgQENFZU7168z+3p5CSNI0yxCoukSIRGJNO9ESESaCyIkmi0REk2XCIlIpHknQiIS6W0WIdF0iZCIRJp3IiQikd5mERJNlwiJSKR5J0Ii0lzQ4MCAlpravZs3mf28vYURpGkWIdF0iZCIRJp3IiQizQXRd4lmS4RE0yVCIhJp3omQiDQXNDY2VlpcXFRQwNzS3CyMIE2zCImmS4REJNK8EyERifQ2i5BoukRIRCLNOxESkeaIGurra6qrmelVjTMmQqLpEiERiTTvREhEmgui7xLNlgiJpkuERKQ5q/KqOjefMPKzfuwZcFnv8iG1vcz3TGScvYLE0pDhhqZW4cFEmgYREs2WCImmS4REpDkrv9C4tbsufihx+z2Ju2TyK/ljyVvr6DfOSG+oCImmS4REpDkrhkR/krj739ukyORX8vsSdwiJSG+qCImmS4REpDkrQiLypE1INAMSf1Wjj48wgjTNIiSaLr0mElVXVysrK69YsWLnzp1btmz56quvgoKCxsfHhdEvVGdn5xdffHH69OmxsTFh0EwpNzd33759hw8f7u/vFwaR5p4IiciTNiHRDIi+SzRbIiSaLk0aidra2k6dOvXxxx/HxMQIgwSamJjo6+vT0dHZv3//3r17NTU1L1y44OnpOTo66uDgYGpqev36dbCIqqqqhYXFhx9+iDQHDx7E30uXLpWVlaGEwcHBiIiIEydOINmuXbvu3r3b3d0NzEJFN2/elJGRYeFSUlJoA6uUaXh4GIG3b9+WlZU9dOjQ9u3bHR0dUS+Px0N12D5w4MDRo0fRBh8fH9QInkNsXl7e2bNnkR6QhOy9vb3gpJCQEISgoj179pibm6P25uZm9AVNRTKU39HRIayVNG2abiT6eK/iSZVHnlFZHpGZPjHZd4w8ECKW5nX8px2yKjYBpu7Ry45piEXNljdfe9DW2XtU0VYs/De9/qK+fWDSDYMn726X4e9e0q9p4qnbBr6/S040GWelh/6ltS13Hni8IyG9V9rSLSx941UjsTTTakKiGRCuZkuKiwsLCpjpVY0zJkKi6dLkkAjQACz4l3/5l7S0NDCQMFTAQ/Hx8f/6r/+KWLAFdqWlpRcuXBgdHV1XV4eNzz//PDU1FeHAF0DP73//+wcPHgA4Kisrv/zySyBIRkbG8uXLgR1AEBSI8Pfeew/4AvoB0KBGW1vboaGhoKCgd99918vLS/SOVHJy8oIFC7Zs2YJcKF9DQ+N3v/sdQAqJ//jHP0pKSqINSNba2oqiTp8+DSQCh3300UdZWVloEgRCiouL+/TTTxE+MDCABEeOHAG3hYWFff/99999911paSlKQLKXvBNGeh1NKxKp2gSW1DTvk7FaICHNQt6VlMH6jY13JKWPKdupWAeo2gTcNvJYdEgFgR/slj+ubHdZx+XjPQr8xNtlbug/2XHHfIGE1NoLercM3XdLWciYeSPL5fvOSPPRHoXr+m4FlY21zTwz95hrem7vbZfZL/vwvNbjrTeMUfhVXVcQxmk1hw93y3OVXtR2+my/EnaZvzqidveB57entW8buaPku8aen+7jx6KpaMkheeuL2s7yFr6bBLSBjCgTyeBTqvYf7OIXyxIjGWpUsvJDAxgSAdf2SFuiAZ8IKBBprui6ogssy5eHVG/ou7GiJG6ZLDuuYeOb0NLRE59drmYbiJCvj6jdM/b8/pzuugt66PXKk1os4+LDqhiKrTdNAEBoM0bmsIKNZ2RmT//g4+AUpDymZCdl4rXrnjn6i/T8Nuu5HpSzXrjz+Wg1aRMSkd5gERJNlyaHRACU/fv3L1mypLa2VhgkEFBpw4YNoIfy8nLsFhcXr1y5ctmyZcAjoM9nn30GYGIpgT5ff/31/fv3gRfYTUhI+Md//EclJSUpKSmwTkREBEsWGhr6zjvvALCAO5988omenh4C+/r6ZGRkli5dKlb7tWvXUEVVVRW2eTze8ePHsZudnX3r1q1vvvmG8RCUkpKCuh4/fozC/+Zv/sbIyGhkZIRFdXZ2nj17FnCWlJRUI1BTUxOLGhwcBNhJSEgAmKytrWf+Yd9bqOlDoo1XDLNL61zD0kEGYlHgjLK6Vnlz3/d3yi3YJrVHyrKmmQe4+fqouk9MdkpB1ZJj6kj2yT5FEJWhSwQfJnRcuvsG+XdQJGUW7pANTMgLTSlcuFMWFOUTm5OSXwV0YIXb+iW2dvaCCd7bzq8XFFLX0iHgKum90lYoEFEsJfPmaw/6B4etfROWHFUHQ2g+Ci6tbQFAfLxXMa+iIb+iUeKWKRqJlCC84ppmRCEZwE7B0q+ivg3Zd92zKKpqMnKNfH+X3BcHVcw8Yjq6+4FEIDZLr7iCisZlxzWRHWCUU1Zv7hmDbWBidRMPrIZWYXyAZSgTtISqjd2iAHZIs/6iflN7N/Bu6TGN6IwSdBkUhXD7wOSYzFJwm4ypd1Vj+6X7zhgTgFpjWxdoDAlQ1EOf+MziWvQIUegvipW8bYaoqTUh0cwIM2Tt01c1tre14cJSGPEq8vf3x+SP6Z2b0ouKinR1dXGBynafFWbgJ0+emJmZYaoXBr26urq67ATCmiIMmiciJJouTQ6JxsfHg4ODP/744927d5eUlICQHB0dz5w5A2g4d+7cRx99hEMcxxk2/vqv/9rAwKC1tRUwAQ0NDSE7MAgg8vd///csu729PYq6e/cuiATlsJtMFRUVJiYmH3zwAeiH3ZQCiyAxsldXV4OH5OXlRb8JVFlZuXr16j/84Q/IVVpaKikpCRQD/WAbzdDQ0GBVs4drSAlcS09P/+Mf/wi2KysrAx6x9qupqQGYLCws0GZzc/MbN24A1+7duweka2lpwVkKYsM2q5Q0rZo+JPrximFuWT145VkkumnoXlrb+s0pbba7/IRmfHaZY2Dy6rM6L0AiLPkH5KxZFpfQtKS8ioU75Z6LRFkldYAttgtbeccBzoAyibkVTyIyxNojfM6lZMd2JW6alNS0yJh5A4kEBBPLpUSl4alFXPbdUpYgJDlzn2t6bs287jXnhQ3gHpz9GhKBnB75J6bkV35/VodlYf41JMI2EAoQCfo5q+5YWNW0XcA3v4ZEMBqPznpEZp5Rd0BGRSs/Fj61JiSaAQ0NDj7Q1+e+S+Tm7DwyPCyMe2k1NDRgpvXw8LASCJiCQF9fX0yziMIlrrOzs7GxcWJiYkhIiJaWVlhYWHd3d2xsLK6oXVxcAE+Y/Nk1KoAM6bW1tRGIXQSiWH19fcz2uKg2NTXFbkFBAaZ3W1tbLA2Y25WVlcPDw5EAF8BYHfgNmg8iJJouvc7Xq9mTJk7csyThviCE/UUgjk521DIhELssGSQWJQwVKZMFsm1INIoJVwzvvfdeamrqyMiIIOsod70ilpjVy2JFu8C1QbRhLCOrnUmsXtL0aVofnB2StymqarLzT1wq+KIPEOG85uOfrj3AYp9eVOMYlAK8wHKOBTurpHbrDZOFO2TVbYOwzP90/QE4yTMqq3dg6MVIBLxA+Xnl9dzXaJ5Fok/3KWUW13b2DgC2lh0X/8oRCGZoZDS1oOqHSwaLD6uCyZLyKtHgZ5HosIJNRX0bu8m06KCKU0iqX1zul4dVvz19Pz6n3DMqE93ZdtMkrbC6vauPfZfolqF7bXMHgOarI2r2gcl9g8Mo8B1J6QOyD2uaeJqPgj/cLf/lIVVwz2f7lX68zL+v9iggid3fEkUiWNHSr7yuNTmv8u4DT8ZMHBKhwCMKNkiMFrLE8KarRg1tXV29A27hz7lRNyUmJJoBTQkSZWRk4AoZJFRbWwsMAgDhohdXtu7u7iAVAA022OTc0dEBZkJUT08PpnogkdiDAgjX1TY2Nq6urr29vfHx8bgYxoVuYGCgiooKAsFAKB9shKtlcJWfnx9gC+AlzDx/REg0XXodJJo7whmiq6srKyuL80EYRJr/mu6vVy+QkP7ioMqKk1rMWPgXSLBwqa+PqLFABkycPz+gzA8/oQmEWnJUHbsIBPosP67JfXcHgexOEowqvj6qzpWDKp7lnrMajs287mPKduwRmKjZTZ1TqvYoH4V8fVSNfdsJLUQVQB/RxIhC4azZolEsMQKXHdcE0KAl7NtL8Gf7Bd05qfXxXgV0mcsFnkMyFsUfFkEgugwWRAg2WF3YYOnRTezCHO0hCtWxBMgO8kNGZGejBAwyeRJdVN383en7LP2Um5BoXog9uvL29h4c5P8iTX5+vra2to6OjpaWVmlpaXJyspqaGv6yK9jCwkLsRkREtLS0PHz48PHjx6IPCjglJiZiOQAGgYdQYFtbm5mZGVgKkCRMIRBWDQMDg5f/F+k5JUKi6dKbgUSkN1LTjURzwavO3E8rrDZwiRALZ/7ximFFfduRV/8Hsbls4NRBOevKhrZjTx8ITocJieaFmpubjY2NKyoq2O7Y2FhSUhJ4CLjT19cHavHz83vw4IGnpyeYxtnZmf3bDcLd3NwQ7u7ujvTsSxGcKisrwTr379/Pzc3FLsosKiqysLAARaEcExMT0BKydHd329raWlpaAsgyMjLmFxgREk2XCIlIc1ZvAxKRp8mERDOgocFBE0NDqVu32Ksa3V1dJ/HgbAo1MTFRWloKHgI8zbtvTL+SCImmS7OFRJ2dncePHz937pwY4JNInAiJyJM2IdEMaEq+SzSFGhsb6+rq6unpYd89eoNFSDRdek0kAtkwDQ4OshcqQjgiATrCiM5O7uhEFNIgBEdtWFjYhx9++PjxYwSyWCYkZrmggYEBhLBcogVyWVhdLJC9Bgnq7+8fHR1lgYhFMi4vrhtQNVIODw9jlytHbBdilXL/gIAyWe+wjVYJCuvkQlApymSBqBG7gkyk19UbjEQSt0wdApOPK0/jk6O33IREMyBM1+VlZQX5+cyNDQ2isyhp+kRINF2aNBKlp6d/9dVXW7duLS4uDgoKWiRQRkZGYWHhv/7rv/7f//t/ZWRkKisrN2zYsHPnTgBTWlra119/vXv3bqT39PT89NNPsVtTUyMsTsAlurq67733no6ODvuv/r/5m7+xsrJKTEz827/923//93/X1tbOz89ftWrVxYsXkTg6Ovqjjz46c+ZMRUVFXl7eH/7wh/Pnz6Pw7du3/+Vf/uXx48fr6uqQDCX853/+J0qura2VlZX9t3/7N/zNycn57rvvTExMAE9om6Sk5MqVK9FyYVN+/hmtRYGurq7YRiEnTpxYvnw5WmVoaPjOO++YmZk1NTVpaGgEBgampqYuXbp0//79yI7aP//8c/ZiSVYO6XX0BiPRGXWH6sZ2WXMfsXDyVJmQiPQGi5BoujQ5JKqvr//hhx9++ukn9ibD5uZm0AlQoLOzU01N7YsvvoiPj58QPNZdvXr17du3gQtAGaRnt22ASkijoKDA/b8AEoNd/uqv/uqbb74BNu3YsWPfvn3Z2dnd3d1Xr15dsWIFtpEmMzMT/HH//v2YmJgPP/wQ/LTrqYBZSBwWFvYP//APdnZ27GLFzc3t3XffBQ9hF9ktLS3/6Z/+CW3D7unTp9evX9/R0SEvL79w4cLg4GDWEmhkZASBYCYgDnZR6ZIlSwBA4CeA4ObNm1G1oqIiUAytAhf+13/9FzgMbQD8OTg4dAneq0F6fb1JSPTZfiUr77jUgurtt80u3XfOK2/o7OkHEn2wS17Ryg8bK09qHZB7WFzd/Cgg6bP9yj9eNsyvaKhr6ZQ18/nhkn5aYXVlQ7t7ROaWG8ZKD/0r6lslb5sukJA+rGBj6BKx+qzOugv6fnG56UU1P14xfG+7jIp1QFZJ7fY7Zld0XKqbeM4hqV8dUVt6TMM/LtcpJHXDZYP9sg+zSur0nMI+2qNwStUe9V7Sdv7mlLbmo2Cxf7KbpyYkmhk1NzXV1tQwt7e3T+IeOVYBf39/e3t7rBfCoGeEJcPa2ppN3cKgaRDm84cPH+ICW7j/EsKKwP45Trg/UyIkmi5NDolwBCxYsOD8+fNY/nGwgmD++Z//GUwDKPnyyy+PHz8OekAyR0dHhKekpCQlJX366aeXL18eHBwsLy/ftGkTSCU2NpaVBg0NDamrq//ud7+LiorCSYVkKBmF1NbWArZu3ryJNNg1MjL67//+7/z8/ICAgD/+8Y/AFOALe9aGEoaHh69fv75u3Tru/xdwsLLf/UCsr6/vf/zHf4BaWltbERUYGPj+++8DtlB+cnIyS8/U29uLXhw5cgQ14vRAmv/8z//EBsLZV/aAgAAjpPHz8wMe3bp1C+XjXEUz0HJWCOn19SYh0aarRq2dvceVH7Fd0btE70hIf7JXERi07LiGrW9CQWXj8hOa7D1AwJc/7ZCF7zuEVDW277xrjvSIyhFEsVcEAaqQF94jZcne67j8uGZCTrlDYPIn+xS/OqwWlV7iEcl/L5GRayQSBCTkuUdkwEl5lagCKLbjrnlmcW1yXiWgbe15PdbC+W5CohnQlHyXqLGxEZMzcATzbVxcHPAIwiWuq6srLkcRiBXEwsKC/U4lJvOioqKBgYGCgoInT54gmYuLS1ZWFlYBqKSkBAk8PDx8fHwww4eGhmIdaWlpCQ8Px9Wyu7s7YnE939bWhljk9fb2RhqEY0XD0qOvr481xcnJCdmxiGBWT0xMRGkQrq5RLyZ5rDI5OTmsavzF5fejR4+e+y6AaRUh0XRp0g/OcLDeu3fv9u3bpqamIBUcr01NTWVlZdra2jiCkQBHLQ41S0tLdmcoISGB/Sarjo4OSBxi4ZxAQjjIkOCOQDj6gTs4+NjzMiQAkeBKAuHs+EMDZGVlkR7Ccczj8VAjNpydnQXl8QVAsbW1BVGhajTy97//vbm5Oc4cRAG23nvvvaVLlz57TYDjHuwP0EEuGxsbTU1N9gIMnISKioqsRjSDtR/niby8PAtUU1Obj2/9mrN6k5Bo/UX9upbOuw882JsMlaz8G9u6gEQf7VGIzSoLTMz/5pT25weUH/rEvxISgXIKqxr3yVhhW+KWKUOib09rpxZU+cfnmnnEmHvGHlawQQnIqGjpVyb4PRDWJDG/Iyl9VNEWtaBM1sh5bUKiGdDrIxFmY1wb6+rq4noSFAIoMTY2Zt95wHJgYmICYOro6MB6wc38WBTu378fFBSE6R3zrbW1tYGBQWFhIdAEG+yHm7ASIU1ERAQWEXAPlicQDxAHUWAjtkhhxUHJmOHZux+xImADiTH/IyojIwNX6bhaRgloA5Y5XPNjCWCvOGJfjUAWJSUlLBbTeu/quSIkmi695ter57hwpq1ZswaMHxkZuWLFinPnzjU3N+MQx/ENHsLpRzd15rLeJCRasE0KpAKOCUrM94jMPK/l5BmVdU7z8QIJKYBOZHoxwh2DUmx8E1zD0r86orb6rI5beLqmffC722UANLeNPIBN7OddhVGP+FFLj2lgOzy1yCcm29YvMSixYMddcwRGpZdgFxy28pSWkUtkRlHNATlr1LXlujHqDUkuCIjPexSQtO2WybuSMnukLFEIQlDOBS0nhIi2fJ6akGheCJeyFhYWLi4ufX19MTEx4Bh2Fx+MYmhoGBgYCNoAKuFqk33Xs6urCwyEK1tkBEVByIgpPTExEXTCrm+BWcjIfscDCbARHBzMqAVFsX/RZ7ulpaWgJR8fH1xOg35QO/t1TtSOXIAwwBCrBQlAVOAwtARgBGZCpbjmRyO5X8+cSRESTZfebCQizWu9wV+vnlb/cMmgobXT5En08hOan+1XeujN/5nV75/+zNlbYkKiuS+ABfBCQ0MDKNPe3g7QcXV1BXwgKiEhAVCSlZU1OjoaGhoKWAHfAEogb29vbW3t1NTU3t7e2NjYkJAQ5C0pKQHcgIRqamoePXqkrKzMvlEKzEI57DkDBMQxMzMDhFVXVyMjsqirq4OT+vv7wTegpZaWluHhYVwq29jY6OnpoVgUjgZER0eDvZKSkpAe22ApS0tLRUVFPz8/9thhhkVINF0iJCLNWRESTdoLJKTf285/4gazrxy9bSYkmgFxr2pknsSrGkFFQAr8xTYIht28EQuHsM3EpRTuj42JZYGAWaAZwBBCWCD+sjQQC4EEtfHFYkXDWQg2WAjElcAFsg38ZeEzLEKi6RIhEWnOipCIPGkTEs2A5s6rGhsbG11dXR8/foy/Li4ulZWVHMS8kSIkmi4REpHmrIBEWNVW7riyfMdVMvmV/M2OK+sJiaZZY2Nj5aWl+Xl5zA319bN11+RtEyHRdImQiDRnheu80dEx8rPuG+rVj7h27cnGqwLbp2j3D/WJpSHD4+Nv8q0C0lsrQqLpEiERiTTvNDQ6YBB17brHRnbaOqZpD4/R/06SZkEtzc11tbV1NTUwb1KvaiRNQoRE0yVCIhJp3omQiDQXNNd+9vXtESHRdImQiESadyIkIs0FERLNlgiJpkuERCTSvBMhEYn0NouQaLpESEQizTsREpFIb7MIiaZLhEQk0rwTIRFpLkj4qsbbt9mrGj3c3EZGRoRxpOkUIdF0iZCIRJp3IiQizQXRd4lmS4REU6nxibGx8VHm+s5yUSRKrgrmosYmZuGnW0gk0m+KkIg0W5p4+sMX0PDwcHFhYXZWFnNtdfXIyIgwbjZ++evtESHRVKqaV6QacvyG52Zmjofg654bWeAdb4nYcu/xCXoVKYk050RIRJot9fT02FhZSd26de/mzRfY1cmJ/YAraTpESDSVmvh5orK9QCnoMEdCYr7tvTWmzGt0nJ4Kk0hzUYREpFlUb0+PlZnZ3Rs3uEdmoka4k4NDb2+vMDVpGkRINOWaKG/LVQ05zmEQ57s+kuHFLuP01IxEmktq7qnRj7oqdraKGZDkkmEwMNInzEMiTY+6urpsLC3FYAgGD9nb2g7S/aFpFiHRtKiyvUA56KjolHrLa0t0mQfxEIk0B9XW23A/4gJ3c0jMNzw3O6fr9g/T1TlpJtTd3f3QwkLsXpGzo2N/f78wBWnaREg0LRJ7gnaLnpeRSHNbzT21upGXOQzifN1zk2Pa/aFRujonzZxEn6DR87KZFCHR9En4BO2uj2QYPS8jkea8mrtr9KOu/IKH+M/L9Ol5GWnm1dXVZW1pSc/LZliERNOrmo6SrLoY4iESaV5I9AnaDc/NTvS8jDR76u7uTk1OHqDnZTMoQiISiUT6swRP0C4Jnpdp0/MyEumt0m8gUWt7h6aRnZKOJZlMJr8lvq2ldkbjvLyOsVg4mUyepw6OTBRizQv1G0hUXde45eC1zyRvLtgmRSaTyWQymTyP/K7Eve93XjKzcxdizQv1skj039ukyGQymUwmk+eR39lGSEQmk8lkMvmtNyERmUwmk8lkMiERmUwmk8lkMiERmUwmk8lkMkxIRCaTyWQymUxIRCaTyWQymUxIRCaTyWQymQwTEpHJ5Knxh7vlDynYSJt63zX2/PGyoVjs3PE7EtL7ZKxkzLx33DH/0w5ZsVgymfzWmpCITJ43BmqMT0zgXBsbnwhMyFt8WJWFf7JX0dIrdnRsHJ6YmLh035nLMmP+YJe8X1wuqg9KzAdwXNFxSS+qGR+fsPKOE0s5rfaIzEQbItKKlh3TEIvi/MFueZ/YHLTNKTj1s/1KolEWnrHDI6PF1c1brhuLhs+kt9wwjssuyy6tO6VmLxZFJpOn1YREZPK8sZSJF040XndfSkHV0PCo0kP/97bLvCMpfUnbuX9wOLWgqqK+DUh0WccFid/bLntE0RZrvHdMNmDFzj/xoLz1AglpQZTMjjvmZu4xCHePzFS08lt0SOWHSwYOgcko884DD8+ozNtGHkgJYjir4Yhw39gcz6gsA5eIdRf1WSGiRl6nkNTOHv7vnmYU1zgGpWy6aiRn7oMsF7SckOCbU9pPIjJkzPg3kFzD0lCv3uOwxUfUEPWOhPTGq0YoGTTjH5+L2BsGT97fJYd+HVawQQlHFW3RQsR6RWcrP/T/cLc8cqENXx9VlzX3cY/IQNse+sRL3DRB4HV9N6/orNtG7kiDlGfUHGz8EpCAn8Y7XvKWKYp9ARIdV36EAnUfhy06pAriNHSJsPVLPKJog/JRgo1vwh4py113LSy94vzjcq194tdfwmjwh1ra1NslNO24sp2qTYB3dDZGFW0DJgqbof6cZiAK3Twg9xBV+MXlPAnPwMhvuGwQm1WKD3d0bCy3vN4jKnPZcY0/7ZA9r+XkEJSM8XkUkATixKBxbSaTyVNlQiIyed6YIVFhZeNJFfvGti4YqyMYpby+taaJBwBKzqvkkAjhqjaBWOO/OKgiccsUtDQyOnZO8zEgAHg0OjYOhAK4gGaUrPy33zE7rebQ3tU3Nj6O5fy7M/e/Pa29W8qitrmjt39IzSbwqyNqKLaupaN/aFjdLki0VTBY5PMDyqkF1aj9qp7rwp18oMHyPzwyaugSiQSoCMv8wNCImUfM6nM6Fl6xg8MjxdXNm689AI2BeK7puS4/ofnt6ftR6SVoGxAEHKBtH4Ltzp5+kNDaC3oAAuyGJBcsPqx2UM4are3qHQBjfY223Xe+ZeiOSoEX6CYYDpUCJnQcQw/JW6Nt57UeY7hQFJjpBUik7RACuEwrqP7+nC4GAVAyPjGRlFe59abJFV2Xjp7+sbHxgIRcMA2ahJGpa+ncedecK7ChrQvNANbE55SjqcFJ+Ri35cc10QzwKJoBQEQzUA6a8eFuhaiMEgw4uGfNeV3J26Yq1gH4sPBBtHT09PQPylv4YiSBXKArJMPIYOgOKdjc0HdjREUmk6fWhERk8rwxh0Tv75LTdwoHYWC1Ts6v7B0YUrcN+miPAodEWEdBSKW1LX0DQ1WN7fkVDVjpkRfoALYA2QBWlKz83pWU4QpnSIQokBALsfKOB16kF/L5gIU8CkjCSu8YlLL9tll6UU11YzucVVJ7UvURv/b8KtHHds8iEVryzSlt7KIunqCuXfcsUHhibgWa19DaiXbyuvsmJn52DErmkCiloGrJMXXk0rIP5vNKYfXGK0bgNiAIF8WZQyJQ2lkNRz7SDQyV1bXCgDBwBv/mzasgEZqtYMkfqE/2KaL93X2DR5XskBJ/m3ndPX2DMmbeXIGPg1NYgaycWkEHgaGizUCBaAZyHVOyw4DzC1S05RoAI5xfsiANC1l9TtclNA0shTJBS/YBSZ/u+0WzyWTylJiQiEyeNxZFoi8OKAMOgCDjExPhqUULd8qKItGHu+WNn0RhkU7Kq1hzQU/a1Lutsxd5gUTIiPUVUVkldTvvmq+/qK/5KHi/7MNnkeiwgg2WYazlBs7h357Wvm3o3tjOv8OBZnBN4jw5JNorY3VB22loZBTQgHqPKtkWVjWhkBcjEagObUPLwBNKD/2XHlO/ouuiYOGLLBwSfbhbITS5EIPjGZX142VDA+cIJJ56JPplgS28HiTedtMko6hmbGzcLTz9qyNqYSl/boahi7AZwJ2P9yom5lSMjfPve2F8frr+wMg1cslR9Y1XDPERg3f1Hochy5eHVG8ZumvYBa04oYmxau/qbe3oOa/1WLTZZDJ5SkxIRCbPG++4Y2bnn8ju7iyQkAbNWPvEm3nEfH2UTwzgJEUrPyTYcoP/1WDsntN8bOkdhxAsrkpW/sAFFoW8e6QtsQDbByaZe8Zc13cDGYAzTN2j9Z3DgQKsOviz/cpXdFysvOPsA5PxF2vz5weUuVhR/7n2p19MRrHWvgnHBACx7LgGmqrjGMqyC+qK4dd1+j76suueOQDuUUAS/ipY+qKiC1pOCN8rbYkC5S18P9mriFzgtoc+8WCOLw6qYHflSS05cx90ysYvAVS34bLBAgmpsxqO2GVfYPp0n9INgyc2vgls0JAGncUYLtwph7ahOiTGNlJyflqF7xcHVFCLmm0g/1tKt0wxYmAs3cdhFp6xP1zSR0p0AQOIEdt41YhDIv/4XKRBkxB+RNH2ve38m3Boxs1nmrH9jhmiPtglh/HBUKAxyHJO4zH7+hE+WT2ncHw6+IsRW3NeV902CNnRNQzyylNaSEMmk6fchERkMpn8WgYSecdkA4kAjvRIi0yevyYkIpPJZDKZTCYkIpPJZDKZTCYkIpPJZDKZTIYJicjkeeaVJ7Vcw9LdIzIOyVuLvZ/m8wPK6nZBvrE5KtYBf6KfqhDxD5cM/ONzzT1iX3JYjinbuYWnO4ekbr72QCzqk32KRq6RGOTzmo8XvuIgX9Zxae/qkzb1elfk9QfP2s4/KaukVuyr32QyebpNSEQmzzNvvGrU2tlbUtNS1dC+T8aKC39/p5xjUEpDW1drR090RiktqKJeICEFGHp5TNR2CGls68otq6+obwODcuGf7lPyi8ttau/u7B3g3kL08r6i68rr7lOw8CUkIpPnoAmJyOR5ZoZE1/TcwD2pBVXcexTVbYPK61o17YJzyuoZEr2/S84+IBm7PrHZntFZZbUt8TnlSwU//rX8hGZwUkFJTbNXdJZvbE52ad1xZbtvT2sjcTOvu6K+NSmvUsMu6PMDypd1XFBscn6lS1haSHJBfWunlU8cwt+RkN4v+xArd1phtXtEZnhaUU0TT8U64L0dsu9tl7ll6F7V2B6VXuIWnhGdUeIfn4v2oOWxWWXF1fxKARaoPTmvcv1F/QXbpM6oOaDemmZeXFaZV3R2fkUjcGTdRf6/u4NCrLzjqpt4YSmF7hEZ6UU1KPnOAw9QxUd7FFLyqzAa+IsCM4prwTGoAq3yjsnOLKlFl3cI/t39x8uG6KNTSCqo6LP9/DczoY/I4hGZmVFcc98h5OM9CmwYmYFEgCFpU++UgqqItGL2FoAPdsnrOYUX1zSf1XBsbOvmkOiEyiOMW05pHZoXklyIpqJk9i6lPVKW2SV1BZWNnlGZGPy6ls6+wWGGRJuuYTRK0VOMRlgqf/RM3WM+2ceviEOiD3fLByXml9a24OPDx2TtE7/8uCYSkMnk6TAhEZk8z8yQCMvwmvO6YAjXsPQvDiifVLWva+nAEr7xihGHREgMAvj29P2bBk80HgWDEtq7+hhCPQnPAJGIvfqZIVFAfN4iwYt/4B8uGfC6+/igs51/f2WBhPSuexa9A0MXtZ1Xn9UprWkprGwycInQsg/WeRyWkFOBdR0JfrxiyF7rLHov5Osj6jGZpUCrjwV4AYN4gCkAjoU7ZYFEyKtk5c+ijijaojt2/olov5FrZH1L53nBq4aYbXwTkHifjBVDIrfwdNZZcA9AKjoTfee3FuWDkNj7GEWRyNwzFgWeVnPgCnzWDIkOyVvDaInxkyhw3m0j94bWTgw1hoVDou23zYAsPjHZ3C2owwr8xjsEJn91RA29A1x+vFfIW1f1XDt6+oFEy45rAP6qG9vvO4Ri9GC/+FwM9aqzOkjGIRFALTK9GBCpbR+Cj5t9CmQyeZpMSEQmzzNzSITtc5qPm3ndnlFZ1U28B66RQIQNlw04JFp3Qa+ouikqo+Sn6w8+3C1/Q/9JC6+HIRFACki07Je3HBgSOYeAIYTvY9xw2bC7b1DRyo+t9wu2Se2WsuzqHbig5bT6nE5ZXSv4Cav7+7v4d6RgVPqOpDT4g5/LUpiLedkxjYSccmATwxcYa3x6UU1oSuHCHXwkAh/ImfuwKCBRfWsnWoISTNyj61o6z6g7sijY2jehqqF9xx1zhkT2gUksnCFRZHrJi5HI9JkCnzWHREgvZeLV0d1vH5BU3dSubhvIXpLJIREGBCk9ozK5ziIXiM3WL+HLQyoAmqTcSq7L154i0ZKj6rFZZRiNT/cpcaP3vuAXzZBM7MEZSj4g9zAwIQ+kxb1bnEwmT7kJicjkeWZRJMLyDBIaHBoJTir4WvDD8j8Ibr1E8bFAbtFBleCkfNBSSHIhwAjrNK9beJcIf8NTi6oa20OSC0KTC0ESKPBZJALf3DB4AhQAu/jG5iTmVlQ2tKnaBH6wSx5VA1zyyhtgFBKQkAc6cQhKXnxYDVXLmnujuqS8Sr+4XCz8QYn5CJS4ZZpaUFVe34b0qL2stsU7Opt9U+dZJMLyD+YADXxxQBkog10wRGBifm55fWZx7X7Zh6AHMST64ZJBztPbTtgFEjW0dTkIXp8oikRfHFR5EpGBApEyMDEP4fcdQrl7V8wcEmEb3OMYlDI6Ng70BLggRIBEwpKxe1HbqbSmJb+iEdQSk1mKjBaesSwK7UT5JTUtQUn5GL38ioa2zl5ZM593JWUwGkm5FRX1rfh0/ONz0RGMMHsROYdEe6QsgYzIiwFE3uiMkrUX9JCATCZPhwmJyGQymUwmkwmJyGQymUwmkwmJyGQymUwmk2FCIjKZTCaTyWRCIjKZTCaTyWRCIjKZTCaTyWSYkIhMJpPJZDKZkIhMJpPJZDKZkIhMJpPJZDIZnnok+nz7TRRKJpPJZDKZPI/8nsTdKUOiNl6nkZWLvvljMplMJpPJ5PnomKRMIda8UL+BRCQSiUQikUhvgwiJSCQSiUQikQiJSCQSiUQikQiJSCQSiUQikSBCIhKJRCKRSCRCIhKJRCKRSCRCIhKJRCKRSCSIkIhEIpFIJBKJkIhEIpFIJBKJkIhEIpFIJBIJIiQikUgkEolEIiQikUgkEolEIiQikUgkEolEggiJ5qWCIhLW77qwdtfF1zFK0DV1FJZIIk1Kg0PDA4NDr++JiQlhiSQSiTRLIiSalwISgWkWStz9721Sk/M72+6t2nmJkIj0mlLVt1675+q3x9S/Oa4xOX93RHn97otRCenCEkkkEmmWREg0L0VIRJojAhJ9f+DeF7f8P78dODkvvuqybvclQiISiTTrIiSal3prkWhiYmJwcPC5D1kQODQ0NDY2JtwXCIH9/f1T/lBmfHwcdU15sXNErzRohEQkEumNESHRvNSMIVFzc/OhQ4e2bdt26dKlgwcPXr9+PSMjA0AgjBYRAhMTE8vKyoT7U6r6+vrt27d7enq2traePn3ax8dHGCGivr6+e/fuGRgYjIyMCIN+/rmpqUlSUjImJuYFC3xPTw+6ZmZmNjo6Kgx6ntDByMjI2tpabFdUVCBLamoqi/pNlZeXb9myJSEhoaurCxnt7e0ZumF4T5w4sWzZsqKiIrQQwsb58+ePHz+OAbe0tAT/IRl6dOPGjZUrV/r7+wvKe12hXvQFIybc/6XQux9++KGgoEC4/0K9zUiEMSwtLX3uoZWVlZWZmSl6pmAbBwCOBOH+FAnHRmhoaE1NzXOb8ZLq7OyMiIjo7u4W7s9V8Xi84OBg8Lpw/+0T+h4YGNjS0iLcJ021CInmpWYMicAiO3fu9Pb2ZrtYStevX49Zqb293dTUdN++fSAVCwuLjo4ObW3tBQsWLFmyBGs5JuiAgACs64i9efNmW1sbyw5hBheNQoGYi2/fvg1WQGx4eDgCgR1ubm4HDhwAzcjIyGAWQHXy8vJIySER8CU6OvrcuXM7duy4fPlyXV0dQyLUfurUqa1bt6qpqaFVHBIBQZKSko4cObJr1y6UgBVLdAlBLR4eHkgjKyurqqp67NgxNA9EMjQ0xBJgzVBWVv73f//3b7/9FomTk5NRjoKCAjpy+PDhuLg4LHjAF7DO0aNHMWKKiooNDQ1cFVgIARmxsbHo5p49e2xsbFAXhkJHR0dFRcXc3PzatWvoJkKsra03b96ck5PD3e5CIc7OzhgWTIVoVXV1NQtn8vPzQ6/Rkt27dwO2CgsLkR4DKCcnh4r27t2rp6eHxqNwDDJ6h+YhBI354x//CNJ9+PAhxtbExAQfJUbSysoKXZ6bSNTb24sxV1dXz8/PT0tLwyBLSUkxZBQTOouj8fHjxy9m3EkLw4iPCR8QDqdHjx6Jcg8ntFNJSUm0AWjV2bNn8VEK958ndEdTU/PBgwfC/V8RjiK0ISQkBNvgGAwLWPm5zXiucOLgo8dJjaMFJxqOfMA9CikuLsbY4giZHLfhMIZeZsxBNvv371+3bh3SC4NeTvjcN2zY0NjYKNwXUV5eHmYDzA8YB5zvFy5cwAkojPstlZSUoDGYH14HK18gXOfgYlLszMVcgdMZlIxPASPPTTUvFjr1008/Yf6ZpqaSCInmpWYLiQYGBkAqDg4O2MApDf7A7meffYb5CCGYhhCFZJiV4uPjr169euLEiY8++sjR8c+1PBuFBRvzBSgBMx0WfnAP0oCNMMEBTRYtWgQA4kiI20Ca9PT0u3fvAoC++OILAwMDlCN6lwjgArgBHDAkwgX9N998gwLPnz8PVli5ciW6xpoEoTEMU7gNLMBr1qzB9bcwheAuFAgDPIdt0btEIBWEgwKNjIyWLl2K5qEKTNwYjeHhYUHW5yMRCsfKVFVVBS7EBlrOEuMS8MmTJxh28BYaWVZWhixoP/oOrAH/iV7NOzk54VMA/GEbw4JykH7Lli2sbRgKACuGCNyDNc/Ly0uQ6We05NChQ2wEsFRjXb948SJWqc8//xwkNDeRiK39dnZ2DBaxrGLxBsNVVlaCD7ABDEKn0H0s+Vg2wCtY78HKGFhDQ0Mcrsju7u7OsrMCEW5sbAz2xWjj48CRiYzoPmIBGaBMFC6aJiwsDAfejRs38FmjHIZEODD09fVZFUjD2Bqki+NHQ0MD8IQPBQPOIRGgAaXhU0NfQHVI09PTw5qEdREoD/jGBo5eXH6g8VpaWsBuHCcsDT5TcPD333+PEvCBooMoH0SLDxqHB04l5EWTUDLODhxpZ86cQa9ZXgjL/9q1a3Nzc4X7AuH8ZUgkurFs2TKUhn7h8MZQoGE4pyQkJFAjG1XUCKZHFErDNQYyovs4o3Eu4C86i8HBtQFy4fAT1iRo/32BkAUHakZGBgLxF53F6W9ra4vjECOJMcRpi/IxSgiHcDYxJEL56ClKxkjiQ2SUD2GuQGszMzNBDBgTNBIfH05DUCagHx8ZgO/kyZMYT6BYYmIiPkrWJA6JcEbgyEcajBtOcHQNlxY4tNA2sAumOExcaDNqAfKiCgwUTl42FGgAzlPUjmTIgpS43sCFnKenJzqLmQF9QaUcyqCn+NTASfiw0DUIF5koAWUiF44fzAO4Utq4cSPqwsGAkUf70UKGRJigcORgkDE+d+7cwWeNQcZZj0kVuVxdXZESDcA2/kpLS+OgwlihUkx9mCeDgoK4o44kKkKiealZQSKsu5iGMMPinGczHWY3X19fnGOYQHGBy04/nPOYPrZu3YpJHCiA2YRDol+LwjZWF5zhurq6mOZQJiYjzAiYajEDPheJUOPmzZuxbHM8wZAIiIY2Y73EBI3lBxdVDIkwm6BexltICZzilkbouUi0evVqrD3CFAIkQiMxwWFbDIlQBeZfrIXYQBS6WVpaij5yc+6zSIQLR7QH5IdisVhiSfjxxx8x06FMdBwlIAT9whoMMMKKizQQJlAEog1cyUCiTZs2YTbHQoiZFGtYW1sbhggTND4d9BQIhQUA3UG9jOcgpMc6xx4CIhfmfSTG+oqPcr4gERYAdBO7aC3gANCAgQL14rPGkN66dQscg07hWDUzM0PfwXzfffcdDlruNgYKxFqFzxFRS5YswSAjCgcwjiIcQuBIrNlIA9ISTYPaxZAIYytaBfgM5XB3iZAM1wk4rnDoMiTCJ/vJJ59gIUezIQUFBe7+gSgSsQ0E4gjHOQhKZmkgnIlYtlkIGxZ2lwiHGQ5aHEVYXL/++mugOcpHqwAEaCTLi3MKrPYySMQ2EPvgwQMgCErARQvWYxzw2MBxhfHHbIA1GMcVamcNRpfRDLA1yIZ1EOMJ5mAV4cDGB7R8+XIs+cAI4AUKxMhgTLZv384OSAwRzgUgAuYKHKVgGqADsqBS7i4RDmwMeHBwMHAHRaFS0RtI2MZpgmawJqFSQeV8+sdEgRrBEOggFy6KRGgSu10UEhKCGQbNwCF05coVFIUNjAM+a2TBB4SzBnSFGgEcOPwwGvhYcW5ibDF9saFjQggGE3OCcF8g0AkmK3QZrUJpLBCs/B//8R8YMYwnBhwzKkLQO0ThcEIbkJ4hEc5WHE6MNdEwHJMYT8weGDo2CDk5OYsXL8ZFAjsGkACzIipFmeyWPOm5IiSal5oxJMKZiWmi8Km4cwnhOMMRAhTA1IOJA4E4MxECFMA5jGkO25hrkF30DMRc89wonNu4vmfloPCmpiaWBqc3rmYQIraBcnCGc+VgG1EoGUDAGoYQpMGChBZy38hhUaiIzTKcUCZrCbeB0rDWcgsJE+pFdsxKaCeKRX8RiAUY22ydRgJMhUgDFEMJgkx8oWpc2qIZCGS9RkpscGmwgS6j8SgZ2SH0C+UjC5rBhoUJA4WihDsCJMKagelPtFJ0HE1CCMCL6w5yiXYHtSMW+IUosY8SrRWr9AWayQdnWAVxuYzOYknAXI/lEMsJFiGsvlhowTcrVqzABlqObVARliJ8HFhQcdEMaAA7YvXiPnpQMhAWl8soASgDiMSHiDEH7rNniBgHsTTPRSIMGlZuVAGARhWMurCAff/99/b29omJiWgAoAFNZUiEjx4rK1uVwehIA6xhTXpJJMIhh1pQBT41HA/PIhGOBIwV1kiMgLu7OxovzPnzz2g2rnBQILuuwOUH2oal9OWRCOlB6ig/KioKBLlw4UKGRCA/EBJGDMSGlgMjgCb4OHDZwz06x/GGIeKuNPBJHTt2DCOfkpIiikQgckSBdfAhZmdnY0X/8ssvUTvHPTjC4+Li/vCHP6A0HLfIhb6DZoBrGBB0B0iE0jAUaDD6i6ZaW1vjc0RjcPyAOXAlwB0JONd+E4lw4GEDLcEIY+gwbjjqQHK4uMK1DcYfR8I777yDoUb3cWWCTwexgFG0E23D4YoPAh8lSmaV4nPHoYVYDDUEyMNgonxsg664u0Q46kA/6AIGHGPLPTjDXIcTH8c5uoNaMPIogSERZhKUj8MMdI6eYtAiIyNdXFxwmBES/aYIiealZgyJSHNclZWVmAexeAv3Z1wzhkQkkqgA9MAXIIVwf/oFJOLuEs2AxO4SkWZGhETzUoREpDkiQiLSrGhc8A8N3E2XmRGuPWby8gMwNItXO2+nCInmpeKSs05dV3l927lMzT91k95a8ZFo/53FV50XX3WdnJdcsCYkIpFIc0GERCQSafLKKSgLjU5+fTe3/vmfkkgkEmlWREhEIpFIJBKJREhEIpFIJBKJREhEIpFIJBKJBBESkUgkEolEIhESkUgkEolEIhESkUgkEolEIkGERCQSiUQikUiERCQSiUQikUiERCQSiUQikUgQIRGJRCKRSKS3Xj///P8DtEUpooporMoAAAAASUVORK5CYII=)
Footnotes
- Source: NGFS Climate Scenarios for central banks and supervisors
Figure 4 – UK emissions today![](data:image/png;base64,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)
Footnotes
- Source: Bank calculations based on the Committee on Climate Change 6th Carbon Budget Assessment
Figure 5 – Reaching Net Zero in the UK![](data:image/png;base64,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)
Footnotes
- Source: Committee on Climate Change 6th Carbon Budget
Figure 6 – Global shadow carbon prices consistent with Net Zero 2050
Footnotes
Source: Preliminary analysis for the updated NGFS Climate Scenarios
Figure 7 – Impact on global GDP (relative to prior trend)![](data:image/png;base64,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)
Footnotes
- Source: Preliminary analysis for the updated NGFS Climate Scenarios
-
Preliminary analysis for the updated NGFS Climate Scenarios.
-
See United Nations, Race to Zero.
-
See PRA supervisory expectations on the financial risks from climate change.
-
The NGFS was founded by 8 central banks and supervisors including the Bank of England in 2017. Members are committed to sharing best practices, contributing to the development of climate and environment-related risk management in the financial sector and mobilising mainstream finance to support the transition towards a sustainable economy. It is currently comprised of 90 members and 14 observers.
-
Preliminary analysis for the updated NGFS Climate Scenarios.
-
Preliminary analysis for the updated NGFS Climate Scenarios.
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The Glasgow Financial Alliance for Net Zero includes 87 asset managers representing US$36.95 trillion in assets under management; 43 banks with US$28.5 trillion in assets; and 58 asset owners with US$7.4 trillion in assets under management.