Forecast Period
|
2024-2028
|
Market Size (2022)
|
USD 94.21 Million
|
CAGR (2023-2028)
|
34.47%
|
Fastest Growing Segment
|
SME
|
Largest Market
|
United Kingdom
|
Market Overview
The Europe quantum cryptography market was valued
at USD 94.21 Million in 2022 and grew at a rate of 34.47% during the forecast
period. The European quantum cryptography market stands at the forefront of a
technological revolution that promises to redefine the landscape of data
security and encryption. Quantum cryptography, an advanced field that merges
the principles of quantum physics with information security, is revolutionizing
the way we protect sensitive information. Europe's commitment to quantum
technologies and cybersecurity is reflected in the remarkable growth and
innovation witnessed in this market in recent years. With cyber threats
becoming increasingly sophisticated and quantum computers on the horizon, the
need for quantum-resistant encryption methods has never been more critical, and
Europe is poised to lead the charge in addressing these challenges.
One of the driving forces behind the growth of the
European Quantum Cryptography market is the substantial investment and support
from both public and private sectors. Governments, research organizations, and
multinational corporations across the continent recognize the strategic
importance of quantum cryptography and are pouring substantial resources into
research, development, and commercialization efforts. This substantial
financial backing has led to the emergence of numerous startups and research
centers dedicated to advancing quantum cryptography, creating a vibrant
ecosystem of innovation that pushes the boundaries of secure communication. Europe's
commitment to quantum cryptography is further demonstrated by collaborative
projects like the European Quantum Communication Infrastructure (EuroQCI).
EuroQCI aims to build a continent-wide quantum communication network that
connects major cities and ensures the secure exchange of information across
borders. By fostering pan-European cooperation, such initiatives enhance
cybersecurity not only for governments and businesses but also for everyday
citizens, reinforcing the region's commitment to safeguarding data privacy.
Furthermore, Europe's emphasis on ethics and data
privacy aligns perfectly with the goals of quantum cryptography. With
regulations like the General Data Protection Regulation (GDPR), Europe has
demonstrated its commitment to safeguarding individual privacy. Quantum
cryptography provides a level of security that aligns perfectly with these
regulations, making it an ideal choice for industries that handle sensitive
data, such as healthcare, finance, and government.
In conclusion, the European Quantum Cryptography
market is experiencing exponential growth, driven by significant investments,
collaborative initiatives, and a thriving ecosystem of startups and research
institutions. As Europe continues to lead the way in quantum cryptography
innovation, the region is poised to secure its position as a global powerhouse
in cybersecurity and quantum technologies. With the ever-increasing importance
of secure communication in the digital age, the European Quantum Cryptography
market is set to play a pivotal role in safeguarding sensitive information and
advancing the frontiers of encryption and data security. Europe's dedication to
quantum cryptography not only strengthens its cybersecurity posture but also
ensures that its businesses and citizens are well-equipped to face the
challenges of the digital future with confidence and security.
Key Market Drivers
Rising Cybersecurity Concerns and the Need for
Quantum-Safe Encryption
One of the primary drivers propelling the growth of
the European Quantum Cryptography market is the escalating cybersecurity
concerns that have gripped the region and the world at large. In an era where
data breaches, cyberattacks, and digital espionage have become all too common,
the need for robust encryption methods that can withstand sophisticated threats
is paramount. Quantum cryptography presents a solution that leverages the
fundamental principles of quantum mechanics to provide a level of security that
is theoretically unbreakable, even in the face of quantum computers. Europe has
recognized the urgency of this need and is investing heavily in the development
and deployment of quantum-resistant encryption methods. With the emergence of
quantum computing, traditional encryption methods are at risk of being rendered
obsolete. Quantum computers have the potential to break commonly used
encryption algorithms, posing a significant threat to data security. As a
result, European governments, businesses, and research institutions are
channeling resources into quantum cryptography to ensure that sensitive
information remains protected. The urgency of this situation is driving
innovation and collaboration across the continent, positioning Europe as a
leader in the quest for quantum-safe encryption solutions.
Government Initiatives and Funding for Quantum
Cryptography Research
The European Quantum Cryptography market is
receiving a substantial boost from government initiatives and funding dedicated
to quantum research and development. Governments across Europe recognize the
strategic importance of quantum technologies, not only for national security
but also for maintaining a competitive edge in the global digital landscape.
Consequently, they are actively supporting research projects and collaborations
aimed at advancing quantum cryptography. One prominent example of government
involvement is the European Union's Horizon 2020 program, which allocates
significant funding to quantum research projects, including those related to
quantum cryptography. These funds enable researchers and businesses to conduct
cutting-edge experiments and develop practical quantum cryptographic solutions.
Furthermore, the European Commission, in partnership with individual European
countries, is investing in the creation of quantum communication networks that
can secure critical infrastructure and governmental communications. Government-driven
initiatives also extend to regulatory frameworks that promote the adoption of
quantum cryptography. Europe's commitment to data privacy and protection is
reflected in regulations like the General Data Protection Regulation (GDPR).
Quantum cryptography aligns seamlessly with these regulations, making it an
attractive option for industries handling sensitive data. Consequently,
government support is not only driving research but also facilitating the
integration of quantum cryptography into various sectors, such as healthcare,
finance, and defense.
Expanding Quantum Research and Collaboration
Ecosystem
The European Quantum Cryptography market benefits
greatly from an expanding ecosystem of quantum research and collaboration.
Europe has established itself as a hub for interdisciplinary collaboration
among researchers, academics, and industry experts in the fields of quantum
physics, computer science, and cryptography. This convergence of expertise is
driving groundbreaking developments in quantum cryptography. European
universities and research institutions play a pivotal role in nurturing talent
and fostering collaboration. These institutions offer cutting-edge facilities
and research programs that attract top talent from around the world.
Collaborative projects like the European Quantum Communication Infrastructure
(EuroQCI) exemplify this trend by aiming to build a pan-European quantum
communication network connecting major cities. This network not only enhances
Europe's cybersecurity posture but also serves as a platform for testing and
refining quantum cryptographic solutions.
Startups and established companies in Europe are
also contributing to the growth of the quantum cryptography market. These
businesses are developing innovative quantum cryptographic solutions that cater
to the diverse needs of different industries. From quantum key distribution
(QKD) systems to quantum-resistant encryption algorithms, European companies
are at the forefront of delivering secure communication solutions that can
withstand emerging threats. The collaborative spirit in Europe extends beyond
borders, fostering international partnerships with quantum research
institutions and businesses worldwide. This global engagement not only
accelerates innovation but also positions Europe as a key player in the
international quantum cryptography landscape.
Increasing Awareness and Adoption of Quantum
Cryptography
The awareness and adoption of quantum cryptography
are on the rise in Europe due to its growing recognition as a transformative
technology in the field of data security. As businesses and governments become
more aware of the vulnerabilities of classical encryption methods in the face
of quantum computing, they are actively seeking quantum-resistant solutions to
protect their sensitive information. Moreover, the media and educational
institutions are playing a crucial role in raising awareness about quantum
cryptography. News reports and academic programs are shedding light on the
potential of quantum technologies, including quantum cryptography, to
revolutionize data security. This increased awareness is driving organizations
across Europe to explore and invest in quantum cryptographic solutions. The
adoption of quantum cryptography is also being accelerated by the growing
number of successful pilot projects and real-world deployments. Industries such
as finance, healthcare, and government are recognizing the need to secure their
data against quantum threats. Consequently, they are actively integrating
quantum cryptography into their infrastructure to ensure the long-term security
of their operations.
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6onfuPUwE+PiBLjZ9ZtWGvnEenAdNl+wGf64LlW+WafindVgxOnxGz6cIlrWsIkFKwSlcaM2WpnBfyoswJISskP8AF3Y9vpq8g3rJvCzWnboNn0h02fnXajKCy9frQ4WMRkjbi3GWq3WoYlWMje4bXb/I54rjNuwbzOWyTus1XqZN0J6HbDnWJ+ipSvTuNnbac/vzznpTjusccLl2+QTmKtaaXUpfyMObGcOTEWfFQ9hg2i0ZOXiLX2a73ZGrQbhRV4nt26sxFV7m4Rhh/eDHmLtlEeSt0ovnLttCgsQukG7l4zR78z7Reyh07bZl0o731dUX6PEdd6XYcOTlM9t289Sff5zAqVqM7/VRKaxvoikaXk3asv6UbrFKjAXI+hfk6i3E7ys2Asn3PMT72ZipQqQtNnr2aWnYbL/Wwj4Ho0LEz1LTLODkXwAw8ZPA+IeCet+o+gao0HkhbGCbrtR0lbaruHyMlLwKgCh6jH4u1okmzVlFlTov20pPr5gED0IoNu6WLDu1Dtbur125Row5jpNvtKNelqisEQBXyf/ZDbWraeSx9DHji83r06LHs333ghLwAlKvXl2px2036UXFpXwjofuwzYg5fZ2f6pVRbqtZsEC1YtlW6kHEM3At0a6PearceTiVq9aSd+45LXQKqJvD5I+A6ftXvKbzPGDeG88f/Nc6tfZ8pdPHydWk/NZoPpg++rU7vZqpMmfI2ljpE+0BQ7cqRI0iF6EFV1NK+0PI2kP+2d8ooSyh5ihUZVGndewCpWBQ7bhC99FYi+iZ/CqrSORt1nlaOhi9tTeOW9Kexs8fSuGlTafK02TRtxkKaPjOMpocsoZmzWXNZC5byi9ky5oIVFBq2imYvXUNzlq2juSs20rxVm2n+6m20YM12WrBuJy3csIcWbtxHizcfpMVbj9CSnacYrE7R1PnraXzIcpqxaAuFrtxNc9bsodlreH3dUpqwZDClz/qRnKvVPbGWajNam5I2Fs+ex8ovqEK3BIzn2s37ad3WA7RuywEBlHsMNjCS8VIWpOGTNGMI2IHBivXGb2L0UFb+yp1lHAoexvCGYNwOjNvvrYdJF9M3+ZuK8YLxAFz01o0GDPgLn5Wk9/kt/psCTelnNq7vZqwkRm3EpMWSZj2fD7om38tcRUAu42+NxJPQtvckr7EpGAcCIwCDMmT8QokzGrg5bIhTiLFoQkdPnhPgScTnja4wGBqE8TNWUJwUBeUaEUIXb5LryszX9Vv5jpQ2Z116id/iG3ccI2XPmL9Oxq/g/L7O3VDGpr2ToRK983UlhosNtHzdbulKUlAFwOo+JESgM/WPv/O1lnV5j/YdDpc4QMgeNu7Hw8+LMUYdoQ5QNrZf4zyo069zNZA6e4vLRvlTGDAQXPeYA67znQyV6c2vKtB+Lh9B7Vdplq3dJXUODx/Kz5K/iYAm7muCVIVpzFRtbA7Go31XpAVDeDFaypANOMT+dD/XpQx5GgmIvJq2rHhlwrhtAHhQJ7ge1Nt3fO2jpy7la7/LxnuInJMy3Km+qSb3tfdwresrbNUO+uS7WvRRturSdlJlqcrttCRl5OMAqtr1Rbd1MbmfOAbAYzrfix/4HD7jOkRb+bZgM3o5TWkGinZ0he8vAOe7Ii2lqw15fmTYzMBLvFTkZcC4waCH+sL5ovsr3U91pR18nL2mlAMPEv4/Xv+ynJwbAAxh7Zb99CK3iS9/rc/t6IbEqbpVUPU+X9+46cvlJeJtLn/t5n2yvx+DPu7vSP7/AtwkfL8wDRg9T/ZVatSf/zeqcf52AlVoVziX5et2yf7arYZT/PcKcdvTzrUQA/86PheAKP4HZjDcbt11lD7Sz39O2Ca6zmBZpFpXudcYw4U6QFc5XnwAhPX+GOGCKvwv4/qPnDgnxzO2G0eOVIgZqEqkwxTLyzBqcqAqsNK69mKJXnj9eUrDwFKsfm5qPqwB9ZzWj/pPm0ADJ8+gwcGhNJQ1atJsCp4yiyZPD6WpIaE0bRbDVeg8mjFnAc2ct4ihKoyhisHKT6hasv04Ldp6lCbMCePn4gwaH7qQpi1cRSHLNzNU7aYFG47Q2kPXqX/wQkqc5GU5b6t7EpViMVRJG9OhKiqw8guq8JCHQQNgxE9ZSLpr9upv9xUa9JMuizHTlsk2oAreBRi0FQwMKKsYgxfADPF448Wb9Njpy+hFNhYAgYjzlyUvjAqMf2Y2pPD0TOQ3aDzQYcgBIAh4S3+OjTa8E/AAVGfji7Lh9UCIOH+Fvvq1gRi1w8cjJE6uh8M5LvM3NqYwKIO5whGMUDU7bDMbIIaq3xrL2/eS1TsEJjDm6so1Darw1q+uBWH/4dM0be5a1wB3ACf2A5Tw1g9DhfoCHCg4atNzIkNmUfE6IWzbc1S6WAsypKhzQTdLeoYiGM3NO7QuuANHTjM0NpZrA2ABqgRKGD7gKcG1YPzNa+nKieGfOmeN5IMnKy6DILwyCMauTA2qKgnAHDx6RuKwTwlhGd9HnAfuBWAU1yXdhmPnC3CU/r23dFMBcFFfgFAMusc5vfBZCQE8dHHCs1m3zQgZPwRvEHrFJsxaSck+LcmAPVyOhYAB86hDACEGsSNM4Di0DVwvoKvzgOlybEArAo71aroykg6hZfcJ9MrnZaRLd8e+4xJ3+uxlmsJ1oq4T9www/FLq0ly34QIUv3B7fIUBAx5A7IcXLkOehgxaJWjRyu108vQFqSuMfZoyW/P04JiAEnjoAO7orsM4xKETtDYGzy220YWOgd4Iqm4VVL3DLwsr1u8RoMaxcH14aQEwApgPHYuQ8Y0J+P8PoIUAD+BqftCoUI3PGXXSR+8ebNRhtPy/4uMSjNPC/x2grmzdPnLPO/WfznDZUSBpqg7cgDfcD3hJVajSZCAl/agYPwTXy3mj7SdncJzD/y9a0P6HHDkySoW0X6aPFlSpnwLxFPbpBvAfmuAzOrKClKde0r0HkAqS+5fouaSU6ovPKUfJQlSlc0tqPXo4dRg7jTqMDKHOw2dQtxHTqc+YqTQweDoNnTidRk2ZQcFTZ9DkGSEBg6qwrUdo0eZDNG7mAhoyZgKNnhJKE0IX61C1iWazzV6w6QAt23WafspbXM4dUylY3ZOo5IJ2bm8MTCLvduiWX1CFriEYimVrd8uDH96V23/ek4e+FVQVN0FVUd6GgVMGEAEPfEAautxUQJcVgAZv2/A2TGVYQdnwbCmvE7rk4K2BRwpdPBiHAoCA56FI9W4MQF3FK4QuPjUeSK6HgxGqrDxVgCp4wnAOx06dtwVVCCs37JXuHXQ94s0db/nwyuCcAVXwLghE6AHHhvehdittHNGGbQfEkOav2EkGAiPYhaovfq5H6X6qR/t5n0rzCddf6h9ri7cLAUb/Fb7mclyPKBdBXTO8DG6o0srAPiUE3G/Uy/d8TapbE+EEHx8eJgAGupVwL59j49tt0EypV7QdeH1a9Zig59DGtAGOACCXrt6k4JnLpS7QLQswQ0BdAry6D54p2wjhEZfo24LNxSMFwMA4MIDMwDHzpKsQ4PgCw4Bqh5gyAHVqHh8HbxzOqxSDILxCAHZ4AxEPqEJXI+pjzSY3rDRoP5pBvjgN4GOhfpN/WV6gWdUvvG7w3AD0cS4z56+Xc0N35NkLV+VjCORZtXGPpDdCrYIqfKiAegZ8ArDQFibNWi3Xiy5gdAc27xIsUKW6/3Av0MVXoUF/6Xb+muEPx1ED2Ru2HyWeQrWNgC48DDRXgIoXm+rNBut7iSo3GiD1iOvD+eN/F20MLwZdBs3g9nlX2jmgSv0/G9uLI0dKKkTLUwXphi2WdMnAgOlxFobwaZElpDwjcnukYlOc+Eno1fc+oa9yF6P8DVpTtV7DqNGwqdR06AxqOmAKtRw4idoOnUidhk+ibiOnUJ+xUxiqpsUIVC3ecogWMjCNnhpK/YeNpGHBU3h9tgdUhbLNXrE7nPoHh1KyFzGNAkOVxf2xI1c7c4nbXuTequiPqYLHAG+9rzD4BM9wD3otUauHF1QBZEIXa94mBLwJAzZG6t14CKfPXhKPDr5A27H3uAuqYDQwdgkBc+vAEGbO24QhaJN057yVvqIYAYzLQpcFgAfnBS+MEZpwvvCqwPAbrwdpEDr2myYepOK1egowonx46DCe6PpNzROFt3VAgIIqTMMAiANY5OBj52DIA1Rh6YaqImys+ruOA+OMMtD9iQAPD+oYRh5jhhAAPzBmgKrtu49KHCAK122GqrQ/1aXtXC8I+w6eojQMnagj5T2Dxw9fNuK6MHUCgqqTM2cv05e/1Jf96I5zBf1cEWDs3/66kkyzAE+gMWBaCoxD68oAhPFcH3E9bN5xSPbBQwOwadPTXdfwrsCgo0sPXarwTmqAOdx1j+u0HiH3of+oubKNAC8TxpulZMjYdyiclq7dKe0EZaGLD+0LY4DgSUJQUIWvVPliJA7dcOiCA8CgmxVdZigDgLBf91QBqgCQRqiq326ktBmMOTtw9IyACwaqq6//MJ4NIASvEuocYJUlf1O+d9UlD14S8MXsteue03UgGKFq4crtMi4LQJ6GoRjXC8AbPmmRpG3aeZxAFUAS03DgBQFeZMA32n46bgtoe2ogO8YNoh4HMICqgLGBZeCp4vOt1nQwpclRR84P4xcRMHYLUAVvMSAR7RjdvPh/wrhGtB+MX8NxZureY/U/5siRUSoEAqrcXgNeB1xZGMGnSVaw8lRLvFJa1x48MknfTEmpsuWmbFWbU6EOQ6l87wlUtf8kqt53AtXuE0z1+46jJgOCqdWgiVFD1cxZAlTTQ+fQ9NnzaebchRQyfzGFLFzCTLCMgWqlANXc5eto3ooNNJ+BasGarbRw7Q5atH4XLeaX0SVbDtICfkahu6/XgEE0cMQYhqqpnlC1bBPNY1u1dMdx+q1oWa3N8bVZ3R87coGUSFuPogswEAPVH7m6c9r30TwCW3cfkfEzMLQr1ntCVchCbYAywlCGkec/LSEP7Ev6OBPVxQODh2kN0DWEbRgNjOdCwIBnnE/eCh0kDcoG+MA4q3Dk+FlazUZRDS7HOSigGRw8X4zt17kayqBzFRat2C5w8QYbTEAIgtadVVa6kNANBC8SBmejKweDfhEAKglSFqbuQ2fJ9sr1ewhfRgH2jFCFMWmRQ1UJMWAYLI1uMngUUAagcvbiTZJuwswVAnBpcvzuE6rQLZuagQpQhfmEEFCvgCZ8LKC8K3KPOQAeMcg/CUMDjg+Pkwrrtx4kjBFaunaXTD/xMxtZDJBHUNeyeNV2Mexf/FJP8+pV6Sr1joDBzsn4Huco3opO6LCD+ZYSpipMtVoOlSkUMIYK3ix4I9GeHj1+LB8i4B7B66euAePBFAxhgHaLbuMpJddFx35TpcsM9//CZfcUBwqq0I2moAoeHoA8PC0IFy5fk+4/eFGVpwrdf6/yNrxC6OI8d+EqZcnXWK4DcIl2gPYGiLeCKuXRbN1zonh4v2KIey1tWRlfhqDao6p/N1RVZODcKnG4JrRDjD/D/T16UhsILlDFdTc4eAHtPXRSYBD/G8f0/ZUbD+B25f46UEFVPwOcClTV6S33asrsNdKFm+yTkvSb/v+Ege8ASHjn1DkCEnGNeCnB14PwiuHa4ElDQBsyXpcjR5AK0YYqXRjjog0eZlkYwadJXtDyNIuBKnaC5yjROx/R69nyUJqKTenHDiOoYP8ZVJztf5n+U6nigKlUbeAUqj14KjUcOp2aD59BbUbNpI5jZlHX4FnUe0Io9Z80h4ZOm0OjZsyjcbPm06Q5C2jG3AU0e8EimrsojOYuXkJzw5bR/CUr+Fm3iuYvX00LVqylhas20MLVm2jRms20eO1WWrxuGy1ev5MWwzvFCmNbvpiBavj4qdS1Z2/qM2goDRo5zhKqlm4/SgPHh9LLr77Jbc4/L5V5DJ6CeE+40qRNt+DVHWgPqjA4Fg/ZL9lo4ksivOVicHqvYRpE4EsuPKAxkLhY9e7yhvsOG2CM5Vi6RhuoDg8Guvqmz1sreRBOnD5PP5VoI7D1U8k2YvAxtgPdUCP0Qe/oynkvU2Ux6BhUjOMiDYya+koMniMcGwOW4T3CmzYMER78GN+C4LomDlfZ6EmXZZrS/IZeQ+AIXUHw/uDLqu+LtHR5OwAgP5f8Qz5jhwcMRv7Db2vItAv4gg8B41wAPhg3hK/y4ElC9+A3+ZoKVM1auEEG7WNuIAUiMO5x3ytIVZtqXYIYv4VzRhcdvBQd+08Tj1VXbtAw5oC9Ulw/WKLsD7kO1EB1eIZQJ1t1b9bu/ScFNuDRwZgzBIxfS8QgiC/gjFCFbiiEY6fOiZcHoIfuPNQJ6hJeskYdx9ASvo8w8NkYaOBNRFD1iYkpMUAf9QkAVe0CIAOgAbDg/gAQ4fHD/cW5KYAAUMIbk4LvMeoY3VkYd4fxVLjPOUu0Fu8irhPzWQHC/v7rb4Hb5NzuSnG9wlsGuO89LNTVDdqUoSj2OwXkizYFVeguBpTCM4PubHhi0HUMSMegckAVAAfHBZSivr4v2oqe5/35KnSSL0oxTg8ACo+qmvwTXzq+xNePQe4K7ACjOGfEA3IxQBxBtUVVfxcZqnAMDLJX8Lx20365VgAR2rMK9duOoliv55ZuVsA3zgFeWtQrQBHtAPcQ3a8ItRnaY72ZV8abqQCowleIeBHClCJ3/rwvHlJ8TNG00ziG8pPSBgHK8IShqxD3Bd2QR/UB6fiaEp5ovJggL7pEEYzX5siRCgqqjPNU2Z6vSkmHKaPRC5SCXD+fYi31A7z+yhJgdGk/2aImyDQKx7PO40tqzJO3gizTewhAleRFSpwmM72WqzSlKl2PPivfiNKWrE1fFK1O6YtWpYzFqlCWopUpa9FKlI31fZGK9GORCpSjaAX6qUh5+rlIWfq1cBnKVbg05S7ML2hQIX4pLlSM8hUuRvkLFaF8BYtQ3gKFKU/+QpQ7b0HKxfr1twL0c5789FOufJTz17z04y+/0Y8/56Hvf8pD3+XMTdlz5KJsP/5KmbLl4HJKUKeu3ahn3/7Ud/AwS6iavZKBbMshKly6ilw/rs/qvvgSoMoIVlYwBRkHr5v2RQ5VCgAmzFzp6gYAOMhXZbkbytdtSAfj33/0XJnAEA9fPPD7j5oncLKNDT3Kadt7imxjFnMEZczxBt6sczBlL9xcviQCsMFAwVuBAKiCgYNRxfgaeIzw6feoyUtc42/waf3CldvkiyZ8IYjzg5HdseeYDAo2XxcCwGL0lKUMcj0lPT7lR55CVbtQ8q/KCyRg7A88Jxhcjq6PrAx1+CINb/eAuxZstBEwrgWehR+KthTvBcbw1GeDj0HDGNCNMTIwtkij6hTGHR6XXsNDJQ7nifEpGOCdnuu2x1Bt0DmmO2jedbwACaAH3XONO42RMToYf4auJoBuCT4ffJmFANBS3Z/KY7Rk9U4ZrIxzw2BlBHOdoDycD2AUY8pwTHiDTp65QEf4PgE20C1n/HpNXc+Q4AUCnvCY7d5/QuIAMuj+w5eQmJIAY55Q1wCVWYs2uAZswysHzwu6r+DhxGSgCBjfheOjTrMwoOI65y3dLG3j0eO/aNDY+ZQiUxX6KlcDbhdNJS/gPm/FjuJNw9g3tBdtLibtPB8+ekyYnuM3hmOkr992pHi5cjLUwwMFTw3aMb7EQzsGXAJc6rQeTgf08WZIh8HdaAvXbmjQirb2W7kO0qWtulfh1QQQwUuJMYbo1kMw1zvaYj2uH3i51IcMd/i+YVwZvqTEdB0qDBo3X/5P8GEEwgp+iwNsY3xhmTp9qAdfC+AKUyQgDB2/UNrZtLnaBwsIj/96LPcF7RVfUCIAbNHmcb1nz19myI8QTx26OHG8khyPlxc1rhEQjg8L8P+GblzUCYLx2hw5UuFzfaC6giozXBm3I5XBAAZMDEzxEiWi515J6lKSl5/TJOtJKW58Pk8/wcoLXozSIS5+4kSU6IUklDBZYhHWEzzH9aCn8cpnIdRrosTP0+vJ36bXXn+TXtWV/I136PlkL2vpIiuLoQqAEIfBSpTgOc0LA7hQ0qcZQP0DMFU+z0k/IYzFUsKUC0qAPl/gZ0+YX6tG7TrUf8gwn1C1YP1uGjZlHl//25zHn2kUrOXpqVICPGlL9UWgAa4ihyqlyEJU+2F0PdLo23bKRgBUwQuEeXXUeBtj0MrQDKZVUAOCzfIV4NnCHE/wLOATdGUsfIXIykKQ/Tp4IFgdH9sKTowhqrKRx5hP1bUxzn087zizIg3G4xjyqGOpLjx4G91Bgyp0wbUVb5E5eJ+vClGdD7o+AVPwpCnYwVinD7PXEC8YvqY0BnW+xnqwCoAxNaZKTWlgDNr5us/NVa6pzhHQJQbQf+HTEgJDCFG2Ry4H2+Y68Uqn153vYN6vbUddTuTlqjZmDirekSOjVLALVdK9ZwYpo2LAUwUYeC/zm1RqzHdUdsIPVHxEdio8MCuVGJmdSvN2sWHZ6KUUL4qRdsODkgIKI0woIR553J4nLb1WTsosb1G+Hpml/CKDvxWV5HP4vkFaBhnlfVJQoqTKjKuXF0Rp031FM2aG0N59+2j37j20a/du2rlrF23fsYNatGjFaawhRSvHKj4qRZbvScvUJZDG1yWgpsXhyz11rV9+nYn6DBxM/YcOp4Ejx3pC1aLVtGjjPipRsYbkEw+cxf32R26Ispb6ItDQDWgPqrQHvLeMD1JjGqyr7b9N+62MijEvb7jSIGCeKnQb4g1a/XyLVo7nQ1wMnaEc834reRxXz6PCnoMnpesSXgRjOqxrRtXzGN5peF3fjzrwld4qLvJ497bar/apbas4q3O2kvFY5vQSZ8qPgKkT8pRrT5iHDB4rd/hbut4wlUOzzuP0OATtOozleF6j8bzd8Ti2dh2aNw6eT3QtwrMGrxG6qgDg6A5Uc4qZy7M6lntbGwyfvUgL+fACc3NpwbsMSR9JHAImpMU4KXRf7zlwUuKM6T3y6udgrBd1XtZx2nFU2xJxnNd+07aSO17fZkkZLHMaEa+b7xni1H5jvCNHSiqYp1RQQGWWGaq80sUIVMWjN1K/Rjmbf8X6kgoPyEo1Fv/KwJOJcnDcd/XTUspv3qJ0hd6nL4t+QF8W/1D0VYmP6L0sb9IH379NGSt84lKmSp/w/g/o7S9fpy84/QvvvODy6LzywUv0ReH36fVPX6FC/bNShWk5KFf7DJS7Y0ZRvh5ZpIxUWd+kDGU/1sv8lDJWZPHyna+TU7rCH9Cb6fBVW2wGh7g0fPhIqeMFCxbS7NlzRIsWhdGjh49owoRJlDdfAfq9bl2q36ARNWjYmBo2aiLLd95NSR98+CnVqduA4xq79tf+vQ79mOMnqlqtBtWr31DisK9ps+aUL38h6R7LlTsvNWna3FUW9FveAhQ/YRLKnSefvk87FlSiZBnKnOVbKad1m7bU5o+2suzQsTMVLFSUyparwMsiej3FpueSvkiVq1SjQoWLyT3SoCoOJUqSjH6v34iGjRnnAVXjQxfR7BWbaNS0+fTG26k4rf2xVOZxVC6ptiiwhKW3nthT9W8JAdM3oAundY+J0k2EYJU2kNIMhQqOwYhMCPDmodsSXWIuz54YXKIpc1ZLV+KQcZi+QouzKsdfweCjqwxzlGX4rZF89YbuaXSxhhvGfPkjBHTd4Us/dDni61MEq7SRSYMRkg8UMF8a5gaz6vpz5Oi/LhV8QZUZmv4NT5WIy43D5cdiSEnzW0qqMvtnSpHpDa1rjJUmX0qqtSw3lZ34A5Uc/R2VGvsdlQ7+nrJWT015OmekWktyyT6o/NQcVGRgVspQ5mMu5yd6O31yuXboox/epcqzclLagqnEQ5Wl2meU5OUk9NyrSem51zQlfD4xfc8ghzLLjP+eSo37nkrry69Lf0wVZ+SkDOU+lvLisiGfM2cuHTt2TLr/Eid+jhIlSkIp3ntfPFeTJ0+lJUuW0t27d+nEiROc7rgsDx06TEWKFpd9Fy9eoiNHj8q+48dP0PbtO6hfvwH0J+e5cOEiHT16TOJPnjxJ/QcMpGLFStH169fp4qVLFHH2LJ09e44esm3GeVSoVEXynDlzRtKfYN24cYPPZT+1b9dR8l27dp3OnTvP6S7QpUuXadDgIeJdQ35VT4AqeNrmzp0n0APPHO4T9mXMko0GDBtFQ8eM9/BUzVu7ncpU/Z3TxBE487rHTyANnlzAZCkNquCpEm/V0w1VEAwU3pD/ttjn6OkQxkapn0VBMO6LqfunjoUQWZy/wnmiHKt9/gp1giVCoMp05OhZkgp2J/80Q5UXZMUQVGGcUKxY8IbEptS536Mqc36md79+QzPQbNA/z5eKaiz8VTxHH+V4lz7N9R598msKBqbXKX+vLJS7YwZ6/s3n6fnkz1Oyt5JR4peSSPce4CxD+U/o3QzJRd/WSEPlJv8okFZyVHaqzNCFbr+iQ7NR0SFaN2Cmip9SjmaaxwxersQvPSewlfjFJPTK+y8LVKUvjZ9e0aBq2rQZdOvWLRo7Nli8VkOHDqeRI0fTjZs3KTh4PK1du05A6vff61HVqjWodu06VKFiZcqTJx/duXOHVq5YRZ06dqFevfpS7959qVWrP1ht5L6NGTOW01ahmrV+p9q/16Xvf8hJffr2p5tcdhaGmxQpUlLKlO/TurXracWKFTRixCiBrO+/zyHdkp+lTivnFH76NPXo0UvOA16pDz/8mNKkSUepeX+KFKloG4Pcrl27KOdPv1KOHDmoWPGSdPLUKZo1K5TiMrTgPuA+4V4keS4ZNWzWikZNnKJB1ZRQmr5oFQ2fPJveTfWJ1Iv5/vqSl5fK0L5kn7Q5wBOW3nJ5qfQl69mAKi04RulplgrmeHX/YgIqAEDK++UKATiOKtPc3eWvnLbr6P9dKvgzo7oRpGISqtQ4J0jFwXiLpwpQlQFQpY2bSp0nJVVnqIKHCh6m4iOyUQmGosxVPqN8PTNTjiZfSl73OKhY9Fa616ly6E9UZe7PVHnWT6yfqdr8X6jclB/p/e/fprT5U4lH6rt6aSl7nc/pu7ppqeL0nJS3W2bK2eJLyts9k35O7jKffz0Zp8lBXxmgasoUbSqjy5ev0KVLl+jqVe2L5NMMMr/8mpsWLVwsnqoDBw7Svn37Zbl9x04BLHihAFbwVsFrBK/S6dNnaNiwEXTv3j2KiIigvXv30v4DB+jgwYPUp08/6tmrt+SpW68hlS1bllWO9u8/QGFhS2jAgEH0559/0rJly2nBwkXiacLx1q1fT61b/0GHDh2hr9JnlHM3agWDHcL9+/fluJhAHAHdl5qnyv0zM0if9bscNGzsRBoxYRqNmTaHQpauowo16lPs2NpYM5U2KhmhStZZ3nGenikvCUy5xlY9/VDlyJEjR46eTang78/UKJj6p6BKSTxVgCoGoXe/Rred7qkq8D7VXJKLsv/+uYxp+qrEh/RV8Q8oZda3qGCfLJS/V2Z67eOX6dUPX6LXP3mFXnwnGb2f7W2Bs/SlPqI30rwqylL5M6o8+2d6L+ub4n1SeV5O+YKsFx38rQ5VX8mAeYydwjis1z55mZcvUvLPXtE8VWXc3X+hobMFhFKnTkfvvvsuvZfyA1q+YiUD1D564813aeXKVeI96tixM4NNW2rfvqMATsZM31C58hW1MVENGlO16jWlCw5frAcHT5CXwpkzQ6h585bUrl0HyVegYBHq0lWb9Pr8+fNy3DNnIuTXHubPX0D9+w+UrsCNGzfJcQF5CIUKF6WSpcrQlStXqEyZ8tI9CS/WJ5+mobffSUlbt25jeNtHJUqUkrQYz3UqPJxmzAjRPVUaLGn3CN6qF6h52440dip+omYhDZs4k1J+9JnUidW99ikdoABPRnnsZ2kAhaVZCqqeIU+VI0eOHDl6NqVCoKBKttnYAa5EWFcG0E8FxbGGqs8Lvk+1luam9zIpT1Vc8VrB61Rhek4qHfwDlZnwg3icMlb8hDKU/US8WJVCclLFmTmpMoMUvhzEQHNsY3C55m0Koo9+fJcqMBSlyZeKCg/4RkCtypyfRNXm/0w1w34VaPv01xQCZDgmyqiIslkZy39C5SbnoK/LuD1Vc+fOlzFR8eMnljioeInSUu8lS5Wl3n36yTo8WQChy5cv06lT4VSjVm0BmTt3bot3C8CDsGfPXipdurx4rgBYavzTzRs3pVtx4MDB4k364cef6eOPP2M4SiNjotav30Djxo2ncIahF158Rc4D4Hb/3n3q1r0nff11Zrp4URtzi4mt7+m/HII8+/YfoMWLw1zn/+KLr9LBg4do0aLFru4/z/sURNl++IlGTw6hqfOXUpU6jTiO75W/Y6kYjLD0BVWyzvLwTBnknq/K8VQ5cuTIkaMYlgqRQRVAScauWMSb4yTeQi4j6YeMRtplrIPi0msfvSyeKIyNUgPV48RLQO8yZAG40uRPRWkKpKK0hd6nN9K+RgmeS0ypvn2LPv7pXfoo57uyhJfqlfdfpFTZ3qIkrz4nxh5K9sbzlDLrmzJFw6e535OxUeprwvQlP6KPOG+8RGzY4yek97K84SpT6dUPXqaU33D+lC/weWldYj/m+JnyFyhM8Riq8DUg4p9P9pJ4ob78KoN4gvDVXbv27eWruz/atqMWLVvJ13h16zagtm07yJd4f7RtT61at6FMmbNS7NjxKM9v+TlPB0mPfB06dKKiRUtQjpw/y/iq+AmSyD2FinA8vvD75dc8VLlyVR2EsC+2jKGqXqO2eJewv0nTFtSocVNq2KgptWjRWsZ2FS9RSo4n9cR5Eid+nsqWrUB58xbQ7hXug36PsA2oSprsZWrXvQ8Fz5hHH36SVuLUvbUttD1eRg1VevtT6y7pgOV4qhw5cuTIUUxLBePP1GiDf9kwGqBJM1zWEGVHLiPph4wwZZQ2lxS6/czzSyEOY5uM0sZcecerfVgay1FxmgdMK9MslGdVJrxd2K8vTfM5YV07jjbuyC2kN25HFQ/heFbxntKuCedk2qefi8f52ZK6PnecqjvzfcO+3PmLUs0GzSieAJ72heCTKFKoQvticHLBlQIpsxiqeOlAlSNHjhw5ihmpYPRUSZeLGKcAQhXnNRpJO1LG2UsCKxbx+j4PWaWxK86vgZFblul0CaBYyLhf1oPiUsJESSljxm9c3XAeMOYCOyOsaXHwdiVO8ryUhVnaEZ8gYRJK8/kXlPT5l6TeEidJJmnheVLptDiUgWNxmTg3tcS18XGTJn1JIAVerAQJn5PjYEwVxlclewHnGUfiMX/W++9/TB98+Am99VYK1/VBxvuG8l96JTm99uY7Hvv9lYIoBVRKsh9LtDFeWsuBKkeOHDly9A9JBdeM6myIXADFku47ABHiDZDkr4xG0o6UEX6WpAFKFNLhKF/+gtSmdVv5mZokzyWVfS+8+Kru0YnD8JREYCh+gsQueML9+fmX3NS5c1d69bU3Kc9v+QSmqlSpTnXq1ad69RrQd9/nkC48/ARO587dZHqDkqVKU+o0X0gZP/+Si95N8b6sv/Ty6/p5a+OhUO7PP/9K6b5ITz/8+BMVLlKcGjZsQtm/+5EKFy5G3377nXQD5s9fSAbS9+rZm7Jm/c517aoelHAf1TWb7+8TCW2Qly6gYnmBk5ewH21QG1fFcQ5UOXLkyJGjmJEKvqDKBUWmbX/lMowwhCbDq+LM+541ucApMsUKoiRJX6TRo8fI/FI1atYWYQb0Zs1bUkWOS/91JpmLCl/zNWvWgho3bkavJ39L7k+lSlVp5sxZMhUD5rKqX7+RDHpPlCiR5KnJZZUpW4GKFStJU6dOYyD6QcAIXix8dTgzZBaVLFlaxl5hjBYACeeErxBHjRpDrRiWMEs6Zk/v1KmLlAPvFM4JUzCULlNOIBDjsvCVYLx41nUBqXsbMKFt8lJBlSylrRrgyae0MVUOVDly5MiRoxiTClFBVXSluv/Ul4C+jLBV/LMiS4gyK1ZsGaSOgeAZMmahNm3a0Y8//kSNGjWh91J9KAPD8bMxgCv8BA0m2WzYsDF9+OGnFC9+IoaZajKwfMDAwVS+QiVqy2D0yqv4CjKWQNXPP+eSqRkAao0aNRUwgvcK+9Onz0jVqtWUNIAiDHjH8WLHiUfZsn0v5TVt2oK6d+8pg+sx8D1Xrt8YqpJSzp9+oRUrVtJXX2XgsuLIRKVqPiurusC9DLjQNg1LQJUCpsilpXEGqjty5MiRoxiVCkaoghHSPFMaEEFiwAyQZEfoOlTrUh4bwlgsKyMMwVBaxT8rsoQos7iO302RiqpXryWwU7RYCfn6D3CErwFr1vydqlStIcBToUJlBpdMDEi/y8/CYGxT9Rq1ePmBeKvwRR/mi6pZqw7VqVufSpYsQ+9wWaGhcxiG8lCt2nVo2PCRlCRJUjnut99+T61atqFfeR9mZMcXh/CQYR/gLVv2H6hAgcI0dep0yslQ1a//QMmTOTO+QqzP51VdvFPJ33ibmjZrQa+9/ibnDbKsCxcIBVCubj9extGXnlCltq3lTKngyJEjR45iVCq4oAoQpAOVaywVy9XVYgClqIT8LsVh6JDl0wtOCnys9kGR7YNc4ORLGFsUO57MTVW6dDl69bU3pFsP0xGkS5devEKvvvoGvfV2Chlr9c67qejFl15zjYFCHNYxkPyz1Ono5VeS00uvvC7TGuDnaRIkSCz70jOIJeO0gK+PP0kj4APvEsZsZf02u0ARxklly/69a5oHgB4Go+MYqdOkE+8XfpIG6T9P+xUlT/62dCHiB56R5v0PPhbAMU6lYJQRhgImtEHzOtqkC6oilwNVjhw5cuQoRqWCEaqkq06MlbaEngSqkD/6UAWjHTnMBEoeAGTe9iHLvL6kd/3BO/Ta69oYKfeXfWqKAmyrrwDVkuMlv77uSo/9Kh+ELwUNX/jp8a7zc8W596FM2S9xKF8dQy0RDxnOScrSlur6lQA6ahlwoQ2a16VdWkMUpHf5iYIEqpzuP0eOHDlyFENSwdNTpQOUvoTMUCXxCp58yQhVSmwIzYY4cuHnT9TvxWH7yQBLQECX1X7InMa4HZn8SStSoOIVz0BkjrMjASnfeT3Oz5ROXbuV7KSxEmDHuB4woc3p66orUJbS1gBRWBrl8k65xHEOVDly5MiRo5iRCp6eKjdEKZmhCtse64ZtlxiivMCKDaHRABuNr3U8ftZEM+xq+SSyAxLmNMbtgOpJ4SlAUtdmvPZASUGPcT0m5WqHPqHK4KmSNA5UOXLkyJGjGJIKavJPQBUMlQZRbLj0dW3bE7JguIzrXlDF8oApJZMhjkzeUPVkMGCGCiuZ0xi3/0syX3egZIQd83YgJG3QFKfgKUagiuhv7b9DD/gFa6t0/5T4BPQz0YJVmuhIC4G/RmMIRB3qBVnuiykZg9V+X3IH9/miDlT425A2MhnvvdV+o1T5VvuMwWr7SWW8JgS79xn1Ygz+tg9jsNrvr8zXgfOzSmeWOa0q5++/faXVgnnfkwjHcAf3OWBdBWO9us/NkNbjuq2v2Vg3HnkNwSotyrZKq8owB5X2WZUKdqDKLDNguUAqHhs7Xmr7PY2gGELd4BoNsi95Q5V1uqhkByqMaf7rsrr+6Mp8nwMtaXOmOPnBZBdUeUvr9uP1J4Gqx48f04MHD+nW7T/pxs07dP/+A8t0/4RUwLncvHWHHj56JNtWaZ9Ujx49lmu22vekUud489afdPvOXdd2dBQT5xmZ8PBftm43teszhc5euOJhUKISzvPhw0ecxx0HI4NfQrd7DTje9Zu3qVmXYFq9cW+Ux0e5qCNzvKr7G9x+7t17INubdx6m31sPo+17j/l1XWY9ZuE60Tbv6r/E/rcpjZVwrvgfu8nt+h7/f2kZ7Z0Hzvf02UtUvkE/2rj9YLTO3yjUHdrqnT/v2TofpMe1G+NwLg8ePvS6D4g/dvIc38txrjq3Ai+7Qn4EnK/6/9LitHg8L1z3Q0+LYPwfUmlxvdo1a9vG4yDgHqM8PAcRVDzaMu4fynSHv6UtqHuqjo1j4llwn+85AspAHMpEepSvzutZlQpWUOWPFFQp0FKwJZ++e+nJoUobV+W/7ACFMc1/VcbrNF9/IOR9r2NWyiPlU+KlkrFUSlFDFQKW/UbNoW8LNqcK/NAuXrMnLVmzU/bZCoYHmAqqbHNAvPGBh6DORcvztzzs2rNRL1m7F5Wr15dK1OpBu/af0BK7gncZ3sH7vBBu37lHBat0oTFTl+oxWvA8L+u8xuB53kQR569Q3bYjqVjN7lS58UCav2yrxFsF6/P1DOcvXZM6CJ6xQo/xPic75ViFyPL1HzOf0v1Ul06evqDHeAZjXrV+5+49atB+FH35a33q0G8qx2vnun7rAcpeuAUVqNSZjpw4K3HmYD6XC5evU4rMVWj4hMV6jO8we/FG+qFYay/jd5HLqNZ0EBWu2oXq8z05ysZ9zaZ9lL9SJ1q7Zb+kMQar+kCcWQgz5q+j74u0pIoN+9Mvpdvy/Vku8SqodAhuo/83dR4wnXLwuaJN56vYkSaHrmYYAYR63lfkN8chHD91Xupy2dpdeoxnMB7XGNS5G4WwhSEzd9n2/P/Vk/JW6ETtek+mR2zkVVDpVMA5nbt4jYpW7y73WIU5SzbTTyX/oP1HTusx7rCB7/97mStTyKINeoyqEz3wuqf3SdtvPl8IdbV83S6q3Wo45SnXnn7n5Z/c7h4//ou6DJohcfkqdqJp89ZKGXiOjJgURtkKNed2sknKBhAO5PZdpFo3eQb80XOiC65wDOS7ev0WDZu4WO7Td0Va8H1aJXlR/2Xq9qYClTtTufp96fDxCMk7ie9jmbp9KGfJNjR43AIBpbP8LKjdahiVqN2T21xnCl20UcpG3PdFW8pz9vfWwxn6//R5vc+CVPAXqlzQZNiGgfOIszCCZlkZZqPcUKVknS4qmcHCSsY0/0WZr9N47YGQup/mexyTsoQq8Urp8dGBqkbtR1OmvI3pzLnL8vDCm9ieg6dowfKt8rZ1gg0s1uHFOnjsjDzYZ/GDEg9mPJDCVu+QB8r0eeskDR4Um3ccFgOGOBiQy1dvyPEQps5dQ0OCF9L2PcdkG+khHLttn8mU+offBVLu3X9IddqMEGOCN7sjx8/KAxIPs1MRF/mBvomuXrslZaxmo4lzwHnhrRFpVqzfLR6P0VOW8gN5t5Q/a+EGSpGpMj8cu1DYqh20c99xWrRym3g0jrLhn79sC93hN+F9h8Npw7aDNCdsM42askSgYOnanbJ+IlwDDqlDPm88HEuyccLDFQ/lcD63sdOXiXdhyeqdUncLV2yTsrftPip5j4ef5+Nul4czIBaelJGTl9CqjXvEO4eH9fvfVKN8FTq6IHfj9kNyjTgHeJIQcLwps1dz3jDOs0rO+cDR01zOXprLBm/Npr3yBj9zwXoaNHY+rd2sQcWpMxelzlas3yP3Yusu7byGsyHCgx+wMIrr7dDxM2IkcB8vXdHuIe4ryldt6Pafd6lAlc70YbYaYmAvXrku8e37TqHPc9ahD7JWd93rTXwNA0bP5fu0ka7f0NrK2s37aOWGPTR+5go59/S5G0qbwfEAMRd5ifs8js9pGMPWBQbOazduU+k6vem1dGX5pWCu3BOUhdCfy0/3cz1pi/CSrNywV8pCfSDvSj73YRMWSX2t23JA8hzk4w4cM0+uE20NQf2fKCEMYqP82Q+1xUD3HDaLPs9RR+4zyj6gg8URvqdop/fEc6JBVaXGA+hnhrDL125S296T6OtcDbluIyQ96mJI8ALatOOQbCPgng8dv5AmzVpFs8M2CSjO42OgbSHsOXhS7ttobgvwCCHg5WMl38/F3K5HT10i7RnB6joAKB9lryHtBf8H+J8ABKM9oJ0haPW/nq5w3av/Ubww/FC0lTwXEKo1A7x2lTY2b+kWOeewVdtl3/Y9R+mLX+pJu9994CQt4v8B/G+izSMtoAhhFd+fAaPn8Xlr+XAc4/liG21l4qyV/By5KeUl+7QE7eB7i//vTHmb0KFjEQJRmX5rLP8b+H9I+U1V+vDb6jRumga+aIPpczXg/+Ndcp1pfqxDC5dvk33qODv3H6fZ/FxB+6rKYJ4lXxP6k6+tZbfxVJ5hCs9IwHnzLsHyP4x2imdN445jOG1T+b/qO3IO/VLqD7rFz5G6/PzKUby1/E8DwovV7CFtB15L4zU+i1LBX6iCV8q47eGdMsjKECqZjbKVPKFKxfsPBFZwYZYxzX9Vxus0X38gZXW/Y0IaPCnp4KS6+7yBCrIPVXhA4K0MxhNvfggd+08Vg4EHMww81mE0+o6cTe9krMSwM5yh6ojAQ44SranHkBB5eKDrCA+nCg36s2Gry2/o0+hrNpL1/hhJf/Fb6RB+6OJNsSO/7f5aup3LqCGcOXuZvvq1AXUfNFOPwcN/N335S30x4gAKPPzxYJs+fy29n7UqG8MzDCRHqFP/aWzkQiUtvFB4s0z3Uz2q2mQQG7HJ9NmPv9M2fsgvZpD5KHtNKlaju4BO087j5MEP6BsxabEYzNMRl8RQp8hUhcudTj+Xakvf8hsvYADXWKP5EDEiuE4EGIM0XD/wnBjDDH5rfpfPF96ABfzwxtvxr2XaST54LuAdBKCm5nNDmmY4F66zeWw0ps5dK/EFdfhDPQF8BzIYwVtQvkFfAaoWXcdTWYa5P3pOolc/L0PTON/Yacvo9S/LUfVmg8V4TmTD3Ht4qJSP89x36JScM+qyGqcp/Xtv+iZ/U7m/kxnQ0uT4XeoMdVSidg8uYw99xMA0nN/gb9++Sz8Wa011+X6qIFDFb/CVmwyk38p3EAiA8cO51/ljhLQdQAAM6x+9Jkk5uLZefL8QshZoRhl/ayTnePTkWcrI1wkDCS+T8nIBrhu0G0U1Ww7l8+pB5y9eZQM/gN7NWJn6jJgt91vdD8Bjcr5+GDcV1jC4pWIji/sPyOrI7eX1L8rKfQjn+52X4bVNz4lUlK+5ZfcJbPC1+2v+fxk2fpEYZrx44LhoD+EMVTn5fwDeKxjPxh3GyL1VcAaoqtFiCOWt2Em6N7sOmsF12IpfHC7TuOnLqVDVbtRz6CwG0jYC18v4ngFcugycQR9zW63F1wxoSJmling94HnDcZt0HEtVuM4L8/8TvEjw2KBe+3Pb/bVMW4EAQIzVdQBi0/5UV463lAEO/3e4R/W5jtHO0L7xf5+Cj6ngDGEmv5Sk4WMAZhDScz4AKmC9K//fwsuM/3uUD8hDXeGlohXX6ZcMulcYKvEMwP9ZBP8fA7TgYeo2eKZ4ldB+EYznC6l7i4D/hXcyVJR72qHvVMpVtr2kATS9/201+T/HsVG3uA/4f0AAbGXhdl6r1TBuvyO4jtpzO7om+6wCnos4J0DgD/yi0UdvT+jSzMPtHLClAs4f/0Mnz1yQ/yE8e7pw2yrILxute0yU88P/Rtl6faXtQMbrexalgj9QJV4pQ7qYgClI6+rDj/ECAABXah3xWpw5T2SKCiQUbPyXZXXdMSGr+x4TAkzFiuMJVe7B6V5ABdmHKhiTlFmqimFv0mksneaHHd72YexgrPC2inU8XPqPmiMPYLylIQA24JFAGMVvh5n5zQ6ercqNBlAJfitDgHFA/qVrdknXCYzpXjbsaX6sLcdTAWV++n1teWtXYfXGfXI8eKXwVv55zrrycJwdtpHj69P+I+HiyQAQwLv2C4NajRYwQmfEwMBjgLEQeIjD64GQIU8j6sfXh9Cuz2R5cOJhD+8M3kzxsMc5AAbxtj6WH85fMnjBezZo7AIxeAA7FQB4X/C5AAARVN3Ca/bJ97XEkCPAW5SR36ThEShTpw+16jFBjGWG3I3E+wRPGgwrutJwjfAYARAQAD+FqnaRdXgX0NWGcmHIAVa4TtQxznHa3DXiNdqyC55EohNcrwcYPmH43khfQbpIYJBQP2s4DgYU9x/ngHuN+oHnB3AE2AHUoOsCXgp06QC6lMcNAVClQckkgR/c05AFG6hQla4aQHHd79p3XMY4AaxQd4CCUrV7inHBeQMcEHAfshZsJnUPg/yneBz3yP3DdYewUQcwAgam83V8wEYUaRBUveOewWv4cfYaAhebdhwWjxW6NdW9gLcja4Gm4uXpPXw2fVe4hXgnYQA/+b6my4uk/ldU2WiD8LxV4vYNIwrjDHAZymCB8waY/FCM79u4+QYQ+FtgBfWdn+HzGz4urgXg+S1fO15EjvH/2RcMHa26j6eJISvFq4EXiRzF29AcbuvnL10XIMb/AQw4QB8BnrePv6slnp/BwQvl5egawzbqHe0awIhgvg5AEbyIhRj0cSx0U91kYAawfMptFvULKK/JMKjGBSGgbr/gFxe8dMBThDrYxjBzml+IDh8/K92sGbn99GBI3MH3XEEVXqJQx3gRGM0vPd9yXQGg8czBvUd7w71C1yiAFsF4zuq8799/KB4knC/qr2H70QJVuAc79x6nD/meb+JzRwBY4dmhoAoBoJgm5+/0NkMZ2iv+5wCpW3cfkf9FjA9DwIsHzh3eQIAS/ifgmUTAi8HPpf+Q9oxw/cZt2d+i23h5KYVXFd17b/L/Gtog7iMCXjLQjtH917zLePm/MQPvsyQV/IEq49gpNW2CAisrw2eWlRG2FiBAAym3VLwCBLWMXL7Awhj//6So6iW6srrvMSGt/Smo0sDKDVWanhiq8EaWvXBzebDhgfYX/6PjLR9veRhbM2fJFlkHVMFTlaNEGxls+ZAfQF/Jg0eDIHRD4YG6l41TJTb2ddsMl3iUlZPzTJm9hrIXaiEem3ptR/Ib41ABD2V8cCy8BcMjpAK8NOjKwZsvoAeGB91LC1du5YdefTlnGAJ4T2D04amCAQNUwWjAE4SBrTCoMHTXbtySt+vuQzRvWKcB0/icmtONm7dpypzVLqgCzPzEhgtGBN1yPxYHSF2h/nwt37AhNI4RgscLb+fzlm7WY7Qwc8E6rp/6tIdBAgHnITDxey82fi3FcGEsCrovUAaMFx68gCoYHBgeeEPg/SjJAAKwQUA+wBnAAA/4QlW7yuBu1bUHjxtA5eipc3J/MWYOXagwkG99XVHABPUJ4w7YQoBHZMy0pQIqSBvB1wpvWfpcDcVYhcr4pVbiGclVtp10eaoA4/BbhQ7Uls8FeWDMvy/SSrxdKA9Gei8D7242cr9wnQJIUF8wLugGQZ3Ay4EASACYw/gAmrENDyAgEd5RdKcAZHB/0cUD79MF3duAazWO0dl94IRcV02GbFwvjOSytTulnn/i9thBfxloyhCIdoyy0SZx3vDaqmD8f4GnCueF9o8yYUwB68e4rrU2OEC6gdQ9V91/NVsOERAAxKJ+8XKCbkPce4xpwv8DzjOU4RgQAmiq324kA8FyMdSAI0AVPFWNOozmNtRbSocB/xQvDPPWiScXnlC0cazDK4N6NwZ1HTh3eKrgyURX+s+l/pC2hPsK0ClRsydlztuY28p6Sa/y4X8V4Iw2/Du3x9J1ekk8xv6p/0Hcu/6j57mgCm0b3jlAFboNJ8xaKW0bXb0FGTIBdYAjdCUO5v9RAJIKrrrXnxEd+01jkK7OkHxctuHNzFOugwwuR1c+uvy26sAPmEb7hccKAf83mbm+0UbxYgHgwjMFzyd8BNB9SIh0ScKbmIvrEfWArj284GTil4u+fM8QWnQLlv8BnCeEbugfuQ3D84iAl8jc5drThu0HpY1j7BoADEMOcN8Ar3gW/L8PVDfClFpGJSsj7FsaSClvlXWaqOULHozx/0+Kql6iK6v7HhMSoHetK6jymvDTKD/GVHUYIwYWAKECxgrggQTjgC4yjD8ASPQcFiLeKbxx4gELQwFDAhjDWz4eINhXrelg8ejAS1Kt+WCBhbMXrsrDG10dxqDOBWVUbNRPuhPx8IUHpWrTgfLQxT7xTvFDGmNP2vSaKGOO4N3CeAYcF678n0v+QdWbD5ExMhgzgu4FdMN88l1NeSjeuH1HjAU8VDj/CSErKW3OunxtEWIkMuRpyPB0Sd7EszEAosyhbEjxRg7D1ovfVjHmB4CpBQxuvU3Z2GCgu+U2P4RRjxgvBRhI/WNteaOXlGzwW3QNphdTlxKQgAcNUIWHO7pHAArwDMHrAY8TABRGBPakFdctDDgGgQNeYRwwFiUvv9lj4Cy6QeBpwjgOjKf5musJdYNrh5FDdxrGw72StgwblHXiLUuVpSqnXSZeExhsfPk3nusDBgRjQ+StnuPXbz3I5dwV2EmQqrB0g8CIKRgGVOG+Nu8yToAXx8Nxtuw6IvcMXjB0zaBbDfcJ5wQjVLR6N4GqbAzsytt57uJVOeaAMfOkCxlGCWPjMFYGX74ZA7xGMKLwkiDgfGDkML4JkIOB1zivegxhGD8GDxu8iRh8DDBCfeMSANB4qbh42bMrCB4/HANQq6518NgFUg4MIjwhgHh4XhDgNUT9wMjCGGsB+TAWaYB4VNCmca8A74AKeK6MA78R4ImCZxRdlO16TxGYP8f/O4AJwC3OCS8v8CIDpAFHuEe9GcABvvDg9GOoAdCgexxwgXuGcVnqOlAPH/P/BMbHwcDj/wYfWiDAc5f04+Lc5psI3CPgf1QBKz7CeD9rNQbaagJv2AeIwMsAzgkvPvBUbeN2j7awku8fnid4OcL/DbrPM+drLO0T3bnoGlXnhYD7BtBZtGK7xKvnAzy9OK4arI99+P9F9z2844PHLRTPH/53sA8vW2hLI7ntYxv3Cf/reKYBJGWogMGLhYB2jm5sQJVqV7iXuKfw3OE+YB8AFGOjMNYKbRmeLQRcBrx/6EZGQNvCswPef3QZKhhGwHU9y1LB+IPKRmiyK6Ohs5YytNZG2LeMXipNGlxp0rat8tmTESr+32RVH4GS9/2PYXEb1MZQ+fRQKdmHKkAOHtIwYHg7w2BXvFlh8DUMXwN+iyxSvbsA0shJi2WwpRogjm4gjKfBV4NFOO3OfRpAwKOBMuFdgWcLg2cRMKgdb3k4Ft5M8eDDA+9v/XxgEJAX464qNeovDyR4Gyo2HECH2EAgHwZD12k9XB5QMJ54yGJcRhU2XDDa0p2CcScMZwAPGA10q8GzgevFAxveKQyMhtHAQ7BsvT5Uq+UwGfOAN1N0GRTn6wcgYUwSrg1QOIof0ABJeMgQVD3u4DdneOBQfzh/eAJWrNtFvzIQqgcuAq73hc9K8sN4gmyjyxKwUqRaV/E44U0fIAejjTdnACzetFEvxbneS9XuJceHNwNdF3ioN+40luaEbRIIxngyeP9wT3COMFDdBs2UesHYKXgyFjBoopsGRhdfV6I+AcR37z2Q8SC4DhgmfNmFcSdqEHu9tiPorfQVXN0Z6trx9R+AEjDAd1K8DjAqGOyLQcvauJQzMgg4d9kOci9xHvC4oLsF14WBygjoysX54Prg6UAXKKAK9wNdjLj/uE/4mACQj3FKAJaDDKcIqDd0hcGTgmvDeWG8EQAIgAUgb8IvCQDrigxtOC6+tGzEYI7rxvg0wAnqNk957es4gCzaKMLU2WsEiOBtg+cBY4jQ/YMAAw2YhGcQQasfDaqaM0xXaNiP7vLLAdomxi1hbBcgA3WB60K3FuBIzp/vMwar4xoAa+gehLcXHz7A8GN6CLR5/J8EczuWL9vYgOO64alClzUGVAPIMD4SAGGERnwwALDHuDnUP7xkABOE9dxGMd4O/3/wWuM6lBAuXr4hXdGAfAUwABaMGUI3Nf7XRvE2uvgxYBsAj7LRbvFVHY6F/zdAHrreACy4Xnhj4YlD3QOeegzRXr5QPv4PcW0Z9PGZFbm+AJeAVHgu8UzB/zHGh+Gc8cEB6gYeW7yUwXt76eoNATgMrMd1t+CXgOs30YXnBjd8KAKAxwciOE+AFP631f/3bxyP+4R7jo8GcD7438ILGc4fALv/cLjULV52kGfqnDXibcR2vbaj5Di4JmO9PotSweWpMsGSv7I0eCwNgKwNcOTyBCpfMqb3zB+5rGDjv6CgWNbxRqnrN9dJIGTVBmJWxq4/Sw+VUtRQpQTDBvCA4caDTn2Vg/ELGOOC/egygcHCOr6UwzryIiA9Hnrut3MSIIOxU65uBJUengp4NJAHD0XjuSCgbOzDseGhwldZ6JpBHhgPxON8sI60CDg2PGQoT50r1uENQrlYh1dEzZWDhyLOAw83fJKPvJ7X+ch1nTiOWkcawAfWzeeNNDhvBZw4tpyDnhYBXWAwGGFsHBHwsEZX3gQ2jIAQjDFCwHnBG4Q4zI2DgGPj/uCrNgQYZ8ABPB4I6O6B1wPnhuvAcVEOhOtDWXJ9XC7GS8Gwr2D4g2FRHygY7y+uG+eP9AgdGCAAJmpwr/H64SGS+uV1XDeOg3h4eQASKA/hzp9oZ9p9V2lwPOTFOtJhH46tpb/nWsc9QxtAflUejqvaA/KLN4WvF9eKukK5CKhXuRdY8vmgTeJeqbpEear9o77xAgFP5YLlW2Q/ylbXg3NS9xlxKsxduknGggFYEVQeCOeHc1XpUYY6N3gXcV34yg7x8OS00KEbg/fhPUWXFMrA8RFwHThfBXQAA5SHY+Beov0i/XV+OQLM9B2pdakrY67qA9eA+kR6FeDBQ9sYPmGRbBuvQ0n7P3CPfUKdo0sU9Y6vHlEe2p/cS5wz78e5uf7PDHWh/m+0Z8996U5FO9t/WGvXSKfqXdX9Ja4v9QWidu9uyP8zAq4R91eeH5weY8xwbggoB/GQakPqmiCcI/IgvXacG3J+CDg3bKu6Qlk4Do6rzl/ViWpf6rg4J5Sjrvu/IBXSfqFBlRUo+SMYOLU0ym1orY2wt6zhySyjt8rdTWhVnrXMoPEsCgAVGURZ7TNev3EZHZnveUwrDkOSJr3t8brmodK8ViaYUrIPVd7B/eZmDJr7X3tjV3n/9kqn7cfbYAV+M1NBPcyx9Ah6vFG+gykvB5yTV5kcVFeFOq4W1Lo7vff560bCcJ1W6wrOjDIGHFedl1oiDbodMdbr8DGt+3Db7mOU9qd68um8Cu7ytHwI5vIRYBjgvcEbPMYbwUOAN38V1Dkay1EB46rS/lSHNuifzyMY08q6oV5xLBh3GHx4o1S9KqlgXnfXgXcdIZjTu7Y5n/EeYtsYPNJyMJ6POqYKxjjzPgRjOSpg0DK+2EQwls1bEmcMal4ueJTgxbKaf0gF47ZKYwww9N0Hh4h3D93agAt8YRtZHnOctq6dE2ADXhuAjPGcsG4Oqgx0k2MwvhqbpPIYpYJr26s8z/ZvzKOCuSwV0B2tunpVGqt0COZ4X8dCsIpXZStZ1QviVFtUQUvrXZ7V8c1x6ljPulSIaahSMGUXqozg5K+syvMlI2g8q4oaquz9iHJk+6KS9/3+J4R2hnangRW8rJqHSvNa+ZB9qIoJYUwTujas9v0/Sj1Y4VXC4GH1xoq3XHir8JZrTG9HCBjjgfFb6DLCOCgEq7RmwcuB46Kb12q/WXjzRtcZxpWpa/kvS4W/Lfb50q59J+TrPwSr/XaEuoU3Bl9Z4kMEfJWGuCetc2Ow2m8lgDnGw91/8O94VVSw2ufo6ZEKTxtU2fVUWcm6PGsZYeNZVVBQXAGnyMDKKOO1m+vCuO2PvO/3PyG0Oc1bpY2pihSmlP5dqFLBat//s1xBN5LGYE5rR+ZglcZKxmC13yw+YS0xB6v9jtx1arXPH3mHfxZi3eG/D8+OnlwqBAqqlLwNoAZUdqDKCpT8kVWZvmSEjWdZll18pm1XvOnajfXxpPK+3zEvd/cfoCpRlL8DqOvfhSpHjhw5cvTflQoxDVVBsbF0oOqfFDxY7nXv/UpW9eKvzPdbKbJ90ZMnUGnABKjyDVb6AHYHqhw5cuTIUcxIhXT6139WgPQk8jaCblgyG2RveYOSP7Iu01pWkPFfkfJemb1YVtdurJMnkff9dstOGvtC20Ib02BKAZUbrHzLgSpHjhw5chSjUiHmoco+9BgB7ElkVaYvGcHivyIzTBkHqltduzHuSeV9v92yk8aeNKBSUOUBTLK09lTpMOVAlSNHjhw5ilmpoOapsgIkf+RpBBUgKdmDHiMgPYmsyvQlBRb/Bfn0TKmlj+u3ivdHnvfcW3bTRS03UCmoUt4qX54qE1A5UOXIkSNHjmJOKqR7wjFV8hk7GzxZ9zKCZmnAZDTI3rIGJV/CbwMij/YbgVp+63KtZYSP/4qMY6nMsqqDQMj6fmuyk8aOFEyZIcobqtzeKgeqHDly5MjRPyYV/hmogrwNsqes4cmX3BCFpfbjy95l+pYVePyXZVUHgZD1vXYDVWRpbIshSUGVEaaU3FDllgNVjhw5cuToH5MKTwJVam4g17aVIfSSpzH2ljU8+ZKWXnnAHKiKSlZ1EAhZ32sHqhw5cuTI0f+RVHhSqILisMGTbbMR9BIMq6cxtpYCJg2S/JV1mdayAo9nWebxVGZZ1UEgZH2/YwaqIAEmXUbQMsuBKkeOHDly9I9JhUAMVLc0hF7yNMa+ZAVLUUuNr7Iu00pW4PFfllUdBELm+2wnjd8CJLEURJm3bQAV5ECVI0eOHDmKGamgoCq2oTvPjpS3SpOFIfSSt7E1yxqYIpd7wLpdcNDSWYHH0yargefwSGnCPt8D043yroPAyXyf7aTxV8pLZSW7UMXxDlQ5cuTIkaOYkQpPAlUAqVgMUvKbaywBK5cBdK97ytvYesoamvyRdblGudNYwcfTpsi+5gNQ2fndP8/rD7zM99lOGr/FoBRNoMLSgSpHjhw5chQzUiFQUCXxVgZRl5WxNUsDI//HU/0XB6orj5TVPl8y57G67kDL1n02pfFHWptzQ5QCLFnXgckXTJnkQJUjR44cOYoZqfCk3X9B6PLjpYcsjKKSpbE1yQxLdvX/+vWfF0SZIMzquv8NWbWHqOTZ3jw9VEao8kMOVDly5MiRo5iRCk/qqcI4KuWpAmBh4kUr46hkZWzNMsOSXf2XoMoMSlaKar9RVtceKNm/r9Ztwpe0dqYAyrhuH6bEg6Uv9TgHqhw5cuTIUcxIhZju/rMysr5khiV/ZVWmL1kByNOg/xJUmduCXWntzBuqAFQ2u/ocqHLkyJEjR/+cVLCCKgVJvqSgypzHbBwxliYyY+sdbw1LdmUuLzJZAcizKgExw7or3uK6Aymre2iUus/+SmtTPqDKAE4KnozbkcQ7UOXIkSNHjmJGKqSNxozq8ltrurdKPFe8jaUoDoML4iwMrTlOkzUoRSXtiz4IUytYlWstBR5Pq/zxRol8pLe69piSgiJf8VHJ3cYUULkl3X6QgiReF2+UHgfYimWK81QSB6ocOXLkyFHMSAXlqTJCk1kYP+W57YYpBVQaVOlAFU/fhrE0GdjIZAVNvuSGKZXfP4CwApCnTRpY2Zs6wZesrj0mpQDJKi4qae3LG6ggD6CC9DgXVOnrVlAVFO85yIEqR44cOXIUM1IhKqgSgGJAUuuuuEigShu4rhlKo2E1GlpfsgIoTZ5TLVjl9UdWAPI0yKP7jteNMqazK6trj0kpQDJ2/aq4yIW2ZQ1USkZQ0qAKMIV1E1TFM0FV3Od46UCVI0eOHDmKIangC6oUQEmXHoMTxk8JQOlLszQPFa/rMKVkNLjKwBqXZmnAZLcrzw1Y/oKWFYA8DVLwpC1tzphuAC+ra/3HhXtruM9RKQ63GTNAGSFJQZSsm7YBVe50Skm0NLocT5UjR44cPWN6/PgxPXr0SJaRyZzGqqx/Qiq4BqoLQGmeJqwriFIye6fMUvnwI8tGg2k2uCrOap8WHxUYKJAyp/MPKKzg5FlUUJB2LS4Y06/NfL3/hMz33bjtW4B3T6ASqOJ4NywlljgjWGn7NE+VWtdgCoJnyr3uQJUjR44cPSMCJD169IDx5AE9fvgnPX5wR/To/m2f+ovT0V/36K/HD+jBw4f/ClypoAaqA4iUt0l+y08gS4MpJSuYconzuLxcBqNpNrxRyzcQ4Kdu3D93Ez1wUFDytEhBkS+Z93tcCzxUhnjz/qhkLtPf/Mb7bbzvVvFuoZ1oMgMV4jygykLaviQsDaoAUNqXgdLVx+tGYZ8DVY4cOXL0VAsw9OjhAzp15iKND91OwbO2UXDIVhoXsoXGzfQh3oc0o2dspa27T9HDB/fo4b8AViooT5UvUJLuPF6PDKpc46jUtv7ln8SbDLBRMK5W8dayMvT+GX+jFEg8azLCk0t6vEecn3KVr6+b90cmb2CKXOjuc0EVA5ERqASmWPiST33NZ9yvARVASvdC6WBl9kxpS4EpWY/jQJUjR44cPb0CBD148IDu371NK9fvoyylJlC2cpMpe3l7+qJIMPUdu4bu3r5K9+7deyqgSiBIByN/5ZEX62w8oVgWRlgJBtYzDsYc46nMRl11+amZ0/0z+lZSEPFvShsH5XvclN3zNF+bv4pOWWZgilxu75RRAkv6uoIq8UTp627PlNbdJ14p11KtK6+UBlGi+EpJIQeqHDly5OhpFmDoxrVLNG/JJvqm/BTKVmkaZa9sT1+Vmkxdhy+lS+fD6c8//3xqocoOaCGNGapgRH0NVjYaZLWuCfBkNUhdgyql/xZUWe+DjOdpdc7G64mOolOm+d5GLk+YikwuoIIM3imjh0rBEzxSLpAyKA7DFKTDlQNVjhw5cvQ0CzB06UIETZm9ktKWmERflZ5C6cvY08eFJ1LrfgvozKnDdOfOHRmbZXWMmJIKgYIqjzgdqiArw2s0yGpdkx2jjjQq3ZODhREk/i1Zeaoigyxfsro+fxSdssz31rc8oclKCqS8gQrSPFJGD5Wxu88ogSq3h4qCeJ3lQJUjR44cPc0CVF08f4YmzFzKkDSeUhebSGmK21OKfMHUtOccCj9+kG7duiXjqqyOEVNSIdIxVTZl9lQpQ2qEq8hkZaxjWkaQ+CdkhiUZA2XwVKl1czpfsrqmJ1V0yrW6n9Zyw5NRLniyEsOUNgeV6uZze6qilAZSRjlQ5ciRI0dPsxRUjZ+xhN7PP4Y+LjSOPilsT2/lHk2NuoXQqeMH6Pbt208FVMWOn8gFRv4oulAFWRnsmJQRJGJCAkjGbT3Oc1ubLV2lV/tcaUxxxnM3Xkt0ZXUMu7K6l94ygJJJCqqMHioXaLm8VJqHSnUBah4q314qWXegypEjR46eLanuv+BpYfR6jkH01s9D6J1f7ClZtgFUt+M0Cj9xUKDq3+7+A1ApGYHJlhyospQRqmTbBUnaz854QpW2rsWb0+vbFtcRHRnLftJjWN1Lb+mQ5ENeMIV1D6Aye6ncUGWUQJU+hsqBKkeOHDl6xgSoOn82nGaHraMKfTZQ5b4bqXI/eyrdcyMNmLKGjh3e9692/31uAVVGsDJvW0l5qpSUMfUHqiAro/1vyAo2/FUQwMm4rcPTk8rqPJ9EVmUrWaWPSlb30VtuWDLLA6hcIKVgyso75YYpo4dKgApLC6CKnYBBK4Hz9Z8jR44cPbV6/PixQNXZ06cobO1W6rHsAvVaft62ui2/RFNW7KXD+/cIVMFT9ffff1seKyakghmqAEl2IEotZV2JDSikjKmsc7yngbWWlcH+J2WECjNsPImMXiYvjxO8UYZtOzKea3RlVT5kldZKxvtlvo9uAZqM61HLDVSQ/+OorIAKcqDKkSNHjp4BKahauGoLtZxzmtr4oeazz9LYsF109MCef7X770mgClJgBfkCJ3+gCjIa7piWgggzWBgV1X4lc7le+21AVWT5IeMxolSQLlO8VblGmdP7kvFeme+hWwAl43rUigqqjB4ps2SfN0g5UOXIkSNHz4ru3r3LUHWS5q3YRI1DwqnprHBqZlMNQiJoxIIddGT/7qdmoLo/UlCFmdbNv/f3pDIa7pjWk8AEZDe9q2xIQZW+lDiLPJDKJ+kQ5wOQIlNsTg8Z8xnL9SjfT5nvlfH+uaVAybztW9IF6AIqz3FUkcEUpPZbQZVBDlQ5cuTI0dMseKrOnTlFc5ZtpDqTj1K9aceovk3VmnyChs7d+gxDlbaU3wX0MKhPLqPxftaloMUDZPR5tTDLvDHeKl905IYqLstwHLOs8tqR1b1zywhLuKeeccYxVB7y8FIZx1OxjOBkNUDdAFMOVDly5MjRMyoFVbOWbKDyo/dTxbEHqJJNlRp5iPrP2kzHDv673X/mr/8ElGx1/2lLB6qspaAlMojxFafirfbbkl6GXVmWEZnkh63d98x4D13wFNvYLnjbIC+48gAqCDBlWBeYcssMVUoOVDly5MjRMyxAVcTpcApbuZYGz9pAQ2ZvpKE2NTB0I81YtIYOHXB//fdvDFR/Uk9VUDwYvMABlZKXAX+K9URAYlN+AU8U3XxRyaMsG7K6b25p0GSWEahccR4gpQOUSyrO3f0XGVApOVDlyJEjR8+oAFWnT5+mdWvX0rqVS2n9qmV+aCmtWbWC9u/XJv98Gn6mxj8l0o2jlWENnKyMuiOTDGBkBU1WMqZ1leOHrO6VEZiikidMGQDKJYCVtm4FT5ZyPFWOHDly9OwKA9UBVWvWrKElS5bQ0qVLbQvply9fzlC1/9+Fqq++fkKoYsE4WhrXwMvKsDtiBdkDKaT1te1Rng153x+AkloawMm07ZIlUEFGqNJlMYbKlxRMyY8o6zBlgCwHqhw5cuToaRY8VeHh4bRy5UpatGgRLV682LaQHmCloOpfG6huB6owfooVy2X83NsytgpfAvoxdYI/8mXIfcX9lySDzdU24EeXBzCZpmvwR8Zj2ZG5vjXx/Y+NundvWykOtxXIBVQc5wlUkPZjyQJIDFSudQM4eQk/mKwvBaT0pYIpBVqxnRnVHTly5Mi3Hj9+LIKHRy19yZgOsirvSaS6/1asWEFz586lefPm2RbSA6z27dv3VEBVpIPTjYbPvM3SwAryhqs4HA8Z42JCZuNvXD6L8poWARCkYEhfRlfmY0YmY117iu+7C6q8YUrJCFTY9mxDeldfHG0JWBJQiqN5q1zbVnLB1HMUB0sTUCmoCkrwvANVjhw5cmQWoOjBgwdEfz+kvx/dpccP7tAj6D6DiYUQj/1IR3/do78fP6AHDDCBgCsFVejGmzFjBoWEhNgW0s+fP/+p8VTFxsBzjJOSJRs9l2D0YASVzNtmeRpdBVX/FFiZt59J6UBlBVWa7I+dgpDfatt1PBsy1qtZCqoiAyszVMWGV0rWOQ4wxYoFsLISw5Nad8OUtkRXn5IZppRiJ3jegSpHjhw5shLg4+bNmzRryV4aM2MLjQ3ZSmNn8pI1ZuZmL6l9SDdy+hZav+04PXxwLyAQgzFVZ86cYahaRlMnjafpUyfSNJuaMimY5s+bQwcO/MsD1V3dfwAqdL+wgbOEKiNMacbRW9p+zVhqBvffgiozFDwr0kAqngdUYV4rDa40qDICkl2hbOO6vzLWs1FGoIoKqhRYae2D2xoDlUCVgid4ptD+AE+8HtsAUiqNC6h0rxSkQRWDkyVYwUuVjGIlSOZAlSNHjhwZBfD48887AjKF6s2kr0tMoKzlJtvW54WCqcPgFXTvzlW6d+9etL1V8FSdPRNOC5euo44jNlDnURupi021H76RJsxaS0cO/bs/qOzyVMHQ6Z4qo7dK1nmfJ0wpuLKWzLKuC4bXvG40yjEtK0CIcQkA+ZAOSpb7IPkJGx2osC7b3pBkV5bH8FOe9WmuX08ZQUoNVBeYwjqWrDgCTNyOGKhi6V1+ZgGoFFR5xFtAlXQBClB5QpXaHyvB85ADVY4cOXJkFMDjxvXr4t35rc4M+rLkZMpUbqptpS46iVr0XUSXL5wW71B0oAp5AVXnIk7R/KWbqe6gQ1R/yGFqYFO1BhyhETO20bHDGlQBGP+Veapc3X+al8rtrWKj5wFV9mWEKqNghNXyn5IVJMSYFCwJOPkAGtlnijOK9xmBygqU/JHlMfyUZ30qePLcFukQ5SW0CX09TtzEGlSZvVQ2pUGVAaiwHe95kRGqtP0cL0DleKocOXLkyEsYS3X1ymXavn07/VB1Mn1UaAKlKT7Rtt7LF0x1O8+miPAj0oUY3S43DarCaW7YRqrZbz/VHrCffrepan0O0pCpWwSqnobuP6OXyiWZZV0HLAVNxnVR5J4qo2CEreICLSsw+EcEiIkMmHxI4EfP6+r2CwBQKVkd0x+569Ut6zgNnCBfgOWCqtjctli+PFVW0gDKDVUydUI8BikAlQVUBcVPpnX9xXc8VY4cOXLkJUDVFYaqLVu2UOYyY+jtX0fQ+/lG2dZrOYdR9T+m0emTh+jGjRsB6v47RbMWradKvfZRlT77qKpNletxgAZM3kRHD2k/U/PvD1T39FSZBYAyb2sQZYYslni4WBYAZQapmAIrJStIiI6MkGKGF23skyfEqH0esMXrHvliSMbziI60eoxaZoAyxsdheNIEoOL2E0nXn5UAU9oXgAxSBqhyAZVAlbaMjaV4pwSmZD0ooeOpcuTIkSMPATyuXL5EW7dupV/rTKUvyk6mjBWn2FbqkpOoYY/ZFH78kHiqAgFV6P4LWbCOynbdReW776YKNlW80x7qO2EDHT38tECV7p3yIcCSd5wRqjQvlU/Q8gFPzxJUWYGLXSnYstoXUzKf/5PLE56sZAYqyLhPARWkpk6wK+WhEg+UgioRQEsHKrMYrGLHTyYS2Er4ggNVjhw5cqQEAIKn6tKli+Kp6rvwKHVZFEHdF5+xrU6LztHYsN105MCegHmqzp8NZ6haS0XbbqESHbZSSZsq0GYb9Rq3jo4f+ZfnqfoywxN5qiROh62ohHmsICvoiWlZQ4K1rKDEHPesyHxtTy5PeDLLDFJK5n1GL5U/HiqR3qXn8lQJOOleKkCTEaaUVLx0/Tljqhw5cuTIS/fv36dLFy/Stm3bqPv8Y9R2XgR1mH/GtlrPO0ejFu+mY4f20fXr16M9jglfEF6+cJbmhG2kgq3WU5E2G6joH/aUp/l66h28nsJPHKI7d+78e2OqvKDK6I3SYErJc58mTw+Vt6xAJ6ZkDQVuRZXGCk6eRlmde8zIE6CsZAQnK8lUChiUHpvbCmCKpSb19JYVbOleqni8LjOsm7r8WC6PlEU84MqBKkeOHDmykPJUbd68mTrMPkLNQiOo5ezTttU49CwNnb8rYJ4qgTw+n117DtCqbSdp9bZTtHq7Pa3cFk6bdx6i0+EnZb6rpwuq1LonVGlg5d7nK42HTOATk7IGA7eiSmMFMP+2fJ2jOT5m5AlQVrICKbfUOCpAlQIqzWPlDU9WYpiKC4jCUtvWvFSe4BQZVEEOVDly5MiRhQBVly9fEqhqPfMgNZhxihrNPGlbdaeH08C5O+jowb0B+foPXXa3bt2kMxHn6OjJc3TslH0dZZ0MP0tXr16R64ou4PkrFay6/wBDbk+Ub2hypZd0JrFRjeVhYL0hKJCyhgL/ZISZf0vaV4C+ocmVzmJfYOUNUGZ5ApS35Es/lkydAE8VvvhDFyCDlRucjOtmAaZ0L5Vs+/ZSeUEVtjWYcqDKkSNHT49g7AU+HkMP6NHDeyKZldyHVJrHj+5LPuQPBDQIVF3SoKrxpD1UbfxhqjnxkG1VDj5CvUO20DGGKniqogtVuKaHDx/Q1Ws3aP/RCDpw7Kxt7T0SQRHnL9P9+1xX/7CXClLB7pgqJS940mW9D2Np9C4gltvgekNRdGQNBfYloBIrSOrBW3FdIGOEGWOcS7Fim/LGsU5nIVWma0oFHAdfCZrOSx1fyfuYkcszv7nuPKHJLPnxZiknSLaNAKXSGOPUXFTwUmnraA8YrB4ZSEG6h8ol5bEyQJMuX1BlgCmRM1DdkSNHT4Vg8B88uE/nL16lw8ci6OCRcDpwGDpF+w95C/HYj3SHjp6m8DMXA9a9pUGV1v3XatJWqjt+FzWYYF+1x+2mASEbxFMViO4/6O+//6Lbf971H6oOn6GLV24QcX6rcmNaKvg7UN0bnCITG1ZeKqjSwEozrlZw9KTyBAP/pKAkcZJk9Mab79C776aiFO+9T2+/8x4le+FlHSLieOczQRHS4FzeTZFK9Mab71L8BAwI+GkZq/S6zOUahTITJX5eysM5JX/jHf16Vb549FzSF2WfHSV/422P+rIGMpTthiS3kD4un8v7lDLlR5QgYVK9/j3TegCVzEXFbQYQhXSIY2jC7/5Zw5SS7qFyyROkjDJClQus3IPTFVBh6UCVI0eO/n1h3NCDe7eoz9i1lLPKVCpQZ6Zt5aoxnWq0XyDepfsB+FkYbUyVNqXCkqXLaNnyFX5qJS1btlxmZA+EpwpiKqI7d+8JKB08fs629h2JEKj6J2dRN0qFtF/5B1XG7ailQZXaVoD1tEBVrKA4lDBhYipdpjzNmzefLl++otcKSffw6tVrqVCholI/QUFxTXmNcBSH08Smxk2ayQsE2umZiAj6McfPWl6v9JHDFIQyY8eOS/36D5QPIlDmoUOHGfRecZfJy9q160T5f4VuauRfv34Dw9Bzcq7IC5D85Zc8VKRoCSpcpDhlzJSV4/n8BCLdoBQUBC9VLCpWvJQ8DxaHLaGXXnpNyjFDFcZPaRN88j0HUIn0ey73H12CaA++YEotjZ4qTy+VgicvoNJlBCoFVY6nypEjR/+68LDGl2nXLp+jln3DKG3xifRNhakuZbWQcX/60pOpcMNZdPz4MRl7FN1pAzygKiyMli1d4p+WYLmUDhw8GDBP1ePHj+jG7Tt06OQFOnzqom0dPHGBLlxmsHv44N/t/vsqoxhMASXMns4ywlNk8gQoK7HBNcXJT5awMD9VoL8ONEKJedusWAxJsWPHofoNGuk1QXTr9m06duw4Xbx4UY8hgYjyFSpJHfmCIez79LO0dJ3blAqA5eIlSss+qzxRCfl++jmX/P+pcJvb2Suvvu4qE8saNWtzG9S+RL3LcO+pu5If7Rxhz569lDBRUsn3fLIXafSYsRKvAr6Ird+gMdcLwA8QqYES0n/J7eTChQvcVh9TocLF9HOw8lLxvVVApXunZHZ1uefavdfaAtoPZIYqBVRqnWUAKiNMmcFKgyrLrj8Hqhw5cvTvC8Yeb+wR4UepTuc59EHBCfRFqUm29WnRifRLrWm0e/cuunbtqkCR1XHsSkEV5qlasGABLVy40C8hz+LFi12equhCFeoHoHjw4CHq2q0Hde/Ri3r07G1L7Tt2Fm/bA3gC+boCAXj+SIW06TWoCgIk6VBlBisXEFnEPancxtUbjgIpM6wowRsTN14i6t9/IG3ctIlKly1PqVOnoRQpP6CPPvqIatSoLVCCsG37doofX8vjXQ7DWZw4NGnSZEl76tQpgbNHfD/hAdLgwzNPVEKeF154mVauXCVl7tq1S5aAnpdfcUMVuv9eevl1Bp4MlDZdetZXHvr888/FW3b+/AXJP3rMOFf5nTp3lTh4r3JwmkaNmkp7fvDgIX33fU5JE0s8VEEUP0Fimjt3vqTv1asvxY2rnafZS6W6/ASkZBwVIEuT6v7FPfc9T5XJO2WUBVRZyarrz4EqR44cPRXCQxbwEX7iIFVvN4PeyTOGPi0SbFup8o+j76tMpO3btslv9gUCqi5fvixjqmbPDqXQ0FBezrat0NBZNH/+/IB0/wGCcD6YuHPdunVUvVo1qlmjBtWqWdOWKlQoT+PHB4uhhPH+16BKeariJ2GxIeSlGa5cIBRNqFJeKk8F1ltllgIVX4LnJmEidIkZxxVBsWn48JFSR9euXaPs2b+XeHN+xBUoUFggCl6uvv36050//5Q6fiKoQvcgg0zZchXl2Dt27KTKlavJujdU4fi+BthrqlChspwL4D99hiwSlzjxc7Sdy4U3rVixUq60AwcOluMA+qXcoLiyrN+wscSvXrOWXnjxVYlTnilPqMI232sFVtg2QBXuN7xTGlRBCqZ8eKjUtmFuKiuQUrLq/lNQFSuBA1WOHDn6lwVDD08VJqis1GoKvfzDYHovzzDbeuPnoZSlzCjatm0rXblyJdrdf8h/6dJl6f6bPm0KTZsykaZPnWRbUydPoDlzQungocD8TA1gCJAH71c1hqoaDFU1GZjsqEKFCmy0h9OZM2dcXTRWx4gpqeCCqgQMVRhYnUCHJgVVWIoxtJY/kKW8FZ5C15AnCAVSHsBiIXifZIyRoWtPxj1xnTRq3FTq6OLFS9L9hTjPvLHp9dffoDUMGwgNGjahPL/lk3XU8ZNAFdJjkPvx48elHHS1ffd9Dlm/fv2GF1T5Es4tadIXaPOWrZJ30eIwGdSOvLgWgCIgLX36TBIH1a+vdYWOHDWGtzVY+ybrd+J5u3XrFmX9VoGlG6Tc0oBKeaYEsJT4Pru7+yAFUwqodG+UQeqnabSJP216qQBRJpjSgIqvO8FLDlQ5cuTo35XyVOFrub7TNlKN4bup3qidtlV7xC5qOW4LbWMIwm/2BcJTpbr/eoxZT+1HbKZOo+yr7fAtNHr6WjpyaH9Auv/kZ2rOnxcvWMWKFaly5cpUpUoVWypTpgwNGDCATpw48S//9p8nVAlY6UCloEpBk+Zp8JSCKl9gZfRK+YQqCxgKlKyAwyyZNkEHC6V3U6SkzZu3SB1t3LiJ4sdHV5i7+0+BV9VqNSXN/gMH6PlkyahEyTKyjTr2F6o0z1As6tzF3TUHOPrhh5yybQeqYsmPNeOaYlGp0uWkjSOULltB4qBPP/ucLly4KKCkDU7X4hsyFCKMGj1Wtl948RVau3a9xNWr15DjgvQ5tMxABQGg+J4bYMp4762BSkl5ptxyQ5XbSxUlVOkyeagEqoISOlDlyNH/tfAwhNS4HU0PIpGWBumj062lpI6Nt1nMQD5m6X7qtOQSdV9yzra6hF2gfmEnpPsPUyEAip4UZJBPzWAOT1XL4Xvp94FHqP7gw7ZVs/9RGjB5m/zeHq4ruvUkP6h87hzNmjWLypYtS+XLlxcPlB2VKFGC+vXrR8eOYRD/Lbl3VseIKalgG6p8gJMRqpQs9/O6N1BB6BqKObCyAg9PxZOpD1Kl+og+/iQNffJpavrmm2zyhRsCBocXK15SAw+jN4u3U6b8QKAYoXjx0hJXtlwF2UYd+w1VnBZjofAVIgae58qdV+KwRPAFVYAo4zrgD181zp49R/JtYjh85dU3OB7eJwzQj00bNmyUfXXqNpDykGfGjBCJa9CwMcWJE5d69e4r23PmzpNxVarbz1rWUIV7rKDKNZYKE4BaAhXHwzOlLz2hSltawZSSgirxWLmASnmsHKhy5Oj/VgAIAMiD+3fpwb3b9Oft63TnFnSNbt/0FuKx/+6dG/Tw/h2ZUDIQRlpB1WGGqiHzd8vPvFj9/IsvNQs9Q51mHxFPlYIqq+PYleap0n5QucmQXVSt7wGq1X+/bVXufZD6TtxMxw8HDqrgqQoJCaHixYpRqZIlqXSpUrZUqFBB6t27t3TzPG2eKqNkNmsdrIzQJB4IQ5wvGcEqDsTb3vr3oArXnr9AYTp69BidPXuOzl+4gFkyJOBrud/yFtChwz2lgpoEs2fP3pIO0zE8l/R5iStXXhsLhTr2B6rU9A4TJ2oD3idNnsL1oh0nMqhSnimPbd6Prjq0K4S2bTvoeRK49rdu00724Zo7d+5GY8cFy/bJkycpyXMv0k8/5ZL/N7TvL77Qpt2QblIRJjXF8TzByjjJp3T/8b2VOakEtrDUwcrjZ2qMXX7c5lwwBTFEGYAqKqiCghiiYru6AdHtBzlQ5cjR/7XE4/TgLs1ZupcadV9Crfouo5ZKfSyk72vBatVvhUzSKTObRxMakB/dZPBU9Z+zg+pMO0WNZpywrXrTT9IfMw/QVoYg/LxMIKBKTf5Zr/92Kt+DQanXPtsq3e0AdR+3iY4dDsyM6vAmoDty3rx5VJJBqUyZslS2bDlbKlK0qHT/nT59+l/9QeV0+pgaD5DSJdvKYwVAUnClx3l5o6KQgjFfUKW23eNyvCEpOlLgYRSuvWzZCnIvcQ/wQqNCRMRZGjlyNH351deSTnmqsJ49+w8CLXc5X86fftX2s+xBlfe5IN3Pv+SWNo4pHdKl04/JsoIqBVNeYujBV40jRoySPGfORNA777wv8Qp+AIiY2LR9+04yXkyF5ctXSnfgy68kp927d0ucuoYECZ6TMVnPJX1JJv7UugL53F33CnLfO9xHrX1o9x0wpeTtodKkPFNuubv97EMVK76720/r+nO6/xw5+r8VHuoyv8ytK9Rp6HJKXXg8ZSk72a1yFtL3ZSoziTKWnkQrN+wR71Z0vR8Kqo4e3EPdZmyhMmMOU5VxB22r/NhDVH/Cbtq6dQtduRIYqMLYLHiqavbaTCU77qQyXXbYVpH2O6nL6HV04ui+gEAVuiOvXLlMW7fvogmzVtCk2SttKzhkOS1btYnORpyR+/1UQZWCJoMEivRltKCKlwqePOX+7N473mi4lQBK5u0nkfYFIGYrf+ONtynFex9QiRKlpSvs/r37UkcHDhykz9N+KfVk7lobNmy4dKehGxH77XqqAEBqiTTPJ3uZNm3aLHnhOVLHwvLXXPagSgOmWPTRx2lkIDrCsGEj9bLc805p6dAVGI9efe0tevPNFPTmWykoceJkknbylKmSd+y48bKdK/dvfG5bpL1DGGOWL38h2YeyXPeA75dxXWsfAKgkJqgCRCkPldEzBSnvlP9ABWlf/SkPlYKqlxyocuTo/1WAKoyxuXTuFLXsu5A+LjyRvi4zxZa+Kj2Fviw1meaGbaCrly/IA9DqGHaFc8FXcocP7qfgeWup2/Qt1GvmZtvqwSA2cNZ62oYxVZcvRxvyAFWYmmHb9h1UrsMaytV0PeVrYV85G22gdsPXyNeMuK7oggyu5887d+joiXCatWQ7hS7bQbNtakbYVtqy+zDdunldrgt1bXWMmJIKGlQF2YYqc5wRlmwJaU2S/LoxNkOVy0hHKTMs2Zf7N+081UbvIkMYOmwEBcnM6bGoZMky8vNEGE+Fn7Yx5ilarKSkRx3/lkd1HbIAPgJUWhecWqoB79Wq15J8GBwfj+vWlY+FeaMQrl27LuO/tHhMeeAJVaqsTgxlCPj/T/+1/nVfkBuolDwH6Gtf+5UoUUbOHXOvJU/+Fn39dWY5LsLMkFAKYSFg3NfXGb/hPPqs6ro876sVUHl7qdxAZfJQ4edpAF42gQrSBqq7x1M5UOXI0f+5FMhEhB+hBl1D6d284yh1sQm29GnRCfRJkfE0fe4Kung+Qh6qT2qskQ/QgbFH+/bvp9UrltH6VUtp3apltoX0q5cvkYHl6CaLLjwAYnA+8ByELj9A05YepRnLjtjWVE4ftnYvnQ4/IV030QUZ5H/MdXT2/GWasWgzzQzbQiE2NWX+Btp14ATnfxjt83gSqaCgKk5CNmpssNXSBU7GdYYiWRq2oyvNm8FywdGTCHBk3o5cgArjugdswIPEgAHvzb59+6SeNm/aTMlefJWSPJfMNSknvs7DNAotWrRitaamTZvTpElTpH5xT4ODJ1Lz5i0o+3c5BD4E3hh+PI4VKw7FjZuQ9u7VjrNgwUKZiFPKbNmamjRt5hrvhFnSO3TsTH/80Va8URiH5VlWkHidMF8WwuzZc+WnaIxdf1ZCneF6v/wyPZ07d17+T3Pl0gbJT5g4Scrq1q2HbEPB4ydI3PARo2RbyuEyRHI/cV8BT1i6gUqDKk+g8oQqyA1Vnl4rBiZsmyAKisPwBKnpFDyByoEqR47+NYmRfGz82s6ekCdQhhHlaFB1mGq2m0ovfjeI3s01zJbe/nUYvfXLUJoUsoQunDst40Sic14KqjBZ5pIlS2Q+prCwML+EPPBUKaiyOo5d4Vow/ujs2bN0IvwsnTxzgXXeL504dUYGu6NurI7hrxAuX7upQdVia4CyEqBq/9Ezkt+q3JiWCmaoim0TqkRWcMQyxhsl+5T0uFh6HpdRNsgTlCKTBgbWcW54MsoMFcZtkXh9glwzie/YvpNefuUNAa17eregr4BJNSEVADcakHhClXiXOD5Dxiwe98RO6Nt3AJeBc/T8ORn1szs4vrv70XBdJuHaAV0J+b7PmTNP8vbs1VfywfO1fr32lWCe39xet4qVq0oc5r6SOJSFOoR0kFJg5YIpWQK0AFJqaYYqT0+Va1uHJyuoEqCKj8HpDE8umHJ98WeUA1WOHP2TAhw9eHCf/n58T35A+P7dm6J7d25YSu1HWsnDeVGGVdn+COCA7r9Txw9R++Fh9GODhZSnuT3lbraQcjVdSKEL19C5iPBoz9QNqMLYo/3798vPvGBANmYk91cYAxUIqIJQx6ifwyfPMZSclR8ytqt9RyMoPOIi18ufARvDhHD1+m2/oWryvA18ThGS36rcmJYKXlAlEOUDqsxLEzBZyZzG1a2nKzKI8hXvr9wAYYQqwITWXaYJXXvYVopFn6VOJwO9EQBG8eMnoiRJX5Sv6TCAHfM5jRkzTn7+RTR6tMw6jgCoWbFipcRVqlRNvEqex4PicnxcGU/VsWMXKXO0RZlhYUulTPz/TJw0WeJy586nlalDGsDolVeSu6ZKWLd+A73++pu8P3IvleoyhMcNAT8inSix9iUj9m/YsEniCxTUflgaqlCpisRh2gmVTqtr3HPcZ0CTZ7efJsRr46jc4jZnAiqzp8oMUp5ioIoPoNKkeacAVC4PlaZEDlQ5cvSPCQb20cP7dODIGeo0dDV1hoZhuSpySZrVkgd5UUZ0jbUCGUy4OWH5Xuq67DL1Wn7Blnqyeiy7QGFrttCZ8BMB8VTBa7Z//wGaN3c2zZo5jUJDZtgW0s/iJaAKY6oCAVV//fVYwOroqQsMVRFe4BSZ9vI9OnfxGv3N5USnXoxCAFSFMFDNCttKoUvsaeqCjXTw+FnJb1VuTEsFqzFVkUkBlhuqON4FToCoyKAKRhVLJaTxBCcFUlFJpY9KRoBQQjyA5KWXk9OAgYOpXPlKlDARQAJddNo4o5dfeY2m6fM2IWDuJoEK3bvkS4UKF5X0qONffs3j3if54lGBAkVo/PiJNGDAIHrxpdflPLxhy1NZv/1OysTYJhncrscbrwnbRYqV5ONqHrLGTZrraazrQAlpMmXOJi8qt+/coWzZf9TLB7AloJUrV0t5pUqX1+NjSdkIADx1DPzmX2wGJzNQuadS0OKNAkxpSw2otG4+HahkigVdDE+ueEuo0sBKgErAitMboSoR9KIDVY4c/ROCccXYo3t/3qCFK3dRuqLjKUMp7Ss6O0Ja5EFelBGdcUwQ8gJkjh/eTyMX7aYmsyKo1ezTtoS5oVqEnqbFq7fQ2TOnog1V6lwOHjxAM2bNo9HjZ9LYiSG2NWbCTJowZVbABqpDOCeUE37+Oh0/c5WOR9jX0dNX6OLVW/QXlxGdejEK4cq1WzRp7nrxPqFbz47GzlpDew+flvxW5ca0VEibPrMY0NgJ3J4qu9LAitdd0rpxjNBk3K88E26pdFwOPsdHesgERtGRFUhAgIG330mp1wLRvr37KTR0tnzxNmtWKB04eEjfQzRnznx67jlMI+BrNnFNKLN8Bauv/7AvLuErxvkLFsp+hDJldFAxdAmahf25PKZUSO4q050miJK98Ir8QDfCyVOn6K233+P4yLxU8NQFUZIkyWjVKg2cGjZuRkHi2dIAEO2iS5cesg/jGHPk/IVy5vyVwsO1dluxUlVOE0urax2qYsn9NECVvu45N5Umra1ADEyQAaxcXioBKS3ODVXaGCpt/UV9TJXbU2UFVbESOb/958jRPyIYV8DH9asXafq89fRZsYn0RanJ9GVpe0Ja5EFelBEokDl+aB8NmruNak09RQ2mH7el+qx6047RvOUbKOL0yYB4quA1O3JwDw2cvIUaDDpEzYYdsK3GQw5S+1G7tMk/AzBPFQSgwiDzZSvX05wFS2neouW2FTovjHbs2itlRNejqIRw9sJVaj9oFnUcEkqdhs62pZZ9p9OarQclv1W5MS0V3FCVlAWwsg9X4rEywJRbiIPh9IQut0HVQMqoWNJ1ZBCAKBK5oMmwbiVroGAQCYpDiRInpfYdOsvEn1bh7LlzNKD/YPkKzgwyVkIagIYKxUuUduUDVKHbcdq06fpejFPKL/ujgqq8+QrqOUifGd0MVe4vBBEGDhqilRsZBAbFpYSJksiPJyPMn7+Azw8g5QYxdB2+8sprNFsfa6UCnilduvZgkGL4CkogQBUUW91Ht1QXn4Iro1xthfeLl0r/ys8TquCp0kDKN1RpXiqRC6rc3X+xAFSJeT2x0/3n6P9M+Ee1K6v80RFmxr5y8SyNm7aM3sk9it7PN4Y+yG9PSIs8yHuZy0BZVsewK1wfoOrEkQPUL2QTVRhzgGqM22dL1VnVxu4VqDp3JjxaUIV8AA8MVD92eB/1nbiVqvU5RHUGHLCtmv0OUothu2jH9u10+ZLW/Red+4fzwTgxDFRv1aolVa1ShWrVqmlbFStUoDGjR8tg9+gCpxICoKodQ1UHhqqODEx21OIpgap0AlWxKU7CpLrYcAlgseGTpVpn42cAKqUgF0TpRtIgD+Mp0rbNBlYTDK8JrHS5PFiQBTjZFUDBuK66+j78KDUVLFSUKlWuRjVq/i7Cb/h9nSGL7PeCGMO6hxhUUr3/iUyPULVqDZnzCnHaPgBIPPrii6+peo3aVLpMeYrPdera70u8/513Ukke6abke+T1+3uc5uNPPqeatepQdT72G2+m4GNFXi6uKf3XmeUF48SJk5Q2XXqv69TSBdHzyV6R+qhduy7/H9WlPHkK8DG1MWnwTmEmdUCVG6hwP3GfAUvm+6xJawdKbqhS3ilsq3XZ1mWEKg2sNKCKk+Albo8KqtxeKg2qeD3xyw5UOfpvCwYN/9D090MZ6P344V3Wn/ToAXTHQn/KfqSjv+7T33+pL++ibxgBQhfPn6HgGcsodYnx9EXpifRlGXtCWuRB3ktcRqCg6vChg7RgyUoKWbyGZvmhkEWradWadXQ6PHpQBSmoOnpoD3Uft5nKdj9AVXrvs62KPfdTg4E7ZPLPywEYqI77Dc/ZwYMHqVmzZlStWjV+yNeyrUqVKtGQIUPowoULAZlSAUJ4lj1V3lAFiGIAEmhSUMWGL76Kg7DOig/Dh6UmAJaV3FClBKOqDKzm4bCCKbMC2TXogoYoxkhF1eXnKYCGMS9+K8/TW+a5H2X79qZpQpkY66XnsfRqRX1cb8UXWAJYpXjvQz2PVdmJeJ9xPislrsfYfB9dIKVJxlDJfeV7b4AoT6ENoO0AppBOgyojRBlByijlmfIPquCpcqDK0X9c+BHgW7du09otx2jhyv20aNU+Xu4VLVjhLbUP6RZw+v1HIujhg+gPDIcAQmdPn6IFq7ZQ+3mnqNN8/4Q8yIsyAgVVmHxvxbKltHJZGK1avsS2kH7d2rUUHiCokq7Iw3up06gNVLT9LirbZadtlei4i2r33iLdf5i0M7pQhfxXrlyh7du3U/369eWHiatUqWJbZcqUkd/bO3XqlFxXINoOwjPd/cdGFd1/8FApKZByQ5VxG0tdACkBKo63hCdNvgFLGVk/oMpKFtAUlQAMxqVaf5YEj5lPr5kNecAS4NK0X+oFY6Xwm34i47ouD6jSgMkt7f66gMsFVbpnypXOG6qsgcrY3YelFVS5J/wUoEokXX8OVDn6b0vrxvmTTp+OoIJ1Z1KmUhMpW/kptpWuSDD1HLWaHty9EZBuHA2qTtL8VVup9dwIajvvjF9CHuTFOKbAQdVBmecJUxksWrTItpB+9erVAYEqdS7hJw5S++FrKVezjVSo9QbbyttiI1XuspZ27dpJ165dCQhUYcA7fvvv999/F0gCWNlViRIlqFu3bvIjxoH4mRoI4dmGKnRxmT1VUSuIQQpA5Za2LaCkA5QRooxxbsHAGoHKHlx5yABDCo6eVFZlqLL/L4TrlevWQdUKokxSP5LshqqoxPfdA6rUOrcr3XslHixLoII0iPIQA1UQS81RJUrIgMVQJR4rgStnTJWj/7AePnxIN29cl0/1f6k1g9KVnEQZyk6xrU8KT6Q/BobRtcsRMj4mEFB1joFo9vLN1GD6SWoy0z8hD/ICzAIJVQCkOXPm0Ny5c20L6VesWCFQFYgvEVG/4adO0JrNB2jRhpMUtvGEbS1mLd14mA4fPiwQg/tudRy7Up4qzNBepXJlKlSwABUvVtS28uX9jTp16kgnTzqeKhU+d3X/6V4qLC0gykqeUKVJdQUaYcpzG11/7nVvqFLbxvVIpMNPTMkSPv4hRTaAPVAyeqfkml0gFTVQQW6g0mQNUkbxfTeAlFFRe6nMUPUCt0N3l59RQfBQiQBULzueKkf/bcE4Xrt6hbZs20ZZK06k9wsG06dFx9vW23nGUoNus+l8xHGZXyUgUHXmFM1cspEqjD1ElYMPURU/hDzIizICBVWHDh2i+XNn04ypEyhk+iTbmjltIkPV8oB5qlAGfjT4RHgEHQs/T8f91LFTZ+n8+fNSL9GFGLSbq1evyS/ot27bkerUb0oNGrewrVp1GtKQYSPpzJnT0m4cqFKeqjgMU2zUlBKwEbOAKLOsoMpDOjwZFbWnykoGiDLpSbv/oisjmDz70q8J12YTpuRrP5ZdqHLv8wVTWGrrVkClrRuhShtTJdMo4Es/eKs4ztX9B6BSXqrEDlQ5+o9LPA6XL8kvn6cvMYre+mUYpfxtuG29/OMQqt1hOp0NPyoAEgioijgdTotXrKMBszbSoNBNfgl5wlaukzICAVUw+EcPH6SJIcup+8gV1GeMPfVm9Rq9nJYsX8vgEP0Z1SF4l+7fu0vhZy/RviP+TbaJyTmPnDwv3q7oeqkgQBDq5uTJk7Rw9S6avXwXzV1hX7OW7aQ1m/fQxQsa5Fkdw18hPPtQFZcNEBsvBiosgwBMJj0RVLHMUGWWBlcKnLyNsafYoLNxhuxClTVEaLKT5v9BAlKuLj9PePIlz24/t2Jb3jczVPE9NwGVGaSMsoYqbRyVABTGUwGgdC+VBlUaUIkcqHIUU4KBhXHTvri7r39xd1e+rPMl7EfaQH5th24p/P7aps1bqNnYrfT7qF1Ub7R91RixmwbN3CjTDgQKquDZWbtmNa1dEUZrVy7xT8jDeVFGdI01wAFdZSeO7qdBU7dS9X7HqO6gw7ZUh/X7wEM0f9mmgEz+qfT3X48FHPYePmMJT76En4U5Fn4xIB4hJfwc0NWrV2nhqh00fdFmy5+A8SXMYr5px0G6++ftgEAehPBfgCp0+7kEYNJl3DYClVlPBlNKMLbK6FoJ+zRD7gEAXkDF27LfHWcFEY48ZQVNvuTLQyUS6LW6f1FBlTdI+ZLRUyUQxeuYkwrdgMpT5TWbugNVjmJKMG5/3rlDO/aF8xv7EdYhWr0JOkirN1qI45FmzabDtGu/BgyBACt4qi5dvECbt2ylXotPUefFF6hr2Dnb6rD4EgUv3UPHDu0LGFSdPn1aBnj7OzAcUoPDUUZ0oQrXgms6eewA9Z+0mcr3OEDV++y3pWq991PV3vto/tKNAYMq5McPRmMm8mNnrtGJs/Z1POIanb6gjaWK7nkooRxc1+I1u2j6wk2W8ORLmMl8x77j/FKhlWNVvr9C+K94qjy+ADQK0GSCKLP8ASqj3FBlQ2yYNaDSwQmG3gVQKl5BlbZuCRHPAGxF56u+qKTVHdeP3u1nBqfIJFMmKIiyUNSeKk+gsgIn34LHyg1V4pHSoQqAhXWJU0DFksHqDlQ5igmJMbp7ly6cP08lm8ymzKUn0XcVp9gSvs4r33IuXWYQunfvbrQ9D4Cqy+Kp2kptZx2hJiGnqfmscNtqODOChi/YSScOBxKqzsgA79BZITRndqhfQh7kDSRUnWKo6jFuPRVqt4tKd95pS6U67aSSHXfQnLD1dP5s9MdUQQAiTF2xfuNmGj9pOk2ZHmpbE6fMpHkLw6TLLlCeIfxQLa4pbO0ev6EKPyOz6+ApgQmrsp9ECP8VqNK6AH3AFcCJl8qDZQVZ/kEVG1heikwG2CyXwY6TRDfuDEvYxlIMPSBJXwKkjPIBFVbxT7N8QZZ/8IX6wfVDgCrUKZZKqFMLBaEetf2RARXkvm/G+6pmVTcClSZrePKlF1gKqhiwEmhTKriASoEUugUZpoxyoMpRwAWjduvWTTp29CjlqTOTPisykb7Ez7HY0KdFJlCBBrPo+LEjUkZ0oQrdfxpUbaaGk/dRtYnHqOakI7ZVafwx6he6lQIJVWcYiJYtW04TJk2hSVOm+SXkQd5AQRUgJOLUUeo9fj0V+WMzlelkT6U7bqZSHTbRwuWb6dKFswH5+g9gdvPmLRo+fBiVL1eWatSobluVK1WSmc8jIiKkXgLRDQiownLpur00c/FmCl261bbQ/bcnwL+3h4Afae48fB51HTmfuo1aYEttB82mddsPS36rcmNaKri6/xIlEymwUlLbLuiygCmj/PFUuY0uw5Jh3ZeQRqUTI80So+8CBKPHSlu3houYUUx6l6InozdKgZV9D5Xq7rPq9jNDlvF+eW67gUqgCktLcIpM7nmptDmq3Nuax0pBlae3Cp4qBisHqhwFVvLF3bWrtGv3TspSdiwl/2kYpcg9wpZezzmMvqsYTHs47/Vr16LtdZDuP31MVfspW6j5pJ3UcvIO22oycSeNmLOejh8O3JgqdJfNW7KRmg/dTa2H+yfkQV6UEQioQhkREadp+54jtHnvadrihzbvOU37Dhx2/dZedKEKgHcOv4E2YABVrFiRatasaVuYcLN58+YyPUQgplSAFFTNWb6dgmetoYlz19nW6BmraNu+EwIT5nKfVAjhERepXvvh1KDjCGrUaaQtVW85iMLWbJf8VuXGtFSwgiqjYgGWDNtWIOUhTAQKsFKygCklowH2W3EUWGleFPFUGZfijdKXnEb7gWDjjOCO/hnF5vulgApLXZbQFJXcniqMn3IDlnuAupIDVY5iXDBoV69eoR07tlPFLmGUp+USKtDannK3WELVui+hnZz32tWrYqytjmFX8KBcvHiJtmzZQiuWL6VVK5b7qWW0kpeYdiBQUIXpEGYv3kS1+h2kOgMPUl2bQlrkQd5ATKkAoX4Br5jG4PDJc3TEDyF9RMQ5gaHoeoaQXwbNnzhB3bt3l8k21ezkdoQJNxs0aMBtbocMLo9uu4GYqmQ5ePJS+mPATOlys6sWfaZR2Lq9AhPmcp9UCHsZYlNnykVpv/mNvvg2ry2lSPMdDR87VfJblRvTUiEqqJJuPsNXgZYgFZUsgAqyhCWbkgHRAkyAJw2cvAFLg6pYsePSK6++Sb/XqU8dOnam9h06/V+pQ4fOrC621b496kjLo63z0o466kLejl15vStl/uY7rn++B3EMQGX0UvnhsXJ7pjyByuOrP4YoB6r+DwSj/6SyKs9foRwYNHS5bd+2jfovPUldl12iHssu2BLSDlx6grZt2SxzFkXXOCL/pUsaVC1evJiWhIXJ7OF2hTxLly4NKFSdPXOSQhZsoEo991HVPvuomk0hLfIgL8oIBFTheh5yHUWcv0J7/Z3GgHX9xs2AeIUUVB07doy6dOkiM5KbZymPTICwunXrEibrxKSdgYSqIVOWUduBIZbjlXwJ45iWrA88VO07eIQ+z5KHYSkffZU9vy2lTPsDjRg3TfJblRvTUkH7mRpT95++HksHqzgJeNvm3FVmqXFW0i3omnVdj7OAJbty/USNhYLi6rDlgq549MKLr1GxEqXlh4lF1Wt5SuKUTPueCanzNl7D75rk2vT1SKXlrSbL33np3lethlvVDeue8XW84tKkzaDBrdFLJV4rgwBNkcCVe+JPCECFpQ5V+rQKZhmhSh9X5UDVf0FiHNm4YToC/AjwX/KDwCzLHwy+I/HYj3T4kWFMfYD8gYArGDTMDbV9+zZqP+sgNZx5ipqGnLQlpO0UepCBbIsYx+gabAVV+LkRNRP4vHn2hVnD8dVdIKHqfMQpmj5/PZXqvIvKddtF5W0KaZEHeVFGoKDq77//ovOXrjFU+TeNAaDq1m2cQ/TbDKAK9Yt5odq1a0u/5clNRYsUtq0C+fNS1SqV5bf6Au2petqgCl6qL7Plp/TfFbClVOl+fEqgyu2p0oDKAFUMUkEJk7mhKr5vsPKAJ+M+bOuSAe56GgxQlzgLYPItjNGBjOua3EDFSwYpTyWy8cPJjmJG8fie6PDkS4AntfQhT7CCooYqwJQDVf8xwSg9fHCPtu4+RZPn7aRpC3bQ1PlK2y2k7UO6KbxctPqgdOMEwusAg4ZxNvhx20YT91DFcUeo2vjDtoS0TSfv4byb6WoAPA6q+w9QFTJjCs2chtnAJ9vWjKkTad7c2fLzJ4GAKkySeen8GQajDZSr6XrK22ID5bMppEUe5EUZKMvqGP4I1/OY286lq7fo6OkrdDziqm0dY926Hf0vNCGUgfZ3OvwUjRgdTI1btKdW7brYVrPWHalLj360b98+un79mgNVBj09UPWNZvh0kJJuPt1bBaCSL6xYcWSd00TisTKCFSTx8pUXAMozndtbpWQGKCsZocoowJQJsqQ7UAMql2Krwde8L0ite8vVdSiCp8ssq8HgkcmQJ4jXIXNZKl726dvYL1/eaXGxYqk4vi4+N9f5Io0u43XYlTE/FIvL1sarWQ9G95Z7ULpnPL7608EpMgGc1NKHrKBK+xFlb6iSrwEdqPrvCYYRX07dv3ON2g1eTp8UGEcZS0+yrbTFxlO+OjPly6m7f0b/yykYNHTdoftv/Ly1NGbeBhprU0g7cf5aATKMywoEVGGg+uYtW6j32DXUZeR66jZ6nW11Gr6egmeuomNHDgYEquR8Lp6nDVv30KTFh2nKEv+EPMh7kcvAPbc6hj8CRKOOV65aQ/0GDKGhw0fb1Cj5GZYTJ05K/kCAlQAnX9faLftp9oo9NH/VXtuau3Ivha3dK5Oi3rlzOyDn40BVYKRC2q+zsrGOzxDFb/0iN1gFJcREikqI5yXAKj7vg0zeKyNQuYTP5tXgdQNcaftYru4gtW4lM0RBbuOt4jTjzuscp2DBDBCBEaDGjnRIAQwJMHnCi0uxdLniIkmry3g+KF87hr3rVWUIPBmk4mWfC4xMUumt9onUfcB9S+pa+pQFQGnyhChtjiqsu8dTCVQxNGk/puyGKgEtxOtyfqbmPyIYevw8x7VLEdS090J6v0AwfVFqkm19WnQC/Vxrunw5dTOaX07hXGBk0eW2jaFq1bIwWrNiiV9avXyJjI25fDlQY6oAVVupydC9VKv/Eaoz8LBtVet7VGYbx6zjgYAqnM/169fpVPhpOnnmPJ3yU5KH86KM6NYNrgUgc/PWLRo9ejSVLVuGqlevZkvVqlWlqlWq0KZNm+j27cDMGo4y7t69Qxt3HJQpCazmf/Kl6Ys20aLVOwNSL0oOVAVGKnhDFQCKjZqCKNdSUyyGKoBVEBs6rIvR06FKYMkMV2ouIsAUvFay1D1VMumnMrpqaSXsUzDlltGYA6SMnhUMVrcCin9SRkjxR7EYsBQkKRnLi+w45n1GqTQKoFyApEvth4fOWLceUukt9mn3Bd4pTbh3TwZVACg1dkpBFbc/C6gScDJBlceM6gqqEjlQ9cwLb+Uw+OdOH6PqbafTi98PsZyuwJde/2kYZSg9Rvty6lr0x6NoIKNBFWYA92fmcJVWQVV0jTXORZunagvVG7CTKvXabzkI3JfKdT9A/SZuopMBgircqwfwVl25Jr9XZzVWKTIhD/KijOh6Y3AtACJMYzB48GAqV64cwxKAKWpVrVpVvrrDIP5AwC+E82GzT9v2HpcZya3gyZcwOWfY2t1yHtG9R0oOVAVGKmhQhe4/NlYMVfghWoCVC7JcYMUGTV9CGlyxAdQ9Vli6xl2xYZQl9hmMpfpJEtUlqMGSMrrGbV8yQpU2oaQvaV8AavIAC9P2PykXtNiUVRmQeZ8xvVq32lbyACgPcXrs8wVVCqg89rs9hBDuZZQgZZDHrOpxuU2xYmMpAIV4rAOoPKEqDkvBlICTEaoUbEHoAkz0MsVK6EDVEwsPbzFsjx/R348f0qOH90QY2+RLWpr7nIfTPwrMwHAFVSePHaSeE9ZQie4bqULvDbZVtucGqjNwrUBQoL64g6EFGM0ODaHQWTNlaUdIO2f2LBkDFaiB6leuYEzVVqrcfTMVabedSnS0r/xtdlD3sesp/Hhguv8g/BTLjZu36fDJC3Tk1EW/hDzIizKsyvZHuBZc06lTp6h3795UsmRJmR/KjvDFXfny5Wn+/Pl0/vz5aE/+qYSw88ApmrZgI4Uu2WpbMxZtpmUb9nEZGHivwVB05UBVYKSC0VMFoIplBCpdRk+VJgCWtgRcaWIDKB4Ft5HUPAzubU/BqJqhKSq584gBZ6OuvFNWMoIV5IpnGaHkn5I1yHhKQQvW7eaVGc8tZCxLrcu2S6pu3OvGdK66NMa54hVIqXVtaQSmyOBK4DoutwMBKCz1dR2qYgtMQdzOdCkPFWScRkFACgAFmBK9rG0DphLzEnI8VU8uGBH86OrFS9foELwOh8NZp2j/IeikhU7J/oNHTtPRE2fZOGJgePTfrAFV6PY4emAvjVm6j9qFXabOS87bVsewi9Qr7JRA0KWLF6NtIBVUbdu2lSZOCaFxE2dS8CR7QtpJ02bJuQTi03jkvyZzZu2i+v02UaVuW6lqjy22VbbzVho4aSNFhB+TgdTRvVfILwPDL1+lzTsO0JadB2nLLpvitMiDvCgjEOcCqMI4pG5du1K+vL9R8WJFbalY0SLy1R2+jjx//kJAoQqTZgaHrpUuQLuaOHc9LVq9iznIPWlndOVAVWCkQtoMnt1/ymNllDdUKbHRg+BREM8UPAkwhIAm720vuWBJ8zz5JRhsNuQi3XvlggAfckMEg4oJQIzyBTJGyHkSmcuzkgIXgI5HHsQZ0llJ8lnEmeONx3DDFOTeZymLOlVApU3G6u76M8oKqkRxuA0o6d4p8UbpXikjVHkAVXztd/+sgQpeK14qqGLpSweqnlQwJI8e3KZhUzdR1vJT6NeaM2zplxozKGe16bRh+xF6eP9OtLtxkF8mTjy0j/qE7qAK409Q9YnHbKvKhOPUaMoBDWQuXQwIyODrPwxUbztyJzUcfICaDN1vSw04bccxO/UpFaLvNYOn6+ZNbf6jPQfDae+RszIfk31x+gPH6OzZCBl/FF1wwPmg3aCu69atRw0bNqJGjRrbEtIiD/KijOjWDa4F3X/4QGHUmGCq27A5NW7+h021oUbNWtPyFSulqzeQULV4zW5q1W8GdR42x7YAPSOmLRegCjRUjQxZS11GLKCeYxbbVvuhc2nF5sD+3h7CfwGqghKzwdIFYNI8UZ5ye6V06Z4qrcvPDU8KpszyACqX3GOsvLsEzbKCr6hhSskIFi4xLFjGWcXrMoKSHVmVYQktJvmb1ipeybhflStwyTKm8yXUh1WduhU5VKmlW3zv43CbMEi+FNQhyiyBKcN2LICVB1wBqBigLCT7Er3iQNWTCAYE8wTdvn6R2g5aQm/mHkOfFhlvS58UHk/vFxhH85Zto9s3NW9MdAwS8sLjcPjgfpq6cA0NDt1Ew+ZstK0hszfRqNlrZYJMwFB0u9yQ/8rlyzJPVZMhO6lK7wNUo+9+W6rMaZsPA1TBUxX9MVWom7t374nhP3ziLB06zsLSpg5y+hPhZwVaowsxEL7YQ1nLli2jSpUqEgZ8V69e3ZaQFnmQF2VE9+s/rW60L+7WbdlHoct30dyVu+1rxS7ad+AIXb92Ndr3SQkBUNWiz3TqOGS2bbXpP5OGTQkwVHHAsl6bPpS/fGMqVrWlbf1ash4FT1vgKiMQQviveKpcYIX1SD1U3oBl9FT5kkCUjJPRpA3IxvxR+AmZuKyEHoDlhiwFU5pHyqhYkKWRtykjPMh5BOmKzcLv+bn3u2CEFRU0iQx5pSwpk6/TGM+yzMuKZRFnlKsMqTt13piiwbpcr+Ph3K2gynSerrxW9eeSdq+MMGWUJ1CxDDCF7r5YQZwOXzGKx4rbmEFmoII8oUr3TrkkY6g0qIqvQZUzpuoJBYOEt/yL505S637zKVXBcZSu1ERbSltyIn1WbDzNmLeWrlw6J8YxOlClPFX4em/lsiW0etkiWr18sV9auXSRjKkCfEQXHpAfc0zt2LGNqnbfRAXabKei7bbZUn5OW6vXZtrBQIYpFQJhrFE/gIcjJ8/7PTgc3irMNv4oAN20LojhOka3GWYBx9gkqzFLVlIzhyMvygiU5+ze3T9py67D0o1mNQjcSjMXQ5sp/Mw5un8v+uehhACoQveZVbeaL+FnZIZPjRmo+q1YZXr/ix8oTeZfbeutj7+hHv1GuMoIhBD+E1Clw5QCKrUu2yaYMkIVvgTUoMobosxSnim1TPbyW/RWio/p0zTpKXXaDPTWux+xgQVMwXsF42sNUiI25Grd2shHIQUQSrFiUfyEyeiDj1LTp6m/pORvvsdxcVgMWjp4uGBEl1cZBsl+V5qEUvbrb6SgZC++LtvmtFHJV1qc93NJX6FPP/2CPvrocz0uPi81YFJeNzP8uYBQ36et85LrJnnyFPT8CzhPdVxcP+pZyVCPIm+IspIvqAoKikM5cualTZu30YeffMX1xmBogiizFFTJ2CqGLukGtIIqiNefOajCwxuCocR4JH+EPIF6+KMcjLE5efQgBS/eSa1Cw6nd7JO21Jb1R+hJNh5b5YdxowtVyAtPFWb9XrhgLs0NnUbzZs+wrbmh02nenJkCVYH44g75MQEjJmLsOm47NR+2m1qP3GVLSNtz/A7av28Pg+L1aJ8LhPuOOg4/f4NORFyjE2ev29axM9fo4hX8tl3goAp1HBISIrOAFylcyGt2cF9CWuRB3kBBFfL//ddj2nXgpF9f3CmounTluuSP7nkoITxtUFWoTC36LFMuS2DxJYBMn0FjXGUEQgj/me4/BVGmcVVWMKWkplawD1XPUyw2qvCGDB0+ml/SrtG8+Yto+vQQqlGrgcTLTNww3uLF4nUBBQCOYaZuGHvjtsCPOQ7ifFKW6QeVUaaChlhx6cOP0tCs0Dm0Zcs2PpcZFB5+mipXrUmJEiGvygePkDoPXgZhfii1D8IxTMfR9dXXWeTjkb79Bpj2wYNltW4tIxjJeX/4Ea1du45mzZrDy/XUsmU7ihPHevZ4LY86f1yLOQ3i4sl5du7cQ48zn1OQXp++8hu2Gew8tgFXPq6xVOnK0h4/+OgLPQ5l4XyxnpDbDYOTrMd2gRUEL5byWBmhykMJX8Hy2YKqhw8f0f379+jBvTt05/YNun3zGt26eTVSIQ3SIs99Nq6BMNQwIgCZE0cO0MhFu6h+yFlqGnralpqwGs06TQtWbaWI8JMBgSp4qo4cPkDjZy6n7qNWUu+x9tVz9EoaOH65jNVB9190PVWoXwAnvio7euIMHQ8/b1+nz0uekydOyCSOgbhXGuRdpxkhc2hM8CQKnjjVtkaMGU/rN27mMgI3wSWgasWq1dSh2wDq3HMQdek12JaQFnmQF2WgLKtj+CuEvUdO09T5G2nWkq22pODq2o3bkt+q3CcRggNV1kJ4pqEq47dsqBIIVCl5AJUOVVYSmLIJVEZpXX9BNG3GLH4RuUwvv/qObjBjUZasP1LXbr0pcdJX6dM0X8n6q8nfo+zf/0xNmrWirt17UckyFQSG6jdsSgMGDqXeffrTa2+8R3HiPUe/121I1WrU5ny9qEevvpTy/c/EECd/K6X8yG//AYOpeKlycizpJtPBKCxsKV24cJE++OAj2e7cubs8W77OmJWyZf+OOnfpTu+m/Jg+/jQtdWHg+ODDNHIODfgcUGbbdh3phReS09tvv08NGjQh/F5ev36DqHHj5vTyy6/LORL9TYcOH6ayZctT0aKlqFXrtuJlypEjF/3xRwdKluw1+vnn36hp01byQ8a9+Pzz5CnIoNRW1r+W2e8BGzjnOJQ8+bt0+PARWrVqjWy/+eZ7VKlSFcqePSc1adKUWrVqK+X88UdHPmYlyfs+10f37r3ps8++pJo168q59u8/mBo1as7741PVarXkPPftO0D16tenZC+9QTVr15Nr7N1ngNwf1GeKVJ9S9559qU/fgXxPelPxkuUZHL+llq3aUReu+/IVq1Mchp227TpTH66HBg2bcV0noU9Tp+c07alJ0zZcP0P4eHXlvAoULi02s1//odSnTz/6LX8x+jrTd1xWH15+z2kSUJ16TalKtToUF54nDG4HVAGuxGuldQN6ARUrtrZ8dqBKPE0P79PeQ6epTucwqtNlMdVlYRmZtDRhVLPTYtq65yQ9fhSYOX6Up2rYnM1Uc/wBqj9xvy3VY9WZsJ/mLd9EZ09HH6pwLYCqE0f2U59J26hSn2NUs/9h26ra9yg1HrJX81QFYKA6rgXXdO3aNRnHZNWt5kv7j56lIyfPye+3BWLwM4AKY98AeA0bNqDy5ctRlcqVbatUqZIyMSa6eqN7nyDULQbO7zt0jDAL+PzV/gl5kBdlRPc+KSHs4f+pCbPXySSadjRt4UaRA1XWcqDKLRXSMjQoT5UAVRI2TAbAkq+oWOIJsIAqK2gySnmnIDVPFbp/AFUTJ08TqMr23c/03nsfUVBQbDa+zeW8Xnk9BRUuWlrWP/v8awaQdrIOb9LXGTJSfYaBmzdvUdnylWnjpi20cHEYvZfqE4aWI/KMatq8FV3lZ93ChYvprXdS0uQp02nlylVUoWI1fpm7wWUXZyMPr01s+oRB6fLlKzR+/CTe1uAuTZr0cry8eQvzsdvL+vcMdgULFpP1fPmKUPHiZahX7/5UqHBxevjgIXXo0IW++CKj1O+yZSuoXbtO/Gz6i6pV+52qVq3Fz7y7tHz5KsqYMRNNnTpDynmDYbAbQwjCO+98QAMHDpH1wYOHydfRsCGdOnWl7dt30oYNmylhQgCp5g3LmvUHSVuoUAn9vDUvX6lS5SUenqsiRUrSihWruJyb9BaDZTeG1EePH9H3P/wqz+CjR48z3AyU9DVr1aPMWbLIi+HChWH0ww8/8LG7yxffTRq3oPXrN9HOXbvp7Xffp+nTZ9HKFaupe48+krdY8XJU+/cGsr52/UbKlDkzw1h9qlGrDsNsN4nPl784FS5SRtbDlixngBos69/lyEO58xaVehs9ZgLXTYh8vZy3QHHZ36NXf4oTOyGf1z2aNj2EYsfB7wmifXGbVF1/4rGCuK2yjFAVyy5UwZDgE24YbxgpuxII4kqNriFSQpn3796kBct3UPIcQ+ntX0bQu7/aE9K+8sMQmr5gi5QRCIMEqDrCbwNLli2nBYuX0cKw5baF9KvXrKHTp8OjDQ/Ii3M5feIQdRq1kXK32E6F226zrXytt1Olbpu1yT8DNo7poczyHn7+Op2I8O5W86mIa3Sa89zRZ+mObttBGXhY7N27l+rWrStzK1VmWLKrUqVKycSYFy9elOuJ7vkg/8MH9+nk6XMCJ8YuNTtCHuRFGdE9FyWElZsPyGDvrsPn2lIX/au7C5evS36rcp9ECA5UWQvh2fdUJWSAAkyZgEqgCrIGK3+hyiUdqsaMm8AvRfdp8eKl0v2X+LkXqQoDCMLLr71LefMXlfWPP/uSGjVpIW0o1Qep6fkXX6eIs2fZwM4UiKhW43f+v3tE6TN8Q5sYsDTPTQLq3W+AeNa/Yxi6du06DWBgyVdAK3PqtBmcRoeTbDkEOkaNGivb0JdfZpJ0AJbGTZrL//W33/5Iv/1WkNf/oly58lOihElkmStXHoGAadNm0meffSEvn+g+e+edDwUa4QlKly6DPPOGDh0h5Y8YMVo89a+//q54qbD+1lupqDdDGrrfkKZDh65iQ7Devn0XeYlMlux13ta68HA+CL/8kle2te69IPGCIQD6EA8ARChSpLR4tlAPL774hkBK06atJc3p02cEpOLEeY4h6ir17NlX4o8cOUbTZ8yS9QIFS0g5eQsUo9DZc2nBgsXUo2c/Od/kb6ZggKon+zN984OkT5MuE+XMmZNa8/WhzbVt14XyF9DK+OiTL+lDFu5/v/5DGHI12EqRMg19k/UnWc/y7U80eepM6ZJt1uIPusxwV6I0PG5xBKIAVUYFCVBpYCUwpQAL46uiGlOFGwyj/+jBXYaRW/Tn7ev0562odffODZku4CHnA8AEwgDgPK5duUgLV26jAm1XUOH2K6mIH8rXZgWFLtlC1y4H5nfT0PCOHj1KYYsX0LzQ6TR/zkzbwlimNatXcQM7LddlVb5doW5h8E+HH6cZYbuo3/QDNGimfQ2YcYBGhu6l/fv3y1ioQEAVusvQPTpn/mKaMHk6TZ4WYkvjJ3E9Llwi/+CBaDcoAx6znTt3MiRVosKFClrOu+RLeX/LQ7169pRZx3G/A9GO4fI+f+naE0MV8qIMq7KfRAjLN+2nFn2mUcchobbUYfAsas+KCagKW7uHWjPgdQG82VS7QbNoxPSVDlRZ6OmBqmxspND9x4ZHpIOVdPu5gUqDKkgB1QuEH1p2A5Rx3S0rqNLGVAXRpCnT+X/4PL3+ZkoxwlCNmpphTvpCcvr513yy/jGDSpOmLeV//c133qd3U34i4DJi5BjJU6lKTXk+oqsOEwrPn7+Q4+NTl249xcsCqIJ3au68BdS1a1f6o20Hyp2noN71F1sGpmNs18SJU1znAVBBQNdc1ao15RmTKVM2+umnPPxy+liW5cpVFg8XAATjKeHpSs1lYRhAp07d6JNP0glUjRgxhrJk+U7Of6R+zoArnBsgqWXLPxi4rtObXA+AKgAO0qALEj88j3WUB5uELkYFVRkyfCvnWLFiddlWKlpU60rLk6eQbL/11gf8rN0tXXrwQmF/7NjPcXkPqEYNdL/FolOnTtOkSdMoQYLn5Dnft+9APT6cRo8ZL+u5cheQ4xUuUorGjpsoANuhfQf6MWdu2V+vQVN5tid76S2KGz+xeJWOHT0uXsKHjx5Ry9btXVD16msp6eNP09NttpHduvdxebDefvdTypb9V1n/KkN2yv5Dbrnucwytmxmukj7P1x87qUCVkoIqDajc3iqtvWqAFZQwkikVUFnKKHUctpZqdw6jet2W2FL97kupeofFNG3hbnr88G5ADDVu0vmI07R47XZqNf88tVl4jv7wQy3nX6B5a7bTuTOnpCyrY9gV6gYN4sSxQzQ+ZC21HbaZOo7aZFvtR2yixcvWU8Tp6A9Uh1DGhYsX6AQ32FMRFyg84rwfukAnw8/SmTNnAgIO8FDC3Yv5j5o3b6Z1uVWpbEvlypWl1q1bCcSgjOh202qequt04MBBGjkhhAaOmkaDx0y3rX7DJ9PsBUv5fM7K+US3biCEy1dv0sywzRS6dKtfQh7kRbAq+0mEsIKhyh/vkIAVKyagauGqHdS05yRqN3CmbbXsM4WGTApzoMpCTxdUwVOloEqX/gv/ZsFbpYSxLBpMvUBxGLCUrEDKKA2qYlFI6Fx55mf+5gd6A1/GJUtGJUpVkPPKk7cwzZo9V9Y/Tf2Vqwvuw08+p3jxE9KChWECH6k++JTGBU+gI/wiDfjasHGzeLC///Fn2rVrD61es44+5jwHDx6isWPHU5LnXqR48TCAmq85NgZ8J+TthDRz5iwBpF9+yc1w8y5DyC5+9kbQe+99LECEUK5cFZowYbKsY6zTGi4bXrGPP04rgBISMps+/zw9r9+jXr36ybgl2IDJk6cyYGldjHPmzOfrfJ5atfpDnl0ANgw0xzMMUDV48HAGwJtSPygD+dU6AjxMGlTFkfFbeIYeO3ZCxkp9+20Ofra3pt9/byhpCxUqKXmh3r21/EeOHOXjvE9JkrwmdY/uyKJFS8pxkBdpwRYTJ06ll156iQF1EYVzPWfOko2GDR/FdR5Bn/H9WL16He3es5eGDRvOoDiW4nKdNmjUQo4BqHr73Y/Y9l2i4PGTqWixchLfoVMPyptf69Lr1XsAla9QU9YzZvqe8umw9V6qz+mHH3+TdYyleiV5KgFvhLHj0D2bgNsP2pyCqZdc0jxVCqi4DStFNVBdM4536OTJU5SlbLB0ub2Xa4RtvZBtMDXusYDu3b4iFWl1DH+EMs6fPUOLV2+mVlN2U5tpe/xSiyl7aP7KzQxV4dGGKtQNXKzhJw7KD+6W63mEqvU9ZEtVWZV7H6K5S/hcIgIDVYCHP+/cplNnLtA+P6cNwDgmjH3Sfow2el4zCOci82YdPkyNGjWS35Sz6lqzUtmyZalZs2b8D3lEyoguVCH/HW7DERFnadHaPTRnhcV8S5EIczdt2nFI5mIKxH2CEC5euUHBoWto4px1fgl5kBfBquwnEcLTBFW9B42l1Fny0De/lLStr7IXpNLVmkh+BKuy/ZUqx4Gq6EkFDaoYLsxQpeQFVgAqzVMlXiuXcXNDlS8PlZJAVVBcGdS8bv1Gmjd/Ic2eM4+qVv+d3nrnQ5oydQYtDltGM2aG0uzZ89jQfkaly1SiFStXyzq8XOm+ykwLFiyiOXMXyHiqL77KyMY8OW3dul2+3MNYKsDKt9lzUOzYcdlQ/0IrV64RqAmdPUc8UfiUH1MJYKD0Sy+9Id1/S5Ysp1CGva1bt0mXIQw6xklNmjSZFi9eIt4oDGrPmPFbGRC+fPlKORbgqlmzVpQq1ae0aFEYVa9eh1Kk+Fj2YbB47NjxqE2b9jK+qXLl6pQ4cVKaNWu2bI8ZE8zlT6XXXnuH6tZtJOcIDxq8SOiSA0DVqFFHjpE06Wu8rU+ZEBSPUqdOT3O5DqBFi5ZQ7tyFKFu2nDKeKlu2n6QcgFKxYmXEBkybFiLbr7zyLsPnZdqzZx9fwwoKDp4o54S20LpNB1rG19WixR/0KYPhTIbFhVz2kqXL6aef8wjUhsyaQ8NHjKG0X2SgCxcuUc/e/Sl/gSICWy+8/JakadqsDS1dtoJmcX2uWr2WIaqqeKrwgoX7i3rs228wHzMB36dfaOPGLZT8zQ/py6+/lfU0X2ThfUE0aLA2DUrxkhV5m69b/+oPAkgpuYAK22aoisxTpYHDddq//wBV6raC8rZeRoXaLretX5svo+7Ba+ni2VMBGY8CEEJ32Zo1q2n5kkW0Yuliv4Q8q1etolPh4ULuVsewK1wLPFVnw49Sr+ANlKvFVirc1p4KtdlK+VtvoTlh/KZz/kxAjDXy463l3MVrdPT0FTp+5qptHeP0J89elXuEsVBW5fsjeDcBaBjHVKN6NSpUsIBl15qVChbMT3V+ry3TMQBao+vhRL1oXZG3aOHKnfIbcVbdar6EaQa27z0m81RFF/CUEMLPXaa2A2ZSh8HW3WtWQlrkQV4Eq7KfRAhPE1R16zOM3vv8O/ry27y29XH6n6hwWW2MDIJV2f5KleNAVfSkwudWUIWf9lBLA1BpY6pYACcAlQdUKUXe9WeU9sl8Au1TewYtGWsln+HH05f4/D4uyTxJ8sUbx8fW56aS8VBx5As8NTbq9TffY7t4UEAnYSKGPo6T/Ho3n6THOqYkgJdKlwZWKANpkFZLX6xYaRk4ro1jQln6+Ug6tQ5hHRNvYh15sY5pDXBuSKvitXVt7BOOh3TquFhHGq18d5o4AlDudIApTVr5SA/PldrGcXE+iEvI6VBXQVSkSCnpRsOXhbiW115Lwc/Ox9S4cUvZ1tJzPsxHJWVyOZIX5WFblR2L0mfIKuOu0N0XJ04COnkqnEF1nuyTcnA/pRx1LupaYlHxEponMnWajLKtHQf3HUDHaeNwu4BQF0HPUbwESQSqbly/QS+8grnDAFXG9mbhpcK2Aqr4WAKqIvFUwaBpM2PvoC4LT1LrBReo7cJzttViwUUatWS/TDsAr0N0wQHwcfbsWSbUNTR9xkyaOTPELyHPypUrpVsqup4qSLq4zpyi5Rv20vRlR2nmCptafpSms7bu2EeXLl4QCLEq3x/hXj3ghhy2ZKl83tuf/0Htqk+/gTRm3HhxxeJconufNE/VDfFUjQyeQX2HTaQBIybbUt+hE2n0xBDJC2iNLlRBf7NwXfhtuOkL/RvHBKjafeiU6ydLAiEEgFG7gSEMJ9bQYiWkRZ7/OlR17zeC3v/iR0tA8KXPMv5KRcvXlfwIVmX7K1WOA1XRkwppM6iB6mx8DIqViI2TRReg1vUHoDIaNsjYJWMPrMRjBQOsjDAvBawM2wJRKg1AwjgBJYBKIEkDFkDVtm3bxWOTMAmfK2AAwIT0Ak4w7v9r7z3ALCnK9+3JOW7OeXd2d3Y2k3OSDJIlJyUoBkwgiOQoknMSUVEJAoJkESRnBSRKzoKAEdNv3++53+o603OmZ3dmdtY/8HVd13NVd1V1dXV1na77vFVdnYhjCJMAj05IiSJPOv0AUwFyCIvxabDpVDpdOr74+M59oAMfAIph6e30ucN2EOeP50ifh2vR9fp+3C6xk046zfvqCROm+/7QoeP8T+3++x/g+54HdY5iufEL+/EcVTZs+Bi36PEm4E033epvKc6dz3IPAJLSxfsVj/X6l3Serbbe0Z/7szpW0D6Qy/1uDmKuFD4rrDtYVdmUtvk+zMvbgrWNzCdTGkFVAKtsoHKoYiV1tplT5Yt/LsZSVYCqRx6xoy571A78yRN28M8e77W+ofTnX/uALzswEFAFCL3x+st23S332NfPfNS+efZv7YA+6Gtn/NauvvEee/3VF5faUoWgcSYKMo/pxVff7JNeeOVNNx2/PwALXFKv1A11fNZZZ9l2225ru7NSdy+10447+HIDfFgXa9XSlgeLzt+VDwB8012P+5Dbtbc/1itdrbS33P1EYQ7TQFiHMAGTzw2/6TtUXXrtPfb4M694p5CVd3+Ey6EqW7gcqrKF++RBlTqiCFfdoCoO/WGxGmTlUle4osNb8ryqghILVU+ic05vd4rOOq1aK69q8PWoWLMqrrQePvSbSB17aVnS2QNkDlQRqtKK4cUqTtdfkVeEo/6qL+WpE0SNt3Hj2nSvAbM6Ky9v9P3mZiZ+q/6okwhCRSqVmNiOX0L9lVRaU8sImz5jrnXMXsGXv3CA7XJ/0tL9kzi2rmG4jZsw0yqr1bYSiCqAVErehiqaBMfDbcKUDhs8bKLC1LYqlgxUXeRQNWTJUMWbBnwT7uYbfmG33HCN3XKj/N6K9Ddd7xPcGMoZCEvVO2+/br+45QHb4tBHbOvDH7VteinSbn7II3b59Q/YO2+9OiCWKjrqv/71L/aqOrnnWam7D3r+1ffsrT++6/CxtOBAvQJD3CveVOONtayhtZ7E8BzDdHzmBjAbCMhjyI1J7zcCMn14yw3oufmu3+l6BmZJBQRUkQ+Ad+WND9jVtzzUa/1M5eHTNrisvPsj3EcNqu548Bk77Kxr7IQLb+iVjr/gejtOWhbzu3KoyhbukwtV6pTYLgAVfpxTlUxWl8oLVitgasnDfi5AKfo9iA45vd1daaiiw5fvw1gS20BVAgUFZULHQCnCVzE0ZYUVxy1JWecoPnd6v6vCUBzDinGfukqGMR2WggI4dVU6H4cr/05fGJoM0nbm/UFNyiOlEuXpxyqOfR/uwzKVAVYVamdl2nYrna4vsVAFqApgxXZJVBegErSlt3sa/qMjolPjo7YPP/ywnXzJXXbMhffacRfd02sdef499oMr77Tnn3vaO+us8/RFbhn641t2/8OP26U3P2s/vfk5++ktvdelNz1r9zz4uH9AFkDLOkdfRP1Qpl/f/hv73imn2xlnndsrnS6ddsY5vuItQ3YDBVVvvvm6XX719XbCaRfZyWf9oNc68Yzv2zkX/cSH3Bi2Gwjr0P/9N9TPzXc95mCSBVBZYkHJW+953MswEECFWH6AMf2Lr/qNnfT9G+z0H97Ua51wwXV29yPPeqeQlXd/hPuoQdUPL/ulrbXF3vbpXb7aK2228/62qfTCywMPnDlUZQv3SRz+61QEKXVmDleJD2AlUFWWgqpOsIoqgqlE6YVAe6PsDhvR8ctH6TCXOuIiKFi2irBTrJ7iio/vncKwXufxDhyp+GUmgKpL3WcoDVC9lVurBFDAVAJYYT8oDVPF+yharQJIpRWhSloSVP1JUMWikJ878RHb6ognbLujHu+1NvvOE3bcxQ/6G3IDAVWMj7733p98stqb73zQd737Z3vp5Vd8gcuBmMcEULGo2XnnnWsbb7i+bbvNVr3SNltvaVtusbndeeedbjEbCIgBEt/70zt2z8NP+xBa1tBaT7rm14+5FYfhOt72HCjrEP6v7nnCrhAsXX3rQ70S35O7/b4n/fhFi7Lz7qsiVJ16yY327VMut8PP+HmvdcCJP7Vb733CO4WsvPsj3EcNqk49+/s2evrK1rHihr1S+/LrC2TWt6effd6Pz8q3P8LlUJUt3CcNquJ8Kp9TlTGvygVEAVYM90W46gJVwFMRVFV0bi8JqjI77J6ERcW3o09Y8P/XUBUsMd2BJ85v6hThfYehzrz7fuzSqLOOFyOgq4x7J2XB02LUOZdKKusDVAmYoroDVWp/cRPV6ezjh3FP+eljdvQPn7TjfvT7XuuIHzxpl/7yUXv15efdkpJ1jr4IyGO47Nnn/mBXXXuTXX3dzXZNL0Xan19zoz319LMDMm8I8ACIPnj/ff+u1P7fOMS+9Z2jeqUDDznSvnnw4XbvvfcXhtuWFmS4V//+14f2wO+etZ/+8t5MK1BPuuyG++2GOx5NyjIwnz6JUMR34s792W120RW390qsin3Nrx7WI3jgoeqMH91shwpKsoClJzHPiPlGuKy8+yPcK2/9yY4575d2PMNpF/VOpOUYjsVl5d0f4c4474fe+WZ1ylmat9pmNld65rkX/PisfPsjXA5V2cJ9rKEqY52qLlCVAqk45JdWePsvglRQ14nqiXw4h+0Erhj2iRCl7T5DFZ18Whlx3YDKO/1E6fABUHhTLgJUJ/CwnQ6PE8pjeM/bxYrHpfU/AqusOl6SgKsMeFqc4vyqAFg9QBV+OqwAVFkqANWSoerPH3zgq4a/8NJr9vLrf7SXX3u713pF6Xno8ikWJh0vLTgAH4DM3XffbTtsv53tvNMOtsvOO/ZKpGX+0G2/+pVbdQYCqqJ16L5HnuqHdeh39tQzz6t+3/d6zjpHX0R5gIdHn3zR31jLgqeexDymG+/83VLXSVoBqhbZWZfeYgcLTLKsQFki7XmX3eYP4WjtWlp9FKHqyWdfsE132t+23P0bttUe3+yVSMsxHIvLyrs/wuVQ1V0xnxyqlk7R9bT4ZxZUZcFVXFIhTE5PqxOqyqLoDAErIMo7ToAqgaoMsIpyy0dWx51W7PiXQmmQyArrrSIIdQ/vDkVd02XBUzFU9R+kup9vyfJ68Potqm+X7g9AVNhP0vNGXxEw9Uop61QxVBX8CFOJsmEKJUDVW6hisvGLL75oJ37vJDvkO4fZYUcc2Wt966Bv209/9jNf5n8gJobT6WNluvOuu2yPz+5ln9t7X9trn8/3SqTdfY/P2a2CKqxdAzH8R3n++eE/7OHHn+uTdYjhMNZLeum1N+xf/xyYBSUR7rFnXvE5TFmTrnsSk7dvuftxz2OgQCZCFZYnvsuWBSxZIu0FV9zu1/JJhqpHfvu4TZ23ts1aYX3rWHGDXom0HMOxuKy8+yNcDlXdFfPJoWrpFN3s5XoPVSW+RlVXsApzqbKgCgFVnftlDlQpYbFyq1UCTwWQakj8xcBUZiefUgJFS5Jbs1AWTGSE96xOYInwkqXux3VVX9OnVXxsPL7Lfip8SSrUU1b9FgRAJWICO8oCpsWp0CbUTgArh6tOa1UaqrqpR5ga0qnqJbz9B1QBMc8//7ztvddn7dObb2rbbr1Vr7XxRhvYKSef5G/+LS1UAR6AEIuRPvb7p31C8+U33Ncn/fSX99ijjz1pH7z/ns+HWlqY4XiGqB5/5qU+WYciVL31znu26P/+O6BQdf9jf7Czf/Ir+/7P7+i1Lrjs13blzQ96Hp9kqDrvsjt8+Oy7F93Yax1+9i/sjoee8fJk5d0f4R597Pc2a8WNbP7qve8cScsxHIvLyrs/wuVQ1V0xnxyqlk7RLQ6q0kCVBqk4ST0NVT2DVVqAVOxAo+hYgSf5CVh16aizOnIP7yEuKgLBEjSwc64AlrDdBWSS/a5pl07FefdGxXn0StRTZv2mlcBRXMQzDUy9URqoeNsPJUCVViZUSV2BKgVTaaiqXsKSCrza/sILL9jp515sR3/vLDv+5HN7rSOOP8Muv+o6e/fdPzpULS08AHkf/uPv9vxLr9oVNz5oP7/lIfv5zb3X5Tc+YM8+/4rnMVBDXbgn//CaoOpenUNl6oWuvOlBlf8Be/f9v/jxWfn2R7gb73rMDvjeT/1jt73Vt0+93M748c0hj08kVJnu939svwNPsM13/bpt+7mDeq0Ntv+yXfrzmzyPrLz7I1wOVdnC5VCVLdzHGao6konqJRlQVbxGVQSr9NuAaajKUjewKgz/RaX3E1jq0ukuDp5Scb5kgMR2CppCp5/e765MmJDCcBtLBvBZmOw0S6ts2CEsG4z6rmTJA213P093pevDt2M9eb0WqSeISocvCbIKbSCClYCK9siSCxXBQpUFVel9B6rKYqBK9gGqELZ4SxVvg8VFHH/x68fsujse77Wuvu0xu9e/m/bugFmG/u+//7E33nrXLT1YfLIsQT2JuUOvvP628hpY69ATz75ql1x1p1vPeiOGCn9y7T327nsDD1U33/14nxZxRAyJnfWTW0MeAwxVF135GzvqnGvt+Auv75VIe/E1d/u1DCxU/dvW32JXmzJvLYHJBr3W6LaV7dSzvu95ZOXdH+FyqMoWLoeqbOE+CVDFJ2kAqwBXaYiSnyisUxXD6cwSUOqL1Bn6MCAdpXf2cdVydeAV6mQdBGKYIMk7XnWwi1W9DR42zgYPHaf0ggd1+Kyn1LlgZZTSOnyRd6XAoeuE9c7zhnPXCB5Hjpxkra2jFN9PS4+v6QQkpPPmkzRcZ5wnlSXiSZc+DkVY6p2GD5+g8o/WdswziLIV73dREUiVAkf+ZmNGedy6pPukNKRjnpX7pdxPrj9J64AFNHFOwnT/47EcI6AqFySNGDXNmlrHCJwUngBVFlhFda5RBUilVQAq1DNUAR5hyO0Du/72R/0tsSxY6UnAw4O/e9bnDQ3EZGyEw8KDxecq5gRlvJbfkyjTslgB+s6HnvJX9Y8555pe6WiBzJFnXmWvL4O3uD5qUHX0aT+2zx1wku13yOm90ue+eZIdf3boAAYaqjbdbi9rX7HvnSPAgcvKuz/C5VCVLVwOVdnCffyH/2qLoEqKw38RpqKWBqqwRnjHiN9gc+avYptuvp2tudZGVtcwTPG11tA03NZZbxPbZLNtbOKkWeqI1QF7ZwwUJfLOPtl2i06Jfzblxhtv0TaWmVorE8wAVQVw8HxqfLX1TTbd2saOmapwVhcHIkhTbbNmLbQddtjNdtppDwFVvX+Q+F//+rd/7Dh8/y4sQtlVxSDUqZB3jUPZJpts5fnuuOPuNnlyu+KBCo4hz3h8Ov9qpZvlx+2yy2dt++13tZkz5yucbwcSH49B8Zh0GJ+/qbK33nrbfvGL67Udz5cWZYzHdsrDfG5UJ1BxLTU1Q2zNNTa0bbfdxXbbbR9bc80NrZr2oTg+HxOhyu8X28qrtnaYrbfeZrbW2htZFauoK+/WweNso423ttlzV9a+yuHpAbBaaxk0zl5//U37zmHHaF9lxnIVocq31e7iflQmVHUBKtQzVAUFsLrpzsd8DaGrgJle6me/vM9++9SLA9Y5IhxgdOaPb7GzLr3VzhYM9Fan/fAme/XNdz2PrLz7I9xvHnzKvnXSzyx++HZJOuLMn/t6Q59kqIpuix338cnVs1feqFeaMmct+8zusXPMoSqtHKp6Vg5VPeujAlUdBaga4mDlcJX4Dlbxw7QpOVBF9QWsgCo6xnI60DL70Y/D9TNisuLK63gnus66m3oY7vAjjgsdqwMCEIBlK/kcim+zIniwdt19z3125133+Haw8MT0YfguWn223Ooznveee+7r+8AC6aZM6bDn9Lvhu4Hf//4l9s1vfttGjJhg++33Vdtgg82VJkBKyCeAW/CBLURZAqh0VYmtvPLafs6f/exKu/ba6+2JJ560adNmeFzXsrJfk5SpxA4//Bg/7vzzv2+33/4be+GFl2z55VdXHMcgjok+QBa3Oz/Q/LnPfcE23XQbbccyxuHAEN/1uHgsYBVhKgElXfvIkVPs3Xffs8dV/tNPP8eNMttvv7viKDf5cr2UnXPpmgRQDQ2tdvnlV/l1DNfxpN1VQIbb/6vxY84cQ91WCLjG21//+jc75riTkjiFO3SFMriPZcvrLEKzju8CVYKozmG/qMVDFZ0sFquLrrzdjj//Ojvp+9f3Wkefc43d8cCTflFZefdHuNfe/JMdcuoVDiZZr+Vn6VAJ2Hj+lbc8j6y8+yMcUNUXkAGsKNOygKpf3fekHXrm1f4Zkd7qqHOvtfOuuCPkMcBQtc2uX/QOL+thn6UZy61vO33ua8nROVSllUNVz6KN/f8Fquasspnawha2cM0te6XJc9e1835wmR+fle+yVnQRqkrqiqAqWqvcQhWBKu4nliqptLdQlQCVQ5V3imWClx85UP3xnXdsp50/p867zI4/4RR744037e//+IcdcdTxVlNTa1/7+rfs51f9wj+qu+8XvqI8Guzb3znCLr/iKv+g77qf2sh+ef2Ndt11N9jyK65mv7nzbnX2u9nC5VezX/7yRrv2uuvtO9850pqbh9s1V1/r1/3ww4/a5z//xaRTLrGvfvUAD8dSxX5b2wwbO3aqnX32+bbrrnvZeutt4lB0662/ln+FDwtuvfVOdsstt7mF7POf/7KOix9HjkAV8l5ppbU870mTZvhwHO4zn9nFzjzzLOlc/w7fqquuY3fccZetvvqndAxgU+JlBlwYhuT8uAMPPETpK+ykk073673mmuvcglVRUWfHHHOiQ9utt97m5VphhdXssMOO0bUdqPwqbO+99/M4wPGCCy7WMfW2riCWfM4990K7/vqb7Lzzvm+1dcOUnmsBduLQX5Ugc7L98Y/v2hEJ7L799h9VPxfYwQd/R+X4pcB0tlWrnXDu3XYXtJYCVyW2zba7etl3230f3z/rrPPt1Vdfs9FjxtuB3/qOXX31dfbrX99pa6ssVTVD7b333tf9PcqtdLcpfM21N7EVVl7Xblbdb7LZdlZR2WDHHn+yXX/DLXaLwmbOXkn5qq6zLVRqp0NRb6Dq//x1dCY0Y2XprZgwffPdj/lFZuXdH+GAEaAEOMmCliwdKTEJ+oVX3/Y8svLuj3AfJaj6+Y13257fPNm+fNjZvda+B59uR51+acgjh6ouyqEqWzlULV7LCqoef/IZm7FwPetYYQObs9KGvdLYGSvbORf+2I/PyndZK7oCVKUsVWmrVdpCFcGK4cBOqOphQnqxfB5VV6jCUvX008/ZJT/8id36q9tt0uQOXwj6ssv1HH79DTvsiGNt2vRZ9q2DDrO6uga74KJL7IMP/mz1TcMdsnC77bGPNTQ0qoO92Z74/ZNurbr9jjtt9twV7ZFHHrVTTj3TprfPd3j77Gc/b1tuub0f97WvHWiDBul63CpULgBZ3d+qZwTns5/d1wYPHiqwmqsO/gP76U+v8HO0ty/wT4ZddtnPfagQMNhtt73tS1/6ultX1lprA7+uYqhaccU1/ZxHHHGMfe97pwlG3lbes+3QQ4/28OV0D04//Wyd6z2bPXthkkeJYOUwv1dYy4jHWjVpUrt9+9uHqd6esenT59ldul6gbvXV1/Pn6ac/vZ3C7rW7775XdVZnzz33vMPgiiuu7lOGjjrqONtoo811HX/xOthppz29DN8RxHz1q9/y7ekzwjBjBKo0VL388qsOZfvs/WX7+9//ITjczTbYYAs/bscd93TQxO2w42d1TKnAqspmtM+zV155za78+TVWWz/M7r//Ifv5z6+1FVda03be5XM2akybvS6Qvunm22zchHZ768237VsHH26f/0Loc7ZXXptuvoNv777nF+yze31J4P2W7vFydqHAnDbT0DxG7aolG6oEalLvoIpFHPuzxs8t9wz8mjofNai66+Fn7NAzrrbjLvhlr3Ts+dfZ0edea2+8/Z4fn5Vvf4Q78bTzbdzM1fRvduNea9r8dW3zz+xVyKM43/4ouhyquguXQ1W2cDlUZQv3O9370VPm2Pi2+TZxxsJeqXn4ZDvtrPP8+Kx8l7Wi6wpVdEBIsBFVDFU+zDLIYSqCFeoRrCoywhyqSu2n6uyxzmy73W7257/8xY448nh78YWX7OhjvutWkGOP/Z7SldjW2+5ihx9+mN1z7/0OHk0tI+0nP73cXnjxJSuvEqQpDRap6ObMW8knrnOdl/7kcjv2uO95+GmnnWXrr7+ZbzO/iePCvCeGkqpss80+bRdf/COPJ79581a2559/yS655FJPizWKL1zMmTPfrT9MwTnllDMFCNf4MQwZki4Mo4U5VeyvsMIaDmvADRahl19+xTbddGsbP77Nn4Gf//xXBIC/tYsEjeH4AGMHHXSowyCWnw8//KfDVUPDUIfF5577gwDpeB9KBO6wcGHhu+SSHwu4nrVvfCMMrT322BN2zjkX2P77H+AQNGzYRA9/4IGHHA63224Xnzc2e/aKtskm23g5scwFqArWqjRUMQT5298+Zmecca6fF4vZkCHjPfyMM86xK664Wnk/bHX1aidYunxieon94AeX2pNPPm1bbLWjvf/++7bxpttaU/No2++L+7t18s033/LjZs5a3t54/U076NtH2Of2+Yqx7M7W2+5q62+0lfH5ue2238POPOtCbx+HH364PfjQI27N65jHCxe6j6U6X/GbgLTp3lqqcqjKFu7HV1xvK2+0q2243Rd6pQ22/bytt9Xe9swfXvTjs/Ltj3A8yPvSOSI6DDqOmEdxvv1RdDlUdRcuh6ps4XKoyhYOqBozda5NmL7AJs1crldqGTFFUHW+H5+V77JWdF2H/xKwKgapYgmqHKJSUBUtVr2xWvmE45Iyh6oHH3zYps9c4N+OBSAuueQntu56m9rf/vZ3O+jgw23jTbZ0oDjkO0fbFVdeow75A2tsHeVQ9dTTz1hdo8qrThtrDROcX3nlVfuBwGJ6+wLl9y87U53/pptuaiuvvJYgZpLAaWu/7u2229mPC1BVb01NI3wfXXXVL3yBbYYCARRAaNiwMfa73z2eTFovsa997VsOVQcc8G2B2gae/5gxk6yqqtEaG4clQNXVUsW8LfYp45133m1Dh47zYTOscljgsKSFMoTjDjnkCP9CCMedfPIZbl2aOrXDfvObu+ypp562rbfe0dZaa10B0VzbZpudBDmvC3JOs5133lllGOp5PP747738ABnlncTkf4UDW5deernqYVeHqoULV7cttghWvC9/+ZtWXl4jgBthTE5PQ9Xbb7/jw4zkcfzxJ3n6mWrPBxzwHbfWsUwT863c2sZxiVVy332/Ym++8Zbdd/+DbmVqaR1nX/36wfaf//7Xvib/mWees/vue9BmtC/ncHjwIUfaFlvvoj7iPz7kt/Fm23r7AKrOEFSRhmHFtdfZxBauuI7VCdCq60ZYg/LtAlRVPvTH9scPqt54+3077vzr7YQLb8hcsDFLJ0hHn3edvfT6wH+M9uwLL7UxM1ax2Stt1CvN0gN6xsJPuSkfl5Vvf4TLoaq7cDlU9SxcDlXdFfPJoWrpFF0WVGVaqNJyS1WwVrmAqsRa5apM1ANg+WrZJaU+ZMewDx30VVdf5+XZ74tft5VWXse3jzz6uwKbXd0S8cUvfcMno+OaW8f4HKo//vEdq29i/k+J/fZ3j9ntt99pu+y2l6fZfc997Fe33W6/vu0OW2edDW2NNda1QYOG2oQJMzz+vPMusunTmSyOlapcnf6X7Cc/udw22WRjgcgTbp1iiA/L1MUX/9CtSTgsQBtttKG0pVtnmES+xhqr+2T0srJKHwrEEtXcPFL5YrEqsVVXXdePPfTQo9xCBhydcMJJgpVSAVAYfiOvagBV8BKh6thjT/Q45kyttdaGvn3ooUfaHnvs49aeTTbZWudeU9cx07d9RYDrb7JbbrnVrVONjS2e75WC0eWXX9m/onLZZVf6sCJ1t912OyqvfT3fFVdcy+d54fbe+8s+Dwz447qDxarCRo2a6tYurItbbbWDPfTQI4LiR/ztxgULVvVjaVsrrbJeuA6AyqGq3mrqhjv04i648BKrqxtsp59xnluf9tl3f68TwGrW7JUc/pgzNX7STIeus8+90C6/8mo/luG/HXbczf703nv2JcHfGmusZ3MWrKFzlNtZ51xk9z/wsJXVDtd5gX2HqQBWvYWq8y6/3Sc0Z60t1JMOO/Mau+3+gZ+o/vxLr9lO+x1hu3zpKNvty0f3Srt++Sj7zL6H2u+fGfhOgDdr+tYhbe5v8DDpFJeVb3+Ey6Gqu3A5VPUsXA5V3RXzCVC1UeZ5e9KkOevkUJUouuLhP1c1GqxOiWGUZA4VEBX3pTJXCqRSctASVAWA6gpTzKvyt//KamznXfeybx5wiM5faRtstJWd+L3TbWb7cjZxUocdp051w423UlyZ7f/VA324iTAsIjV1Q20nwQjbVZSttMq+sN9Xbc/PfcEamofbt79zpMPVxCntdtLJZ9hZZ58vnWfz1fEzkfyLX/qaz1FiCC5AVZXV1g724bSzzjrPjjuOYcdah4WDDjrMrVqbb76tz4diuO+73z3Fxo1rszXXXN+HvDjmxBNPtpaWUYKsi+2dd94VNGApAqoqPO2JJ57iFpwzzzzPwauGZSkETiuttKZbeBhuDEAVJ7pX+OT0E0442UaPnmKVlc32rW99x+d7keYrX/mm53XWWecqbB8vI3OVpkyZJRDd3e/tRhttYV/4wn6+JAMQy/Vy3Rz3mc/sqrASn8/FOcaOnWYdHcurnKfZ/PnL27bJ5PI11mCeGEOBNYK0ET7ESR0w2Zy0U9XuyXvMmGmC0SftpZdetnql8+uIUOWWrgbb87P72UknneHgRN1MnDzbjj9e9aJ7e8yx37P9BM7DRk6xQw87xj614RZKU21f+OI3HL6+INhmeHj5lXhLtNI+K/A78+wLdV8vsq8LdIePnWFPPfOsQP1WtTHVbbmgKm2tWiJUyfH2395fPdLW23of22THL/Vaq2+6p1344/CKY1be/RHu8SeftrYF6+pBur46mexFG4vVvsL6Nnn2mnbvA496Hll590e4HKq6K7ocqroLl0NVtnAfOajacV/Pn/rvrSbOXiuHqkTRRajyYb/w4dlOS1WRxSpCVqelKigCVvGijJ0KcBW+5xal/WRCdtgOb4oFqAB02FaYr18UhuUK8gU14zZDTFi+YjzHx20gJW4j1qVKHSsYCMN/hMVzRpEPFpp0WFrBCpXWxIkz3Xqz6668ycj1kCfDgMXlQCFvJpbj9t6bNxHjUg1AVZiPFRRhK+4Xl7XELWZYnxYsWMXhkOFL3ijsTJPOLx2WrvdYzip/M5P5UpWV8X4ARsGC1lUcU+ZDgFibfvijn/rirp53AaoSFY5Rnkwqz7iOzsVClS9rUsU2UvBVhnKAlLpin+UgSmyDTba1J596xlZYhbcnlUdlAaaCljinSg6o2mTbPX29oY6VNuy1xkxfxU48fWB/zLj+rNXCg26mHoz3P/Q7zyMr7/4Il0NVd0WXQ1V34XKoyhbuowZV6+khOnryHJsya8Vea9Do6Xb0CacW8hgI4T45UIUSmGIuTQqoHKoET1lQ1QlW2s6EqiC3WgFQzKmKcMU2lqv4VmBvBUzFOTvFYcxn6rJwZVcFKAMoguLK6mG/a1xnWDocuChWjVu7sCp1QlBWuqgAMV/84tfs0Ud/69asAA5ZaVG6PMWqdCvTbbfd4W/m8fYfkFZRAbhxbLr8Mb8YVqx6K1Ndjh49zf1QTtVZUbou9alyr7ji2j6BffXVE8sWEOX3JJGvnN6Dir/7l4S5tQmA8gU/2U72oyrUJl2t1tAyzobr9+0T1bFUFaxUki+pMLx3ULWF/q2192NewcnL4BMfOVRlC5dDVXfhcqjqWbgcqror5rP2hlvaiAntmW/W9aRmgcxRyeTa4nz7K9wnA6oETnH4rwewcqhKhgLTgBWBqhiqwtBfej+E0WmGRUBR0vlGf2nkwNQVoNKK0NB/RSDpSQAIFpQlAVVaWGuwenFMPEexH7cXJ0CuSiDEdcY88bPSLk4RnMiP47uDVFYdhzRcg9pSCfcifKom3BPuTwJLvRJtRG3J4SlpMw5UUYR3qrRC4FSqNJQBoCq8/YelCqAalkPV0gqXQ1V3RZdDVXfhcqjKFu74U8+3KfPWsYVrssBl78SzadvdvuzH47Ly7qtiPutstJWNnDgrE1h6UsvIqYKqkwt5DIRwn5Q5VS7BlM+vimBVDFXFquwKUmEYMIR1g6o4DJh8ODd8QDdtpUgBUpbooJPtzg47UTodSsLTHX9pAQzwg9LQsGRFwClWFpyktbg0gAuKabLO2xtxLHnE/BaXV4xL+1HpdF2VrvMu9UqYp+F41b1DVYzjfhRD0+KUQBN+VBFEdVOF2icWK2DKFYFKMIWqh+PnULU0wuVQ1V3R5VDVXbgcqrKFO/aks23CrNVs7qqb9Fpt89exrdSGo8vKu6+K+eRQtXSKrmM5PnuSQBUQlQBVGApMwhYLVcBSJzgtTg5UKcUV1qO6gVGx6LwTdevUi1QcHxXhoDisEwqyFOGpJ2Udk1Zv0/2vFK+1+Lrjfra8rlIqrsdS//4f94n7pfvZE1D1CFrANRCVwFQBqqLU3jIEUBWgKg75Vcb5VImlqqqXc6pyqMoWLoeq7oouh6ruwuVQlS3coUed4FCSBQg9acSEWbb+ZmEiLi4r774q5pND1dIpug7/lpygirfVEogK86rivjquwpAfnVZ3uOoJnnoKL8jnzUSLFZ0qnW3P6tKBs18c1gc5JERQSIFDdwEbxVCUlS6trDSLOy7m25u8+6ve5t27chTXZ0EluidYqjKhKdGSoMpBSm0rvd0DVBWAqgiqSoEqLFYOVzlULbVwOVR1V3Q5VHUXLoeqbOFyqMoW7uNvqaqz0logaqj7nZPWkTqqLksqFCuZSxWVGvpLKxOqEvXWUpXuvAvhqbC+yOHAt4GECBLFinFpqFpc+sWpv8f1VZxn2atbnZYEdbFUdVNGXJd9tYcIUmllwBTqAlQOVQGoHKIcqNgGqhyscqhaGuFyqOqu6HKo6i4cYNShNrCAOUFrbdkrkZZjlgVUfe/Us23wmBk2dfbKvdLkWSvapPYV7Mmnn/Pjs/Ltj3A5VGUL98mBKnVG4TtpnUCFBEudSvYFT3G7AFRRi7NOJfJ5VMl8ql7Pq1LnHSEqvd0fBTiIEFIMJGwXW6fS8R8Fpcs0kGVcXD7Um+qvm3RvEguVz6GS4mT1guJ+AaCyRBtAnUAVJqtnK0KVizCHKIBK7Tcqzq3KJ6ovnXA5VHVXdDlUdRfukd8+btPmrWWzVviUday4fq9EWo7hWFxW3v0R7rsnneHfiMt6ky1LfHtu3LR5gqqBb8M5VGUL9/GGKlaj7rRUBWtVhCvASp2VQKk3KgaqJUFVtFAVLFW9sFa5MiCprwqQUAwQcR8VW6eK4/9fKpZnWainc6jeEnDqClYxjPsSoKoQlgBVl/1MmEJqFwU/gao0RGWEZVqqCkAVrVRqy7mlaumFy6Gqu6LbZrcvebvJemMrS9yjnfb6enL0QEPV3ta+0kZu8emtJs1dZ5lA1YMPP+od9YTpfBh3Qa9EWo7hWFxW3v0R7rsnn+mdb1annCU6dcAqh6ps5VDVqegCVKkTFUhFmOqEKqTOqTCnio4K61RUDA8qBqolQ1VaSeca/SyYyhKAVARMaaXBoKfwbEW4yAKM/mig8kEDmdeSFaEoS2nY6hKeAFUBqlg/CnFv03CVDo/glAVU6f1EAarwh7gKQ35poHJrFWDVS6jacqcv2KwVN1bHt2WvNXnuunbK2Rd7Hll590c4YGTOKpsJlOiIs89drAVr8Nr1RssEqs7/wWU2ed66mefNEuWm/MsCqk4+8/te71nn7Untuq9b7bxfIY/ifPuj6Lba+Qs2feF6AslNeyVWyt9hz/2TowcOqviQ51obbm1jpy3IHM7qSUPGzrTvnXqO55GVd3+EA4xGTZotWFqY2RFmibQck0NVd+VQ1bM+clBVF6CqK1AlUFWYV5UGqrQUlwFUafUaqjJFJ9yDUqCUpW6AkBHWqQhR/y+UVZ6e1Nf0S6euQ33F4h50KhusdM9dyb1Mpe96n5UmKg1QPcFWOVAFUOmPgCvAFdsOVYUhwD5A1abb7mHT5q5ls1faoNcaO30lO/G08zyPrLz7I9zjv3/aZixc12atsH7mebPE8MnUOWvafcvgMzXnXPhjv9as82aJclN+rgOXlW9/hPvuqef2qSxo6tw1bbPt9izkUZxvfxTd+pt/Rh1Sh01uX75XonPcbNvwsU1cVt59FQ6oWm3dzbxzTA9jLUnNwyf50BguK+/+CJdDVbZwOVRlC/dJg6rucJWAVfJmVQCpxPc3rgJYZcFUVBZUeadawqdGogQ8dKiFT6egSoUlnW7h0zDlqbB0WqSOvhtUxU+cREVgSIex+jhh8fMnUYSx7lM6jE+jFB+PKF/MG/UGfnpK878Fp8UpQFKEKJTe7wpJEai6hnOvo5Iw7l30C1J8MTylgSodXoCqCFQBqkoSsOocBuwjVK21wRZ6cLGqcPbQRJaaR0y2o5fRg2X0lNl6qM/LPG+WGDoZPn6m3X3vA55HVt79Ee7UM8/zzjfrvFmi3JSf68Bl5dsf4Y487iSv96zz9qQRE2b6qtExj+J8+6Po6OhoN5NmAg9LFvdos212To4euLIAVauvt7mgpEPnye58skSHBHDgsvLuj3A5VGULl0NVtnCflOE/Jqp3A6tqdVBRgFT0C1YqlOwDT8UwhQowxXayL+Cp1DFHHX2inXLq2fbVrx5kNQI7oGa9T33aTj3tHDvllLNs3gIWJwWcymzuvFXs+BNOsU9vsYOOB4JqbcHC1e3kk8+wU089y/bYg48Nk1Yw4ECFam2ttTay05QfH0Te2D/SzMrfpbbffl/z8GOPPdGGDBmvsApbqPxOO+1s/+7dp1QOylNdPdj23vtLXh7yWHXV9Tx8zz2/YCeoPDH9nDkrKjzC2eKg6KMDTGn5EhMFWOq06DmgdgGpuN9dnSCFEnByn3se9n0osAtMoQhU+HE7pSKYClK7Kxc0uS9hoUrDVH+gik4Xi0PWj7Yn8WA5Rg0Bl5V3f4Trz4OFDokH77KAKh5Yfe2QKP+ygCoe5H3tkOgw6DhiHsX59kfRBajqfYc0fHx7DlU9KIeqnpVDVc/6aEKV/u2n/EyoyhRAlQ1VDlYRpAqLOKoTFdgc8K3DbMedPutQhdt6211t9uzl7LXXXrcjjjzeTj/jPHvt1TespXWkrbraOvbmW297Oj72i2WosXG4PfXUM3bhhT+0Aw841Bb93yLbeec9FFeWWKmqbcUV17SLLvqhbbHFp+2BBx62t9/+o38Tb4899rY33njT9tprP3vppZeV5w9t1qz5dsEF3xdsfdXuuOMue/fdP9n06XNs8823s7/97e+2//4H2p133mPPPfeCTZvW4fmRZscd91CarWzUKL77h1WrO7B8lOWQVACnqDRAFcdlK8JUejuAFAKqEPFAUzFMZagLSKWlNldQhCupJ6hCvX37L4eqbOFyqOqu6HKo6i5cDlXZwuVQlS3cJwKqsBKl3gBMA9bioUqdGr5DFSoaBkxbpxjyK4BViw0eNknnLrFVV99AZVpkhx9xvO37ha/5c6G2foSttPJ6XsaVV/2UbfeZXeza626wP77zrp199oV+3KDBEzz+hBNOtS0+vYP94x8fCpK+5HEBGOqtTtfV1DTaw45SG/7nP/9pc+asIGi6026//U4PP+64k+y99963QYPGWXOzrkFhWKZwa665oX32s1/07a233tkuvfQye/bZP9jUqbN0/F121133ePogrGSdFp6PvkJZ41BpMSR11ZLBqjtQAVHFAqjl9xuqUhDVxWIlJVDlc6oAqWChSrZzqFoq4XKo6q7ocqjqLlwOVdnC5VCVLdwnAapK64d3zqtKgVUXdQOqtNS5FaQO0YFKnSCKIFU8DOjDYCU+9Ldokdk6ehac+L3THXxaBDgrr7Ke/d9//8/2/Nx+nm7ugtXsgw/+bOee933tl1l5eb0dcOCh3hfibrzxVquoABSY28QHgRmKY1mEMsHSEPvNb+62hx561GbNWt5eeeU1u+GGWxRXYocccqTn29g40vc59vrrb7YXXnjJRug+1dQ02mWXXeXnwO2771c8Hfm9+eZbPvR45JHH2OjRUxXO0GIWwPy/V4AnwKcIkAgrhEfFfeLkLxG6OqGqc1/QBEgBSAVf6jLUh5+hYpjy8AhQ+FHspyerJ1AVgSpCVWU+/LdUwuVQ1V3R5VDVXbgcqrKFy6EqW7iPP1Sp08VSlai0VoCVBVVocVarlLWqE6ASdYGqRAKT2fNWtfff/8DOOvsC7VcVoKqxebStuNI6PqS3y257e9oVV143BVWl1tQ8wq688hd29TXX2eVXXG0vvviy7bDj7nbwQYfZFdq/+OIf2ZQps/3YM844z6971VXXtQkT2n2IEXAi7uCDD7c///kv1tCg69b+gQI13Oc/v7+f51Of2tjuuuteO/zwY+3BBx+xX/3qDps8eabdfPNt9vzzL9oee3zett56e2ttHaP0QFx3oPkoqCs09Uddoam7mlPbLYkCWPmQnwNVShG0ei0AqxOk0kBV8B2gEnWxVOVQtVTC5VDVXdHlUNVduByqsoXLoSpbuI8zVM1ePkKVgAKYkl8KWHVZXT2lapRAVBqm0lDlFqoUPHWTOkjBx6Rpc+zxJ550K1CJfy6mxL74pQO8XK2Dx9v6G2zp28utsLbHzZy1ggPYqaee7fu77hY+1r3Zp3fw/Q8//NDOO/8HNmrUSJs6Za5N0nMFUNt00218/tRGG27u6WprW91ideed9/r++edfbK+//oZVVDTblltu70OBgBVx6De/ucdeffU1bTfaVlvt6OfceONt3TJ2330PKDy+Hfj/dj5VtCgV7wcrU38EHBX7ixNQVSwBVQGqpDQk9RWqMixUEaYKFqpioMqhKjv/vgqXQ1V3RZdDVXfhcqjKFi6HqmzhPt5QtWbohIGqmhGdi4AWza9ypUGqWAUrlcSCjN7xYVlQZwhERUtVspRCbf0g+/Xtd3kZmHh+2GFH2l577W3TZ8yyxx9/0q699gZ7SL+pK668xlpah9kaa65tP/rxzzw9k9P32Wdf20DQBQzdeNOtOv5ogc/r9qlPbaLrAXAY+iuxuXNX8WNefvkV+/a3D7ajjjzB1l5rXdtyix3snXfetQsvvMT9Pff8vCBslgMVfeuRRx5vhx9+hG2kdnbQQYf7RPVzzrnA52Ex7Ddx4jR7+OHfelmamhg2jG/9/Y/lMBoU4SnMlYpgFJUFQcXqS9piJQBVUGKhSoAKPxOUUG/gytuS2lmG0lCVCVY5VC29cDlUdVd0OVR1Fy6HqmzhcqjKFu5jDVXLraUOWJ2iz6lC6oRQhCu3TuEjdWIRsLKGAbuAVYSqtOgc6SSbrVrnW+dTm9vmW+xoO++yr+35uS/ZJpttr7KU25Sp8xS2l22/w57W4JPMq23OvFVtl133ts0/vb1tu91uttnm21tV1WCbO2dl22nHz9pn99zPll8OQCx1aAsdfZ1NVV6f1jHbbL2L7bnHfp5uwXy+d1hj666zqe222z627rqb+jmam0fbFlts79p99318yYQVVljTYWWDDbZQ2r1thx32SOZOldnqq6/vqgAWB2jYr2BVSluXird9n+tLhRf247UvTunjentMllLWqMWo27BfnxTbjtpXQbStzv0egSpu51C19MLlUNVd0eVQ1V24HKqyhcuhKlu4TwJUldSNCFAl2CmtH2Gl2ve5VXFY0OdZJZDlfrLNcGAPYOXfZesGVomYpOxvy7GQZpT26Uh9knkYenNY8bTB8tSpuABnerHOMnXiXTv9MHE8fRyKi3Smw5g0DxilwxD5Fy/+Gd/yi/sDt+6UQ04BnFLbxepynb0Vx/X32GItGaai+g9VtJOuAOUqCusRqnJL1cCWJ4eq7oouh6ruwuVQlS1cDlXZwn2coapj+bXV6Qk+GkZZSWNQqbYRYWUNIwVZEn6d9rXtqmM/AS+3aA2zUixaEbIywUodpatonw7Uh4ASeRjbKleWKK/78dX99JtnwE668w9hxeoybEZYAVaKttNKhaVBKEsxbWE/Hp+oOF3BjyreH1AV109fFI+PVqpiZUEV9zK5z30W7SSClJQFWZIDVfSLocrBKl9SYamEy6Gqu6LLoaq7cDlUZQuXQ1W2cB9nqJq94rrqjFqttHmMNNb9sqa0xlpZo8R2QxLWODooga6yhhECLalW27UCLQesoa6C5aqb1UodZtz2zjMNUcl2hKco4KmwTWedhHWBqqCssF7JYSYjvFgp6OkCSFLxfkGkj346Hw9L5d1vDVQ+vVExQC0BqqK6QVORStUeSoEn9pNtwKlM8nDUCVJdYMpXV0/CHKYE/JWS+yNyqFoa4XKo6q7ocqjqLlwOVdnC5VCVLdzHGqpWXk8dziArbx1r5S3jg1rHyUeEhe0yARcqx09BV3mj1DA6pcSaVTfc5WteFVmvCoBFx9kNrFAGRMX9KNItBqqWrAg3/VQBjjrVBaSK4v53yrrWgRDAVLxfrJ6Bqsu+w1NqOyoClSu1DURFmEqAqhOkOuEqrcIwYEUCVjlULZ1wOVR1V3Q5VHUXLoeqbOFyqMoW7uMMVXNWEVQJeMpbAaoJ7lcMEkgVwCpKMOXg1RWsyhNVCK5QAawKcIUFS4DFMGG0XkXAKrZeFTpYOluUAqrFQlXXuK6d/7JSd4AJb9x1DVs2WtbniZCU3k/Hx7BskOpRBaBC3L9EbpFKQVSxiof8UmCFeoSqimE5VGXl3R/hcqjqruhyqOouXA5V2cLlUJUt3McaqlZdX7AzzMoHAVQBqgqA1TLeQaosAakCUCVQFYEKa5UDVWq7E7Ck+lEuhgYdsOLwYJVUqU5RgOWrr3eDqzRg0QF3glMnVEV1AlX0F69o2fmoSWUrWLrS5UyXfVkpglJUcVy6HMVpoyJEpbe5VxGmBmkfEcZ9JawIoorlECV/iVAVtxOYwg9AlUPV0gqXQ1V3RZdDVXfhcqjKFi6HqmzhPt5QtYGgSqAzaKKDVVnBQpVAlUDK51mlYCqqtFHAlIKoLHUOCwJXUYKsumDFCvOvhlmZA5bgCnWzXtH50glHqBJE+X5aAay6gkBvlAUsaZBJx6fDl6SYtvj4dJqPiiIQZcUhrEytvvZYqSCmrFL3K6pK9y9CTZnigSbSFqAq+F2BKgVVvbFQAVHKvxOSpCqBUloOTkmcK5U2h6qlFy6Hqu6KLoeq7sLlUJUtXA5V2cJ9UqCqzK1VAFW0VI1zqCrrMnkdsApw1QlVYxcPUxmqKIKrOMm9rGZ4YsVS543loQBYKbhy0UnHjjkoGwh6UjHw9EXx2L4qK6+PgrpClb89qfotqxxiFTUjrKJhjFXqnlcPnuiqGTbJqodOCj4aIg2eZFWtE62yebxV1o+18tpRAi7dS91D4Ki0BNCKAqS4nwG0MoGKCecColIBU1kNbUVtSioj7wa10SYBv4Tv240S4RJpSuvUPmtHS6OspGaklEPVUgmXQ1V3RZdDVXfhcqjKFi6HqmzhPv5QNUxAFaEK6xQwJb95nL8R6GBVAKkodVj+FmAY8itXxxskYFJ4b+EqaJRDVhfQUmdeDmBVDfXO3Zdm8HWLIlypcwakACoPS1tHojpBIVMD9tbdx0HpuuihXlSvZZWqb9V9pe579RAB1IjJVjt6itWNmWr1E6ZZ3fhp1jChzbd9n23Cxge/bqw0aprV6rdWPXSyVQq0KhoFO0AWViOsTwKrkpT1yiHKh/SGGW/qlVWPVBugXQFME5THJKscrLyGSEOnWOWwqVY5fFpXDZtmFUMVLlUMmWLlSl8+CE2yMpWhrGVCDlVLI1wOVd0VXQ5V3YXLoSpbuByqsoX7eEPVhm6pKgeqWhn+i8N+AiqHqwSsEqhKqxOsugpQ6htUBaAqVjnrYmHBUidfBvglcOXzr9zKkVipukBVsTLg4ROvrGtP78dt3liUL1gtrxZINQaQqh0+WRA1JUAS8DSpLfEBqTZBlfyJAazq5HtcAbQCXNVPDMfWjVP86GmCswSy1La4t2U6X2klQ4cSIFUDTI91kKpsmegQVSV4qhoxTWqz6lHTg8bMsOrREv6YmVY9VvLtTlUhpa1SOvzKkdOtYkRb76BqrQ228AcXD/beqlk/5qOPXzZQNXrKHH+oZ503SzyE6LCXFVQ1q3FknTdLlJvyLwuoOvK4k73es87bk0ZMaHdojnkU59sfRfepTbf1es86b5aGjZtpm269U3L0wJUFqFpt3c28c8w6b0/ivp6wjKCKPym0y6zzZom0HLMsoIpr7GsbHjdt3jKBqu8ceXyf2zBtjLYWXVbefVXMh98Gv5Gs8/Ykys9vMeYxEML159nHff3oWKri8N9EK8VPoMotVVipmFclqCpew6oAVaxfJYCK+wWrVTFUEQcspcOiCE9gqpsEVwGw6HyZxzO089uCEa56hKqoaLmKioDxSVXxNXbfL1MdltWMFMSMs5phk612lEBqHGAkYX0STEVQqhs3NWjsNKsdI3+M/NFhHytW3dipVq/tekEUedSNB7akidN1PGJ/utWOlcYIkgRZVYKsqsHBClWFhips+DTFKX60NGa61SAgCniSahLft8e1WzWKYWzrmeOKceq7kv3eQdUq62xirSOn2ajJs3utmtaxdsQxJ3oeWXn3R7jf/u4JGzJ2hkNe1nmzNHJSh/6xTbU7777P88jKuz/CnXTaOVbTMibzvFmi3JSf68Bl5dsf4Q47+rte71nn7Umt+le96rqbFvIozrc/ig4Yp96zzpul5uFTbIPNB97iAFStsMaGNmhUH9uw7uux3z3V88jKuz/C3f/gIypLm7fLrPNmibQcw7G4rLz7IxzX2Nc2DMj8/qln/PisfPsj3MGHHdPnNkwbo61Fl5V3XxXz4bfBbyTrvD2J8vNbjHkMhHD9efZxX3lG4bLyXdaKzqGqBqgKVqpSrFWCqmilCkrAyqEqsVgBUwW4kt+gcIFUHBr0+C7gJDASIAFHDPFVMMznfgJO6bQxncR8nhjvx9SNtPLaEVYOCPpr8wwdBUsVQ0pdh/8iSKX9uN0VMLrufxxEmftW7rDkg44RTJXXjLAq3Wu3SgmOsCwFAULB2gRE1Y6Z4sN/AFfNyMTXn5NabVfjj5qahCut8qkdDWwBXjoe4BoLkAFUM5TvDKufLH/KTFf9ZPmTgmoVVztBvtLVoPECqXECsHEKR2MU5gKsBEnudwJWAaqiIlzpN4lqJsxaVPLaa69ZT3r99dfdv+mWX9nVv/il/eK663utn199rd3/wIOFPAZC5PXss8/ZNdeqLNdmn7cnXf2L6+ypp58e8PI89PAjutZfZJ4zUyo35ec6Bros96m+qffM8/Yg6uVm3d+YR3G+/RH5oJtvvc3zzzpvlq6+5jq79bbbC8dn5d1Xkc+rr75qN958az/a8C/sgQcfGrCyIPJ65pln+1wWxDEcO9Dl4Rr73oavt+f+8IcBL8u99z3QvzastsbxA1WemA+/jb60YUT5+S0OdN3059nHfeUZ1Zuy8Dv585//bIsWLcoEpP4oOh/+S6AKoOqEKqk5WKuCgCn5DlUCrJRlKkAWE4iDulqtUGK5KgKnAlAtTqlj0uEOVz4sONxKmQdUyZwc5uckgIX1SuoOVD1BVTos7hen+18ofd70+YvDs+KyRHyEqUGqs5EBpkYwxAdMJRCFVYptYGo8cBQAqhZw0p9q4KtmWNh2q5b70nBBFdv6g1PLXCopWLGAMuUnqKqdMF3gJJgCoqa0W+00+W2CqumzrCGlOtQ2S/ES6Sa3W80k+ROl8QIuqUaghAAmt1Ql+0ECqBjHNkA1MdGkjkUl//rXv/RPfvFaGpeV39LoP//5T5Jz391///vfzDyXRmaLQuZ9dFxHVn5Lo6VxWfktrfrrsvJaWi2Ny8pvaUQ77K9bNm24fy5vw4t3Wfktjfr/7FuUmV+WOEcWHPVX0c0uQFWYUxXACqBionoAq1LBFEpDVQCrNFR1f/PPoQoAcqtUAkMpSEJpUMqSp0nydKuVKzmeeIYFBVfMCeL1/jJevWdoMLFedUJUsSKQRChJb/d0TFT62GJlxffmuKh0Wvw0BKbzKE6XDiuKK40wNd6qgalxginmSQFSkwU8wBTDfhIgVTcSWEoBFDAFQA0lTBDlcDXVqvFHaF/g5VDlFiryEkgxDDhhhkAtwpQ0FQmQ2toDQEmAVVQI6whqC6olvQCrTnBVN0mwlUBWzQQB1gR8hU3scL8GX6qdFPwa+YIpq8YyPHn2ohL+leTKlStXrlxZYLQ0ii6+/RdgamLBUlVQAlcBsFJKAVY53wYEfBI5XCUAxGvwBUhKQVSwXCXWLX9dPgEoqZJjC8ck+fmyDZ3yNFEcWycJHIArXsUvrNaO5UpgEoYGAY0sYCIsreLwCDJLK/JM+8UqDk+XqTeKxydvNcYJ6LqPgI9boSYLdqZMt4apAaYaxguwxgiI4tDe8GiFmhzAahgQpXgBVLWgyq1SAJbDVLBO1VyTW/kAAHROSURBVGChcssUVi5BFSA1aYZgaKYLmHIwmiYgEiQ5WLGfWKMcuhgGZDsJ922pdrJAi20BVd3EIIcq+QGoOmEqANVsHTM7wFSimilz0OLnVOXKlStXrlz9VXSzVxFUsZ5QAlSoRJ0witaqbkosV9F6Vd4YASvMsUIRrgI44YdtB63E0lQBTBXiohKYKghwGucg5cdHqFLevK3G+knuO8gpPXkzH8utVwwNChjdcgVgJZBVCnygNIwsK0VAittpf6CVrDGlayyvijA12SeJY5EKMDUjGeoTAI0FigROAJVbm+QDUlidGPYTNFUDUShClOLcT+ZO+fBeMm/Kh/kSoHKoEizVTk7gysPkT5SYO8V8qbFMQk+Jt/vitk9Sn2E1Y8MkdeZPuZh47mp3FSar+1CgAAsVhv0EVUigJeVQlStXrly5lo2i8+E/4CMNVcnwX3roLwJUBKq0X5DgijWJfH4VQOWgk8AQPgs3ulUqqAs8OWgFqOr0CQ/HBhgDqMI5HKwAKp23smm8VaqsVZLvK86PUb6+PpIAyxei9Ff4kzcHBR5hIcq0pScNWWlf6UifzNHyuVpxcrxLsBbl4DYoHNMl/zT8xHxjeFaaGNaTSBOBLYE0YKp6hFUBUwIk5kg1CKQaBVKN0wQ8gNVE+bytx5t7AFUCVXGyeRjGA7aCahK/E6KSIT5Aiu3xyo+5U/KZZM6+TzYHmtjmbT+faC7oEizVCpwcnka0+Zt+rqHSsGlWOSSsM+XSftUwpSEdbwOO1DFolCAL8UYgSyaMmeli4nrV2PaCqscJqlxhu2rcrByqcuXKlSvXslF0HausbyXMRWI5hQSqmKQerVXROpUJV4IXAIrlFvAJw2oVwYftYKlKIMfD8AlL4CqBp8oEssIcLMKIC1BWmShtqSIvAKpCIMXK75UtEwRWEn7cVrxbsTiec2HBqg0T3Ev5vEoCWWWslcQK3v7tuCFWxqdY8IlTGhat9PlaaQlE/Q3ElO+K8X4c+bMqPJ93CSDHwpcRjLoOSaI0JMWwqAhbUam0DPPpupgzBRA1TJruMNUkkGqcNsMtVD6HaixLIQBJAaACPE1xwHJgihPME78mCY/DezVSgCMp8evk18ivGSWNZDkEpRvJkgnB9yUSBEfVgiQUAcqXTxBEocohUwJQDZI/eJpVDNL24ClWMZi4EO/QxXHDyTOBLUFWp5K1qQRcVaMFWK643W4Vo2f0DqoW54rjGZdPu+K8llZp19O5ostKH9MMhJbkitP8L+umP/sDqcU56qG4LopdVp59VW/OkXZZ96fYpfPvq9Ku+FzsF6dZ0jG4dP59Vdr15trTLis+nXdflXa9KUtW/aVdcf59UVY9px1pFueyji8+R1+UdkvaL3YDXZa+KrrZXeZUFQ3/AVUpsEoDlm/jFymAVgqsEhgqVgCrYgFWgFTioxREFcstVFKFylgORLVOzBaLSTpoBYsWsBXOlVjJWLohkS/jUFCIZ/6WKwIaYjspW8FP0vlxOr6SPAQ7/qmXZCI9i12WAXB8CNi/ldcJW12XhCiGqOKwVoc+ylc1eKIgZ1rBKtUimGqaCli1+VpTtawv5aDU1Y/bXcAJ61TcL4QlvgRIAU8RolwCqAI0CYYApsrWyVY1iMU+WYdKsMQ+cQKnKiBpCGmBKsESvlTRqnQ6pkJp3QeyJMIrHLIUpmMr3KLVFjRseuIn28PRjOCPSBT2lwxVuDvvvNNuv/12+8tf/uL7t956q/3qV7+yv//9777/wQcf2EMPPWR/+tOffP/RRx+1m266yf7whz/4fla+/RGOV4NvvvnmQt74N954o73wwgu+j3v44YftySef9O23337b4x95ZGDX9+Fhxdsy1MNdd93leVM/t9xyi917772FN7x+97vfeZp33nnH94mj/O+9957vZ+XdH+Geeuopvzcvv/yy71MPnOvNN9/0fe4TdUE4jvt333332bvvvpuZZ3+F49Vszk1bwHEfaBO//e1vfR/3wAMP2B133GF/+9vfvC5pY9TPhx9+mJlvX4Xjvv/617/28hB29913ex2xj+NVcsoZ289jjz1WuF/cY+qSMv7yl7+03//+9x5WfJ7eCBfrJNZ/T3VCPXCvOI42xW+Le8ibWbQn2hhlXJrX33H333+/3XbbbX7/cVxnum74rdFe+C39+9//tgcffND3aTO0b+ruN7/5jdfN888/72XpT3lwf/zjH70uaMO4V155xc/19NNP+z7XznOI39o//vEPD7vnnnv83G+99ZaXj32O4X5Tvv6UJR5DXXBtnJf2SL2wTzvFxd8a94UyUg7uCXVK+hdffNHLccMNN3g9Ls19om3SbuIz7/HHH/e6ir9zfsdcN+fGxWcevyXOy3OZdn/99df774F8+1uevio6hyo+B5OyVJUIQCJYOVwVAVWEqrTVKq20tQp1hycpxjdgTcIvBqcIU8XhQRGoClJ5KlRuVICpQZPUiQelt8P+RP9WnX+vjmPSUh2gQnzih2OTvNNyaFO8wA4FK9l4q1JdVHJ9ujbkAFcr0Eom1Psbi1izHLD4Rl6c85UeNgxy4GJYESta1XDlP9YnkzP01jAZiGpzmAKqfN4UQ32sbM4QnWAIixI+8FUDTGGxYj+BJ+CoFlBi7hSg5EslMKdKwDM0TFL3BTolv14+HaO6qvBrlRp1vc0TdR91LwAphVWRhjD5FYQBWQi4AoyAKSxXCVxhoXJ4ElQFcQz7AbgIKy9oipUDYli2ooa0WTn5CLJQ5dDpwRdsyV88VOF4iH3+85+3jo4O++Y3v2mXXHKJrb766rbSSivZscce653PGWecYUOHDvUfLQ+29ddf37bddlvbaKON7I033vB8svLvi3A8/E844QTbZJNNbPnll/fzbb755rbVVlvZOuus42WhvFOmTLFNN93UH2677rqrfeYzn7E111zTHzS4pX2gcPw///lPu/baa71uRo4c6XVw2GGH2brrrmsrrLCC/ehHP/KHHmGrrrqql/Oaa67xbepl9913944Al3WOvgj33HPP2de//nVbb731bLPNNvOH+ac+9SnbcMMNbfvtt/f7cM455/j2xIkTvWM+//zzbfDgwfbDH/7Q8xiIBy158JD/8Y9/bFtvvbWNGTPGLrvsMq8n6oB2Q4cFvHzlK1+x9vZ2+8IXvuAdEnVCXZ5++ulenqz8eyscsEKdzJs3z/bee2+/TtruGmusYQcccIDXCeeiPdG+aR/cL9oK9USHStmmT5/u5b/88sv7VUcc89e//tV+8pOfeL7Uyc9+9jMv06c//WmvEzpooI1yUSd77bWXX8Phhx+uB12Jty/aP2WhbX/rW99yqOlPeXDA25e//GX/HXGuq666yusFHXjggd6Bf/e73/Xf8dy5c/1+zp4923baaSc79dRTvW64f9OmTfO6odOnLH0tDw6IO+2007x9cO3XXXed/2ZpP/xeaNvAH7/lcePGeV2QZrnllvNzAxlATkNDg9fvd77znX5BFek5jnvBtU2aNMmOPPJI+973vld45nFu1nM65phj/LdOfZ199tl+L3kGcW9feukl22abbbxuqWNgtL/3Cbg8+OCDvY2utdZa/rvl+UEbiM9XnjVc94QJE+yiiy6yXXbZxX9Ls2bNctDi3o0YMcL23HNPu/DCC/sNnP1RdB2rrh8sVYuBqghWJSmocgl44hBgmKzeFay6wRXhkm+nIArwiNtBAqQu+92VBqoqOnX53aAKRZCKq3ZL1UMQoJD4bjkJfgyvGqpjPF1n+io+HCwV8kl8ztFFyXkjbBXk5U1dQwJaPiSJ3JrFEGIiH3YUfFUxZCkYU3r/qDFv8k1sE0CFIb6WaTMEVTMcqHyJBCaM8xZewTJVZJXyNaUETQzRDQtLI3CtCFACjrw+vbyqU+4HPoCY+BXAEvF+r6T6EFdeO8bBik/OcExlI/eDuqBekM4hhWE/wRTDegwFCq7CsJ+ACIsVwJRYrRyoFFcuwCpTGf27fkBVDJPYx7JVFsMdsqIcthYPVfzwooXn6KOPtgULFtjChQv9Xw+dID9y/oXx0CCOjpwfNT94gIMOnQcQLiv/voiyYN3hgcW/Yh4gQAMPWhxloWOgvDxod9xxR/+HN3XqVH8w8XDbb7/9PC0u6xy9FWUBquK/as5FZ8D1PvPMM/7gpbPkgQc4XX311TZs2DB/6AIy1Bnp6SxwWefoiygP/4z5hwqwzJkzxzsjOgPOtdpqq/m/ZiwOpKczOuqoo/y+kY57hhuIBy15AFXcI659/vz5fm+oD+L23Xdf77AATh7uhx56qHfM0VJEHdKh4rLy74uoE+4T9wNYo10CeNw32isQwz0iXVNTk/9hwOpxwQUXeGdJ+Skvii7rPEsS1w1UUSc47sfKK69sW2yxhddVbJu0Uxy/NeoNCwidI234rLPO8rJRbgAjuqzzLUmUB6hl+7zzznPoBAB+8YtfuBVtlVVWcZ/fGiBHW/3iF7/Y5feM22effexzn/tcstf/smCNA+L4U0Rb4E/Zlltu6XnyB4H7Rzxpd9ttN9t4440daCJ847DKzJgxo2DNyTrXkkT+wGL8XdNO+YPGHxV+K1dccYWfF5jlfvIHjnYTz3nEEUd4PWFJA4L4Axhd1vmWJMrD75d28cQTT/jvGuAHet9//31be+21/Z7RjnEbbLCB/3b4ffMsBuz43f/gBz/w32Acacg617JSdFmWqq5wpW2gKqVotYoAlWWxSgNUVAQthy3iEz924EFJeu/Qk7Di/WQbRetQ2koU4coBq9CZB7gCdgIUAU9dgSoMSwWocrBK0vEpFY/DR+SRJcFUZnhBSTxlcdAI1q0wLJmocG3hWqqUplrn9DfwBEZAE5YoYKq1DZ9J6KwFNd1qJzEpXPDkligsTwGo4lt7WJ1cQCLXhdWIMkTLEuCXgFMlFifCmkNcsD6pvuUDUVigHJjYBqpIn1iqQppwTFWT0pGWfFpUn4ATUCXoYf6UDxUCV4Iq3xcAVSoNgMQHkcN2sFSV6/hy1VvaUuXwhO8gFf1pAbS0XZZI270b/qOz5od6yimnOMgAVYgfNUM3dI50EvyT54HDg49/t8ANDxgeDll591XR8U+UB/yXvvQlf7Dj+JcbLS78u6cTx1RPGXgw0zFhtYguK/++iGvCYQ2hE6IjpAzAwcUXX+wP1eh4uO2///7+D5IHHJ0j1qw47JOVf18V3Q477ODWFc7F/eJc/KNl6AQHOHBvYgfOQ3ogoQpFh2VuxRVX9LrhfuC+8Y1vePlwdEzUA5YPHENbdOB0CLisvPsiHGBER8i9x6JJ3rRR4IQOC4d1io6coRzaFpBx5plnOpDRxgB4LDZYYftbR9ExTITVA6jdbrvt/Pfx7W9/u9CO+T0RDzDQKVM3QDvWEDpS6geLyUEHHeRDhEtTHoAOeOQ80ZJK572aoA/YxPFbom6AFtoRdYnFg3JjuR4/frz/vhgSpCz9KU90XCvn5tqwvOC4dtoxDhDH+sIfE+qItkv5+dPCnxkAh2fS8ccf3++ycAyO3zFlAZSoG36r3Dvyj26PPfZw6OU5w++JdsOfGhxWtpkzZ/rvMAJh1vmWpOj4zfAHkucZ7QXrHr8prh2H5Q5rK7BM26Us1A2//0svvdT/1PHM5PnT37L0R9EVoGpw+PZfmLDe1WrV49IKUrRaOUhpv1wdL34BrgjrQQG+gKQJXcIZUipI5/dwwZx37kgddgSrYqhySElDlXfoEsAQrVfRkgTgJNambkrigwIMcVxFOg/yTOXrUBK3EfkXK+afWIZc6TC3kgl4WBcKkGJC+fhp1sh8KcFTi0Cqta1zEnrtFJYqSGBqrAAqGdKLc518WQTlx3pTDpLAIVAH8OCrLn3Yrn6cW/wq6rEg6h7UMTcMjbWy6pFWrm3W/yqrGhkm91cxdJlY0qpHuWXN02BV4y1PLFXKuzyBLYAK65ZPRo+WKsEOk88rhwim3G9TuKAKuEpgqQBV2ndgcqvUZCtTfmWJXxgS1PV5fAG2gqUqsVot2VIFUPHg4EGH42GGqR/xsGWIDQdUMefgxBNP9H+v/Nvjn2MccsvKvy+KDzseqDws6Bj5987Di3j+ifGvDYfJPv7TxRGPlYhw3EA8VHA8LKkDIIp6wupDp8RDDbjhPLGDoHOnXk466SR/AAOp0TqTlX9fxHm4D3TU1Afn4uF7yCGHeEdER8DDlo6PuouABQxTbzx0cQNRLwjHubB+cC7mVQFPlOuzn/2sd9QAAfUSQffZZ5/1toWVKLqsvHsrroVzAPhYD7BA0AkxFAK8UTaggmsHiuO9wDH8wzAO95J6jBCIyzpXb4TD+sN9x9JEGYAjrAfxXgFxO++8s331q191aOG+ATBYKOjAsUhwPMPedOTcv6xzLUmxbrCQxWvjTwDDSAwXcV7mOGH5BaKiRRXHfRo1apT/qQKqqF/aHvWbda4libLgsCBSH1jnfv7zn7t1iDisUtwjrGaU5dxzz/X0tCes0sAm1hlgBoihndPOss7VG+F4ttBWeJYBufxGsEphqaI8OIZGqbM4/wyrMM9A7hv3BasRv0fuadZ5eiOun2sBsAFazsVvh+FarHrUEb8vhj8pI0OD/N4ZTeB5xJ85/jBwX/ltAVj9vU/9VXRdLFUAlGCgi7XKwUrwJLCJcFUqcCkV0BSGASNAKawsURqSspUCqRQEdUodvVSOT9pCmHzASQDgAIVFJNn2/USFbZUl+GE/wlrcLsyjSimeI4jjE5FXN+mYdH4oASuHqyKgcqjBQjZcYCFo4sPCUSxr4BDFMB2WJtaXYsI5MBWH+ZJ5U1isaidKLG3A23hYo8gjsUax+jnWKLdIqd6qBR0+d03lBZQAIFRWOdLhqaxCUFTLfgJJAJO2A0Rpu3a0D0NW1ut+MRHfrVPj3EqFNcstVYI0t2JhheO+uJVL9wwIZhuAA6RaBVaCKmCpAFPMgxIAse1iGFBw5ErAKkBVCIt+GO5j2E9QlfiEeXgSFyBrCZYqHPOmKioq/CGDtYVOEHigU2JeCA9UOoQhQ4b4Q4YOgR87Dzr+GcUhj6z8+yIcENPc3OzzSpjDgAWEDoDz0kHzT54HMv/Y6BR5GDEfgYcLsBEnbGfl3xfheDhhXaBu+DcKsNEBAi3xIUznWVZW5v+oeRAyD4OyUT8Me/Hw5cGZdY6+CIeZn7JwbxiuwuLCeYFJrEPcJ/7lMwwW4Y5/4fyD5R85QIzLyr8v4np4+HNfGhsbvY5iB0R7AEKxKgBPzBViCIzyYQkqLS31Tpp6Ajb6Wzcch+NfOeeIc5C+9rWvebvlemkbtAfmmmDFpE7oRLlPlJM/ErQnwKOtrc3LBZD1p0wcw/WQb11dnbddOmE6Sjpp2gN1AjzEOmE4kDIy14jzA6MM31L+OPyXda7eCEf9l5eXe5mAOuCfegEwmXeDFQ944ty0JwCKclOXPAvo1LHixeG//t4rHJ09Fi/mS8XfCRZxzsWfI4Ygea5QN9wXLFHs06Zo7zyHAHegammG1KPjmcG5eIbxOwLKAT5+21irgOPa2lq/F/zm+YNJe+fPFI7fGvW6tMN/OK6rpqbGh4Opf6CKc/E7ou75Y8DvfNCgQb7PPQE+gfM4VIwFn2P+Xw7/dSRQhYWqRBAQlBr6S23H8DIJyEFlgghAC0gK23E/hMV0URGMHJZ0Lvwon9CcknfSKXk6HeNxiQXKYYohJuCGjpwOPAU9YbgwDCkCFVFxgrzP50op7I/tuo/1BiX73eR5dp7TAcyvNVxv5/CjQEpgVSOwYlVy5jL5J16Y3+SaJkCSxguSmGguiGp2kJrpw3wM+9XxQWLio0WK1c6BKB+2FEBxDhdAo7ph2I4hOerLy6o6qqfcKiNgpOty8BFYUZ8OR9Sn16PSEsdxDOm51QmfOhFEUyfMoQLSBGIeJvgCrLBUlSd5VJAfINVEHQiGWgR4DksqL8N+WKqYUJ7AFRPMq6RK5llFi1Mih6cITMCSg1O0RrW5H61UYVvghQVrSVCF+IfIv2r+mTL8wT9cJrlGcz9wwQ8fEcbDmH/UdNIDNZ8qis6af2W8DcU/U86FhYF/a/wzw7FP+XjwYWlgLgRl4Z83Livf/gggAvKoG/LnHzJzvqgjtnF0FtFCRBrqjnIBXDwM+9sRZYmOhyEKzkV9cL1YC7lv8d80ZeXffZwozj73DesEwz1Z+fZH/DsHEigPb7JRTwAM5YoWIawBlIHyUWbKyj71RJmwxGTl3RfRPuI5uEbegqL+OR8WAIYfaSO0J8oZz0967hWOctOGiKfDzjpPb1RcJ+RF+6BOqB8cvxfad/ytRcd10CGSD8fF7aUR9U9ZOA/tEYCkbbDPb5ryEh9/a9QfZSVtfMuXPFBW/n0R1iDuA/eGusHagjWX83HtONpNvD+UizbNkCTl43cEyGBFw886R1/EHDt+G5yfMtEWOBfbOICSslAnlJf7xj3ESsXxPBt4bvIbLM67r+Lc/B54pnHt/E45F/eB3zyONkMa7hPPXuqPbcJwPJeov/+1lQpF12mpmhSsVYMFVQCWgKAnYdFKw1CxIlx1i0vgqIt03uAzf6a7uqRVHnGbYTefLJ3IrUw6pyvCDUAVASpRMRgVlm5wCTAEBgWIYt/TxO2wnymdpyoNVsCEyuRQBdj4cFu4pmix8jldiMnivqI5Q3htVjdFANU2UxJQSfV8M49hPv82n+TzopQeiFK+bo1SHZB/mGSOpU4+ZaYcAh+G+Rx4VFYHHmAIq5NPgJfvUJQM9WGVUrhv14wOy0AovrQ88aM1S3GF42tVRzoXfmUjIEbda58wIE4wBmQx9OeQBVRRXqxT2g5rVwmmhgFTgFWixHIVocqtVSm/01IFOLGP9SpYshy6GP6Tlvj2H1qSW1Ka4vyWRktyS0pTnN/SanGOB/2SXFae/dWSXG/TDISWdO29qZuBAM6ldVl5FJ+jt1rSNZMmy6XD03mk8+6PluT6Ut7ivPuqJbnepEm74vz7qsW53tRLOo90vv3RktyS0qTLy3Zx/sta0YUPKo9wqHKYGiwgElgxDNgNplo71Q2YilSGlEeZAChMLla4zoEcpAQWFUMEGfKLQQp1galEbi1Rvi4sJglQcb4AMEFYihymFqNOIAqwFMGpWFmQ1U3KD6AqQBXwANgAD/IDVAl6sNAkcOXSdTpgDZ3qk8lZlRx4qscy1dYumNL2JIWNnWZ1WKUAMR2DgCYf0hO8uDWKa8IHZigTMCV4wmeYjzIFK1JyPYQBQwIjLFb4hANLABdpSwVMDmAFcMKapXpXXoCR+zrW70Ud59S98HMqjvQeF9JVCXrcFwA5VOFTXoGPQxXw5NapAFZuqSoA1nQfGnRLVIQqCdjCj8BFfJn8MmAqSsf5/tAlzKnKlStXrly5+qvoZq+6kZXwKr8697LBk1xutQKssFyxLSDqJuIEOoBTJ0SxL3GMhO+vv5N3ajvuB7gKvgNXAk+dCnmXJ+CUlgNUAlU+bNXMPp199NWhR0tVWnFoLwVJcdsnZsdt4vCL0nYZ6kv8KraTfSxCDlWJmPwd3oBL4Iry4ktAlk8iZ9hvfJs1CKYaprdbnWCqgW/lsbaU4rBE1bg1imOAMyBK56KOBH3V1AdwmMBMgCptA05AFTDk+7oOQIdrAn5UvghBDl74WJUUThqPIw3WJ+KwTCl/LFRupVK+WK48TH7Mz4ELqAJItV2GVaxZ971e52ZiucIqWXtK2wwBugArh6o2q2LhzmEz5EsAllSRLO4JODlkOUQFuHJFyxVhQ5GAS+I493uz+GeuXLly5crVH0U3ZzVBVe3IBKqCwlAgUocYIUuAA0AVwxVwhOJ2OiwNURGkCuH4SGAQYaobVAELCThFAViFbYDBh/s6w9xC41KnjsUqgZ3ucJXyE2iK4FQAqHQa+QGqOmGqIN+nHAIoBymVI/pI5fLtCFW6NrdQMR9q3HSrnzLTrVP109qtgaE+5kwBUwzxSRyLVcqH+BzG0lA11vd9nSjyTqCKtECVx+FjTXJgIh6rUwAmJqCzz4R04n1fYBSBycOqsFTJZz+CE+dp0j0jT52D+VX+hp/Aye8H6bxMIU1Fi8CJY/B1HNYthyvtxyUUKocIpgRFPgQoqKoeMdOqAStWRHfYwgewZnTClfwKHRcsWYKpgtoSwAp+xbAcqnLlypUr1zJSdLNXT0HVkASqIkgBQezH7URxOx2WpS5AhRUsHedSnMCg0/rUCUdunXI40j5+Eu5K9h2qEnWLj1Dl0IUCTLilxgUoRT9REUQVK8JU17lTKAEqIEHC922VJW2ZCuszScAU382bFOZLNTDUB1RNnOHhNQwHsnaTjvX5UsqrMOSnOqomL5UB0HJLVTIM6Ofimnxb9Sr4wRrmFieginDBDgoQlqQhDl/nKaRhmzTxeHzAM0kDPAUrlOLkR2tYAC7lrzSEcS9KExjDYlXeqDSJxYrhPx86BKxagSqBEhYroEqgBFQBUtUjBFNYrPCxZg0XRLkVaobgCaBiP4jP1QRf4JWk8VXVh/fy23+5cuXKlStXXxWdQ1XdKCsbOqWg8iHyHYRSQAUUsU94AkaoEC9Fa1QXmErisGAFy5R8QCr6CVCFJRYSqSMuwBIAIKXDPFwAUawuaWI4EJBsO/wADEykTkESKsATbwpKHgegIMKakbYLoAbAhPyBHd/nPIBCAgv+1l8CU8wTqxYo8ZHh2vHTrX4yQ32zBFXtVqdtLFa1igOomG8VhvsEULoXDB3GfV8eQXkBUdUMmyVQBcREmHMwok4BpQJUaR9Iog64XuJURkAnQhVxAE/XYTulAZQYvqsL4eWCpnKsdsqbuCpBURerVLxnhDmMqTwMz+l4hyo/Hulc1CGWKupr0DRj8noc3guWKUHVyPYwFDhypuAogFYF4JXEO0A5PIVtrFQVw2a6lQoAC/7MHKpy5cqVK9eyUXRz1tjYShpGB5hKgVUZYJVYrvyV9BRo9aQlQZXHOVAlMIUPREWoikCUUuygg/WphzTATE/qKR748O0EkIrTeZg6em0HWAq+L/bpPuBEeAJODk9IUOA+Q3wCISlMRGe5hOlWN2mm1fsk9HZrBKjGz/B1pqJ1yiejK68aLDYCDYcqlc2hSuEOWoIqLEXAVLAiAUzyIzBGwKlNQ5XKK4ihPoJFaVwhzn1giOshnnwUxjl8grnDkdoAxyf3AwsVw3jMrSI/fA9XfuRJfqWVLAQahg0J9zQM/ZEH5dH1lCmetwKBK6xU5QorHxwmpANIDlUjgCksVQCVJN+hKol3PwKW4gGsyuHt7mPdqvCPK+dQlStXrly5lpGim7PmJlbSOMbKh02T1KlJBbBK4Cq8RRXX+wGuorpDVbEiVLkEGuGNQHXqAgEmt8dJ6L4EA506+y72e4CmorBewRVShx3eHhT0+H4yBIXvnTxhSbzK6iCV+GGOl8JJr2MdnJJ0QZP9bT5/e1HX7Z+1UZ1WY30CpiYIpiZLAqmGaYKpidoeN8Nqhk+zWtKpPn1COsN+yisO/wFbQEsNc45URgArzJNKoIhhN6UDZICVAExYllTXHgdcJRPVEyjyNABXAmXkAzh5HQA8bukijnPoPisN1+ero+v88XyVzbq/DP/5JHSBF8DE0J9DE2FKz1IHnrfuscpRVsOyDYJ4HVder/um9MBUmfIu03HI50m16rrxsVg5QHWFKiCKbSDKoQp4UpoKhZdj6XI/xANVFSPy4b9cuXLlyrWMFN3cNTcVVKmDG0HHE1Sujr4LWBXBVUG+H0CrfIg60SKgKkCVOuQywUYnYKlTFqg4VCXqXDiUDhkJAui8E2DKUoCrADkFP4GeAEwSMKTz4wMKYShuiocFX7CCD7RgASKdyoiFKXyiRmEOSkpD3uRHOPvKo7DYJhYl1Uk16y0BSSMCTNUInAJQ8VafNGmGNUxQ2Kg2H+6rUh3WDNUxyo/hQcR2re4B8FKjvIAg/1Yg1+tgo3pxC5Hq1OcraZ+hOuBF8b48AmGCFyxX/maewiuAGIefcDwwVVbDZHZdCwAEeBGHhUrX6kN7qh/ShHDljzzPcI7wWRomuo9yS5RbpSpGODSxnhVhPqeK4xk+BLI4r+LLtF+qcmOpwmLlb/QBY5ybsmCxUhiT1N3qBFAlUIUFKqhd0CR4Gil4wlKFD4SNDJaqSuKxbOVzqnLlypUr17JSdHPW3sxKmsdZuTr4CoFA0DQHK5dbrqICYDlIOViltgUCWZar8NmQIglKmFMVLVZpFRYNxU8gK24XQMuhKfoJRCnfYEkKsBNgKqgTlogLEIUCOClOYOPfoUt8wj1O5QeegvVJYfEYth1+JNWLa7gACZAaydwoSUBVC1Ax3DdFMCW5pWrsDKsfM0OwJKhS+mrlUatjfb6VfGCKoT7CwrDfVAcZBx6AyaFG9QEwMfxWPdKH68oBH0GKz4lymFLdCXQcoIAajmUek9IQ5sN2WJp0nFuaOBbwAphIQxhWKAEQfoQqPz/HuxVMcanjOdZhDkDDwlUtYFKegBdDgSWVAi4dV6pz+1wqgA2oUrlKOV7X4+UHvLCwNeMrb2ALsGICOsN8rsRaFeEpDVHJfkjTrnY8A+VQlStXrly5lo2im7P25oIqdbYMn4yUCharBLDUuQfAahNQYcESXDlQKcz9TsVhQbdcJdtlApFOoGKbMHWU2g9S54lFCVgqwBUdapT2E0WockWYwtcxDk3kU4Aq+Qk8RUtU+IZcgKIAUWwncCQ5VNGB61pQ2E/SYYliW9eNRaoAU4llqsaBCuvUDKsVNPlcqQkzrWFyuzVMElBNZKkEaRRWqulugarFV53Wj5HPx491fJ3EXCmGBIEpnzcF3DAsBtQAOA5MI+ULWCpHeDiWI19Hqm6sf7OPsEIc1iSFu7BoCWJ8mYQm5V2wIoV5UG7ZclAC2EarjnXfkmPcIsX5OZ75UgCTW6PGBEuVVKpjsFYBWWFoUPfbfd2TBoBN5dN+iY4r4RjgbJDaFVDHubGmcW4gEMgC6ljTalCwWvmaU2HiecoiNd0nsRfgCuhinzRYqRRWni+pkCtXrly5lpWim7euoAqLEZ2QhO+AFRUtWIKqCsEVAqzCooqCKUArgaqC5Urw4QsxomSyuw8HRqgCeCT2o+9DPg5IEbKAJraTjpV90gNNrk6AcjBza1SAKc9X0OSTndVhO0ABVCpXBW+YsW6RygYg+ZwdB6i4H8DJP5/CvvsAVNgPK38HkGJphCrVR7XqxoEKC9WYBJ6mzHKgqp82y+qBKkEWFqo6QVfdOIGXgKpR4YBUg+CrVlDlk9WVJ2AD5Lk1iXqR79YprDgAD/ABMAmGSoEjAYjDjoDFLVJVWLF0T91iJV/H+BIIQBHbCsNy5BYnYIy8dXwBmJSnW7PIG7BRONYkB6vaxKJEOXQPfL4VFjOHqGDtIm/OU1I2zEorRlpp+XCdR/mrXA7IAtsyyqN7CoQ5iFEuhvs4L9cpACvX/fU243ClewdcDZ3u7QuA8rf6aKNqiwwD+grscTiQeVcSVipAK4eqXLly5cq1zBTd3HU/7Z+gqRgtqEKjkDosdVblWK5GqaNTx+9KwVXntsLVqWHF6lx4sVPRehWsVgIFYIdvs9FZdlGnJQsLVrBECZiAKqDJw4CooAKQqYP29a4SSxQglfZ9nk4ioChYooLvkCS/Sp05fowP35vD1/HyC8cCVxyDCmDVZtUOU1imWLyzQyDVYY0zZjtQNWobS1XjZEGW/IZJCps6y2qUvlHQxdt9WKeqBLYAlE8aF6AwibwAN1iTAI3aZEHOOoFPxfBgjaoYEcKx+gAtbBMm2AlxwXIFBJUzSRxQqhNcAVVYvPi+n/IJ8VikAmj5m32J79Yxhud0nEOcyhLPGy1VJYAR8FWvPJWWCeoOaYCXYKtUZfMhQB2H3EKl+0laT0N5ASwAkg8kK44hwTJADqDWPXG4StoOb/rxIWWHKxYNHaZ268OD8oEqHwrUtnyGCMt68+2/XLly5cqVqz+Kbt56W1gJQ2dj9A9fMFUxGpBKJKhiAnu5oCFMZFeYv54efNcwxbnVShJssEaQ+w5Z6gAFJMFyxfBg8P2TInSOCfyENAF20hAU0iXghO/CMgUwKU0CTQ5QHBP9qOL4DDlEpaW0+H4s264Q5xAFTKkuAKmacTOtdrxAacosa2rrsObpHTaofbY1Sa1Sg8JaZsoXTDUBW0xQH8O3/FSHAijmTwEmrDcV50r5XChBShXDboKQONEcgAJs3KIDuFQpzq1K+MGCFaAoTBr3uVFYs4AxwoEX5eGgBjhVyk/y9vlU5A1EKU9fCoG8gbEk3K1VwBjQk1i4fGhPefuQHlAEYCn/kvJh2h4VwItzUrZkflSwZk2wEp3D0wCCyo8J6w5Xvq28OB8wpXovxZKG1ZIhRAGUW7B0T8qAbKCK++WWq0S+RhXttd3bJdarssH5t/9y5cqVK9cyUnQLN9vGStTJV02eYxXjZlmF4KrSrVWCLIYEGUJJDQmWC6Q6hwe1XYCrtmQycVCELCwM7hPvc2BmWOXomVal81SP77DqCR1WM2m21aLJQXX4kxRHvMpUNUbpdUylQMZX01ZewXKEr3wHB7+y4Adg6qYIV/IdtLBuYfUAnARqBanDxgKFagSXNTp/rQCqftIsq5+I9Wm2W6BaBUzA09BZs21wxxwb1DHbBs3osEYAS/FMVq+f2G5VQyb7nCn//l+TAJYhMMFJsEaNLLyFBxD5EJ0P301yi5MPxzn4CDKUxofWBByAi1uKKoZ7eLBUMew22ofb3EKlNMAPcEQebJPeLUdKA2iVVgWrkadPoMpBLbFUAWCc28EIC5XnpfNyDsqj8/rSCJRbPtZELE7Mj6KspeUjVNbhwUJF2QVmPk9L10o9l3oeSkc5gTXFx7lUpQKyUiBRebEgqEMW+eOz78AtuAJKaWe6/766OlCFP2KWlWG9Aq6G5JaqXLly5cq1jBTdSltvZxVtM61x9kJrnDXf6mbMt+qpc61ywmyrGtfhkOVDgglYBWmbN6oAK/nBahW3JcBJxwBP1crDwWnKbKuZNsfqps+z+pnzrKF9rp+vsWO+NUnRR80d8+TPC/6seUonteuY6XNcteQ1WXmOn2XVwBnnUll8gUjALYGtYHnqlM/JUUeMT4ccoSoM57X5d+Zqx7VbzViWQOhwAUgNMwRRM+ZYS/sca3aImmOtgqhhgiigapDgiqE85lDVjphqvCHIsB5WHpYkABqwTDEp3C1SgIK2AZfSyuGCLAAmWIwCVAULFQAU5zi5pUnwQzosWgCL54M1SHHMnwKCHIAijOErzoELCxPbOo75Sj6JPSkHcBSGCZnQDnABbEpL3gBUMqzoVidACwtVUl7y9nlTCUAR7+UFypRHZYugR7CF5SnAYIArhzGuUWGALvO63ELFECXWOupE18C9Yh/I8jWsBE5YqHwoWWFx2QW3auqe+/CygKqUezx0hu8DYGVDcktVrly5cuVaRopu+S23s1I+6Cuoapm7QFpozXMWWLP2G2YtEGTNs1pBVs2kOVY5XqAlVTpszbLKsRK+9ivHd1jVpNlWDfAofb3grH6mYAlwkppmy5+DFgjgFoT9BKZQQ8oPkCWomh3gqkU+apUGpbabZ80V5My1puk637TZVse5Jwq2BEbVYwR0gi3WMuLbccCW+8MFT/gjpluNoK92bLvVTZhlDVNnW73UOHOug1uzAKpRcpACoqRBUsssQZRACshqnDLLLVlMOgc4AKjyGgBIoOBwlIATcARkCJZY+RwFcCJOcONxCVQ5qHRClQ/xCUIcmAAWwAf4cPDBZxJ4ABm3SGH5wYoU49hPIIZtByUsVVi4ALAkb4+rTIBNab1MAjGG/By0OC9WMB2PJQ3Lk68vBZAJ0niT0OHLoWyE0o0ME9WVtx8LIAFjWKoEPGH+1Bh/A9AtUuTD8B4QCtAxxOkwpWPwGT7WOSpaBWlK5/P1ACsgCrASNANTPs9q+EyFyx+GD1wBVbmlKleuXLlyLSNFt3CLz1jJpJlW07HQahEWK4FPAKwFNmTeAhskv5UwB54FVt8u+JHw69gWNDkMCZYcyEibqFkgFQGqrj1YqQC1eqlu2lyrExABbXVt0tQ5HlaPRQspjLh60mi/AeARzDQJpFpmBagaPAfAmivYmut+SwdxAbaalb5RgNTYNsehq+B72GxrniEgm0l+Aicd18hx8pvkkwfnadU+eQFXDUw6nyJoE0RVD5cYdhK8sHgmEAEkAUQOVcw/EjAEqBoRhtM8TlBRACfFCXwqGhQnoIkA43OhoqUKOBOUcIxbk4C2BiaKC4oS4PLhPweuYLUCakjvc5oAJ4BKcpgir2QYz88V45SHp9c5GK5z4AGggB/S1OiaKK+2o+9zopRfaSVQpzLUsAbWZLdIOTj56ukKV1rPM5lD5cCEFQurE2XgGnXtgFYJcAU8DWqzUsrerHOx2CtwRPhgARLWK4AKnzl6QJNgi8U//UWHYTOsVPHs4xNfnk9Uz5UrV65cy0rRLbeloIrFKecsJ6iSZi8XtuU3zgnWq1ZpqOBq+Lz5ib/AhrENdM2dL+iSBE+AVzNWKIEX0IXc0tWWWLsmz7FaNLHD51DVjE/8ccGvHTvL6iYGv15xNfKxJNUyfDiapQlmWzVpJssfr/0pvGEn2BEsAUBNgqjWjnkCq3k2WIDVKSxcc22INEiQRBiwNFgCwhycEnk+CEuU8m3AAjZO9TO+3VgEtJq5YgIBwMSBRyCAVcctTsCGwwrzn4AZAQxwBDh5nABIxzoc6TgHLsVVNgpEiGNOUoQo0gNVHA9wARsM/2GNUh7MqXI4chAKUFVOOsDJ4wQuMU7lQG69qgTUJnjeEao8b7b9vJwvnN9BTXFhDlawULkVjOO5bixGngfpgmXMIYvzKtxXUmeCOnlpPww7CqwEWgBbmE8V0jBvqowJ9MqzFCDl+gWP6bf+mHMFXAFTbp0iju0hAbQqhwYLFW8CMs8qDPspjfyK/IPKuXLlypVrWSm6BZtuayXjZlj9rIVW277A6joWSstZtfx6wRUWrAasVy4Aa6G1yscKNZhtt0YF1XfMVz7KY+Z8HwLE6uST0KfMsRpgCaCaNEdQFHwHKQFTLXA1QXA1RhClfRZurBNoMXQHYFWNmimoald8u1XHuOEq8wTiWMpAxwmyaiZ1BAuXYMuhaPocByxgyy1bWJyALixS2m9JQKwJCxpwpmNqJwralE+tzunDhEOnGcsMVKnTBggY5nIQqY9wxARzwIk5SvKBqwSaHKocfAQ5SRzQU1jawI8TVMU8GSLD+iQYYbFM0ruFi/MKStzCBagojQNXtFTpfJ4nUAXMAEzAGecDipS351+IS44jP4W7JQrgApjcZ9gOyxVDgzqevKWKpikOTZ5WeZdVMhwY8uFaSMNbfp5fNQDHMKAEaFEOzqtjfV4U9aBrDFYqwlU2tqkL+UATkFXeytt/vAWo/RYBGsN6LAQqVQyZ4bBVOay94LM2mg/7AV28ESgBVpUjO3KoypUrV65cy0bRzVlrU1/8s2riHKsQwFRPmmtVApxKQRAT1tmunTrP/TBnaq7Pn6qZNs9qJguE2uZaAzA2g2HABdaQWKkatc28qkYBVoNUP32eoAV4kd82zy1S9cCWQKqOvIEYzi94YtJ5NXO1ePtOYSy2CVD5vCgAi7TarhursKFtbtWqHjLNrVoOYsyVkmpGCriYzE6YwKt6hI5hHxAbJwgjDfmNmWm8TUh6LDWsWeVDcYIWhxOsMlhbBAjERyBhEjdWGh/qA6pIi5XIQUZQ5ZAToIq36AK0AFUBdDwvpQegIlQ58Aicqlqm+nn8g8YObokVS+nCsGEoi1uxKKvy9bI4cCWWpiTOrU2KcwtT4RoU5+dSHDBE+XS+wlCkQ1JynOLdUgVcce2cX8eF4crxYWgPeALCuF7qS5Djb/IBRo0TwtypGoGT8gagSrCcUX4mwGOJYpgvgSpfToHrFmwBV6VK55YqAZZDlWAKyxTLKJQqXZg7Nc0/SeMT04fPDDClNsKyCmW8iDB6dg5VuXLlypVr2Si6jhXXs5IadZhDp1pp6yR/c6908GRfLsGXTGC18VHtVsr373jrTx0Ub1vxdh8roPOGXwVLHShNzYSwBEK9D/XNTuZHzXXLVL1AqlrxdYKyasEPsMSbe4ASMMRK5lij+DxMlfKLb/FVqTx0sFiOWBAUQOKtvbD4ZpuxHIKHqWPGp6P2ITrtszyCr30EkLSqk1ZnzluAwALQ4lBAh82Eax/OCnOjfDgPyMGSk8BKBBKHI/lupVIaIIP8SsuGOYA5OClfwMQBJLH8lAsQ3AdM3IoVoIbj3PoF0Gjfh+0U7x8yVlgNE7JZfkHQwRuEzNcCIMnf4Q/Lj64BmGIiuy/PADh5nuEchblUsexAEeWmnACTX2uAI4ciAZRfA+CkYx2+KlUHHAc8Kdy/4+fXIvBSWrdQcT6uU3Xo86OArNoAXv6WH2mUvqJJgCTAou59WJDrYi6Uylw9epYPAdIWwtpgvGigez90hsBoloMUPvOkqtTmygernY4M+z5BHZBSWj5N4zA1SvnRjsbklqpcuXLlyrWMFF3HSoKqenXyAqmSFnWkw6ZaSaNAQh1RKR00q5kLXkqbxwuysAyoIxT40GGV8e09whoVh2WAVc8BmeGkm+SdHkM2fPjWP2sjAPKwpon+rTby9tXNWShUHSlLGvCmV9VwwZz2+SQMAMVkZaxWwBGwRSePZQlw8vMl4OTA5OCktOrwWdOojGUA6PR1DJOkCwDDUBawBDghoCqBBh/KEhAEK1WAJwcDByYBikMSccBRyKOkbKgDk4OJwIFhNsDFIcrnLwloOB5I0TGdeQqqsCoBcwAQAKN8fbXxAlQJAlW3fGi5UtdTP1rwWDvG6sbOFGypToYIOgWiTGBnSLS8YZzVCVgrVb987oYPN5NvnQCYYUvqmbf8mBPln5pRGSt5q476wSLENdULNgVEnJttrodhOWDK6xCrE3Xjw3wM7+Erzof/AoA5tAGlOrd/p1H3HTCuHdOh/alWN3GO308Aqm58GNJtBLrVRhonC8gnSfKb2uZbw7R51jxzoTVNn29NHQutsX2BNc3S/gztz1xgjQpvAOKZv4d1VcdV6zw1boFV3uNyS1WuXLly5VpGis4tVbWjrLRV0DFIHSkWqyZBiDq7UnWEwFapOnM+ulw2VHClDps3rgAqhNWKMBb8BK7YZ/2gUjpQTy/g4i0s+b4ausCKYR4+IwLwBDhSPgInVkn3MCYYK42vQSRYYqJyBcNhgBP5C2J8jo06bcDJh66U3ufoYAmR70NQgJM6ewcELCiATLTWAC9M+saSBBxxnMIcqhqVBkuOA5F8xbu1x0FLxwEYDk7MFxrl2wzjdQKX6kjhnh4rlsOUAArwIm2MI08sVQ5xSqO847G+FpTyrwIqKVuT4En1ijWqBsDUtVQPE5ACtIqrGQ5IjvZvDwJONcOn+aKjlYJgwqjP+vHtnrZu9HQHrapBkwOE6XoZDsVCxxBole55leDKLX7cK/kOqSx3oLIEy5PKKb+8keE6rE0qG0sf6BoqdZ+rsCwJbuuZ/zaE4dbZgqdZVj2S7yDOdgtUnfwa7dcIouoFP7VjZ3tYowCqftIcB6hmhpCl5o7lBFW8gbqcQxVqTtQ6a4G1zl5og6TBc5dzDZm3vA2S3zpPx81ZzhpmLsihKleuXLlyLRtF17HyBlbSKLBoAaomBYDCUhV9dbwOXFiohk6zEl5vB5YEQvFbfcAUccAVb2T5Z0XoZAEogIswlhnQPoAEHAFfJbWCBebMAETAEVAETLF4o+DC59PgK9zn+BCndEx69lf2gR2G6hiKE7SRr8cxP0fQwRtlcQ4PaR2eAB+ABkuK4hySqgQ+MR3ABGjJj0NxWIwiRLlfpjisMBxDPOAkYGK7pHRIOBdzkIA44oA4oE4AFYbMAlT5+bBUYQlyK5jqBVhRnA9BKo5J7A6DKlMAQp0bWFR6YCxOUPc3CVWGMJcqAKHDD+fGesQcLOoeOAKUsEwJwtw6qHPWjpjuw4tu9RqlbYFR/YQO1bf8SUAQw7SsyzXd57ExN42hV+aj8fIAQ3T1zMMbMcsBqk4ABTDVj+0Q4AmctF87qkPna3dLVfVoaeQst0zVaL9ePhDFemgt7Qt9n/l3jVPm+Zy7GsFWrfLio8nVowSAzKESmGHBZCFXrFtAO3lhBa1lGHrSXGuYMtualV/TrIU5VOXKlStXrmWj6DpWXt+H/0qaACl14IIp5laVMeQngGKoD8sVUFWqTqsEgBo8VceoMwe0BFdAlIdhxXJLlHysVYIbYIfJxXTcDkkAlcKBKJ+kLOAqAZzo5JljI9FJ+hwc3vwCJpoFY0AMkIMVirAWnQfYABgEBz6EJ1hgnSMHJ+IYzgOcADKGq3xYa0IYohNcOEABQIAHeZK/gAQ/xAFEAhQAjW3mGhHH8coL3y1aSHm4pYs0wJKHx+P4XEwEL/nEkSfpfC5WkieAlEASQ2wBqgSuOhfHMYmcslY0KE4+MOflEORhCSspGWIVWMSS8nn+pUOVf4C2cO5wvcx1KvE43SMAkPsDhAFo1K3SMDRIvVTpnvqHpwdN8aG6qqHTrUHwUyNIahD81Al2eFkACxRQ41YpgQ9DejUjBFaCIqCnfsIcj6tVuuYZC7Q9xxrlY5mqnTjH6qcKoPxYrFcCJ93/yiEz3EpZqjqqHDTdhx/LW9sK7cHvv+4hq7L7R51pM9x3LJwO5QLI4bMArt5D1aJFizK3i7W4uGKRtqd8Y1w6rDfqa/q+qr/l+l+qr2Vc2mvp6/mWhXpz7oG6zuLtntSX8/Umvyz155ioeM6lzSMrfGm0tGVCA1GuWI6e8upr+EBpcWWKWpoy9Cb/YvV0THQdq20kGBoboAqAapnkQ31utWpUB09YM0Clzl2dKtt8LLlUxwBSPkQIPAFTANcQdW4Aju8rH4b2HJIEUOrkPE6dtcMYMEU64gRebrECqsiPtZ7oTAUO/iaYOnegidfs/fV85c3nTtxSBUABJgmUxInYPnHcoQiQwNdxyRwgt/q4r87XYWOUOmcACPgQZAIqSRpfGgDrksIAKJ8/5VYg5aljyJPVw4Eh91Ue0rq1jDwFKJ3gpLIkSw040DkQqU4qRjm8YH1iNfV6Juar/PUjZliN6pm1rBqYvC0IqhZAEEbaauaUqSwMw1EOt4ilFuP066hVWBnnU/1w/So36TinD41SZ0CK5B91xjKo+mZIkfDaoW1W7WWbYA28jan6Zc4WQ3m1Kl+Try3WYc0CrEaG7fClZkFS01T5MxdYM3OikuE8IAsrWIPgihcTfOkKlklQvpUMFavOWDbBl1pQvVW0qG3oHvqCoNQ3FjfuMe0HiAKqiVNa3h6kvZTQfmhvwD9trLkIqrIc4fxYokunSx+bTlecvidFx3b6mGJXfFxPSrus+N4oy/Um7n8p1XA4ecp1xnV16eOyFF1WXFq6QUqVkvYLcUUufdxAKssRntV2io/tbZskXVrp8OjS2+lji9NFV5wmS9FlxfWk6LLiorrcM2lREl5czvS19lbR9fXYYld8fNqlw3tSdEsKKxZ1EeslatGiEFfselvGWK/9qc+o7q4zr7Rb3DmKXVaanhRdVlxPiq6n8NlrbKIOaIxDFRPSy1oFSUMEMYBTszraoQIiwRKw5RarhnHBYqVjHMC0D4RhwXILlTr5klrBgndsSsNcLMCHDlAw4JDE0B3WLSxT5EUYUAUsFTrMMCSI9cG/+0YaJkjT+QtCfN4UUETe8t0qo44XSwb5lMT5UoIXHxJTZwy8AAl8f84nVguAODZ8TkVlTY4PAKTj2QekPE6ApLQ+VFc6tBOclL/DFaBCGXxOla4NixBlAegctJSXjvN9ysvbbypLNcNrw2f6MF8zE6wFMDVD2qyVIbfmKdY0rt3qGV4TRA2aPEdw0yawmWktgpKaIdOtdfJcq2V+ktI08PFp1WMdy0QIKKq1Xav7SD61QwUvguJa5U1+DN3VK33diJn+ZmWTzlczeLo16xx1TBxXWOtUnW+oziEwqh8zy4GK7Vod3zJtrjWM6bBGlbmFoTpBVUubIAorlMCqlQnlCiesZcY8t2w1q6xYoRrGCqYEzExMd4BrmORQ5VYylYGlF8qw0GGt032KMOUWT0DZrZ1qG7QXb28AuOJoC4C5ro2hZZZZ8LbLUPXg1Lf//vvf/9oHH/zZ3nv/A3tfeu+99+1vf/+7/3DffPNN+/znP2/333+/73/zm9+0H/7wh8nPpdP9/ve/t8MOO8zeeecd+/DDDz3PYpf+oZ177rl20UUXeZ7vv/++felLX7J7773XrrjiCvvWt75lP//5z+3UU0/NzCfLvfrqq162l156KQnpnYt1gP7293/Y+6qHD/78F/f//Je/ejhl/Mc//mFHHnmkbbHFFrbNNtt4WfvjyKs/Lpbxn//6t/3tH/+0vyf6x4f/KpTxtddesy233NK23npr+9nPfpYc2bPjnh566KH2n//8JwnpdPF86F///rd9+M9/+bnx2ed86MQTT7QNNtjA6+XWW29Njl56lz4/beBvf/tbF/3rX//y8//pT3+yz372s3bPPfd4un/+859JDp3uz3/+s+23337261//OgnpdOQRz0M9/Dsl8iP+j3/8o+2xxx528MEH+zG03QsuuMC3ix1lo6187Wtfs7vuuisJ7dr2cen9H/3oR/7bWZJLH3PDDTfY4Ycfnux1ungt6J//+o/ayr/t7x9K8v/z39BO/q37993vfte22mor23///b1+euPS53/77bdtn3328d/74ly6fqlP7ltahBFHOhzPmj333NPLFMMW56jvYse1/fKXv0z2Ol0sB6Iu/v7P/9g/VEeI7f8k9/vqq6+29ddf3zbffHM78MADvZxp99hjj3mbe+WVV5KQ4N566y075JBD7MUXX0xCeudimf6rMv31b/+0v0T99UP93v5diP/FL35hn/70p2377bf3MmQ5yn/00UfbnXfe6cfQFvvijjrqKDv77LOTvZ4deUdH+jPPPNPPjWJ5o5uz1maCH3X4DlABpFhSgSFAt14pzOdR8RYaQ4AIC1VilWICus+7wmKlTo1vtJUKqnyuFVYCQRPrDPn327AY1DB8Ix8AIwwrGJYqpS8hjmFBoAaoUn6+nhFzpLDq6FwOXojOFQBSB8tQnYMQwz8K97lVghe3NJVjMdKxgBTbgh6HIIYD5fsbf4lFCSsXEOUw5NYlHe8AJABTfElpODaAk87vw2bBOubDfsAcgFaBxSoBLz+3yocFSeFltRMEOVOtQXABAOG3TBRA6bqbx3c4BGGJYjtap+oEH1WqM6ALv37MTGtkfhPwNWWOoGqm4jpskCCmbkS7DZ0poBknyBHIDJkxXxDTYcP4/mICQIP5qLUgaRBxSoelCeCpHzXLoapesNQ0brbO0eFzoxrHK0xxjYKh+lEdVq+wOu03ME9qpMonv17XUS24w1LFywRYsmol4Ie5VVihalkaQRBVo+upEZhVCQo5lvtcw3IIAm/mSvlSC7qf3k6AaqBKdczQL20mWKgETjUAd2xLAmcgDJjiOO6L6hSLaAnxg6cGqML97W9/t3U32traF6xm81ZaxybNWGhHHneSx73wwgvW3t5u1157re+vttpq9p3vfMf+8Ic/eCfFA+i9997zB8p1113ncLXhhhvazjvv7Gluvvlmu+aaa+yvf/2rH08YwLTxxhs7POE4dpVVVrFvf/vb3kEDVjw0fvWrX3mn+dBDD/kDhQcFD1E6b/KkI+WhTrpjjjnGVlxxRc+fMPK48cYb/UcOcN1999125ZVXFvIlDzrg9APgqBPPsgVrfNrW2mQnW+VT29ln9viKOqAAHHTKlA3IJD/ywpEv18M1EE6dAFzPPPOMd6rEPfnkk/6QJy3lwb/sssu8DH/5y1/s8ccft5tuusmuv/5670wefvhhz49O/tFHH/U6iGW8/o7f2lFnX20nXvRLO/68a+3cn94mAAjgSX1SB5QRsH355Ze9jigr9/HvAmXKwT7n5OHPfeWclJd7SZlIl66Xux951n5+84N27W2P2FXy73zoaQ8nHoijc+U6KOcTTzxht9xyi9czeXGdXC/3/7e//a2f44477vDOFMc9Ig3gcttttxXaEy6en/tJ2zjooIMcbACB3/zmNx73xhtvWFtbm1188cXeIdP2ODdthnypV659wYIFds4553jd0oa4ZtLQYXJP/qX7/NyLb9nTz79hz7zwpj35h9ftj3/6i5/j+eef93s/ZswYh/avfvWrdsABB/j9oby0TcpKXc+dO9e+8Y1v+G+GPwrUN3WDA2JpD7HTffrpp70uKDP1SB2QH/fn2WeftXfffdfuu+8+36cN4WgXpAE86GABJOqNNMTFTg131W/esG+e/aQdetHTdsiFT9vr74QOlvoZN26c1w/3hXJQR2xzPuqE89F+CL/88sv9d42jk+Y3fdJJJ1lHR4f97ne/8+vnXnNPP/jgA7/ftGV+r7hYHuqB+4aIo9zcv+hef/11b7+rrrpq4XlDO6X+OZZzUQ6ulWtAyy23nH3961/3/PjtUX7aFO2QeuYaKR91m66bV/70DzvhxlftpFtes5Ol4254xZ558+8eB1jwJ4G85syZY4888ojfC54ptJnbb7/dpk2b5s+ap556yu8p10s6nkuci7LyO0TUJWHUC89I7jntkGukvigX7oO/fGi7f/t623r/q+wzX7/GNt73cvvRtU94HPdmpZVW8rZHXfCs4fq5H5yLe885ePZwf7h+gHDllVf2eqFtxvvEMVwD5eY3Sz1xLziWNvWVr3zF/6Bx37ke7gv75HPVVVf5/cDRRsljnXXWsS9/+csehqOOYz3j5q69uTqnYQGqhrU5QDlcDRLQtABT6rwa6cQEH3FulUDI51a1THaLAHOn3IJFh0cnBlSRpo6OEOuB4oAvhvwETmU+rKc0WBA4JukAvQOlI2RfQBSH+hy0AB+sUx6nMgJODlUJ+LilamSwVDG8xlCbtt3SRByQJLBxGOK4ZJ4R24UhO2ArgTE+A1PKBHaHsgBZDmrAW5lgykEqnMPjHKoClHkaART5lVcHeAPisCjVCiiqBRODHIYEFdoHkNwq5aA0zWoEFs2CnQhVHAdMNbHsgOqgYSzWHgGNjh88bZ7VCaqwKrVMEvQIUoaw2Kr81mlz3WrEMBvbHAM8AUuNQBPzoARXbNePDJaouuHKW8BUq31AB3iqHjzDoap6iMqOVUwAVSkw5DjWAqsdqXgBFPeLeVXUX3nTlGTYbqwga6bum4BJ+5USlikmr2N5rGVIU3nUCLhY/gELli+NAWBhtapmbp181WkEpxKsVg5V8lVvDttK7+3K2xLtUj7tDTCnHUZLFe6vf/2bzVtxbRs6bqaNwcw2eLwd8O0jPY5OZIUVVvAHFW6jjTay4447znbZZRdbd911ba211vLOnI6UByIPPB62/Jh33313+8xnPmPrrbeeHX/88f4A5WHFPy06wvhPmx82P8y6urpCGOm33XZbB6ApU6b49uqrr2477bST//BJz7lPO+00Lwflmj9/vnfcAB3npdw/+clP7OSTT7bp06f7P3M6PcrFwzg+uGM9HHjYd23crNVt9sob27QF69n6W+7u/x55CM2bN68AavwT5CHENnDI9Xzxi190f8KECfaDH/zA/8ly/s0228x9ykSd8FD+8Y9/7A88HthnnHGGx2Ndovx0/FwjVjcehHQwdGzRXXXLQ3bgiT+1w8/4uR1yyuV28sU3OBDgeGBOnTrVH4p0PsDHmmuu6R025aQTwLJE2dinjonn4YzPfaJ+4j/V+LD/9f1P2qXX3mOX33C//UT+r+4ND3riqUuA+IgjjnCI5N4DIMAE+QAfXCfWHXzKwjl48P/0pz/1a6a8WGqwAFJf1A1gF89Ph7H33nt7uffaay+v59ge6bS4l+edd56Xf/Lkyd558LAnH+4b1/ypT33Ky4NPHBDGuaJlizp8SiD1xLOv2u+fe80ee/oVe+vdYMGh3jg3HQdtifaOhQ9LKveNPxrcczqc1tZWh6SJEyd6PfCb4Bju+6abbur3dscdd/Rros3SJtZYYw3bbbfdvHOj/fPbwkrC74w64xy09eeee86BbZNNNrHll1/erWd0enS2/NGhs0uDw8U3vma7HPs72+ekJ2yv7z1uL78VoAHLMHlybsoc2wQQQf098MADDqici3YLHFJv1AMWOtor5cOnrIi6p04BJoAN6AM80hZdzouFDXH/+P2lrT3nn3++W5mwCNMmcNwj2hBwxTODOqSugGXa+/Dhw73+Zs6c6dfzwx/+0Mv6ve99z/+QcK+IB8YjyOOe/+M/7JtXvmwHXf2KHSx97fKX7LHXgtWL+0q90+a4LsCJPw60PfKmrXLPyX+HHXbwe8r95jdLGbjmtdde29sEdcKzCMsx9UIeo0eP9ra0cOFCO+WUU/ycuD998A9ba6/Lbf72P7Lld77Upn76+3bqpQ97HPf02GOP9ftz+umn+++LunnwwQe9/fMc4bnCc5J2x3OEdjZy5Ehv95SFMnNPsCrF5/DnPvc5/w3zu6WsXAt/XoAy6o42yrONZwm/VZ4bPEfpFzgP18Yzh/YXHWWNbRA3b90t9E9+jC/6WTZCGjzFyodN81XWmbTOfkmjOi+AC6uSOr4wt2p8MrdKcUwIFhz5XCk6NJ+crg4Oi4L8YJGaFCxPbknAKiVAAZLoELEk0DlWJ+CExUnwE0BJYQIoX0gSgAJwABoE0ChtCQCjczHkx/APcYCZr5kk4KITd2jCWqV8AB8mq0cA8rwZsiMvtzSNUFgSByyl45SPQ5gP9RGn8zGnqlx54DM06JPBKdsYn4uENQogaWZoTCADpAS/TUBUDFVtVhMtVQIIAKpO94UFPwcJnACuQbzRxrwkgc6QmfMcUAa1AUuzfAmDZoBtZLs1JdanBtIqP4b1GpksrvTNE5WXg1SYWF47jLDZvvxBA/vM5RqqbSBJgNTg5Z3mIAd8YU3ibT/eKGQSe83wAECVujYAsoy5Ws1qH6q3CoV5W9B9qASQVHfVQ2aqXYS1yHz5BdVFLbDWOs3fEGRouIo0wJRgyYcDdf/ZdpjyuVS6z8qDsvB2KeuqFebnAd6EA19AfjFULb/a+jZaFTVp5nLWOnKqHXToMR7Hj4cHDHCD48cIyPCw5YfMg40HNA9nHu78e+GBetZZZ3kniRmdeNLzMOWhw4P/C1/4QmE4hX+BPISI40HBw49/wvxgOS8/ZvKNIEJ4jONcPOh54JMHnStWCdwll1ziD4DY+fGPnLzoNLA8Yf3AxXo4+MiTbMq8ddxaNWvFjWyTbT/nZeGfO3l+//vf93+dPGg4P3nMnj3bOzeuk+vnAYTbd999/UGEdYJjsQQBFHQc1ANxWDPouOh4+ffKw5J/ojwwY4dFOlwEjGt+9bAdfPJlbq067PQr7bRLbkqgKgzr8DDkYQl0Ap8MR2C14lzUFx08dUanzLkoN8fMmjXLOwnS08Gm3R0PPGU//eW9duVND9jP5P/6vmC1oEy77rqr1wd1zQOehzPXhwOkGAYjb+4d18k94N6fcMIJXj7qFEc5ADs6KSCZf93RAU6Umc6UuqZdYRmIcdxT9ul0gAEcdUjdUfecj7aBhYc2CxCgCy+80NNSd9QhViqACivV48+8am+noIp7Qf1xHdttt523Xa41giCdE//m470kf4CHeqEtUK8zZszwuiUNAMNx/JboAPl9cDxAwXXyB4K2RLvFUkCd0GnSyQPZtCM6Te4ZZaAdFVuqLrj+VdvuiN/a7ic8brse/5i9mFhiaCdYA/ndjB07tnB+/izQRgESrpPfB38SABzuITDKtXMcFhY6aI7nnnH/SAcs0XaJpw7owKMDqgBeYAqLDc8MrGE4ysR10C65dkAdCyVtmToBbPh9cU9pc0A5x0RI5lz8fnCE8fzgmQEQUnf8Xkkf3XNv/8O+/LMX7RtXviS4esn2++kL9ttXgjWdYykDIES+tGGADsji3lEmnlX8gaM9Iu4vMMW1c28pA38w+VPHfcKn/PyB5NpoG9QzeUXYe1dQteJuP7O2rS6xWdv9yEZvdKGd+MOHPI6y80cDaxH3gntDm+OagSXAGIsdQ8n89rEysQ2ERkddUOeUl7LgA2TAURx+jlBFGyM9bZQ/CdQ5dc/vl9/ppZde6nWE477zLImuGKqW22gbKx3RZg1t861aHW795PAmFqtWs4gi1ivgCfm8KSxV8tku0TYTgbFUMcRSQifmkERnJyBJrFE+JINFijjBDjDlcSnLUwhLhm6wRAgofCiPzlgdt1uxHLgUx5BdAl0OakAR5wayqgQ/wE0ZYCSAYh6TIMiH7hjCw6qkzpg8ACafzA1sCYr8rUCsUYBSAkwehzWLtMTpnA5jDOe5pUoApX1f6oAw7bOeFBPNGZYDagbzOZ6hM61R201jguWHuUc1WH2UxqFKsABIYckinKG7qtYwvMcxgNVQAEpxWLkaBU+1I9o9XY3gA8tUg0CK89QxgVz51ug8dcNnCmCmO8DVClbIkzQAE1Yj8qgU5FKmOobnBCm1KidLKjA8yfwpAJdhOtbvIozhuy4AVav7V6/7p2svZ7V0xXlYs+5llYC9JZl0LlW2hmMrBk3XPRDA6z5XqTw+PCjIY/iP4ULmfDE86G8g6r7zxl9pLbDOUKDaAMDs1iuJ9hHbDnBFmwOuaW/M+6tTW4tv/+H+8pe/2rSOFa120DhrEVCVVA22L38jAAcPR35UdAz8IHmo8MPmHws/ZDoqHsSY2fm3yMOPHzcPXx6SPJT4N4YVAzM1EMJDnB8mHQGOzoCOkX+Z/IijJYBtHtLkywOMHzn/8ni48bDmnzn/+Ph3RoeAVYLOlIcW/854YBFOZ0temN+BC0zflC3+G4718JVvHW2DJiy0yXPXttHTV7HVN9heQBUexOSDtYCOlY6Of3d0iDxEeQjTqfMAo55wdMJAF50HlhksFTz8yAcIoXOlvJQBUAREsEzwoKM8nKu6urowLyeW8fIb77evHPNDO0hg9c0TLrXjz79WD9xgqQIYsKDx8AN+eUBi1eDhzUMeiOAhyr9uOgXKyv3kvowfP947A+4dD9C0u/WeJ+wHV93p1qpL5N98V5jPQZm4ZjodHB0k4MA9Y84NFkbuMddJmbjH1AOAxD2hI+Le8YCmnNQL0MfxcVgOB1QAYJyL9kTd0JHGODp+OmtAg/tBG6Sj4B5hpcA6QBloo7Rn2hCWSyAGx3mAqt8/GyxUANVvn3zZ3nznA48HiDk3Fj3uf0lJiXdq3GPKD7QDz4AKnRVtkvNhiaOtU5+0bYABmKTDAxjo/LhnWKfoeJljSIcJBNJWKDftlo6MfTppykF68mSbPz38FoBH6gAX28pJlz1na3z5N7bxgffYht+8x557LUADIMafD/Lj90h9c99pC1g0+I3QPvnDRDwWTX5PAAFtmt8210G75Trp3PktkC+/P2ArWp8j6OD48wRkUhd0+LRHrG84QJT6wee3zm+edkFnTx3wPJg0aZKDDr9r2jbXCczRnmhrEeC4Dn5nwBjtnt8Cv/f03KgnX/+rbX/OY7brBU/YbtI2Z/3OHng+3G+G/7iPgBv5M7UAMAMcOAflpp3z26SNcT/4ndMGsCTxJ4W2wXOKuuKPHfVKXfIboX6pe55zPFsjVL3z3t9s0mYXWPMaZ9iQdc6y0oUn2aHn3O1xDPdRlzy7KAv1zR9X6oznBgDOuak7fmfUHc+kNsEgw5K0VyxK3B/+ENCeeG7xOwLUASkcvy9+q1gMqQPaGXXIM4/7TP60NZ5X+LQjnuWLg6qVNt3WSkerQ53KN/nmWz3rAkmNk+db45T5VjOetX7mC7Dm+ErpDlqD1MkNnpoMDapT440/3gbEKqUOjiE/t1S5xWqag5NbEXzYjmFDdYh0gslwDXOuXMAXkFQFJAnKBEE+zCYBSICU+8ARFiO2mRsl2CGMbV/dPAEvf/tP2wwv0ZGXsqo5SwlgqcIaheUJYGJpAcrGuciTYT+lKVij1Hl7WAJtIU7l0/H+tp7AAABjcnej4COAz1xrwgoE+PB2nICGuAYBUs3Q9jApXXGEhfiZNoSJ3liapJHt830YbtjM+YKyMGSHVYp5TAwDtnC88mkc02H1yqd60AyPq26dHsBKgFTZNM3jqlqnCdqmeVlYjqFWEMbwXaW2awRfWI6qdJwv36DrYriOugjQgwVRANUSLFFugWpUfQqgKrBEAVV1k5TfNIcpfFaP541DrFJl1eNCGMtAAFUqp98nlacMAFN+lUPaBUECNoEeQ4RYrxh6rAQG5QNQ/lag7oNbvYApoIo2A3jTnoBzwZTDukDKgV1xDmFYQlsSqKJD+fDDf9qJp5xlhxxxnB1+zIk+9Hft9TcXOjWGJej8ecjz4MdhheAByAOEhyQdM503D1M6TiwGDJfxUIz/kMiPjo18eEDw0CaMOQKAFyZ+hq3oWDmWBy8dGj9+Ok8Ajg6VDoiOh46YDpROnQcUD2w6Kx4mnINwhnfoCDFt0wGRNzDGv34ehJw/1sO1N95mRxx/hn331PPt2O+dY+de9BOfNxPrgWsmX66NDox5DjxwuT4etNQNZYzXyTblo9PloUgHC7hQFxzDsAYQxLXTcQKrHIej3gCfODwVy/jYM6/Ytb9+xG6883c+v+r2+59UGcMEW84FKFE+rpFz0DnxcGd4lrlEPIAJ56HMv2UezAzL0nFSPzx0KQP5RT330pv28BP6J//kS+4/++IbHk6Z6CzIh33uPW2AcrBPB8S5yJvhmlgPQAXXSidLeSkTx/DgJz3tiX/m8fyAEOfBqsV95D7QVohjbhT5Y5WgjdAuOBfXQV6AG9tcL20UB6BF+I3noA7fEkS98cf37U3p9bffs7/89R8eh9WM82IVw1pAW6P80RKCOCeONgu0cl7KiPWCMK6Hjoq03G/qijZDx8zvgPZIh8swCmk4Hx0e1w2gcp+Ip+PmfvKHhjbIfaVDZfiVPClvbCt3PKrjrnrOLrjuedc7739YuF6glnwAPxy/BUCJPGiX0RJIGeM1xrk8dLr8tmjH1C0dKvHUCWWkbPw2gFz+yMRzEoaVGIsmom6oW+LY5/dB2XFcN2XASkh7BlyoU8S5gAuO4znBvaQOqBvCaHfE8ywhLWWlTcffMnrrgw/tR3e/aj+59zX7qXTJXa/Yy++EIWfuCe0oPqdwlCXWA5Y22jLl549AepiZdsafRMpCuYBVoJXr474D3jyDaBuEc5+BKs7717//046/+D6B1F12xHl324Gn3WE33/dioczcb8rEs4F6wmpOffC75bdBmWif+IAUz0LuJefAusg18SeHZyoQxbVQVxxLWTgHz1DaAmmIJz3PNdonIMhvjPJj/SaMPAFYnmOxnJQt3kfcCoKqklHTHaSaps236vFzBFG8rTXXaphrM1mQNWlegKuJ0tT5/l21OkEW3+/DElAxTB1uY7BUMX8FSxVAhfXK51hVC1SAJeZfxTB1fh5WLV9AQ0cZOsbJDkzuC7xKGbprxKKVrLSuczARuoYhMe37kNb42f4mGhOxeTuNIa1WXYO/lQa0AIo+BNdmdcOnm38uBeuYgIjPpTgoAVdlIwQOKp86fcCLtZx8TpVgwS1VKp+vH6XyYQnCuoQFiHP5cBuTxXV+5iG1qiwAFHOVWibOEdDMcljCGkWZBk0TKGl78OQ5NpQVw1XXozoW2NCpczxs9Oz5DlvDps+zoYIthg6HanuQ8iJvwphMPmiSpPQNo3XNk+YIspg0rnNh9RJ0US8M9zHcxjbwBMC5pUpQ46DFMNyg6YpjCYVJVgNUCYr4Rl/8Tl+Fw5AARvDjMJVAFXHlCicdYcAT9QaU+Sr4qtsKwVmYHydQ0zl8+A4QVd2X6PhKH+YTiCkO6GIOHYuI8tZfra6LBWKrVU7eAvW0WKZ0vA8FAlVYOQXTYa002l0IY8jR2xiW0/SSCvwQslzxjyO6rLDeuIHIi06Hf1b8E+Rhm/732R8Xr7GnciwurifX1/TFjg6Y64sm+awHVdr1FAd8xn+gfXUxz96eszhdT8f11sX8F5dPf84BQPIPnM4Yt9jzJPXeW9ef8gy0W+z19PB6fnbapbue9DMlnnNxz5noYlvvjctKt7hjiYuiLrq77HP3VG4sc8x5BJ6wOMWXJ/rqYpkWVz/F5eop7dK4rGvvi4vlLC6vD/+NmWEtMxY4MLEAY8t0bQuk6tRJs8p19bg5Vj+R1a2xXAkQJsy1JqUlvFoA0yTw4mO2FXR8vBGIlYqOD6vUIHV4WKDUIfqEYYZmHL6wHqgTxBoFQNUJYAjTcQw3MfzDxORqwQuQwpBTs0APQGrR+YbOXGBDZi30t9uGzV5owzsWetjwOdpuX+Bvu41UOG/CETZsltIrfoTCWgWPQ9rmBwAaOdMaWX17lCBJ56z3idPTwvIDQ6c5fDE85/OJVIYWAUyNLzMwR9uCNoHK0BmqG4BJoMlwXJ3AplXw45PBxwI9AigASMcyLwor1QiVh/0hAr+RgikAaWi7oCmxcPkQ36gOa9HxLQIkLFoAFfAFYGG9AtIGT2Y75Dl0mo7X+dkeomvj3JSJY4A7tmuHB+gC+JjnBWhVDw7WLaxpFQ0CLcEYoAV0+VIHgiRgpwwLVAMT0BXmFkBBGIuH1k1wWANIsTT5mlmCYIb4fBhQ+USLV4UP4+k+6zjmXIUlM9RelIdPbtcxAHbVMN4cnBosVsME0ILWKgBQ7YE5fLQZoAtwd2sUAAVIefuaoHanvBPQ8mUVGid0QtXHRTxI+CfGMAz/xLBg4LLSfpzFP1f+fXJ9WfG9FRYOrEFZcf9/FS8dMF+Ef9pZ8bly9VY8j/idYpnHms9+Vrr/vyo6hv+qJrfb4I7lrGUm305b3gbPXs6GaH/YnOVtyJzlbFC74ETQMogP2ApIBvNhW/l8BqSlTUCQwFbj1AUeVqlOmxW0+TwNk9rDkKDACWtFss3wDcOFWCGq1NHTcdar82eSNCtvDxLMYQHCigMwDUs0QuVBABIwNUwA1SqYGIKfWKcGC5h4661FZWkFUrDuyAdYeFtucNs8G6Z8Ryi/wQIi8huq4wfrmkYIwHwpAoElYcx9GiHoIV+AaqhgCMvY4OnkLehUeYdgdZKPRYo0ABYgRT4M0wFdbA8W6AwDoHQ8w3qsMdUEdLUJ7lQHjaOxKgkgB8+0ekFFdesMqx3SLrib6cN79YrD+gT0+Bt6ShPnabEPdLVQDuVPmYCoQaoDygKouSVLPiINw4+kYZmEOkEX11A1SOce2eEwxZwrhiqZL4Wli8/jVGi7yq1WDAkKqhoEz1gRmwU2VVjyBMOEOSwJsAVSpPG5VsyvYkgQgGoQtJEPFjGdy9/sE2j5m34AGcN8gJMAt1IgxaeLasfMtkqBX43qiWFlwn1ImZXWk2FlVlR3CykT1LGYKsyHqBvGf/ygChW7rDSfBEWXFddbRZcV9/9Xpf/hZ8XnytVbFVuLcqjqquhW23p7q23rcHgaMnt5GzZvBRuq7eGCqxHaHjZ3ORu1YAVpeRs5fwUbPX95G6d94kbOW95GS1iMhgnEgLBBAi72h2q/VeAzaMZCaxWgNAtYfEXtqfMcgjxM8ONwBLQJYEYmwDSSc0ujOLd8wAmwIm2TwADg4o02viHHEgH+vTl1tFhmeGOsQZ1vrcKqBCQsNFktMOBNNwCIN+WAIrciASAOPwIkQQhQhuVrkMrI/KahOg+g5FAkWEKDVHagCCsXcViFgDV8oAVwIpz4oe06XtAyRD7DfViYfLkDQEjpsXLVAE0qE3OWAKfKFhbE1HYrazoxJDfDqhRW0ST4VFghXtBBeI0giDlS1fLrBFmonqFGgRNDgrFczNVy0FN52MaSxjBkEzCsOmoYHaCwbkRYo4o46o08gCfgqmrwdKtomKLwmQXrlA8Fsj243Yf9GE51C1QcMmT+k2A6AFYykV1hJVirsFQyJCh4KgW4FV6ALiayC5CA7wrVEdDlliosaljXVIdVo2YLvqZZuYDL5+w1MoSo8zSOV1ibQCvAFXEldWM/nlCVK1euXLk++oputa0/YzVT1eFilZq7gg3qAIaCVQoLVYsgA6vVoBkL3B8O+AiYRgqqxiSQNVrANV6gNUYarbAJ2mcbEQ6EjVPYhIXsK62OGb+QY+JxIT15DSdvaajOB3wN1vlZBgA1T55nNer0GxiCpGMVPGDZApiAKB/KEqAwXAhkAQWAC/NxGEYEHlixG2AgffWwWZ5vNSAi4AHAyAMQASxYdgCAivDEPtuACPvAmFvBAD2VlTCsYIOmz1O+s92qBUhxDtJhafJ1nwQJWKOAo6oWwZOACmgKwCTftwmbFvaVrrJR201MJkfaFmyRroo48lC4A9ggFhUNgAWwMZcLC1gDc7sot8oToCpY17hOhyiVi2FCt1ipHrjG2pEdCWip3Nqm7IAU+8ATlia3WtWFyebMi2L+G9dTIsAqVxzWp7KG5O095k8xJMjwoCDKJ8QzRwuLl8OZjgG+GApmKK9ZxzYKtHQf+Z5fxdAZVg7YDZtuNQIqVD92jmCLDy3PdMtW+ZAZPszsH/ZumhDywGrVMC6Hqly5cuXKtWwU3Yobb2PlfPYEmJq9vLXMki+1JEN9jVPmWdP0BVavTpi5U028JSifeVdYn1pnYEFaKIBgiDBYmkbPFXwJjMbOW96tT6MEbGwDY6PnKkz+CKUfBTzNZJgtzI3CAtUyVVL+ABTABIzgY31iZe86PuI7lsnes62WbaxS6lwBAIaxgKoadfrsVzGMJkjglX3WX6pXWuYB1QsyAAPiAYgq4Es+4RwXVhAn72D94hyABxACeAFTjQrDyoV1i/jBDBUKpDi2VWDFeQE/fJY8AD4YynMoahYQYXVKQArrjIOSwxNv5fGtP96YE3g0TvE4JntjFXLQYh8A0/FYs9h2SxZhABawJrjiHAAWcFU9OACWw5HKBCwyDAg8tQr6sEhxfdQv8dHaR3y96pd9X9uKYUrVQY2gDTgkDXOhqocG0AKOOCfWq7BsggBK0OVzpbBK8dYeVine0FR6DyON8sBCVaF7QjwWKp8rpW0fCiSN9stZxkFxlQIpAKqOsoxRuxg/V2HtVqHyAGRlQwRvrOrfMsnKBWMl9TlU5cqVK1euZaToVtgwWadqkkBAamxb4GDlYl1E+c0CKECKieoNgis6sEbt145TZwz8TAhvBjZNnu/g1ax0TcprEHObBB2tAiW2GwlTXsQx4ZwJ4406bpDimYTerG0gBZBiv4k8Jaw+TXT8TJhXJ+qdP2AksAKEarBMqZNlG+sV1qxaxWE9IQ2TnX1VcIEBk9CxuPiaTQpzqPJ0CZQNm+XncLgArLQNGOEDIgAH5QYyKM/gGQsEGIoXfBAGqAEetUMEGYKcau1jQXJLEqADOAFCbmkSPAmGGBJjqYPKRm0DT4AVwNQAUMnXsW6p4thk22EKH8BimzyStA5eDlc6r8R5K7TPEB3wAwwxbwrAAqYARvd1DczxwmoFNAJMno76lJp0vfiN3Hfih4f64c1Brpl1pbA0YSFkXhXWNH9DsB6rFJasCW6xYrK6A5SgyCesC5g4jiFDX2aDpTAYysNqxZAgb/wxB08QxjbWp3JBXan2WXYBS1WNAJZ2WTN2rlWNalf8TEkw1qx85Jd8HCeq58qVK1euj4eiW36Dra1kWJt3SLzVV5uobqLgBsBqX2jNMxdaa4cgS2oEhARBrF3FsgrAVUOy3EKjjmE4BnhqGMd+GB5rBJiw7ijfFoBLPpYowApoClDFvCXeftO2jgnbitc5/A02He+WK4BOApDo3AEpth2yBEFYrZjszXaVAAKLFvOomGsFLNGhs5BlhCofHgSqBEuEA1UAhsOa0gSQALpYmmGuzydqnhasaFh/AlSEuU7ABCDB3CdgKsyJYr4UcCEY8nlSbQVACgCVWJ8AKSAogawAVYII4vHrJgVrFUNpTOgGRPABL08z2dP6dgJlQBoCqIAxBzmVuYLyCfoArBqpQeDEPKymaJkDsKhbhteIAzapy5G65mERxoAu7secALFYC5WOBUEBL/8kjeoFCx3zobBA+fAg8Mekdt4KxHrFUgpNiVUqASi3YDFJXXmxPEIpoCXIctBSGD7zrHjLNExYn2Vlg9usRmWqlnhTFetVja6hfJjqXfe2rHVKDlW5cuXKlWvZKLrl1xdUDQ1QVYsEQ6h6DP/6BRT6518jCAKmmqYtEGCFYcLmdvkSVqw4TOjWLCALgMIHtARLTcRpGwsWgIW6wJUUlkvgjbiwjz8Y2JI/iP2pAbAALSxajSpbC/AmoHILljpRAIrhILdaATsRqgQMwBAA5J2+On/CfNhPAMGcKrfKAA8JkPn8LMVTLrdsCaxaBFOAGENfCFACrAJUBVBhLpSDlWDCASqCVDJk58sGAD0OQAlIYWlyOAKeBEsMlzEXqUbgwbaAqqxWPmkk3sYrHM8xDlDB79zGqhWhKjVUiPWIMmK9wnI2SNemesKyBlg5RGGNUl35EKjqh22sUkBWjfwqgRXgRP3Wqf4jVDlgEqZthluZM0UdOiQKgsJ8K9WDwn14ENBKJqmXMeeqjvWleHtQACUxJ6sE0BocJq0XYKppkkMYyyaUtqhOBFVMRmcZBiay8+YpbZe11fiDUK1yVY+bnUNVrly5cuVaNopuuU9tZSVDpgaQEkAhhlCqBSmIf/xViQWAt62Id/gS6DTNEGQxoTwZLmxtX+giHJ9FRJn0zppWQBdv/DFkyHwsrFhYuFoEZFi3fL4WwpoFTMln2NAtVkCVgIa5TEPbwlIEhA8WaDHx2ieMM/ymzrNBeQFFQFWtOn+gq0agwPAUYZXAA1A1MrFKYWERTPiwltKyzfFY2BgW5O1CQA1QIg+G0wAoQKpccMJwnw9zCVwYXvMhOiAG65QPw2lbUOVWpiZBjXy3IGkbQAKUfK0nJnazDhTwhFWKOLdIYXXiOHwgSXky54ptLFgFa1aAMhfxwJRbrSRgKkIV5XK4otx8joZhQQGm4KpGdVOnOgGyqKNopQIwHTQFWPjVAiufs6Z0ABX7qH606kzHB/hS3gIq4st1/aQtE1BhhQrzpgCj6cmwnq4VWHKLlsonwMJC5ZPb61mGI6Rh/SmfiI7FSlDFxHWginOWtioP7SNgq0plYQiQBWyrdV/rJs/PoSpXrly5ci0bRbdgva2tZNBUX8izUp2PC4BKVKlOtCCBSIU6SSYJVwo+KkcoXiJdHDZkWNDnXmFRahM8yW8RCDGUCFwxuZ2FRuuVFssXa1wx/4k0dVibVA6Ox9rBHC3AKwwbzvNJ4KxB1SqIwmLlgCU4GzJ9vu+3aBsLl88NYg6W8gC0gCqgCajy4SvKq2upHT7bLVUMZWG58onwvj3bl35g9W5gAOuWW3sYOgOaWrFOsU0Y1ilARdsKD/EAy0yHKqxUYb4TgCUQw4oESDUwgVvgADg5RE128KlsSCxQTcrPt5mwPtVXOmeNKMDLAYyhNAFYWJBTUKZ8yNMhqx5YA7QALs5NGRJ5edoEhOGaHLC4FsosH2sbcFgLXGG1kxymVIfUk78gQF0C3KonhgCj1apmpNpDYsUCpioVhgULUMJihc86UoT7/Cjt+7wpQVKZtn0ldMX7UguJVYoJ7OUs3cBcquTtPl8tXWl8KLBJ9aK8ecOPIcAKlZf2THstG6x7waKhAizt51CVK1euXLmWjaKbv+6WVqJ/+YAUHVHFKEECPgBVrOHqGBNVMtSSqFydXznDPEMFEuqMXcxZUsdKfLU65UqsRVgMBEnVAJOghYnxvFUIaAFX9cCQ4IjhQ08jQPI5UliylI55UwwHMpfK15ZSHi0CLhbqHKzjfH0pbQNYPoxI3hIw5cOE8v0tQcqh6wXcgCoADPDiHAwlMlSFFcuHyhKQqmB+kIAjwhNzpQJoqb4YwktBl8MKSixVTNb2eUPaB6IYvvOVyROQciXwQ7iDktIw74gVyVH4riFQJYAivgBnygdoK8CTzo8PPCUAFfJPfMoX/QhYAqoIWQ6LurbqIYIjQAnrFZCUWKeoM4cq4EoQhahLrEXcKyxWVRJQBRQRX8nbl7QDpWGYj3isVm6VYl6VIKlyqMKwWine51qxqCcWK4YGsVQx50qg5cOIzLHikzVqcyX+mSS1PQEUc6z87b9Bypt2ymT1odOtSve7bEhbDlW5cuXKlWvZKLq56wSoqojWKAcqdUguQcQIdVi8qq5OqpyP2yJ1VgGo6LR6VpnDlvzB2h/C/owghswcxtTZ0lGr06tSZwhQAVl1AptmhgwFXQAV87HqBFx02gwbYtmKE+EbxrBaOotsBuvV4ASwWB09fIqm04LlSyUAWOSJRUyABxzwhiKdP2/xMTzoAjQEVWxHKw7Q5PABPGmfbQcp+QwFMiHcgcUBBXjB4iRIaBQUCKAAISCovAmgkbBCoXrFA0614wVPknxf3wmrVDyOielu+QLQBA8OTQp3oFI4UOX5S8ovvFEYoMthzqFL6Sif55OUwcubbEs+18qvF4uV6kHXBwxh4QvDfgztBbiqA6ocTDvDAC/SYrWqUN1VY83U8Q5dAi2sS9X4AidAiPoFqsJbfVPdUuUWKMIETaVYslrUPhVf4nOpphcsWbStEt4E5K1D2lWr6lvlKGXpBdqo2nDpkGk+dC24yqEqV65cuXItG0U3b21BFf/6RwkeBFHlbpVSx5pAVXlimSr883egigrQFMR2ewJSnSoDptRJBl8dIlIHWMpbYW5dkBjykU8nSofKZ2sAqyqdkwnvfPqGhR7dmqVwIKxeQITv0AUsCa7Cm4ICqGR4cEhb+PTMEInFRH0CvECrhTcbBVrsF6wwdPyUnSEwH/LT9Wq7aqhA04f7gC3FA1oOG7pm4MnhionUCheM+FpSDigBpgCdMvmAjS9z4GADBOmagaa6AFM+lAdAAUEOQMGKVICfCEXkxRtzSuvgxZwj9xOlhgLjdlhsU2EOZgI4fODMAU15trSpbMl5/BoEiQ6VAKWuXdddzTUDSaorhu98crqAiSHAMCSIxSplyZLPpH/isUxhiQqgxZIT7Ct/7vWw2W6RIk8fCmRYT+0DaKJN+Jt/Dk4KY6hPx7tVijYLQAmkgComqGP9Ymi6VPGEYR0tGTxV4K6yj2hfVPLf//53Ua5cuXLlyjXQik5QtaikefIiAdSiilGJ2Ha1LypXZ1SRqGz4TFe5JKhaJMBaJKBKaUY3lQ2Zvkidp3xp8PRFpb6Nj9rcLxvU5nFlrTqmNfilzfjTF1UOUxkUV6lz1k2Y4/tNk+ctqh8/Z5FAa1HT1HmLakbPXtQwYZ40d1H9mNmLmifNW9Q4bu6iQdPmL2qdMm+RoGrR8FkLFwmiFg1tX7BocNv8RQ1jZy9qlBqUR/WQWYtqhnUsEjAsEjAtqta2AGKRgGmRoGqRwGJRJduDVZaWGb6NBCCLqvAVFiVIWVTR3CZNl7RNuPY9vEnX1DBpkWBqUXn9JEl+g+q+YariOE7HNOnYRtJPUdrJiwRmSjdZx0xYVK7jOFYApmMUp7yI8zSoKcnHpXy6bSteZRK0JeUM2yE+KbOuqfN6wrYAM1yvJOAs1JHgaFGV/LqRsxcJshYJphYJqrSteh0zZ1GtwonDJ12t4gTOi6qVLtzXGV7npYNUliE6F21DbUGAtai0ZYrSqk3RTpq1rfgytVMBmNIorFF1p/SkK+N45SsAUzvtWCQA8zwrdd7SwQobrvKP6lj0/wHQYo3A3Vl6iwAAAABJRU5ErkJggg==)
Key Market Challenges
High Costs and Complex Infrastructure Development
While the European Quantum Cryptography market
holds great promise, it faces several significant challenges that must be
addressed to unlock its full potential. One of the foremost challenges is the
high costs and complex infrastructure development associated with quantum
cryptography. Implementing quantum cryptographic systems and networks requires
substantial investments in research, development, and infrastructure, posing
financial and logistical challenges for governments and businesses across
Europe. Quantum key distribution (QKD) systems, a fundamental component of
quantum cryptography, can be expensive to manufacture and deploy. The delicate
quantum components and advanced technology required for QKD systems can drive
up costs significantly. Furthermore, building and maintaining quantum
communication networks like the European Quantum Communication Infrastructure
(EuroQCI) entail substantial expenses. These networks demand the deployment of
quantum satellites, ground stations, and fiber optic connections, all of which
come with substantial price tags.
Moreover, the expertise required to design, build,
and maintain quantum cryptographic infrastructure is relatively scarce. Europe
must invest in training and education to ensure a skilled workforce capable of
handling the complexities of quantum technologies. This involves developing
specialized programs at universities and research institutions and fostering
collaboration between academia and industry to bridge the knowledge gap.
Regulatory and Standardization Complexities
Another formidable challenge facing the European
Quantum Cryptography market is the complex landscape of regulations and
standardization. Quantum cryptography introduces a paradigm shift in data
security, and as such, it raises questions about legal and regulatory
frameworks that were designed for classical cryptography. Harmonizing these
regulations and establishing coherent standards for quantum cryptographic
technologies is a multifaceted challenge. In Europe, data privacy and
protection are paramount, as exemplified by the General Data Protection
Regulation (GDPR). Quantum cryptography aligns well with these principles by
offering a high level of security and privacy. However, regulatory bodies need
to adapt to the nuances of quantum technologies to ensure that they are
appropriately governed. This includes addressing issues related to key
management, secure key distribution, and data sovereignty.
Standardization is another complex challenge. The
field of quantum cryptography encompasses various approaches and technologies,
such as QKD, quantum-resistant algorithms, and quantum-safe cryptographic
protocols. Ensuring interoperability and compatibility among these diverse
elements is essential for the seamless integration of quantum cryptographic
solutions into existing infrastructure.
The development of international standards for
quantum cryptography faces hurdles related to the rapid pace of technological
advancements and the global nature of the field. Europe must work
collaboratively with international organizations and standard-setting bodies to
establish comprehensive standards that accommodate the diverse needs of
different industries and regions. Moreover, regulatory and standardization
challenges extend to issues of export control and international cooperation.
European countries must navigate export restrictions related to quantum
technologies, striking a balance between security concerns and global
cooperation in quantum research. As quantum technologies are developed and
deployed worldwide, cooperation on regulatory matters is vital to ensure that
Europe maintains a leading role in quantum cryptography while adhering to international
norms and treaties.
Key Market Trends
Increasing Adoption of Quantum Key Distribution
(QKD) Systems
One of the prominent market trends in the European
Quantum Cryptography market is the increasing adoption of Quantum Key
Distribution (QKD) systems. QKD is a foundational component of quantum
cryptography that offers unbreakable encryption through the secure distribution
of cryptographic keys. In Europe, governments, financial institutions,
healthcare organizations, and other critical sectors are recognizing the value
of QKD systems in safeguarding their data against quantum threats. As the
quantum computing landscape evolves, classical encryption methods are becoming
vulnerable to attacks that could compromise data security. In response,
organizations across Europe are turning to QKD systems to fortify their
encryption protocols. These systems utilize the principles of quantum
mechanics, such as the no-cloning theorem and the Heisenberg uncertainty
principle, to create keys that are immune to eavesdropping attempts.
European countries are investing in the deployment
of QKD networks and infrastructure. For instance, the UK's Quantum
Communications Hub has been actively developing QKD technologies and trialing
their use in various applications, including secure communications for
government agencies. Additionally, the Netherlands, Switzerland, and Germany
are making significant strides in implementing QKD systems in sectors like
finance and healthcare. The trend toward QKD adoption is also reflected in the increasing
collaboration between research institutions, startups, and established
companies in Europe. These partnerships aim to develop cost-effective and
user-friendly QKD solutions that can be seamlessly integrated into existing
communication networks. As QKD technology matures and becomes more accessible,
it is poised to play a pivotal role in securing sensitive information across a
wide range of industries in Europe and beyond.
Emergence of Quantum-Safe Cryptographic Algorithms
Another notable trend in the European Quantum
Cryptography market is the emergence of quantum-safe cryptographic algorithms.
With the advent of quantum computers, traditional cryptographic algorithms like
RSA and ECC face the risk of being broken, necessitating the development and
implementation of new encryption methods that are resistant to quantum attacks.
Europe is at the forefront of this trend, actively pursuing the creation and
deployment of quantum-resistant cryptographic solutions. Quantum-safe
algorithms, also known as post-quantum cryptography or quantum-resistant
cryptography, are designed to withstand attacks from quantum computers.
Europe's commitment to data security and privacy, as exemplified by regulations
like the General Data Protection Regulation (GDPR), has spurred efforts to
transition to quantum-safe encryption methods. These algorithms encompass a
diverse range of mathematical approaches, including lattice-based cryptography,
code-based cryptography, and multivariate polynomial cryptography.
Research institutions, universities, and
cybersecurity firms in Europe are engaged in extensive research and development
efforts to identify and standardize quantum-safe cryptographic algorithms. The
European Telecommunications Standards Institute (ETSI) and other organizations
are actively working on the standardization of post-quantum cryptographic
techniques to ensure interoperability and compatibility across different
systems. Moreover, European governments and industries are preparing for the
quantum threat by developing quantum-safe migration strategies. This involves
assessing their existing cryptographic infrastructure and devising plans to
transition to quantum-resistant algorithms as quantum computers become more
powerful. Europe's proactive stance on quantum-safe cryptography reflects its
commitment to maintaining the security and integrity of data in an era of
evolving technological threats.
Growing Investment in Quantum Research and
Development
Europe is experiencing a surge in investment in
quantum research and development (R&D), making it a significant trend in
the European Quantum Cryptography market. Quantum technologies, including
quantum cryptography, are considered transformative and strategic for both
national security and economic competitiveness. As a result, governments,
private enterprises, and research institutions are committing substantial
resources to advance quantum capabilities. The European Union's Horizon 2020
program, for example, allocates significant funding to quantum research
projects, including those related to quantum cryptography. These funds support
a wide range of initiatives, from basic research in quantum mechanics to the
development of practical quantum cryptographic solutions. European countries
like the UK, Germany, France, and the Netherlands are also investing in quantum
research hubs and centers to nurture talent and foster innovation.
Additionally, Europe is home to several prominent
quantum research institutes and laboratories, such as the Institute for Quantum
Computing in the UK and the Max Planck Institute for Quantum Optics in Germany.
These institutions conduct cutting-edge research in quantum technologies,
including quantum cryptography, and collaborate with industry partners to
translate research findings into practical applications. The growing investment
in quantum R&D extends to the development of quantum infrastructure,
including quantum computers and quantum communication networks. Europe is
actively engaged in building quantum computers and establishing quantum testbeds
for research and experimentation. These efforts are paving the way for the
practical implementation of quantum cryptographic solutions in various
industries.
Segmental Insights
Application Insights
Based on application, the network layer encryption segment
dominated the Europe quantum cryptography market and is expected to maintain
its dominance during the forecast period. Network layer encryption, a
fundamental component of quantum cryptography, plays a pivotal role in ensuring
the security and integrity of data transmission across digital networks. With
the ever-increasing volume of sensitive information being exchanged over the
internet and various communication channels, the need for robust encryption
methods has never been more critical. Quantum cryptography at the network layer
leverages the principles of quantum mechanics to offer an unprecedented level
of security, rendering intercepted data virtually unreadable. This level of
protection is particularly attractive to governments, financial institutions,
healthcare providers, and enterprises across Europe, which are constantly under
the threat of cyberattacks and data breaches. As the European Quantum
Cryptography market continues to expand and evolve, the network layer
encryption segment is expected to remain at the forefront, underlining its
indispensable role in securing modern digital communication.
End
User Insights
Based on end user, the BFSI sector emerged as the dominant
segment in the Europe quantum
cryptography market, and it is poised to maintain its leadership position throughout the
forecast period. The BFSI sector's strategic importance
in safeguarding sensitive financial data and ensuring secure transactions has
driven its significant adoption of quantum cryptography. With quantum computing
on the horizon, traditional encryption methods used in financial transactions
and data protection face unprecedented threats. Consequently, the BFSI sector
in Europe has been at the forefront of embracing quantum cryptography to
fortify its defences against potential quantum-enabled cyberattacks. The
sector's commitment to data security, regulatory compliance, and the trust of
its customers makes quantum cryptography an indispensable asset. As the
European Quantum Cryptography market continues to evolve, the BFSI sector is
poised to maintain its leadership position, reaffirming its dedication to
maintaining the highest standards of data protection and security in the
digital age. This underscores the pivotal role of quantum cryptography in
securing the financial services sector and preserving the integrity of financial
transactions and data in Europe.
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)
Regional Insights
United Kingdom dominated the Europe quantum
cryptography market, and it is anticipated to maintain its dominance throughout
the forecast period. This ascendancy is rooted in several pivotal factors. This
dominance stems from the UK's unwavering commitment to technological
innovation, data security, and its status as a global financial hub. As the
quantum computing landscape advances and traditional encryption methods face
unprecedented vulnerabilities, the BFSI sector in the UK has been quick to
embrace quantum cryptography. Financial institutions, including banks,
insurance companies, and investment firms, are increasingly turning to quantum
encryption to safeguard digital transactions and protect sensitive financial
information. Furthermore, the UK's thriving research ecosystem, bolstered by
prestigious universities and cutting-edge research institutions, is actively
contributing to the evolution of quantum cryptography. With its strong
foundation in both industry and academia, the United Kingdom is primed to
retain its dominance, spearheading innovation, and fortifying data security not
only within its borders but also on the global stage.
Recent Developments
- In February 2023, ID Quantique, a prominent
supplier of quantum cryptography solutions, introduced the Quantis Hub, its
latest Quantum Key Distribution (QKD) system, tailored for the European market.
The Quantis Hub represents a cutting-edge QKD solution with exceptional
performance capabilities, strategically crafted to cater to the requirements of
enterprise clients and government entities throughout Europe.
- In November 2022, SES, a prominent global satellite
operator, revealed its choice of Arianespace as the launch provider for the
EAGLE-1 satellite. EAGLE-1 is a specialized Low Earth Orbit (LEO) satellite
dedicated to supporting Europe's quantum cryptography (QKD) system. The
satellite's launch, set for 2024, signifies a significant milestone in the
development and deployment of quantum cryptographic infrastructure in Europe.
- In July 2022, ID Quantique SA (IDQ), headquartered
in Geneva, and CryptoNext Security SAS, based in Paris, jointly revealed their
collaboration to introduce a robust and enduring Quantum-Safe Communication
Solution tailored for mobile device users. This innovative solution merges
CryptoNext's Quantum-Safe Messaging Application Plugin (C-QS-MS) and
Quantum-Safe Library (C-QSL) with the automated detection capabilities of ID
Quantique's QRNG Microchip, ensuring top-notch security for mobile phone
communications.
Key Market Players
- ID Quantique SA.
- QuintessenceLabs (Australia) Pty. Ltd.
- Toshiba Corporation (Japan)
- QuantumCTek Co., Ltd.
- MagiQ Technologies, Inc.
- Crypta Labs (United Kingdom)
- Qasky Europe Pte. Ltd.
- Qubitekk, Inc.
- ISARA Corporation
- Nucrypt LLC
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By Component
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By Organization Size
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By Application
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By End User
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By Country
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- Database Encryption
- Network Layer Encryption
- Application Security
- Others
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- BFSI
- IT & Telecom
- Government & Military
- Healthcare
- Others
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- United Kingdom
- Germany
- Spain
- France
- Italy
- Netherlands
- Sweden
- Austria
- Belgium
- Switzerland
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Report Scope:
In this report, the Europe quantum cryptography
market has been segmented into the following categories, in addition to the
industry trends which have also been detailed below:
- Europe Quantum Cryptography
Market, By
Component:
o Hardware
o Software
- Europe Quantum Cryptography
Market, By
Organization Size:
o SME
o Large Organization
- Europe Quantum Cryptography
Market, By
Application:
o Database Encryption
o Network Layer Encryption
o Application Security
o Others
- Europe Quantum Cryptography
Market, By
End User:
o BFSI
o IT & Telecom
o Government & Military
o Healthcare
o Others
- Europe Quantum Cryptography
Market, By Country:
o United Kingdom
o Germany
o Spain
o France
o Italy
o Netherlands
o Sweden
o Austria
o Belgium
o Switzerland
Competitive Landscape
Company Profiles: Detailed analysis of the major companies
present in the Europe Quantum Cryptography Market.
Available Customizations:
Europe Quantum Cryptography Market report with
the given market data, Tech Sci Research offers customizations according to a
company's specific needs. The following customization options are available for
the report:
Company Information
- Detailed analysis and
profiling of additional market players (up to five).
Europe Quantum Cryptography Market is an upcoming
report to be released soon. If you wish an early delivery of this report or
want to confirm the date of release, please contact us at [email protected]