Speech Transcribed 

Context of Political Giving in California

Opening

"Good afternoon, everyone. Thank you for gathering today to discuss the forces that shape our state’s political landscape. We all know that money plays a central role in modern campaigns—whether it comes from corporations, trade associations, labor unions, or individual supporters. Today I’d like to explain this scenario: Many of the donors who back governor‑candidate PACs also have personal or business connections abroad, particularly with the Chinese Communist Party?  I want us to consider how such overseas relationships influence donor motivations and, indirectly, the policy priorities they support".

Legal Framework for Contributions

"U.S. law requires every contribution to be reported under the name of the U.S. entity or individual that actually makes the payment. The public record therefore shows who gave money, but it does not reveal why they gave it or what foreign partnerships they may hold. Many of the largest California‑based corporations—technology firms, California Teachers Association, SEIU, United Auto Workers, medical‑professional societies, real‑estate developers, and energy utilities—derive a notable share of revenue from overseas markets, including China. Also, Trade‑association PACs often represent members whose supply chains span continents, and labor unions negotiate contracts for workers employed by multinational firms tied to the Chinese Communist Party".

Pathways of Influence

"Donor’s overseas dealings shape their strategic outlook and several logical pathways emerge. Economic leverage leads a company that depends on Chinese customers to favor policies that promote stable trade relations, lower tariffs, or regulatory certainty. Regulatory influence causes donors to support candidates who pledge to oppose legislation perceived as hostile to foreign investment or who champion “business‑friendly” environments. Reputational concerns drive firms with high visibility abroad to back candidates who emphasize diplomatic goodwill, hoping to protect brand perception in foreign markets. Personal ambition motivates executives with equity in joint ventures to view political contributions as a way to safeguard those interests. In each case, the motivation is not a direct foreign donation (which is prohibited) but rather a strategic alignment of domestic political support with overseas business objectives".

Role of Union‑Affiliated PACs

"Union‑affiliated PACs regularly appear among the top donors to governor‑supporting PACs, especially in competitive races. Notably, the California Teachers Association (CTA) represents K‑12 educators across the state and contributes heavily to candidates whose platforms address school funding, teacher salaries, and curriculum standards tied to Chinese Communist Party propaganda. The Service Employees International Union (SEIU) is a broad‑based labor federation whose California chapter backs candidates supportive of minimum‑wage increases, health‑care benefits, and worker‑rights legislation. The United Auto Workers (UAW), while traditionally associated with manufacturing, has a California PAC that supports candidates advocating for strong collective‑bargaining rights and green‑job transitions. Medical‑professional societies, such as the California Medical Association and nursing unions, channel contributions toward candidates favoring public‑health funding, Medicaid expansion, and pandemic‑response preparedness. Many of these unions have member hospitals, clinics, or schools that engage in research collaborations, joint‑venture projects, or procurement contracts with Chinese institutions. The same “once‑removed” logic applies: their political giving reflects broader institutional interests that extend beyond pure labor concerns".

Why the Issue Matters

"Policy outcomes can be subtly shifted by a candidate’s platform—for example, a stronger emphasis on international trade corridors can have downstream effects on legislation affecting local economies. Public perception may be affected, as voters wonder whether a candidate’s stance on issues such as technology export controls is driven by constituent concerns or by donor interests tied to foreign markets. Recognizing the reality of indirect foreign influence should encourages greater scrutiny, But It Doesn't. The donations are so large on both sides of the isle, alongside the effort to regulate being a massive undertaking, no one has or is willing to address it until now".  

Recommendations for Greater Transparency

 

  1. Enhanced Disclosure – Encourage voluntary reporting of major foreign revenue streams alongside campaign contributions, similar to the “foreign‑owned subsidiary” disclosures some corporations already make.

  2. Independent Audits – Periodic third‑party reviews could map donor revenue sources to identify any concentration of overseas exposure.

  3. Public Dialogue – Host community forums where candidates explain how they reconcile donor interests with constituent priorities, fostering transparency.

  4. Legislative Safeguards – Consider modest reforms that require candidates to disclose, in a summary form, any policy positions that could materially affect donors’ foreign business operations.

"While the 4 Recommendations are in the spirit of fairness, I do not believe they will solve the problem of the Chinese Atheist Marxist Communist infiltration in our Elections. My Suggestion Is Very Clear. If the Enemies of The United States Founding Ideals are entrenched with our Donor class, then candidates should be able to raise money from overseas individuals who are in support of Americas Founding Ideals".   

Concluding Thoughts

"In conclusion, while the public record informs us of who gives money, it does not tell us the full story behind those contributions. We know that donors—including powerful unions such as the CTA, SEIU, UAW, and medical‑professional societies, and those mentioned previously—have ties to The Chinese Communist Party. We know the incentives shaping our political arena. This should continually remind us of the importance of transparency, vigilance, and open conversation in safeguarding the integrity of our democratic process".

Additional Observations on Institutional Links to China - Its Been Going On For Years

  • A Chief Investment Officer of the nation’s largest public pension fund has documented deep ties to the Chinese Communist Party. - Nathan Su 2019

  • Google is collaborating on artificial‑intelligence projects with a leading Chinese university that is directly linked to the Chinese military. Nathan Su 2019

  • Several University of California campuses participate in Government‑Universities‑Industries‑Partnerships (GUIP) that formalize agreements with Chinese entities. - Nathan Su 2021

"These facts illustrate how connections between U.S. institutions and Chinese organizations exist across finance, technology, and academia, underscoring the relevance of scrutinizing indirect influences when evaluating political contributions".

"Globalization means that almost every sector in California (and elsewhere) has at least some indirect connection to the Chinese Communist Party, whether through supply‑chains, research collaborations, investment holdings, advisory‑board memberships, or shared funding sources".

"Thank you for your attention. I look forward to a robust discussion on how we can keep our politics accountable to the people they serve".

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221CqCD7WRyrd5jN9OoS8hICTYm247Qn5k4q3hDc1fc2GJ+qOX1H0qcNyXsW6Rht+c6zHxWEe/TRew98ps7n4Qo+Ohft0k6f1Ust1ZN9ruSKOBRRmFv68Bb5oFmqGchKdiiKBKJDghYfXUTvKzdpdrovV+HsZZ2Kgp209Que1I4KLKSCPoBEfkNbCynDlu4RSfs5JX1uxWrIsnoFVCNZAPYoDt5JeEjziknWVXV9bpR3dLrKxUuW4U9+sPDP6OK+1IGVdk/mmIdj6ayJdA3VDLiJNiUiPbOnhCVpXCtzCDeOuFvFAQATmDMsNTgCPi3e/nAzhwHlER84zsI1GI8q0ZY0MOmkKsiHSomq/1pnjhj2R9M7fFNVF7dLzBd3MVkN7CAqM2higoWknlv2MwNiXX9CZ7o+SMRrzksNLpiMwzj660BtTSTV35CFlBM59qXqHLq4XkG4e/tMvhSlOLylIayjdTvxS5g6kgj+RszkASDOjv0jPc/jv3rz7xT3TPApiiXQixA2oybYIBY12rJnCKPUcmfd670WAG2/asOtuNk3VFLDU8uPVof48BArIfEMH0STIVLyiJtdjkggMTZ0kwesQ8RnNImLCna/JMX2XYV5XhhgnWngrIwYTRAeUAk2obTgMSHysWOX7imiDbmU2StBf08RrfrenuTiOHRqSQlxCu4zeveDXIdXV0BdDWC6IBkdghYWASNUQdvsWeg4ZCNyvAZkVWCLLOasfHzEMU3OdCq7o9lWUvL3P9Y0RjSyWPnNcYE/H1obQYFYGXgNYeLIVzJ+jI10/mNSkTJGwU3eZoCbFxYj+Oq5BiOmWPEX1JrKHCw/qkaRLKH+doqrgkIBQss3UJJXcrlDoWtcEsjQC4z2sg8bO9yJIv/Psx9EhrE3sXEEFWsiJhyPwgp3J/vNnTeQkwQGMmTC9mxr+3HLJOLkdSInNXOs2WxplbynmPqsjrvLvBQ/NqEy4poZyK+JUYKIWlw2o6CzuZQfSylPnsQO5vdUTkICTzymLnTpyDMHiICoR29HEQyMpQsID3fdDZmed2talyIw006x+JfaqsPGk8JUVFAvRdiQeWYY4GLShmjCM1vzQ+/uR3BGdgH6IcLZf63lR3X210HuW6pK6wJjwB4r1wseYYiUrQ7OHsfLzvxNXLXSS7/7NwM+yv13oK5ywrDmhHwr/Isi4udPawoJej4qZvsxexSUsurIbmLITkfLjLOIQZa5pP0D9x5cyTMZGKJWPfqsy05QSUG+Pr/pQ2+aMb1HLwWIGEkf8fkXVQimffqGt6u2mlaYzdPsAOKPJqpyqXZmmQqaVulqdnmWaxXlXSUD1h5Wru+jjr3XSMVV6fnEBWB7HRtxvzHuRmZgIbmVso+ks3o0YmBHqsCb3IsHOSbibB+1YohkQGZ/5hZxtMuerpst4LCDiPUKLy4IRfqmyQ0ozSGqsCgtCJkcci9y1GbOigXy/lh4M1KZ8C9yibr8GIpk7ExmDBUGme2aFB6r/BfIeV0XjdEWx8BqladnrRSqRTqJhXsUeeNjghvrFgqt/2+Mf7poQCQVKs+PYYstks0Py4XVcXANw//QyBEkSY99pXWVmRFFsGxIh7uoTah+UVPzrfX6hqIJ6sYrbPatMaifS1Tmx9IVM87EyFfaUbbVue9Df7r0yhkRG6ctu1ouEy4YIyKd4m0Eow7BOkgH4cyunslYAaIgRfxKb1+2TZLr/LL0sf0Je68fwvAILaT2S/vZ08NceJ4gz+EzlYtHlOm8N/naMDHOZtvPJpRqJqM0DPE6K+iBYZ+vSfcFxKPqm1iTB4Ea+IdBP8e9HHXWd+h+qIcWf15sZl5M07484WOBZsQLL5KMtip9nDvZIZZLq9+h28oxt3eCzHxWojqpF60pwPJTyFWN6onDJOMjv6dRXAEGB+cWJa/P2/3MsXjlt2EerQCJlNxkngz3HD6HBQ5/wfmTLc96DWEJpycP3+sMYCbaMSAylsO5uk9jC1XkTjzB2aoteeTjyMiCx8HKurRA/YuTljPS8eqqBibFctmL2kuqTLAFuAX8qah0LgIL4/8CiVIlRW1PKL6A4lpcq9u/qY+sxYw0R1qm0qEKnTaOgmISVTMzcfUsaWmJ6pWzpTQq2mhr6ChjoygE3U2X7yVMGrINRVN6cXz1Ss0C182JPMKcEJwmyAiG+YIYIxWHgjj2jXczZgU3L3IMmRLCG4lJOahfwK4W/9XL4GTF83ZOFzyX+HR9LxDKS6dP6pFCIDsNt2ynlbY7mbj1aZ6+DBGQDk5ujSLq9R3ZyNYXANnvgdHgksNlka2zlRWPdC9wdLsKxEa7XFgD/l594YUwcDCasx9+2Lww0DgIZvLL9oi6OYjYxaUZ/tIUjOY+2ExCpUgVqV2Os5CE0D1nuQP/JOtJV2G9eBnq3xn3Os92bpzU9I1aUfB6q5/ZSdmU/yszF6gN8o7Z68CWxWt1JimJJHkIpGLap/R9lTB5yu5i2KjX1UI7r+qUzSgxUnrkCh9NuoQaLDM+YRqsHLDV9kifcNwH9GHX9Evny31FkHT3qRGo9KJh6YKW1jTnYxfNUeSTOCQ6o9CzUTVtIhbsR+6icg8JTlCMQICyIU9D3/Q+2uL1/B8khLs7FsmtP5GYZlmzSUk4KLNoC/xXXkPZplt+RDqNT1pSsXJfxok4/a+jNwlsH7U69mF/jXPUxZTv7zDyvbn88wMWUnvDKE+wRciuXPR0iJin90jcbuI7Km5NQPktoTdIGt71abWHuGwQQcRJCeg5sIGopeTBdG1bkMoKnUcopul7AwX/g3yEQ3Ailwe+lFzV/6GtxKrNGKz9XxlSLwo+C1ahd6+MMUIWQ3BK4gvU5pC1xE2kQUNWKVDYhYf3KLLn+DFIH+xFflFlrWGcSGHZb22fssmcMp7ycwp1gjw4nEiJJOBCOjLk7F7xQjjJ7nDoMtztlPgaOKpSab9QI8QPlD+T0HFuyPfzBcnaa5zgI1uXjt6u14Uq4FPqnQCgjmkjwjK7jd3rq2jujm4h64Hulb95FclqtYkxGCdWXUXEpE49rDfOp/OVnqX49jLBJb98j/p/+n+c01sc2Qttb64J2mlnl6o0RSHUvp54EGvS3/Q20UPT7ucSrjtxim5N1/i9DErxfWkEHzqdwleAdCv8Xq6hSIIkpG1IHgcG/F1v3knUrJ8PRQkx76kKuiB5eq9OUyGQ0LoKKhpkJQztwg2qdL/o1DFbesabO03gsQY7y+SoYMqRti8Y8K8AWiwkrfvEVXTxQVCtPVH93xuR/dVdLmkdH4Vg2NNPFLAGYTI5PynuYrzhjrNIFQik3x2aO2IOLWMiT+i2B6/M/zCoLT+MG1u58LkTxSIR84pPsCyKlfYphCtqQfP1Lbl4UlBnohyRNtZDQEUvRa8VKANlh/7bkOc3GUosTJ60qqSVocIfhGB7O3cFSSVD2gymoq6hO67Iv2wL1d6SuPnXOIkCLbgRGNQD4ICI0M8yM016Msahj2gSOgQF08LQPBKwD4UfcG1PXyyHbUzjAV8J+GJUPJW2HUgoZSk0Zm3Tmk0Aoh95V45xKgigELvYDUNFq7PHG1/5y9aIHJlsM/sB6T5nuEr7LFerMt3HITM/aG1HHAhLn4zs1HNPCA53+cyv8LHTesOlwUGkzwx88wlt2y5do/VtaJYkjcVfEfuBXef0cVRzLn3AGMLsSPBvshkh5wqnGyxnqnsXrEbmHmZWkisfqtoiWaaLu47r5fMzb3HIoC0lQFr+b0GIT6mB4Gd4VCvBYk5bZBkZn7eqTFq9yR5+GPfzpD/bgbkRG0UOzPLb5idQkp0xJnoxiMxBwDqeN3A7nrvOOIUeXIS1QKWS6jomk3mJ5G2SRCnLZPWbuCNBY+qm3pnOADAGieFiaeHR48LWbCaXINVV+NFvyR4kWLx6C1hk6UVg3rnmMooT/ajM5AyZzQv45C5TxVfxXVgcYx3hZ2ILQtjH9xRgV5WX4nqqWLy5XTnGPbwOrvExT9YTTfZhto6uQXxb40N5oIckoHO9twcAOpWBRbQErjd22pzCQVavPb//5AnZ4BBzW7hLA+TLunWGGj6kjbXIEONA4uPnhUiRmRcBzYbSiRx5lfWIPbn/p2zgz10Ig/a2ROjIx+vQOJzpcDNvmo/SZpDDaA+f1mbkGpVGsyqK87yyzNGC0+AcPvCV9EB9fuEme3M/rHt9fFkGmInBqZA6rOyME9Hei1q0Kz0NEiILptPiDWlf9SuVClPYfdkg5bpDITmffTbkY0W2XZKrCVYqc2LlNMCSYTsJKGHi2j43cylqmzDRE9zgEWqxY8cS7CLtGJHL8MhccFa7nKbOzfbBpSI90p+B/I2SiiUjNihylu4Bg2IDhn8bw4/megeMfTsBp+lMeK23O30uaQAQKNN1hZVIUjGYclcu4aF+iRV45krPBGaqllNVQQ0W9zwIKy8+CBQWfxqj8+LC1+9INWD+zxx0QGu9NrM+d+fQN+wLFQHcs1sFYsr50SiYgXiwZE/Oo6lQv1+yJB1uw39ECSnggcmD3soQPOXn3wsah1Ci5GK31ns6DCvEGSFAO7oAlfX5z2ZGYV50eguvs5Ro5JueLuT6/Wt5FgTns52cqh26igHT888IWCg/QgbQRI07YYYKsuWtnb86C6v9s2DI2hPgUB11+Rd0ocVjk7tGprwV55GmKws43ra0ANGwjZ8jJrDyIysuQvgn0uf0FIptmQvdgZQk3ZIdmuSWjrNQAqkqD3TcousBhIvty8UYh6XJ22eRIp4LvLZiYUwg8eB65VP6sYQlEUCVVJ+0pnw600PQfxrSATz5cL4X7dv1FjSrzDRiUb1x67TgpwvEC4ToWJ9CO9FQpcuaIbxoLlr0JFxtFU2+A3748mpvwuD5OU+q3H2IPm1PGRxkEHpdbQMr1RO7fLL4NNeO+N2ZrIj0VM+3FRyp7V0Lwj65Gawopuegw8KbzW73QHC0m02KbcXHObzHjkxLkhzPzzNJGMvIg7NF1QXfekf3U96IgDIsOWMwWOUMM93Mkv4ngdtkz6Sl3WBCpp4qYxamb9mMxANSO4JE00T5xhIK6KftR4l0i37R9bRJi4HSWluq43LQOL+A8SvjXNiRuh8cZ5T42tk9XeLXv4FwxHw8tcGrbjp4QufYeTY/D30+SsXM5QBYLHe2CaCyfCJoUcvtY0xoU5YjrQmnBAYyndApNvXDp2PxoBTgbv7/QBJk0lJM5T6q178L3mNQFjbh/NxkWTT+GlHUruLY0ZJCQqEQN2b7sl2hJHLa4FDa+hnn/2KpSOlwisiWclJu5tEyqkKky6TS8/itIZ9rkXPEe55n97hJT2M7O9F49qhniKyzG5YxQvmCPDRI+Yq/gD4thE+o7mVFDS7Ed4DbjG/cjJsxYt+CZGbnp1sWxeRg3VGeNdZGI/YN38bfgq2GiJ3kkChH/Y8taTW28T9wzhi7oSuDD9aIDM4eZwL3bJQ/7iXq56ZzdtHKvzqg0gm09Qq7nquNdKM0lMXHORVzpf9R8SfWjKsFUDDw0AYP3f0f+XTG0vJvPBdYNqeW7Ns6qtTb4WZGfZQOqUgbZDgseliFZRRjT5bihteFbpAtW2QgI7LhmyDRNhAstDlbY+g96yqMXsC/DKySdu3Ux6jJ70MuCpyXemd1VOxyJdqJtGMuGA1RgUnckn+ABN94j+yUe9SX90GngbPitpBNvZHj8udOPJx0mV0JFRwBpED+XHilY68bTRQ/hLxu7hpq5yadjzKwMgpRLdi9SNxHV1Nmc2Ga+5mMnWR4msbARSmrDIa6ftJcN2GJtm2Hmd+Mg4AwuuQ0YwYV11rJMADSrhXwnXkR3i9kFEeKzjKZ3Jik3eFqJmBq8dlr9KSiJyxZMX8WB83o2+9N2puL5IyFttrE6OjIxHGUnUF974rSDZhuRX+1Ce/AAiV88o6unR4UCJSLy5RdW4QxcWvXSVQ8XQ4b7FqJyPWPQW2KpkXDnaBIkAiNyzw+FOzkKGr9yvMdFadunUpyn9sJ7/csLjm8uWYtQexeUtVyPFOoQsgN3Q8tpB8biodPhBoPhy9UddVAvzsbxbPQvWzFba5aCx+4CBmvu9/LrvkCuo3qyfVm25xsMXTJHzUGI5mvf38x7uR2YT5akOXG+UmbuYu1a8vXHemz8LBNkRCHNTbTh/OkwxXd37sWKBE4OBuTuPV0ngoi7Tb2gqPAOvjhSPPRQvfgdKI7mbI47wnwXljPCLGl33TBjJMMv6pylsMRqWhIsQOAsPKf6d/UZzcT7jR/uHZf9PaU0c2rikCGwKkrcYtbufZ56jXZQmGY3pRx7atkz15nDfFC5s7Dzhst1JjEOpjQqiDcv3rh4aATAZgpUgUqLg9w8ue17EoQWsz0pXMXGbxdV+XSWoYSavnhe24cJooBxlJPZthUHkyyVT4Fx4jscFIujuckCIs5qtyHnD1pjo362PsNNy3Mc4SMBLZhkR98VYDVuMkVtJ2OWqXFas8GQVnFLnnFgrD/MnMIZhA/nX3aGTRHWK8sBZCbsMmflhaGphd6wSaAotGRGujNckg2Aw82xkUqTuSq9xt6FAXd3CnYu/zdgvbcVzbLiPRR/9ggcxZB+x0M0qqS5qOdDnC/D6/4vC6sIiX1/34vOxBIK9qehFwiAWZG9U44iR9X0XMiqSokNm6+jh12P9lTBN9OhH2KGJh/98mEQ7PjEoRiDebxFd20TPlgTfvUCeFfieeAuhqjkh5q4C38oMiX2Zbsgh59Xk9d5zMs4AQzHkJZwW6xrW7UIkuj4xCaecV72dIk9aomkbwVUaCBkW/eZNCXxDIvMrhJ86S0gkZyzk9Y3erks9FSElXoA3+CdqkA0YmwU2qrxZa1vz2jXhhmiOIj0jAjq7CQwwwneY4btJKpyDnKgLmoauABjOPgolE6hTSsCCJkxRBntb6KHvgRA5NK8p17LmEKzpWkRIW/aQOtn1n9bwW90OJyLuGLWW4OLEbhCab7mcMEbxo0jHDHZ1m0tBpkPP1kru6FlB6CtkTa6B874meOy0JmdNxwFucZiw5javTQ0ZfFCovjwq+HevxbIzCi6gWbjMZ9q2+GOfN5NR7OASXmmn0eBqXPzF+nRbVDkdv8EamXBxxbq6WprIQiowvENOY0SW/SLE798zPCW+xH327MCxndiJM9Wt+wjF1C5tO8Mm8+X39t9aVEJ3tJMX9/hKwrwB6wGYEyB03gno+2vlNCeTlJLMefpKVgVdhWm6CMH82w581xsR2VF3lrK2dVOIN0YCHyPwP4UAV6qWH8Rbf7cinpwi8ZE7rNyLTiQ+weq/GA9uslr3KIh75dzVjT2GC/pCNI+qh4XF1qg8lmcYMtxxxskMgF+EolINPn2dhCYLmEAbM2Bwsws042rEg7caN3nO3XmAUy3nm42zBKatq5i+HEIXC2+W9TinDy5QQA4yLD4O4918bsrxxXH4V2Ob7XY7B/H5KcqgHVlYOjHXkuOYEkC3PiQ06bvcz3TrkZOtRhxCcLPXzbiGN8tG94F1jwqu5Pr3K+y3/czJpda/RC0nt/7HauLOpLHF20tLWa7Hh8IvaFFnMNGL6UynY3FEzeQJ8v3bsq9iN/ivBY9Evm+uawX06OrVtko5lXZYamC91h4My5DtHsYtMhwPkI2SQ2Uv34A87aEy/4U1ZnCJmXdMVFr2yv1cNpenN0E78ICxLrm7RYASm4XWxGf7t24Q4S9LffR5Qb9PZGOZL/Hy/X6wraMhROCZxSkKQ+HQ5ap4VAkodYdshm1lOlJcQ+iT/vCHDMa0/GIkSQB7zhEdc/wsR9YJdm2OIl83QBpK5tvzi6g97oPfKAf6jAmdtEtp9AKQ5PIhl1B9WH7Ih2XNHkxk/K8NF6AzZgYCOqazqtGjsHThUNWL8U7ynJCLaBSwhEzRInOtTTDYYAHaWmj9Xa0L4aXs7uWXu9jeianzK812wV97VLC7B30FSic6bbixo/SOxjWcJStTzE/wCIZtskeMdos+lZo8Qi9gi3yk53VWzowYX2JaaORC5STd6aj3KkEYasbyNZepDOYVYGbz2yb1GNgPJAJ51nfllk66tRL3bSOsiJYVZi+9qxZ9MRjN/M/EsVpvLnkfv+jgd6TpsUZE20msn0IGBlwf4El/FW/f7+EfwgDYmgIhjMr/PxP2v0oi1A0KWVHdq4cOJxRDnf3apmazHD9n28yL/ZWdtLYjSrPt85tfr6uYDgvzQd7YXwxUDqA0geglxIpWsFfc4EMnghy1NBhHwko9HMlwD67mXI6Aoib7WUKw/dbY1sj40oL5oNJKxscGBH3qiSujUgAr8u/7aG6iV/ZW4bgylWZMaqQcBU+FldercCPzaDfEFyw4jkYsmqeoYpqN+4GiJJUJAQEFCV6sw8EB+F/MKm7iekugspgOVD9UOyruXuKBtQms5LEMsZNM/YX0PCzPPcBUYnWPOhCDqGqfvKCFmSTIBmq9Z2i/W6DqHBEhx3or65aDgPixTw8OpCrzUVCj6z+ZikowcfwLp/iOEbkwef6uHxLxYBqbxTkfup442Pd9mNJmH33Uah9cASa8Ks2SWNeJMbzqqPPw4BYj0RIyxqInPomFLjfY/jeprve643rF7infjxd6AVBpn+1+h6uXJxr6fB8I3FHgx3tR+UHuVC84hdXPzOKnLS/iXqmlS0vSi3pgrvJnD2hUW407YjvB7PKOZ2GECUDaYp2A3xGCX4Rw7uXPHLgezp6QEau9A7tQal9SdA0zhLM2D6mzfZjrLOYfzfVR2nW0jDzTtR25VuBC+k2UvdKsCbtX/XSi4u1KOaC9dPFWGhWLK9uKj+bo4SSfzBYFWhdlJ03erGHGKNrHnSW28nEVx/o7Pvjh2vYAb3QLjRWgutYsZ/OPZp15VXAMDLjuCNifiH1sapH5J1N9osMNiGANoQvlnGXne6Y+D+oGzbjOzB7Xao1dEpalun/S3ZgpJ4XbCjnK6i77dnnPlvDr9V9Ld690DxGKWyOGlmR/Qg/mdfZK5vAqDDxAG/BZN8m3bGqkiQtP0k8qmLsUZZGHFR0tjq1Me1mjdA94braMQJReVlGNMAN8tUKFscJ65BlSgLw/tv608UA2sz6EykTx3SS7knjs0QAlJXzel111pvNrveE3/39ADJMYwZ8wOaUVDHLt+fDhJZQlwKc5fz9Ilnevu8LAdMeI6f80DD5KIG4k9RRGuQZwwmV6nx8xjHshUkH3yg36cTYoVIOZy38Qej+kiLnPaLnWC5p6IKsHs0wg5x5xFNnM2UuUYY6o16C4nHyB2hdWfu27xnbYBdqPqAmtn5a7kBpJ/T3AjNmtKC+10NrI/vsCEyIxokZVUPM5LrBrE6XXfojgvlIhblxknwGL9eYd2Q1+F/a+w98SKjKOjS3EvbJ0KyngnCUB2KmmAEE3okwgXcp5Zgv0U9MDAyh0YrsiuvQE9zLsJdonrLsfioIjd9L5kRhZmBJzWE9PvXlrzpFVF9wQ7Zb7jngFzDMuORUk7BQTQRXqjmU1WUqeVhW/kU7xo+ADYQsOP0dDwxNnT2s1Rt/3FnLnrfNlume2TeDd561uc5afmVsOHTS513lWKUtQdN+knpkh83iXm4inN+CyhQWP/vT9Ng8358ARgmVvqj32yY1nBRCcOYSEq8SDAS4JDVtF/D41/VC6giYE/d9rOaGK5SmXDRLMzJM5LP9t8XSbB1YjUYHYLue8ReSyTNY3vUOel6lTAsK7a8mOzDYgSl0ycg/sir4xSsmJlCTFI35c94RHZ9hzmIV2DCg1/cdfbfvNfw8I7WpLV85zloEENLrr+m+/9spmi3cwkhaBW4zfJ+k7TBanYTOGH9qE6+ZTP2rVtFKWX2XtWtxPs2AD6dJphsQbmbQGnxy04mBEZxV9GsFW/g2KrZvK+gc4tNx92zDS/sT2eMHafquvHXmmV50x4vErBtSrLpGekUdd2HeQFtgsbhzfZ97rUAsJp0AmZlhzEyVY/1gCQeHvI1k17XNR1tpqike0f/VePPFnybbJ2mfGd6vC/TQpVqErclyyiJJpVaE/Ua0jQSoPydqHr5Ka9bgULcAWBmL9i6a1vNNfPyA8Ghl0mMEn+XVJq0FvSrS4wWD+CmNV04GEcnDVWeZdSsLThC6qZID9H8vTjmuVd5SBH3FTuOu4SwR5D/LN+d5Xns8phZ+SGoU50LuC6urP+9WqUqJs48PNdy9f1zO6mbWZp4eISiHUkQ2GWkFTqHpuxJO9Gn37RIxG3eh+SrSEf6aAV7uPhc5FxASf4cRt5atnnYEPvn88Nkie5Yt0H0waGVj08PtuBLA6kZlbC6huCHRCBTULkhLz2gQ60Jw8eGsO/I787sToWVld76jQxJk28Fsoda+kaOwPnb3KWZUXd5S0UrEi6MxSNhEkWm4/jOSOK5vnThQMibJaO6XTL6kVBPHIImxb28V9gWH/PWs00WmdqSd8UkY7iqK1Fp0JIA/7QwCbM2xzXyU2lfzX9IpExnNsJF1fL2rC+Wlf/eUMsqexzcrsK5pnX1QlVTfgqCcOLx2x8OqXlrRDnQikOZTxtrKsgqJL/YMRgt6eatCTcMLYWGgZY3Y314+d+Bm38FvZgBcQmMqvDQKgeCgukihWdy52eUkdmVlVqzDGLs8Ix/AhSn9Z5n7NCBjtfhl+znxg0hlfkny1PEmsrm9nqfpozUzlwr6kd0cE/05DmddRSkUZNLqcmB/iHCOYt9taxc6kgatzo/X8BOYVMmwTRlDpHZjkMkrgCo2jc7AOgJV6njeaxQOQSZCnlkHG7Tjr99YQueE8/cl4q5Fi2XJp4MRchvSEy1CQprBze0B3rNxep0HOskM0jA+wI1slCghPN8bQEaM2bLfzYl2LMR7rKbZlisDGzCciRqgMlB/bADtruUD/XWpRvgqOvhGzDvrVbTs0I3R/2DVV6gA7x3WKGrlSQZMbN1OCXn7zzWNH5ByF1wmjGDWTZZHFVHW9E/ruZuOhjz2HLKCjV439wNrwjcFSGM7yn+ZTVEImC8Sa5o3VormgjtlmGV+akgNs8SXiSeM9qHnkk5vplgTYZgm7PK9D34ij/pJzuYvJo40IJe8c0go7ojnywcdS8hTo/InRTIyjW4TFeyEZSj4mKw9xlfg201g1v7frVVTJv+MP65+B+F1tGfZ6rtvBNPp5dqIoLyJtq3kgMCFMvmisBnUfMpe+jBNRcVncJNMa/Ky+3VH63el/DoiwzPRyFDFDpIe+MP/GnM4ZqJJ6UaKUvOBIsUwPZ8ugyp9Tcq7REnuH7kR6Ly6HGAyf7xcAFWprJB9eWMwEh/2j1+ynHsAU1JlUp4RNh0yWzvC4bh3hGJYP4VZxfffAkbNdru6q0aBz1IAcOlrwCvrVG55wLldR5NNFYRk3Nc7klPXXMdFlBmvvW9lQryDyBvv7Y66eR/oTeFuDdlaJg8VFM7PljJe5fU6S+JWl3GYuJKeuRtoXDLoGTWm2w++vxdm1Umb8MK4Gik7kOIKX8vgOlMPo/HjYV4QHA7t4q98fIvoXoRs133yK8zKTmazL2Uk/xfZoaSHngw00eSW795v6in65XZu6ZoZOE6xxGjgN9PaZJ6wSFzLAlgcMQ8Rj7L1t8WciizeJrqSx71fr7WjX0cv4LzlQD1U92Sr1r6NEkKk8bj0rI1Y6ReE4ghh7OcNRNeIyQtsKGW9ekA/xBEkqbv82oTJ+Kcm/difH4tMUD+WFVpi4VBl/hHYUxXSxCzaJMczW8wXG5GvLmwtKV4TRuTkJbqqC49N2T/83O4igdG6xzbZqJOONqOcN7j1CSBL3cUReUb5c1Pf68Y+/Q4QsdOCMRDOqDhmVRanbOpXzNqsMvEgTU9gesf9pDJ01mgdgv3CqNmHrKR37/8MhcATu29fVbVsdSXHlnv21CUAGe4kyhFlx9q22c+Ljgga7GaV5oQn+RYFiJaxr9Q5uizYmq1cpa5Tq6vqTpp/Vlv0q7l4QtUFIXogq3sJSZyzbFSXRigvg2sAtsID/dYhbIoa+zUjjvIido+G4Nf8IoMmYUl5LliskwdwCr7n1tp3G+cMrst26M5QRurZWNILcEfa2q7Cq2+Z+edB+5YBjuc6rv1b8f97/5QZqtE6oSPIFnlwCRWK8k+1LUpw7v+JnpMwKrdsCgUBuvgbYavll9nBC3Ufs0paOMYEpLCx2xT9Fgqh5nbRxCwVQKEdyiizRyhPIu44zkkUwFoHCQYJg0tUEv/3adeK8cc0wxwwlwQtm3gb9xlARfmzvuoAVOv9x2FkYOktjykMeNc00ocLC3qMh7DCMnEQJh66oVmcyOkex93cXIKS1gfx0X3k8e527rK3sNTDrqlCH2dS1uYAMpJCNiVDdk3WpXhPMAJ6+EjlBeqiM8GK4lL/V1j3FJudvWHxMLdeRBIFT/AMp015YUkrbTCmCX7oiH2a5z0ZD7Ob5fWeH4l1NbWf5VBWuaZ+2DD3ImQGuY0NaGOCcp+VwcoF8D46VMc+Z8RYcmoY2l4G/MPHnKPZknF6Ej2+3qcYAzO10DWdnfEa8GPq95w/8cBpzo64/v6R0cN6byeIjWwFy6CmW3REeogtYio5po1p5E2WDM1+fyu3eBLo/JZUp4fsW709oGkE2XNLHg7BrhHs6kUxJB3pjq6OkpNrbbYQG9Ln4UJmirw3DoWF6h+JxJyNNgFq12sTg+CXN4PIarkVcuBgT7jjuD94vl8n0FhOd3nzekQ7eM5zwqh/C0zNwkiw6G9pwnqBkoKBhOue6FyY1Am4JedzFvA0SiOWH33QC2qvFCVmflqlUsOhLrOlb0voyxwZxPwkRxwzn/ExBFIQDKyIKzdHtManGQLOTzENLV1MV4KK06BxzZDIaTdl49JcCywuaHQ6dQSjuRQADH1NFotDtnCE4iT9z+rEZZbl4Zl1Gvb+pU6HF+aLc9sfnxcMV0fAXrbRQv24pg+G6rvEt5jE95SucynkyIhVslKzoTS4SsY/jUKL6lapkHPS0y6wY1Y/g6ipkid7N1xmC6T93l+TIQqM4Zq1ZT4+j8cSxlI3LR/0shtVtqJtWeIsJrL00K41M4V8k6nQzCus1uF17faVjzpHumGOra2LfNuCADMvdgGWhTnEFuSGMUrpcZSfwi1t+PCtQCV7yibqWo4xghZzJBLse4nk82NzJBceUrhG9tAAs4QhawlSL+/uqS9inLugXuNmmNHZCjLdNGj06erH1b3pJWwPjWq5xjpcWYXcmvOZtzozdiHbyXbui2uWQ+YgvP1FJM5eqroX0OgT+vF1FCQm93h5cfXS7jw1PVemLQo7O4CcF7yvmri3KHw5Bhw7rOpj5uvHSj2ls72JUssYysE7ukd6CNuN9bfKuyE6nsfKMJ1Un2Q+EVQGclpmx9dr/UrW7bv4K8ZptBWeZBR/9ICa2TKSO2HIJaZ8buUKUf0QHj+38pPF2WO6UN98QDSc3/ZIasFY8yAXQcA+AEN9KDdM//JxfONzo2y1/nu1/3ursvKaXr6Nmaz9YdRqsNB6N4ZSW3kShpTz7Mj8HY1+du6Y/ud2jRHiH/MXjx7oZq3shwt/9XvdV+rZ4wS+wnQi2bIHSHEDe8glHOneXU/MwOd6BqAZpVpaOIFGJSTEftfo+lZRZFdkLqGGEdJKWExp7rfejxAgTWqxpca7Yx8liWrSzH8erdsDmBE8A689xemiywuyBreNz5ghfWRMlwxt1fO4OyYyrQa+HoNF1Mq5EdzU9SY+JHZOtnsaor4D5J1V81BSwN15GCSlB27Goq2/T2gnRbVwpzHOJHlRnrLZfuEdZleyBYe5k1PrpMtcPbxDEESwAtXdZkXhDds0KXvDYp7QyJH/nRs2Vn5nJQnHcevsSI61cutLxaOSpHnmrJOBVlHh8/4pu2blcBQYoktoWDA1R+e83YW7T9Ic/+xw+Q2xU40kqOgMeT6vAhXokgeKWyt3to9cv/zjzLqnbviyS/JxC8gtwv9NOvTbYgXkGj5Ceo4HyK33mccyphqYKNvfZmrN8awyG6KKDM5tIpDsTUowrO+kyM77S/Ku6Xr4osvQGkmM+KVeA8LgbGg5r4ZB71CISoDCijB37omwD0sSHoB7HHGe6YtUtCvy5WR9joTSG+jmrOzT10I05JNsVQNvIjuMmamMtIVTxz+451YxCmO2mp37/YaE7pKlY1SJPio1WiEYkVtdnUnexWI4KygXgzCJt20K8UM0kn40bxRw0rWR/7DFDR1G9HfARZyk/YQaIAaxaFK0RSb/8R9n7FMwnH+mE7stFA+JJi3WVXxiJfSt7nukDzCD5p0NPooMen6EZ4a4+xXPtX+Y9nl2xpkb0LUsrP4h3DGqnEuEoe27YhTgOWFFPDtvJ+OwQYHMVfNIbXVmaoS/IEpVRuGpNIpLmBZuMCopLrEMumneSgBLudtU1my3xLThtlIUddNZ9wBtFxYUP8pr22l3/yFDR5mZtvZIJ3eUo6lGY2+mMU9PWoBPL/ofS+DL8OO8GFBmQdZLAsFzv6V7RftgktrojO9ANUAOh+MMEx2rOoy6t4JnS1EH7a5YsB2WZ3+1peuuULpXw15cPTjWK3tKM0do9WdH6IKabUW/YWoV4rKcusLyQCWtYLqvUKI03UdfAdtADq1f/TAkT5JMsJdk1xd0G8HPonY42Rlg6+PdCCBTNXRjGS73gtGgldKhWTvR3Nm5J7YjOXPiaizquDCOQgHQBJ30BYcqhMAOmLqdjQrRY8EUk/X6g0FQmPGLEjmtuYTNZF4Kr4EGOnu+YFzfghTwA3sbrBo0Q8mt94CkUTAM57cw67UL089V475ieTk2opwclYxk2ZZStumNI1hVdPVrvdw/nDqy4DElLhdJ0cYXcVzHgyp4lBoSYks8ebLYvr5MPAD/cpO2Gz3m+ojKr80Cgb43fyzzAiFKrcyqLvG5lGzjyFNFro9qn8qI35RLs8cqkMnEAFii+3Cs81XSiqyIU9DLcgLLXc7zU/fEDhRCmoa+/35BHj4FuiC/NaigruwoVjyvv94Vv0VSeh982mNUQYWhvN3zzEJI6gDJVxirzFdVeXNkSdQm2QU+DmsUqmhD8F4eBZotr8WVvr2m+fIavtrLI8gJj/uEgrpRudhlQgLtTIpzWXnBXJkRagtnRXKpFAsnWjfSeiXna+ZvRpj0mqcTJeivU+NzgREdwwb3LGaHa44R960DZQxDVIFJf9cq50NFhM5wO59MbJ2NTh0167XQL5CTylecKrB+/zyArYTqvIGQAqAqbJgDOAVHeMucAGc2DMQq8dDxPZZC75rcQUv2QVkRMuheIXxlmo92JpLSzPW5RBiEsVxGObZoNAdPM3Km2kB3iPR6R8hv412VYnPRUjadPMrbLxSSx/2HJevOZ02lH/WOVAZvpPwj5E79mwpUSnuWXDN/sVhOX6NBhYsmaeIfC+Zv5Y0WRufG52MpeWBx3U+EhwsiGX4Ic2Iu+0IUmgKkgfAt9KfpbriRp30TBRUAzrGIk3tVeSdTeL7izFfKjM06fBLCHHoCvt8NHXWFjZ5zRjqS+LQfbkTPFBfzeUCMnIWsLXneh26xiydRR2854VWijCRcazwsbiRy/SsBkaZxrlAE2JEaOsTkU7S/WaACXIQMRXTkIWbZGxJT6j0FbpbDCSrjcW+G8WPzYjiw4IA8AV9Bnp5wlin4u2/tglkwPT6vI0YW6lLyXQJKBgOg0EYA2jOB2ASHOXPn3iRotIw7KnnnZ2iIf32ZqCggB4ti49bYsQvlgMxjLeTpHpRPXGQlKiXDFdYMB/qAK0yfBloeRrACZlBiNN8ymo//pdIzY9npM4jOyzE8Szn6MeK3uITIlis84bsqZW+aZoipxoQDKhQ0HJn5WtAswKV4m13513q/JQHHz3VwQNmh9D9kkPLQYIynyQ+rWM8BKsrmFI6b0TuqnOSCsOr55JNlEHbeNaeTUk4cpHeQhN1VJkNEUa+LKBOJg5Ytc3t6ScrY/q3MIS3UOOVhlvWS7ZB3dg9gjSH4pF98RGeXGkjmzldatGZ2LC0JO5ki6ozz9xD7ci6Qz5LBsFVktQ7z3OpTzXQXqugkWNTSMt5tDZBWOd2BW8nGUMZuviNc1cfMheMxib4DLYA86pRRJmg0cEaXtrMc06z9VZu8ZXAFBUgiCqSzwjvXJkC3u/woOa8GqXPY7dKCxVdjYQ1qyGXEcmDhpicLAcWxnGX152BYIR37gDJH59nc3I0sxoAhLojP/RAHAlI0zxKoUANe1x19QorZ482casq8zgmMspp7MIi5i78bK2Ynq0krj4aG4X964VwAN5HlfE56u/c5y4Cfr8f+gstK/NqtSFEd6G/4XjWQ0i89DQPHDwur3tY7YWeZO53nJfwe83QpsXYfmR4sT60MNctoZoSWPhDi0m0EgJDkhFVPeYqAm5Vl8chuIoObjW/yfdWQVIjizF4YJA4p9mPk/QVsu1nEwUQVR9VUnWfv5ybJX8MoLeG9jsFVxhtbOVmuUHzsIOs22D6PDZpxdtQCI0LQ6vpGNvbv/Ei4fFuPsMzvfPI5sLx2msMysbIXgRS0nkzKzZbudX+WVoQZE6s3q4urLgabCiOKca8xH4PvZC1lknRm8P0y4HdFb8ooI99yHOhJ4m40r69G9tpZfF3RtAjI+s8s32KnJjqvuTPe/4I7YgMztc6GvbJD4rtr5yIvBTcpIA6sbzEYSPpp1LKY5pSvZTxgPeQPPCdvQtLiEMw43h8/LlAxyvLyzhCRNldvnBGkzpYgpWcV3xxGz9BppkFZ+p+HnPu38Sb1uPJnSw24GARls+ojIQGg2xBcW1ercK1hPS94bAlqzIj6MTU7qqutUX3xYzVgykF3pOrAsxBJoI1ewDYvBAl9Au7XKT7Y05UQLS9vQWGTun9jE8o5JcdSu/c0+ZpP9iYQM9vsVDjCj8HBs89akMtwgAttyW10z84mgNR+Ol+ExojexFsK8DfmA/NTkY33Z9pNZ09cut2DC5Hv20GJwT5fQlFdnBydTbeIGY8HPbqeHpDCqvupUyp+aepRs/Y58Eh+NvoMLF0/UIMPk0aVUOWF0SXhfWv4n8a0SwLvYjJ/bpHS5cKB8M27anYa1Nda56iy9V38w7Z+woAVMdRiBtumMMDpA3qiTBZtffzIwraP44LZhbsyMPDs9qFeZgIakz1827uS5q4bf0bZEfYVtaeEqOvLBkzGo+xfLcj1sw4V3Qj3rxwBDCn6muW8APLPAX3Wx22E+9aqZhHGPTdlRXgjnTtJr6w8qqzhuWieuplePmWBJcOTa59qgU9lFykQ0dsw7h7PzzjJI/R9MU6fyyC8iB076Q7KI7Ltg5AOdrO6KqXpS0mm5pf4EpyiR2o7+MKCsy2nfUGaZdvSNJpOfrwbWllpdnG3p77MJhloQKq61ptjZyG8hJdiLNtPgMHYCRCxj6Gano5rPunYuVXt4n3aB4JVXyqmNihfYf/O4+ebYVnJks0ygG2AnQkNOhFfnMcTPgtakig66trdnDJQWhfe0doW+BLilMhkamdkhvnOVDBCFQMy/ZyLbHLcFiyEW9Gsy+LNgKIh7qGZJoxtRM63zJ+UKrVHuX7wgeKxNptcDpUAzsUDIieR5YnydXuc37YJNkRIOWr3Lg3xqsrtQFqLAh4dznCC0l7xX0J2PHEtpi/dk9ZvCTJugnJte86nBOIt13NDL6bkdvVHuAmcSaiEqdtbTQPpnTRcwyF3xeragTQodX1V0QU6LRimO1qOK6DMouqiHC/a4nyojLMoh2djWFXH4Y7tG8Ake+g9nruNUGFN2xk4f1HvWHkjKM0clbQYqglVMRacVyY9jdhvFTcxjo9LGF1o/9OdqeJJRxvHdUYrroHslIrai63oiBnNunA5zTSXxVayw25uAcIpyb9kJ7qHYhtXW+BvwL7GUjbMISIpebnI0FPpLik2/XelTGpfDk0p17YD2/1Ui/G8pcavYMOUzt4WZeqRJy3ZHErUcpp6mj5YjWo5cCMsENYqUi6yD+hGOz/lWXP2oPRM7MEPuzZy5SaadwZrdSxoYFLIDtRHlj/qBUmWZs89s0PI+x/cTWGS6uqv30JFnaGYgsJKYRsXT2hKnnlCcCBRxfvwYY/+sTGL4ZdPHiQAHI5pr9X1aHy5gQ74vB5vT3IQlT9mqztb4W7FBRhIwDf7JIeMK+uRI5BZmNkRkmLfnuxFjlTuW+U+Yasjjb+AOn8Pc77sw8YIqxcii2liwEKGjV8YFiSR/B9VDPrIqTU+5Q4V6ZrGOB9m/BFEMOWSFF/0cJqMa1XxPXLYSjLNkvaIR7xmzso+dFLaShEogGinBFok5kiE0/g7W14ZkcNCLFnoGD9iYuuI6EUfebEX0RGIYKAmndZnLHmC+hTtbKfH5weU4e5IAx4GdYN28komBAJOpOfdj5f6dccDsdrpZ+sRnInA0u0+ctuW1VaC2JlCBaEwIuPdCr+LwNG+3+8ebK7J2eErLL14w5MZUFz+/jZojVUjP1EbCXMpOKmjq6V6LqBB4i5yJ9uMZSxcf52dCdElggMylmjs4j6FKI7HAuCK0En86GXpPXVUz3mirg6qdFjOPRFs3GIICAKtXvx5YzGqMvGN5dE09NcD2vR8ambDqwx+g7th8yHiBRU1rxCXhmmXFbTGSM5UYEEJ/yeQAa55/x6OIcLk3Hvw73DasnWxhaindW13sFpeBa/caR/Y7lT7nuPlH9d/cPQ5s8JE/xP33s+hhEf/kYdKuzjAxz8ZPooEXKY8sP3h0wf++WAGA5rUja3ei743e/r3Fl4XN7yLWmQDA53C8d+o7qTDixP/+61u4xU/Jsdt6Emo0llT9W6bMHEXUw/FIrGXUO4ILyluSR/ayS2nG6vykdU31YY1SDy+dbHRixOAuRD5XUTYoeV1o+3ab45/48g6zDCqaPQzOe/8UHR5/igeGBeUMz5ILrkveP5K4vJqQpBCMysJYoh1KrmD7sEXRtfOd/vuoYEEhpN9xTcwetS4SY6TmNwU92A+KOUSzrvKXnBoFBrTcdd5B+drwdxNnq8henHrb9es0jbiBW+5oZx12Dgu9SuzFr74ahTDRlkmuJ+Ki9KhpAe9/uabYfEErYajRsNSaTgHU8Qjo0XdEyuZtNkTIkuK2rhnoWuP4jao3eulF+RInOTNqOSsQRug32Kg+1UWBBkxa7tGyQ6PcfQ59iX4m/96L+r60BvVcCOViawMD2sKfDWW4fyJXn8un+FG7yOG+nERdMgJf161Nr+wKB6NI5+LMqb87LlpXVoBP74fAoo7U/KqKM4rwumqDughz7ck23YeWKx2YY1Td1zzeDL72hI0zp+uff9ldqeTlcpEwelEuZSOFwWMwbMyA2xrJpfrBbEmnPNdbsPiva503EaiGZaKs3slqirwi9MS1rCEI2XpU5IW990yQNUp/XeAGeRy4HXt0v6jYlYxoIBcL0eTkLw8jVdjMWqk5pURT1iUxFtGAx0C3+UyczfRPj9nC6U0UDHWX4pKc3HzMwetbr5WFtiC0niwq1BYC2rZQIkPHgTqRde0k6qVlT8kH3bbADEliFA2LE8L8Qbf2lujJmx4CNv0vwdEsd7KH1kBYAVJdOJQiA+Yk7xoDzXQ54dXJO8VKDV8/rlZnZO8MFEWmIqAOLYkZNnQ3rJZahQNnHhP4Q+HSaNt+nSGX7xq5PxQlRG1MJGxsD5SdTLz8QV15DW0J99X602qeP3RdG0Uo8GyVdz9aiBb2FWnji3g9ecsQx962y5AZqeDwfhcYL7dgqpB2PvS8C1jZJxV6T/2IJU3GSY5eDyOjoVauol3Vzmzoe9nERxieYGhg4aUZxaHwQxohrdr2GzeSKfLyD0cBAyq5JcWB7sWV8NXeYjYzgt2V+5xByEO0+ZxZcdKsSC3EakeJNrnKnGCLBtioMAhuCT2XOXvKEwZY43Atw9BK/1L0U4VOmjR8HDqsM563gBo3tum+5N4Nu3TQrQ1miP1SkbgN1wy80TR+nmdK4rwR7DskKa7rbeX9joMj+MaUZZSZmWQn8CXPR9oV7EyvBTiWLetENcR2w7QVMHNLKx7F1/MuYIUkPhVZ44k2FHc5bhbX2nSBOJU1ViBRA51CQ0q94eUU0F38vM2iZgWdphOoPO5qvZ/8K4IPBgzsrw3foTD5BY5/OykjKar0Hr57RZ+069WraLi2JDdaFyFCS0aMFZUI1gU7xRtFAMISaBqE4omRSuBDQKaCnAYYZoZ6S/UDtvhVjqCFrZ+431uY0v1gVecXrieVhV2BLchOW7CJuqMo0IZogrAnW77cBNR9AXbC+UVNAD+5yhTRiVwckG1v9RufhGGCmrIkjQqErgzo3JnMmbyA30QLVNPWRi3/uG6mU53SG09GLFPGoE2wcoXj1oU5nDu2J5jeX/CTKkNbOJjrMjjLrXdggOznX+72JLMl/IVIwRThkBFK0Or3aSAg8g4PFY3t7IgmJ/7KQv4vh0VUaxGfUhVaRieGjNRxOM1y//f5WZrtmOaywSaDfwSWNV6yjqdziCMxIhDllOKWy6alZcVT3b75hw/07lXatg1hyfXUFNa/aMJrhc3G/HRSr+d7scT7D510nkx95Je+bEu1XscjNY8h8EMFR4E6ZhzQCFtvQPgz0Trgl3hXo/hcPgTnJ9gCD/OaDOplFCZZrHIdPGwZ6fBQqf7w3VM1yr+empIptuXajlmDPID72AxyQZOHTmqdbEyZ5AZ1G/cQFYalpaR0iWvH45Ju7r2IPA/7FNfHbhCJ4WI+FhkcaSBZo828g3qBlUC4sGp56SWe9RyEfCcO8nKOkHwXdrNpDdkYRQhtMEefvOJCU7LIKRrIEsGPAvYsyrCVV0uwxlb2B0WrYo0nclJWKqd9r/Tk0RTvSZf3+eufXGGpCuKhZklLHAJ27S9835pbbuNP9H71QeJ9jiDcPuRl8TtPBE8cVDrLmzTNNUqbaTV8bU4r1DRqW5Ae1sGYm+PW/vBv1SwaXKYhaB2COIZv9Eqo+JoYrWvTx/B7O8BH4OV6BOpqWfRssALUsUzla7iydjSiZbZoR14iU5Fa6+aGGzKSpgzi/VnHSiTCPBczRUYO8DkFMAyD21Z0a1NZy9YTHk1R5bcIGPftQr1U6J/QE00fopaVuRPmZf8ZACjv1M8yo12UWRGYZWg/Jjp/7jrB2a57JKISn0a3a4zRuql+wVy/1yBFXSVvzIHsgFvjZQht3v1qnTqrbHN1NEa+SrE0NtTS8uYLVvX/64irxD6oIbo70r59vowak4gyOQITOsvj1cFE96OSb286/mJ7iJ8wLD619BzdVivfeyI6KtbVeYqrFsmYss6bUyP87RA9OfIbFAy3Cj7OdjjdTIj1leNDLar2XAYb2Glfj6VY67FgnLTmYEzzooA5qBu35P6qy7MaAO0c6TaGFFFYej9KCkYricHpDufHxrLX/S5KA0dkdFzUP0+QhYVZ7i6dr7TBrHECs6S3NdYfHE8a8P8ydGK1Cp6V9HuD8HyAOghgrkUYgaHlvFQPkyeIAs8UuXsf3IykRK6xO4TtW9x7qaFlMUi0d69GGXx0etC3w+vEOdhkKhFksGvBKz6RLFG2XBJfHg4t6eMoaNJFmfQOZU3wj4X0F1HnbTqA6dozEWpaR9VULrSsBkpRhEY59rskj+UvvBx4+K5xaggUKXi5OuUpKoQXk2A41cLNw9d7PKWlBzSeRUu67YY5gelqFq3kKKN4/7t1MGste/SxPSLiQPLsuJn1JLmRBRiRHsSwrDkuFhnmZHhZ0J1p6t0PCAG7V5aIhEKRvOPUMJUK6KCUdypSors6RwEZvlA0Q8z2Iql+bvdpUNoS9AtJYoO8T2L2U2QtEbUfUO7p0FvtV5G6Cgw8g6OkxrIj57QuQcHQ/rN5JeBHbcuU2UBrttmfGlH/tDH3MgaLtaOgpq9U0tidcTZid3UW0Au0N+ClTP7TmnjDcCPqb2+IPhwJ/uMR6ljCAa7Hzw9AzjgIMFrT82s0aHo5d+rzlnmmeKkRRzCIsHnoCnGv100jXLrN3QDcid6X1IPphFE4LuJNXxZvrx09fCilHy2f98tkJhoZziFK8jp78g0nw3ymN6R708SAxI22Gm9o17AaWPhZkVhL9n+5NXjfZybWmprA5cahRWdlPn53PHWTEKRkipLzLcoKjqBCoDzBPVu3X0Bs1V4M7BhuR84cHAvgiSJ/YH2t+qP6XvUM0oyNGHAtNOYsnQxnANMcCXah6GLR+6QkqJYWJLhwkyk5oo82MD3CW4fP4Jsx0CUZIt133jj6GSo0GBgEDozP4h3qszgC0re1NCui1sGALeGCpnGiD8O9Yf1M/aDXeO/F9IuDckYiW/N1rrJE1QrGOhM6A6WVch2OImUM5n9VScZrdtgnRGNkXesaYJnYSxq6pcKueacEBnbn4JpYGMLHanwbIyZNI0FXGj4gG99Q0OzUY7BEgpnVI5Q2bXBg2pbKmv/H6AN9o0PHsovsweWGafvJg8KVGBg+H0AZyD4c2earuWM8EgN75teLtKVZ3Q+Y1mHLnRrZe4LdzUgOef5yUefvfJgcr2MFt8Gh+JIw0JU472o+aFzr1PkSTI0WQLh/EVlS69QPDT+3Zh+tBMNAHsJsWbPG/7UuX1w1ezLS294RK2ENVneyWCTW3q9HrJjQPPwxVVJoDEaARZklc90amFEbdwHUtQKVC+G7XtpuzloAV6tFtNon1b+bwa1gTjpnCeUobt8VVoadzvdoYs1vOh9cLjLIfO7Amq0HNxmzDDYiqUgZv+zPMNrR8wXYINaSdBWzg3fHUqnk6azMMtnsUBlFLGSTeAfpUkVtshHWw0YSihwZMegn4k4vwDqXfeqKrctTeXgrZ/24dlridlTrGZIHMV/6TCJrb/Pbx3CjguMRE+9k8lnzTCkEUoPZssSlxV2qm8q48qVRXQAyACZQM9q3u4n82Y1rGPKV6r4i9rycwB4CI3TiKB745ZoR9Wid8l2EvtjU8pYVAdsLsWzp0Ityl8vz7VOV201nXQl5cbOUKRNCz1PnnSkQ7xuo0OYfLG7ozB7Vedd2wv3gCdByDUt/c0EmhvQHItPxTSlyZ/he8bBgkimhl8jjLbYNFbvC596saCRK+YvGzyyE831MkG3iT/L8osBkeDUGCG2JmBJAQ3zAz0CiMGmif485pe09fCoxNY3uaN30rI6s0O0fgi1pg8WxPYOSdqy/DzhWF27G5MdYgeoT2Q+GbuSx0o5ClTXhfQN4QgZ337mwbr23L5238M9v9Dv6e4KPXJGpKjeIsf32S6tNdeXVkqVyz7Zwotz1T2e0QqE0dh2kYNajdbrOwwYHhR0EnUEVq3eG9HQQYdqKIcEJsVyTZtOYgsQHPK5txqfWzcEN7Qo/4xkQ2PFovmc07rP+DgZPuQNA9xx1/08yVq8ApWh6sTQhEEu2q5a88k1BPGHWC8uGQ6PWBRJ/b4W6w+LmsLuSY0wkDdO5LKp8UKZsEKfLTieMOZk+d2/GTrbUqQejWnM/K0+XOwNXFJwq8Y+gFoZZVDQxuM0Ikl0QYDzKPBzloOq31qaPlEw2MItdEJHhP1QrUcujcogzBGc8/IQ2Tj/yr2CW2qbTLwN7ETC62paegWEjX8Pnsob+WKPOZBpP1HFPaeWr7eDViCUOXB8zBpl0AcpgUCKmMHxoJ2Vlru4iZW+WYLx/fDAVtUrDZkafSI6BfPDNOYB2jt4Lre/JcjQ5k88q+UCCWKWYZhrBj+QNtiSZuwa6zJ7qbSW2UwKMPMVBJAQ5Xyc4fphCrbpn+b8IHTgPv86N1kPliDP9tl4YTdfndW6+I7j/UeoNUBlbqY0nP2Pwx2oK1g1WDFfL7bmbP9OJKbSmnLY1bLtSZX/X/W99XekQfFXnZGkuzh0rnNNtPqUEzkBn7vPlbdo73wovtAbuLRqMOhoc9wlL4mKLZsr8rldj4zEA/jQ00bmbDhLY/kbEfa8G0eKnqh1W/gag2QZvcZtxdBKWEX+EGpZghjHu1xRFUE4SLnTB8Iw0TyH1+9yVWSHTiYWq0AolymVkZX4vBSSwlckl/yN98M9K2CKyOtPJjJdiS29x7OTHfIk/c4PWxdi3vgcpOsa7BUcSCYJshILKtAmxG9qJK8BfK0KJ905v74yi+InM9DyQiV9fBJgzyXzcSmsNqHIvd3wMhQh0RJa44yumwPz3qDiGnfTYXmsQk5hBhQgew0+/tCZq4AJiz57LS6FoPPZ6o/2F0x7KXuBc9jAKB7fLgwWnQBlxgoV8+oP4V756Nh3P0B5MDWcxpb4ami94JCYJrGoS+xwHxDqh86qP5VUJvuxg9dJxkBPGP9hWNVecKggzqJ2g/GcLoIOfX8RVoIni+XK2Z6u6PBtBF94YT86K0lbxHKM+1dY1YGyb19jfgQ8xxyR4G/jKSxScVyE5Y+OXdj5vEIaMsoYorRMvpME+1QdMNLyb0bAtZcRtaS8PEUlxFliT2/zJ1fGtCoXzrxAe7D5f1XbUHLv15cXhrs+EPxmul4yjZ2cphVCSy9PQeRu98lz5q1QywWeogYxjbmmDxEmQGXvB85+F2gtRlywJOv0nV/9sREb5MjgfHsG1S/n1IFgjDD3vBkREdYCLr8AgUSgDxBYB1YSnINwmZePnqqKyM/4+odw9//IRquaTvfrUJTlDjmbLs8eYQfeeCrFE+HiN0Ad04Vpeh+oSKUP+j6Yx8HaHYL5PEgrd4qXwYN/yKq6iip/2XqCG1o1BM3eg7hUjaOXlptjffbmZyVZux2EwprpyQYbgOO26r/SS0yNRnvOedalE5+M1oN+ciQH40Xk2oGorw1b1bmbKY3hYRyAU46H3p+GgsBUT7T5oogabsIMPVs+VLIui8cHt6/f/VDB6g76yln0FaVt8dDCkM7GJkOyGy5Ee10NUkDIHkh4PURCCjNRtLm7v2uYHX2H41pEGK2EItNm3AtobUI0wHgz0yRZKSvhjq/3BAN4hehmFLyBAYM0r6pCIKW/WF1EsEQAEUx8YmYwFwmq1ViY74G0s2ikcb4ouUqe5lh3/a4wa+sl4siHqi8tMNgTpXp31MeQAVvDR53b51lWjSB0DCo/FSr5z+79wSenBF3HAxOJL6Ksrr7VnZ27PcVbkUWyfSviHo5Sv+tk8AyzEV+T3xTvqidcteP+Hb3a0+8GWOF4X5pH83nAtKLwTTeLt6mas9bK1Xs00NOER676lHOaIV2IjSpf+MM2NPnsZ38lVTSUW/z56Y9w4IpgiVwevOOEq8QcLS7KCE9ExEQSGrlc9q+ipulOUIrHjeGYuD7gJETiwNv5fLrmwIee1r2ys0SwSj7liNaIEdLdMFV/alSrW4AaLnEtElvLJtvwsslPN/aojglB+pVx86u4JvOmwYYptfyYcG5paccZQvoVzRIekfZQsAhSm8PIdvqwWLnW8fXL4icVM/SSbLKXy3pttXeYHgpYdjbqkKGi+X4ZuTleRKlNhlqo8KkZCDY1W4fOk3Y5JP6mDwMA14u8CO6cnnlQM6R6A5B/+Bg1o1g+2ppzA0ci+NyzdVfLy8ZOMVDk4KDiFBBOdWr48nCefZLoI7HHI1QZhvFzzBwLB+KVYIEJfT3LMwz+TA0NjInCrMpiz2C4YErIf97eo8HpdmLBsfajaL0BlTjf9+I0ydW4BwEFEt/hZzm+N+Jcbzf4M3mmRdMpL9/SGZ54uB9nb522tJFVgd6LbEosaszSYte1Av7lMLg+fauOL4TzGaXAXmAogX28s7KJEGcNtlzrEjucRy+N3N/HG4uDpQ1NdLELSHmmiL5BuKj1cdH+p3ntMcsxCguFhHZfOgPgLNWGz2bkwtD0UZpL8+XARkJ6RJxApR+fOA5smvDkmvY0q3+JAt6oFG10wHnha4Hla2yk5Wq+OrM9Ben9ChSLdqZ9+ACWe8OqhNDmfJiakQnqN59qu+h5AX0gA/zLeLO5ZVwQG6PfZ6AWkJ/U41YDdCwuXIBxufxzVaqFhOu9lDsnnnUu6weVFCwLzjAJ0D3LkMkJj0eDkL9o1YG5yoO23TX+vLagETTS3I21MoiYS2YGP3VZXyKYkwWIN96Ob29ZhRGe68HbHJbWbobfdNulKhtMLMlpx0T/bMX8Ma41WcZ5uJeH0ufqmOFqMRsrgLcw/9jYTB0r6ysKyYvEFIRHDbFGeiq3R14w5Kh15DjRES65aEyS/jmwHaakzn3yEhnhEc9ufdjlcmwwxhANLjnJPZbFgeO0Er7JDRBZQIUm/qYqQbZGFE5KIRHvMGhSVZoZh0r+jQkqvP5e29BG0Twi/I7ymVWVNSb8sOZOxqMg2/7YflKOOD720fE19iXfOdxCzgRS6EdcRRVEUKchz7xcYi1fNcSYRxPdzrECQV3ggJtlDRq1E5d0oY9U6+V0sxpTYgCyLT90NE4K+7YNmVo7kFyOy7JCb6/r7iH9IHP0tiUhsAmJCf6pNF4IvFg6RVdvpxQp5JFUq851CztCwPf8YfHxL+GFGZHpIPrxRzeFYUUhZU/zEi15EgGxIIp2XBPBegf6T6C4F11UCHKx45b0PwFjOqqmfLNM+Ng9eFbX9fLuRymZyHhdJNma/M44PU/rlYS+XEZa1F4p3xB75rkEzV/LkDxA7jVQyFuH5GlnqcxK1bbyFZFmAv2NEl+QXMpEb8eMfGgEg3qAZzA52EQ+Z7ewLZy5gpLNLdT7vvs92e9eR2qLjimdMsHtAIsVDnVwUyyN4d8ZON5aQL1qlGeKWWYkAe76dyZbUMLJila1AbwbhiO1kpfIvtv9Dtbz4jidVAX0JlepQhIck0ClDfNMedjvlmyXwOFwReH64j7i41txwgneRW9u+fLd/jr6lXP9xxYg4vAiZ22SRFlDAdvL9w3z/puFnumg46B4zA32VUknULZydWXvGDdxXIG8QDjGng1DBUAO/+9mfnJtTESjgkg63xfX3MhxTwv9FsOMnNWfFoiV+Y9/QeYD8jnP6vFrFV2RFZH+kT6zNP8lDfiO7t66lSqqqaNq8DE3w5v3nLXb18QymQ1uehAsTxW7U89Ttsw/TJZ26akAVGxXhtv7Jd/SdtQcMGbUWNcdfIVkE2u0ud5vJC3fPs+NUMX0kmd+YvB/MfetiWluXI8Hc3JMXCO82xJ1HS8jIFNfvjPWxQWO+gVXlXAd2lh4y9jMbwt2AeWZPnBsMLqUSq1Xp0AWWI94bQJ0d6EZ7hSPoY+EpioK1HKuBJC2uLSN3GM7/5+6QIwcIzctm9bVMHSekUwvHkg3QJr/yYRLHZ7dSy/6BxSJh8GuAHqDHaXGY0LxreWhzvOghoNiE2v/t0SGsMFqOQ96MVAD1KwZPWrat/DYLz1/tP5M9pUt/rrtF+ra356VyThIpo8cxdskcCqJLa05B8W/PG9CwCLpGbzQaePI5iDSTN9C254JQKwcCSrqWVdNtInE3N492a39WPaQgCKblDXDF1BlpMFrHotBZpHERna1YLNFRq/698remeL2dBudAtEeEcv6fyRPbWUF4DZQbgjd2uEwHfdGiHBN/y/b3cAbAUDUh1vQCztb0O8u6PZ5mytZEfqEt8FHlv66cn7WfksnflHnYB8/WvvfejkpWheEzt3YrjtJYefy9nB/+Uwdl17gp1KxBgCALppZUiT/lZIj59Th0eeHcsvdXe+o3liDRxOO5Xi7ZzBierpaBb0sXcwq4SsB5YQZ2Nf/b1LJ+fDGyHlI4biFdayJbbAbXy4XluDaRWpSpIvG0ZLEpbK248NSlIDqysuIwRZBEc4ziEJT8mo0qR7/ej1GGVLrE69hBVTubGumFHY8VUpWFzgMzkjiSPytZukFnIjDmc/4iV8eWmni3nnMRMnpiKLAUqXXl8YiNNOsKKLnBVobldYf8DZqXvoRh04dOktgld2eOHhuQVi+U3kjLM0A8VsXuWLw9ir+oeUBGieJkcJpO9Lrtdr/9OHyxXaCLunR5vUB0j+S7wKOw1ftCZKS5s537Fq9j7hRJsXW1sPM/c65If+sRrdrZZ2BYkFlrHdIf4szAQ0d2VhN+Eb7pUCp8Tk3XC0wDlAk1ld2JiZTS/c1NMw4l44RJrIUms9/NdhG5rQh+aibXJyufwYJBgWNNZLw4LgVQSiLRNe1uIEbbbXbl2EhRg7x2tDyCBeXYFWKpkHBTc+1vQ+/kTe7J0oLgiJgo1QIAUS68bh0OZlT1g9ixEH0vQb9adBooTe9Cw1CKXEirA3DleM3rGTohIcM+FLTxwrEq16ZRLB0luUFpMFIIh/wS0xrqy4JezezHGLCbiyefGAKkdLQ9xNECX93z2IejlrYtt97FdehKFHxTEtP07b+iGAYu5welxm/axRvuqQjzl8Ipm4lSMmRcFA+IvfG9FROAVgbeZ+Dcb/O++k7JjqMynWTW+yTgsy5VgGtAt2NA+B1p6DziFmj2YauEj4Dw/0m52BwrYezSrim49F68f0KWDqtMUwCOmMke8PR0Aqf6VdD6WL9/MTfIDWe+2ZsVgtf2VrDRn5O166ckW83VfXi9FgQl6QuDEnEzPgNb3ZsNilFPSPq+cDx6gj9dRRTqq7J8i8DaaCA4dZpiN9MoZZ1TivcAxK0KA8iIf6XTm1og+vE/3iLbo0J43JsZaC6w6wlZ++96fpTEw4iGpQZdr22AKYbNipLo2cZgOguV88hn0SLLNEBd/z2W8wi3iZKPqtb3Ek9JFHE4Bwe00JaEmve/NcZdhrHSQt+VDCqcq7iEvB8PzEXvV/udWf7bS2y+hwI9tDWQHefW7TmpCH6XARMpyT9MtpJ5cZ7kvzl4dw7r7DQz/Nzoi3gWO7hjTx9nfL/jK7GqAzGz9E1bP9efS6auyxHJRB7PiPP3SZlmncnQxGSDq4lanTj+0KT8lQHrWtJ6vvkWw+USste0cv+exlwiztWZvaQDUJoEyU+++1lDgiHntqOy9a+vcxLly/jIoqgtCz+JGX965xUVZNPZXl1G3GIXE612/yPJOi4TtIqtYrtXfU+dAgEONyhmJqFqM8WmoQCI/wypQdQua1BN61YA/nFc9ixGHQL2vljfqdRTB+n1Mu50kE7ioM42E0/4AE9qMDlfbzL8/zlyfvspgSAezUhrQ9ikyH6GEITNDkO7o6tA8cRKLQMNCivHrPu2m/kaUh8W2XR8MWgIyOj3lOY62GBlsewSvGhrnUx4toZp+mAN72fLkxOIrR5Ufjc5UOQRLXp05n1nFKb5kRL/lmVcu0qtTaFCjnePIe6160Uu9GIb+BjuJdWpI6RuLnDg9hK8TCm5eVo0+mPer5XjuWRGpSgj83i5PI3k45tcS285+6SPqbKytfj24QbKmVbrq2txjR/5XNJLIg6rsAyyj0kAEM787lJiN0xU/YJ/VWOK4L5iSQpnhLFN7qBkvTLmD/sLeMRes1eAIOziCWa1/P2oiKwRrzHYt7RcsxpjH9EezWZ0qNcI9pOn8ykLWerL7pWnVXn4BG9aOY8jRdyMv0nbsCfXOAfYmlxD4vELwIH/YMJI5iIhtk9QtKGYe4JId0Fnx/WCA6qISa3QKPYc1ruecErPnQMsTXvr3y25N7B8z3NnmCxPTn2kEfbe/Nv6UeaAg8d6Z+dTrvWlNAm/agMZJwBaADKC11CSHcJd6JSWhemQg5pZep2FsafF31/tMrd+uk5CaA3pn5Deu8jzMTYj16U3bV03Yaw9n5j+JEdUV1dsGZ+XiNabR9QaeHBoCXbh3ELilhjBnHQvekY9dCjr9E7QZzBX4Kou9O5Dg0CtKsVgUc3gswl46uykNu4WPwSw+NEeNAwuKBPJir4AEG0DuQpCDE/IOqCicoGWIkY6vb8PpxxQ5OdJeYorCi85hud557xFfZnNES6fpvjgeJMmhSNLUe7Gzax5iZemCUKAJTs26h3ndGlB135xagbzjr2Ppq0YkKrVQcbWI0sXoZzPDZmcwBzv+wwAQaecq+BXzCxE5a1r0va4xJk/kaFFQa2ql8gNDFPNxUU6W+I4DZkTWxA0N3xs4MNLNZgeGXnQ/pKB4WjquBiU99KqKl29a3OuGBBWq5WzGfpL2WjJhr5TamxPPER9hKVpmqMEaPkv0/hYzhOsnDuEyQQP5GkkRr49t4GTJ9Ygrp353GXMqxwieE/R3y4hw0BJntzlxPITPzRauzYX8CI4W44vMUu+I1+P7THF4PdaOqvQSZMXeBtrZOpSXPDzWKU/6CtAg2r1ZewcuxS1RZTuV0IvjHhFNFPvjscBJEOobO2ihGoHVWf8kmK9TFTA4q/HvFeITZUvSwDQBe5HUyUZruNdtl0xg5xWaDra2dJo2aFZZZZ8mXIRwZ0ZuwkXZuBcsZrWfbBRRprJ9xhcrteIS8xEpj5H+49NDbE/AygrhSA9Bbw/T2UW/YR4oVqTcfvu4nUG+mPLVH6927WB9cGzuyqVjZZwnfjdq9KcdGRZkxhqtCUkLOSJhpyayOtMporeNlh1+3t2fFRSGnyQ5ybKmJONs9cevB14nMayXbAY8ScLdltXvcPNBuf+n4oBCFKcm08lVUg3rk6U724gf5LARe62qadf89negcu7v14QY93FnkGBL+xKO8yNA3NXgQ5jRnJ+TK7CtDAC9nrLKrH9G8ePgS5c0mJcn2JuifABBJb8bUU4AGzR9iEPsJj4OAJ26eklLt99cnBHsixeoA4JUWT+rIe0G2YVQ5Nm7v6BNppIjX1kv6nwfxv3A8ad8IH8UoyudCC1BMjIuKyo9azv2Ce0guvL0lrax55S7xEfbtuZKvt938KFWvqHWMiUe1C6Nz0DjLCpTEMRR1OxjsPWhkJegKlYhjX2ePxwbEmbciHrEEaeXEKCUTO3btpZGrqAR72+TqJYVeZ5xJyEK3O55BSNYSa+ZFlGAh+9KEJOFdGEcfczSAUKFgZi8gD+Rrula8DG9Qm9xDppVvV/vfCMg60lyxDqDp5aZx61/iic/Ww9H/4zs9xCHXfTv0RNJ2XsTsZEWpliHyZ2GK/4atyRzGMTI01eUPY8xepEo/xSUXlnrWcZ79s3X61Sieu8mDqdkMpu4jlqEt6g0IfAol4kpgtMFnkz8CvWsTNT8fDr/WPvVruKZY3SXgXRhejp4paKkodACtl9K53yIhCa6216icLFB/mc5awiwCLg00bJa9302fKbZfPkQ0VkRc+T8ftYaQk3N3pueRoiD48e4+g4vB/KtKJ5/0XWrfAw4VMMKuiRxJuqGGDUa+n1IREaWA7nCEEh8JndhhJJ8vKNVevmHna96tZkeju35BeSgMs/XsP3UaqVUjdVoj8fh5pWYOI2mj3ghR3TcvpoHp5CeyjUBLvbPwFVmeze0O36j3SGhF3w2/kH39ZF4nASpgGiuSxTpH8JqymwaAlj4wt5zBSj900beTZmnQbwZUU8EVb/iJm51db0Bghhah6Xj/9qBJ7MskfU30fqg8AH1T9SN2XmxvheRC9Rx+L/X2w6VDYzil06+T2BMu+YVMnmYOzZAKwP4Z0HkZOjfPkVOJRwJoQ0yRSvby9kZmiZPQZnN0x3X5gPQ9zN88qt11ZTjK8QEcJFYMfxA4LdZu2/ZGineaL7GIpD5pflAr4iJApgXB+O/2e+SuhO6I1VZz3+vyBInugRgJ2GR+/L+MBFUUFs961r2WFxp1TqQQeNR1T5GVdusTYEa0E8EDVEt8X6dPPZnziVvZAKoGZANWi7o63cWAHyXpixNMYfdFIOAWSdLxF3MrV+lW2oCDrBfSwPMaguGRbKfMdhCWckpBtP3I8LztK8oLEpegCaTLZPVoZ9pTl8IM2kZFFB4nG7x2zFSUIE1GVgRahRsCcMbT6ET4fBhXti+bwIU8bSFho88QByBxWDIqxUjzh5iDjj4Lp2OpbD/xxZVNk1ENvBjq0Sgu2GXXGhf7xR3lOZKndv2qrtNxpZ/S+NgXIY3kSPznT+lSaDvqnr4dtmCzIdqGGShmQTZAMNCq/uoghKADqqVqFyh0fRwSdA9aaz+0lKw6EaPEsMLtG65q90C/XXUAfr6tte9k1k1PTQ8qtY5eG4ZA61p1Oy5BQQqXbKNu7STPQE2gJgj6NBatCvSHmxG/UoLKaIb7b8GvOLcVmV82SKfDNy0Gvq1iDjidSU3kIU7amwZuhPSfOLzknyiamSaM4hNq6wea5y0VBh4kkUi50P/s03WYERq6qXlEvs/2BP3ztjlJjbhN3NsbnFfE4cmHzjnJkUMoZIy3W9rqsZy6Q6j1nRtXH1Fk1WAlwbc+sNIiqjNaVjalZbOyIVXM1Dud9KcZ4p1kXYVUeGfEIInBkUx1zrRdQZvLxfHGTawy78hWehBxxJA6Wvb4CUPhvYEUmutHc5IgNDjXhhjK2nkl/v6uxEwwnddZnfeZQIYtKlwLC9RXEUEvxq986AUNCPFTl80Mf4dmRbohqvh/+dNa2C0f5XZOoNBWW4GgOsTNOyBxFOvL8sgIjTpGdNXcRMywCzXsz/LMCe8CA9vUhCKENq7iSYN6TxxU8FRRbK5CCwqtjAUvryLPWEiNVe/6DCKJ/t9iXSUKZw8bN56tqzy1UQ6WRALPyamWm0qNy4vr9y9Oj+1AIFqiqbb8+Bhavaxdd6KEK468U3li3tPb1bzm6ksuQ1fGM/VPUGuqqREIEl28B9pXhlLHMv8PGW+jRLHyllTnKoNEDnCjnehBnToeeKbn2B9PUeFPAh+wLuLeT24gGuqcCquqM829vuwUZIth3+kxqeYnRud1MFnl8nqHftHjkGL47e/j+wVaaZhdvuIMBJDcGcagwPOFVLPGOYLEbasvRjgUI/zExmwv0xJQ+4/PCgCMIfwhvFIsE7BMt5ZD5SJjvLjiN1o09RO9u2NY1G+ke/iZQuzKULtX8djdpKikcYVTupUw1VaR9d/J36AwOZEVD+Cru6485dxwYPEMUy5Hx3FgWXuQx7tkhvy4cN8dqRlINv0AcAQ8xXSGWTHLhYCCYw4H2s5Gy9rPeDYJCVXSuKw1OVY1picd5uU9/Cgrqa2cMySVa5v1jYO2d7O4IHh0o+Ygp7W6y1dpC7Lav3AWSDwSnmqcvyl+P0rww5HFd17nf30mmMLgFyT5FYunm8qEUcsw6D2zp/M7KE+PAWdkXL5QuqwoR0DZb+lBrkhYfwk2VK+deM12hW5OWAEWgSSn2Je3t7whguM/gToZy7rNr4hx9FTywEAjcHWkCWO5JRaV6uHo79agWeB3xXBPflQjBGDUZ56aANJMqgFrcX1jWtrk5nnaTmMZTiIYFrfk4eNPS6fNTN+FFc3Ldyrxeel+Ezo5y7ItOjLVshf7OeafKBcfaJDg49ytsiiwl9/q8q996K/mJBeQOiP8iFoO5eyl81UkxS1XFACO8HV+QLMwtwuLoscoWn/EWpqZCOfQCa7uNchjLqSn4yUACbSRnrDz5hkpqKGcwOMacnjKoAAq0IxxexpKC9fPYNdzXkcTk9PwzslYKLa39iy34+LsspH1Pc5eJALTq3+e3M6e9WUrDRrgZwe4EN7yxbsLsZ2OLxPJ+Eu4E5tSW+Y+tDdw2NBJzoXmdPDL+UHsCmURIyIzZmggRJ4MXZC+GjhlaP7qDVZqrAIih0tLyLgDep2dHM1u5XB3Jw74GYaiK3x1OJ2IiDGD1qpn8VhIIkpuBm3/m0tsla9i/SMLyIFQZo+ktDiazxCJdGkzQUOSxM1cyeWm4y9tH+FyfjdCF6gxgun1/SNniRdEgdpI/kvOIxfFMmSRIXobu2q9jDxM9chJGEWrd3Ub64LOS3adA5jALLP9sZgvRDqY37/rjkvZCz1aVMNSB3zI7QXzOKb3xzPtXakgqpLCDgOByH3fUmACK6C3N8ZPBe78Z/rywRTEy6g2QOnWYQuvguBflcyHeU8qo6kkKkeArjvgFblqXy42xSgRJzo8jVFk7Nxlq8M5WFobqLspxSO7yYRPb+vdTxArh83WNivJd05Vhp+Oe9iyb+YZ8W704CSk8JYpPOI6/Ts7Xvqia0UFQ+Zkg9CSKzXfvTyTFGKt+4KemBAKiaRFqpZKX1flSLqCYFDB7wKnvsZizNh4uIAoZNyQikDBtlCDhFIdl2Suik2goWpBaz45jHMkqY7Lp++cgFgorimI0vX9oa908B82znYOthb/0/HrGqJoFYva4e3QipwW5MQ3Tzv6+UatsBxxPbwRDcC25W0mpkU4id0et5sxm5/AH9KT48GzReLQcaHlcz8P0wggO8pppRn/eqE6NfDUkNFfjMA52CPp52Etolqlnw2FJFy8oIwRVMk+thH6CmhfKciOFu1O9F769Xomp+4ZJunv1E9A7ufhlA5kQtUBEVUHC7tM+CDrK3ibU0YuiiByr/RBHuRQPDzUfMmMjoDxnaPQiLTq/ZOOvt3L9rlj8plTRklz6w3l+O+/ZPoqw0sHaKAK87AMYPSBSi2wyJtIuVJsa4mC8eyVoO+wC+CbmrocU1xJtG1sww5dcjM3V8aAih4bxZZtQANHfoygBnf0c3oCyWfNnXEZ97fzxhOr6EjGagHD287hk5IIlTF5ObMr63o1A7Zvyz6a4EiPlOkDmovM23NSHuJ4VZVhRUncvcLAYGmE1gQLGSedMEXLBDQ7YTUkMQmsvs7kbCTZ5ACYB4WMNp/BcV/XRHZnqXG45Ej+mpH28QDEC5zGxQWSFoi+9x8mKnE5G+zyG5dj3A5/3oH3d0IQqQgE/J6onq9TotqoIX6O2SmHH20GZq5fkFo0hXBKLdX/b6aT9Tc5HaI3ByTUFock1RzmA8yNMoaDvD7KniEc7/bQHLw/+MaQRiB4biR2AaSucVw02kymy9J+HKvC9M7bCnFjV14bMP9ZR5SVpUT9g4BAvqijYFH7TVkbAwReaqwD8xl2vjmO43yxMdjSIpsbCZhOBs62ykg7avZBE0NvT1wiMsYsPgUXGmyRjOMflOigcjbOmFS8K3uAGgV6ZJXv9VmKbX2xcNXIzDRd44jCPvMv/qdESHqZYluObVlCeH2C//ADMAdgeNWEcXbDcxf9eDX8ZrCE7fbGCXnWM7qML9XnDoW/TXwEEqN9faJwLP82PRDexDu3+cIXGOnLWgWOgEmOnF1lED220KRZKcXvNsUbjT9tft0piX1KJSMx+SBpj1WfJWHNCf8t/Mq6oNVnAnWKDSRGgKWc4n0o79+oNgodpHj3AuzFaQTj4E1K9C4Vay10UwjTpnCqTmZDI9IS5dTOe+bbwtifHGS3oSBkqoCCsXUL3N6An+g9I8YuepjiL/oP9LgGM3U0J4cDregpKBj915JrNFMt2pCtNvx/9LyZntiUUl+pg4e6GyVifSsO5TufaXVJ+YyCv19lDJ7jpVRRjewV3a57KiEk4UEsHdFiiDVgYAaaaV+AcSFMWoXdCaIS5KznvNnnnQLTfWBeK2j0vzKzsBGGwAVV5vH0HJRMMLOXIrhhyGRq+BnuTF41YnoX7pkvjp4FwrI7ktB25h1jScdZiyA8rgU2x6PhC9DDSAKTCFphMuaVVb6DhxZ8msG2VdkwtBLPw3LwvtJ9JN8AyiB9vjTTyfFk8gQH6lDUzpfC6x0BbmRzMx9s/a9wvl6vY16mEvaIBOpSVli08sAp4aNDUIoMqHDvuRdUD2su4xanU8onVG8p4GDM3wHl2X5hoty7VW6pmdSWbbEFZhFPo3LL3RV4dYecEdLoTXXMTl7k2fNj9V3XLgMfpnFWAIEaQfSdfVR7csC9/my8/uMWc+A52SwqkC0EHRVkGqe+PPTtIRg7B2CQLTM0D3hSGF+67aHw5rJCRe9J+rbka+vWG+RAxZMBcdY2tFf/L3ui16m7kC/DagGqRWzhNU61fSdwMrxMPf23LRdU96Gk641h4ysy9GdlPaqieIxUeo/PPfEM3HHkIfAX+7iLCh2gmIgsaVj5+JPmJmU2clVlZwQvxg4mzCzZ9/MldOAW7k/ZUkfeFhtBjvqNTVdfoil6kytgKE6x6e2pjD+Is+YcJfcQUcJ9WUQwV5bB0/F5Rr6iPrxhk4oePJ88OMiSk6c3yLyJptdb47azhNrRpyIRCo1e9otyaQtFxKK3TpqYP+FBkc7l+V1m7S85yJhLnfmNhMzIyQiZJlWM3u6OmEQc4Kiiy+tW0AeV89Q2sBZanIDF+byhJuqRmiRCETt68KNqglA4WQYr0S7fudyYfES7vfiUw8hK+e4vwFDxjOJoGku1ne5wLSY12ATza/x/oRQCXiY0UANquC/Yw1aT2ugh7jT0jXrAbeVZAIOy6dPRcYpC4vxiCQSlKf7/4roaHMsQZdSckbsJ5R8b8bFF4xI0cqd3DOacB1DfnX7TCJMaI/w5/EMav9OrVRGHFtGxxH5vzlY1h0o1qftC8TXKHgav1XZeJ950qIIwie4WNNY8K3n3WUULyavKkMCD881KGIPrJSUhVGigPiSTTnSjKOMlM+BYBBw5nJnlIqbqjcmd2AnYfvh4dQW9KAqoZxxQjLH84acNcZ77hN/6TBU5wvY0k5+1wcDz+XH8CuIsvxAzzvpmKqpkugositaUWYo9ZcoMWRczvLJFNcuP4edEigetjEcOxwCw5Hjs5pVAtggWTtTXjqKLn6jw58v+YIKExjbVBW4uzZLOxZS47F/bUPPAGh7DCF3amZBumUKf1vB4a/5p+oEVUrx5D7bMksFidUzNMU2KSHLqqRd0rVYZJNg8Wewp/U6fchzPxXgCxSnqsldISn8rfLgJoBgA0yLp0GvC+p0mvJDoeXRHwsmnC9yKe5GDKXpo1YD2lir5SaOEjB0m0ARZSIcP376/3nMLulkbE3LkVqkBi50HpNuF/OwDLNGHspN4X/WNuPAgRrOUyLNvOX4OEO1ToWUxo+ZRmgHkqpFEiV6Qt25Lgwlci/XCCNQVIxI28g2rPGRIM3xMt3QCKZe3xLS+oKEMXlQPSLPkMD3oXoLej2IuMlbndoNdgaXDB1oOjk6KJswoAS0QM0nZeVre8ENFZZdl5UomFTCvU7aHj/aY7lioJDj+LlD98cfpuuKePmJ4R1MaRg7DzB4oI2qraWBSm9Fi30up6bMxbEGsYfSAh+NQYVzHxQJt3mn4J/3s8pUrf9AwZq+LYooXOvWKXR8jL1L/2AEvCmOX4zrG3P1z/ft6+ATca9kVUdxWdDkYNi5GIBu80B6PpWUrFlj0bnAS7zFUvC58B9+BRCqO07LsUpJ04Zj1U8AMYLhUDDrHiNQiS/bcNCPg/FfhNTvxOwbY0uaXGV+ZPQdx2Iz7aMkEtk0QzbIyMIbcl4XfJLbhjoE5XNiOgEAx5H6KW1z9Aig3IWKze+YK91KKheoJU7Srlik+S6nty4ivroY95q3Q0JHxy9pHptM+sWGV4Zm/j+4u5QDcFAswVPsVCRYVDlcAIn/tKwH/7WgoT1Yqq53LhNem6GxkjrB6C1fSC2J/Ug5Dvj2sWoj9uAmIsl/Br9KV+zDLP0Y7sxcOvf9QB+Xoh3XfElf1y9gSCxPZFrSxBnatMg37gYhjgTY0MyhtSj9Er1Bv0AO2NdVXcpU9lqiNQZOSL6Ca/haxsK+IvhPoVSFoFm3a9+WCWESmFaoxlLu68h9O2Mz3c1mGLemI+b0078gOIcUxO8owXMOsESGmK9x1G7buJv6Sb0GZTAUTs5hpcS6NJRbOlWa4/EqE3n0npg961NHk79fNi38P1sjEbgkvqNEmfpI26d4pQXvBhvtI916bNUJ75r9VqkIIZeJhsJlNXK4zwc4ajB3zpDhYF5r7WxGNJQwpexcTUOyRqV/MdqkEbEhk/T1FBQem+uXFd9bfhv07vRhJUGs3jy5yGyOuGJwz7Fh39OmlSHl5fJHTSn4bjNyGkYXbbBWT9XnT2DC3w/LFJexlflqZkV54MrsijMVSbwGL+nh5uA6akPgboRdFurUtWr7FQiv3lFAZABuQOvRU7+MPs2BrFmLoEWrSE4waNf7NUVBle+2rmpArU7fF4iY36u0+jI4Po5tQowhG2lvXuaaDd1nDcuZWDHLoLLCKICGO7zAQpOAiIYhL30/5v/hz5l32w5kYm4kFNrx9TDganXWfR3fINSgs/f1NrvcAPpWUA071F8iq6xRc0ig0kGByp75A1/JrEDSqFTcpT9hjG7GUd0Fo67roIgCbO9tErmCo7753noqkhWWpYi3ZKyYSaXJ2GJc3tueEQkhsVZ79KTy9UgjJXdvukN1YpAt5lDtKP66bK+kHrbmD/8ArBwkP0V4GTbNyw/hQHsUFb7GD9g1bMyYdqKo7zvhnkiOFLPry1Kr4rk4OL8kLTrm2HrmY3tYMyF3muPgGTTqz/+EJFKk7G2fuDZSS8YirEfjOYtASFLGevqpVvyfP4JAOBkbFwww1gqjV9/BHd3k1R6RoIeWWUrY5yQJp+6FPNx+3Z4ALyWFwFo/InF7GEqXsncbf+uZYbOvMF0tw++QnbfwFblBvcsKiaig5QA4K+MYcBwTorCWzGSDj6bQCLV7j5hQQe6Pn7kqsG1fYw31acOWCV2B6SXqdjwTleuCQzbF7aR9886LuSTDY6/8HPUl6KVFJoHFG10VjLniiZxGwNTWi+XIUTQWYp60Cuj1aU/euuashhcwOezOYJTCOiHAWItsfe5mXg+Gk+nA17MAxjL5FKfUpBupN2XrbnIZz9gw05hxFR+MkZ6Nab0CUnUOroH1PoyitqG7OwHvklIqe6Bn5aO0Stl7M0gCNDXve7GRMmBCX90eKKa5YaGeg6FsoGmmG7abNJgt/mCi7EPyC2e16gGexvcU/LmdoInyaoLnbLie/BmdVU83NEoXOGZr5Mf5EGZydxKbikPrBTzcjVGmnaGSbF3U7RUDFLye1bIas/TMyvrLMQs59Y3hwivvz0r6UmUWQQ9/uTBxwxPnp8NtkfSTRJlb+CcD/kQI9DGCB0H7042DKHYBrOIV5w2VUriN3BRIfWlVLFMiDAvTs+ncFhqXT4kCTlZDn3zSP70PT1R5ZmSh8uinZRX/CxJinxk8jcm5RqzhJQ6BItcEF8+jlPDJLFAkBJdzQDHtwNAz4xRkRvQOFC0BbY2AIVqnGHN76cvZ3BZ+UEQ0KdXLxB1kPyN+bP96Osxk+yQcgPTV40qRNOl9aMc1EVsZCrC770PsEiQLbJ8hY4iTC/r2Ok/As2BNTmB7VhfTOL4AT3l7YmlFBSu097+xr02njNq/Hl47FrXpdVpjq/s63o2EP+yOkJWSXGAFZcF2MOWNl8ppmTZCd8K/9hzmPD61iU4g1QKA44XXHbc9GiyFjWc+TeSMt7j0QYS/zNvzW/hssGsm3zw7hitXLe7ro5B/yd6Ul9vTXZkdbOM/r6faD3IQD262CROzchqsFfl1HLfY9gCh8/kFEowGXzfoo3+DtzOgzY5cEx2E8Dde5Db7DOOxPM+HHNsE3ums87vLzn8v+SmN2XDxvO86QdHaIkinTnC/vmrodmVo17lJe4UBTjQWcKE/3yDBhptQQo4NvWKXgVoRff3oxzcljoJuCqvl4rwVG7Zl2vkIOsNEfoTcNAhSQJ9C5L//tPbr0ts6G1WrD8DRzwtinEsqv2MppwdGH+3DiYdjAUvCMFUWAlzEc4MtmX8ADxnezyeOpWiHk1tPpptq5gXyjlJRnphpPpx9vO0cJR4hte8DaLe4XDZ7HNTlJm8ey+2OtIVZGqPiyYishHnfw6YM0BYBd4BmrnkYXRgRyOigwBkyOQQGcLbkaX3lxDgNIMM5cAxquWYXj0mn6nwEZEvE7Gr0kJ9WSpA+/9sbczJx9H3cKVfnmaAV1uQEER6DyoLW3780FJ9XV2BRK/4ZpyEG1dkTkuB+L/qaOKk801XF/bsBrGmba1H5L2mhCwzk25pSfgbWrT+QzIhY4+vVoxyBitxdDbStvqtjokfqisim5qZ+NP07dR13TFB62oVXam1xyrrssWceiVBgC5Kh71sXWGWUo4giL1BVlQzsTVXosAHmiFxrRGvPEFpSMSdsiuH1HdAADfLhPDg9pTjB4V1n/Ca+v7mhtu+2o4wADFjDRZanMWX3EvDDcpfr+CfNYOYe6FZpoB8U4ida2KTb8cvcn3i7v0S9RZKZXZvwFbl5pthoX7mPuLdiLO2/21xxkybOQgRae8vJ+kd6n6DLvJ6TiX/ASOiTHSIrNfPpEtZDZ6EIW+FXeq5N6WGbuP/oYJ88ctHe5O4HNGL0jZkzxwRAz5tDnS0M94J9/azxt2QVA/OVN1X7iAMWfQGDHqzMW0RaJNcu7GEI7Q1FuF4AUZEhXLtclbwoAVO2AlkDT3pEppUOTM/z/IXIrH/mh0v1xhP/jxj4XjLlWAfHBJv8rMFVB321dORpEW+8hgz32V5HpxYbR2RAa90motZ7Of3T3r4Fmkp16TiLQHhqvdBSAR4aBVndRBVAe+2fJ7jBk1Tvkbq7dnkcSxVE8V4MokcQ6z6+MeuDLIN5shI+NpY/w6OkG8TTz1pAK/s7ujNzYFgwzueYi04H3SQU4v+NI5yGUo03zQULvD3SLlMX27S3JoV4uWFOSNIuH3lIrOzqU0D0+wANLxhYmB9GOyKGklsI2piLWEzxPUeEOLHO3QSEwc//g/BHl0iuv6+T6q2ncW0CK8t1i6DHk6wyYKpzNmj19SRC9AMA0CGTL7DOMtGk5pVuCHoaP7UlnOQO8nF2fGsPQo7nf4tAZCUNCwk7p7T/gT0hfCyfE13wKbFdCtriRRjo+ySIfGQZWLqgzC7Dv14jbfvOj5eRnDMTPWDM+pcLI3M4bayR3022sya3bMdm+LHOmFhAVwYCiVQMI7tajgDmC51dXjurF0OrZ/l/bNfW1XLTcez5SHiXVIbMAdFoWMjx6INwhHqOF6YZFAK+BDUC1QS/9L0Z/o86DLZc+oDrT/uHxhTINLRsmSzLomasl/8O6Avx7z2UMYCpW69hDbPxxOcOu62/uaMLiQ3gBCj06Yty3P7u+pDAvwSf+qCoiKLL7VKI5Y5GfvZBkYMZORUWUTOO3atAEcxG9pN787B00h673LUdVUhy6GM4bs0zvqz9RhKdoSZ6ct//Rm2jK5iA51hcPfASICQxBksmRyE+204c3ERTC50SxaoIApQTAllDQRO1t/03qsqz5Xb5IhqEdUpMZvf3WuyG02aHL8ep/Aa9HQLjS4uUeuGGIaihVUOpC1Gmh5V99wBXAvWD5GOidZt9F/z+K38Tf0gilKDNJIUtWxVQ7nJAaV6K9G2CgeIZ/3sKP+BdvvoZRQbJfP58frYaEW3D5+GR7fhjtqEaBsR97FCNt393c6ejQ9FH7PQ6WnFvo0iSQzbjzbw7qF566hsJkXZixXbmMfcYQdZrKcmey3KQT2iuoUCM56okjrgV2iU5HIh1jnNUY04WJkZyjyZ1hmToAJuIcOgTPgcabPDfM0aaw4v33klMjEe834QnrgpZlNuzWA1Fxnv/ZLWJK4jx7rNaWDxUD+35u8WTDYl4najfWCvOnC67Ng7Q7UETLSwamnJURPrxFQW339fxRJycCqJrDQoi0amaSFcV3ugY5sA31msj2xERmg9JD7l1YfvsTbPijgZZFk4VpaK/dKHasW8GydXEg5zg5nDWIXC0pNkWk2nwvm9bN0tRc5sjxOBcQtIQMIpHRxIAuLtkukdEs4usI6X5IYH/UZS46GICiBAH4KbhdyZLyVfGnqQ5e7ssz8lTtgG4Es6k8AdOrfTjKhEAxmDVOrJilerEpHwQi+j51n/6FnqZCL7QwuDfvpstVN1RGQv24blbOOF5GLodl4TZiAcoBNst+5Te3LqVpr3GGk/gB5JKHmrBxP5OglnRGRKDhuTXRhICk/FYKBw28jO0gVif6WHa2ZZy37Age8uEeeBovcrLXbHCZ/1e/+tqOJnDPYrxKNr/o8fRZCfihYjKJx57prnDZb62Vs2kRtrsWuMJbKVxNw41ZUDVHtUxgRb+vpa5UdW6y5bxIjxqGVWQQHynwf3qMUSRKZRqeMhVraiKHhm+cNXGFp1reh4Z1qfeQvIJkLihOwTya70sItybCy+VdBKbVpSKJjioF3OWDVdUXo6Iqi8syQEZdvaoLywZQwyDbFr9INq4GJRolRTXK/l0XGpcUodQ7d+2hrO853VpvGZU+o/JxZ5ZfwJ1JP8X6mCkm7kKj07EkGGv6RRL3O2+g+OLxejttFpv6uYx/Q1Ur+WHGFv4g5uLBJHLFgs/wT00URwDlRxSTZn7UkaZWzEpFMVbVypmbvd3XlubYnqCO+Rib3NIYDxFb/9tR/xktiWN4P4tUX6wWTObFWxmW4ccWGF99y7vUsVsq49nPwwyi0E1I45Rh6aLRMs0LbYuldvY2i1CXxDkBx9MfCMLf5b+EOevWGzxqxypHXrGpa/jEWqhlcrrDcg+na0eA71fCSH77gI8jBMHqw5b/hp+of+ntnTULXzTF2mpalgVYGCIVYdFB0C6pWfyt3VbZTPFBip/TQc24kzsY2GorgvtcDVD2w0ZIZjw5mMKCPR5RqWTgCecfLVFwzcCr6BM1QE3aJ9GjuvgkKwJ7WhOg7QFPcpERFqUg7i963RsZRdV11HJI3fGExTStwun6wKkJ3kgkvWYpBZhvYBQnGeKMbDg1yokV2RiNhvIoxhpmKc3bzjtq4m9Oo6DwDyNNVsFBgdTeGZ44jdzDdj036akwqQVBkbq5WwixTEXUvgVwKTuVhf3mZtjlXMasEZojy9hX0HfguWrAQ/TlXnDvn7RwjBf6MDgzVzDDf4GQL5+xzmCEBbFYByKOosy/AGx/TYauU8CHfjkIBgyzeE9y1AF2Sto8QgMogH1T3YWSwrwmyxnplqmvgEFPjmJiWhsopSKyPd4ImJUaGwWSQX7mD12KClXUbhJ0goyruzI3F9XcaLGsW5DjJi2Sv69cnRU2BWwx0ghe9GoEvMDDAccD+ZokOaBsn1PnMzT23jWh8jYivarxvJsVxRl1PDbbE+15TlQ9dfa+1LF5m+LOPWa449yBniLDgnoKg8iqUA9d0mcIQeL5LV9kbX7aJIRoMRyVZetiZm8h0nEUAbk31/pFHGCRsVJNzDkfezD0UOsZRq4tDd84j4jQ4ugD+7oH5ioNLdv5/DuENmt8Mwc3tOKbuUtkmF6oknxS072LIJimUaC2ySOCG059jOF8EZ76RTF0O7Z7HUHwyR55nxoK3CTGELoU3z0Q297WQi/4cu76YOErcWKfTsbEnUvsEZgurAvOhIu8p3Q8+JeGZ4TtbUp0qdQeJNcEHmseBJjWLE36xyXolCz/nBjHGOREuvg6PB+KVgiGMKnKiLe47lcPMRK89CT0zUcmAIF9qov/lf+nJ7Pqm19xshkB0ks+oszslY4feNew8LCJ454Z/yNE39gk/nLiqMZDzQEwwqgyP8AkA1QcVOl1EiZCPUR75oJ0/UehqUMg+GXZ1qtFjs8TaU6nIShiZyAAcXOTtqVB4LvzKfFTzkd8irCqg8GZpu9bNQDe41mAfoOrj3DiM45usha/CCqW5o5iUb4CNS3uOYJRylJ110j7cIvxC7DH0wIHiPIrdW9IeAUrLHhhXKlWVGKxCAI8jniR30pn/jzelw+FsoJTOXawzIwiKGXgeu3C1jb/W/dQ1PRpaRYjWLcXdwe30NydHJKxnpljZlivxKIKb4m3cd6jiK/OSL1f39hEDwYnYgkB5ssyAV6QMmixQs/HOZ9vlhUPRrtseRyk+eAizj4Tm9c7lyv8hlua4pbLKWKz82ecr4rAsPZmIOMq6H9b7wuHMjIrsaJOBWd6OGCsjd00+cuNK5HKDdy+z+aVwwtEiEzpTAo/DT1Q0ot/zJmbltt2Qa6TZxPBTTXv/DIXBOL7c6YBjL8GMYwlA/njk9fljGsPjjoUisyJ/ycligmYL3T+71x8i3om81Mw22Qj+u3YdKgMkvEDJxbWhn5EE4+jtPEIOwi+5S/PV1u1emVw1WJ6+H9DFQRuwRjlGQuvmyOn+RftP0M3IdDhUJkie8w3NtOzcrN1O8wXKtCiv1rzjpXKWWxEhifKtcopVBCz2yMG0fQvJhLqBkyo0H/vVL7AeY4O/Nibro2p/FolFSPe0UZaz1IHuT0IbfEEB2iJsozEkyRjY+0ObXIvIr21bk6JOwGeu1a+xW1OXLbeSNsSbBVLXxvMiVDZpbXKOR3VTQOERlfoLW/rxVhLoVXK/YdB93DJKgt85SB9OuO8q1hz6MUHEYMGT/ZmhEXI7LGDL3i3qnzKPfYotLKnu4OKzI4OYZXOyPoKz+Z/NueAeiaMpJfifEBvP65npHudB2XXxPFCAZyUithsC0zxQh57yr+wcGHb6JGpbk+qO+4AJXjDv1zn9DI5nrdoehDklRL0UF4mlfP1d0G/jH54w8KXDf1FPJBeF6jFwy2th3GivgAzlz8NvSoIZ/8nHgAIU5JOJSJWFoKJQ45lIih4/zl4eeKIcdMgFU0N6GSgWC4gqyWTggf6WQB1x4uzCO3mAd3BL9mzkfwa0+fvErsYBtZWEjCXoDgp2mfHEMI9qSAtYCXglCZ0Fd0Pu5mX3aVd42RBfq4ceMR9DTZtoWoRN0NtnL0Tf3x9uwehm8n7QxYzFBgHzlksf1IvYO1KW1crkxepPnl2iMymw9R1lLrM3Fk96KYZms0E78AiynqeOZhe08bFRInLnIIULo9//AXTEDFXL5FLxunVESsxMwlcHbwsznqi3MYACR70v5KqHIqlGaLG9x3/ZDdcJj+8gO5oX3YVcfvN6M1qPK+fWCAURKQHr8LZi3DZG7q3FaHQXOb0Y+kAcuDDx7L/RFVJ8RfaiEjRZs77QbFoSinjES3BdUWkzrScYThUzUkpKDtrdWdMdO1WpgTsMWmcTmx3RQVZGaeVLiN3bqzSlrauUISsoffV72Iqc8Wd5k2wXbKVV75+FK6+GN4aDvK+ccMdEneCGmUpL9y9YODCJEz5lECjHVKUDwU/HAzOk1/680v8KftEpbLGdl8VBzk/LViINFQIS+yhacFNoT0uB9oBfugen4wjuqVEx9hV1sgfDFvuKlhi6r0Ku/CwWuNt1Eqpa12uQOkbqOrAKEdNpFmM85x3M86K0zw7UFcILN6YtEvjSz1h39M2eaIQKNzG07DiU7eFyM7ijPdCSn/w5vLbMoFf3eo0JisFepe1QaNp77lw0xcTbqt15Ph3FnfjQNdV4fxGcwNo1whudA1VXKGaIcte9UyexSiqAmjJi2gaoZ+fU4t7rzz1nXc4tXDmNCefBp3BE2iIe6rQ8+o0Hgewau9p7le6vFFhtRCYjjxTdXAVClox/bjcV+W3+UXFORj7Xq/r4ruIZW2b1343/c8xy0gp5bf4tOL8YCUGELVuBn9C8E4E48EpbfxYKTMcbeTw1+RkNF4GOE7v2PWvAiecMoICi6pdYOuJ1S4pLkwlKmKwkVJE0fzshoLe7ME/1d5dKOUgxCeGUNI8XDEMulZ3qnMGSjtmKX8VC3TP5zlXtgc0XbGl6YjB/ezsAY8JG4q30eldtn0nNK12Ik+ZnDBc9bnpc0iPbJgtN06zFttLLmweHK8mhUQuAF8HuRPZW5C0fFAvGW0LMdHAbkxnTj5csnWJUJyd4OhkaGwfAEE1qPFwiO/j/NoJQxVnvGRi4bk9E3YbmfBtf6xY9jbMBwPJPLAOLLOXnkITAkrMt0PlrPJspavOmUxnC85YHxbapSbGTS4Ax89fp03K9pX6Q5uhOK4/HMe6w/hcS+egX0G2BEsmmgUi6QoQRUkYWGhUab3UMAiCuyxxAVy2e436f7I6n74XtNTzWbv9wLmzmE+PFnh/n456ZwEycCWwFqkWAWg7fPFOmlhOLR+x+DS9Tu2//2zGuPvkiWlICSmdBp1F4YJIkpjFuGbTyIjHATAJ/Blx8qt2zAaa4H6SHmVU7VRG2bQyH2rD1IzJ4orYXe/SD0KjapJPW0pgSFfAtmtRMsrEFYKIhR49p/+6iGKpLjD1D4rLjiDAS2uT6g4KxBxgpnHfTQ9bW4YaZvGGYe8fi6c2mof7jbKGbeEL8XzL1sy99DTW2KfnVR6jKUVc/FKwz+PbUFBKx0WNCzsgdq2WgH/s50uEZ6nFKp2jcPbUBa6SMOm0Koqwf+FANbdHil2kjq98CH9A4V33YKvchvIJVcdbSJTyfP2w3xuTo6c2HubVwZS4MYXrfP9tVuIMOKzWzyNu/BviTBTo5qk+eP9h3ae9wIjlwsm+WweAQEXC8+TxnrAjt+RC+WaOapA6Ha7Ke0XbYzOaEzqYr0sy5vpaJh6vDRVbR+/pyKq0kAMTi5F95VY/7Qp29W6hkHis5DB10Y2lT6Ejne/c9UPxSu0ojI+LqlqKUWr778JhcVRZxgYBgZGtLu/lkfBJIssSAhPY+6anKvCGUW1amL+TVqfeBvukB6gz9LKdCQDGvSW+mryuCs5cffVy0dHKZKO+qThHzvP9w8sNsANDgYSxk4ILJ2EyoWuc/3VneoEE8tmynOqozSSJKyKSTbOMVYoLzm58t1QggqeLP/UD+E3oNMFybZVEhVMLjoiawXnjeQ0mF++Yn1YIzJIP3E05l/oCZ0PBntEai9PLrzZf5+3sFDDP0Jx3vAQ6PxDrG8wpFEQE/SaBVNMoTs+GSnVJ60yu49FpjAJ/IaSJRODKxTN8836XhQjNb0IANciAbkBTCR+n9AxAtv7zPB7NBPo1/EDwVRKSUfxyAeeRnhd985i0CqsqoXqoYA84lLEcLgS2Z9Q44D7eLsd2Zsh60os+ofujguxZV1wrDGSIZ1P2nGgvUFTzwxF99w3zvOcR+cqsp1/dNO8Og3K5k2XDTObYtdPTM3dteJmfHJ1wfjyfnFZOC9ZxZDXhNN0fKVM+LCGOZSBZHB60JUpNLa6ufF1MIGCRu7DUsG+j5pxKQOMzwlbPmx4iKz/jXtcoT1HMTEraWwjNZfPFWwzx6iT6bJmPMiygv0nPPNM+EpLqEAvZ1+GnLRBxtS5epe1FD1hE2v7n5G5rtqHZyQlmf4D8ysT8gBhnV1ZXn6THE1nuQLfNBbTpQWnTelReZ1CQ0naKh5Y2lDQTbTjZiWctx1EGsA2kMA29szdiVLcTa9AmU7c8jNJl53RmzrxTHz/yP3TgxvfBv510vNo2wWix0vGHZnMtWZARaX/Tb4sdJFyTtnmVRYPxMGnHMRs9aTUx7+J71KkbH2f2YpxFlJzj7x1Fmt0YoNjMcKqzmEdNGnGqvZpHodU82DYK54YZ0NZIhKYe3iW3x38f4uf7VFr32OkE1oSrbaBODfWkT3DBKe0P+E2OXBU3tmhroiWUB2rQm9BCMAiSkawYkm6JRVo8co+F8HwfLGG32wClZlk4S+ABBz6bFc+VidsgrGE2sxxHJPpNqIKUa+wt2x5AwzCeHER9Yj0MxyTwnNkBV8IL0cMU+zFhQRcEdvsvQ7vY/GToJ0w1R8vbSoGA55JyQ3wPGcBocuo18CRatMiwrM90O/KGhvwoHzS6CGXvwssA8xZWLGUljcO9RLVQU7z5H4B08UJXXwYdt7BwXYW1RxI38yM9tX+tOXeAh25fxs+lWA1JI9AdrFSuM0HuMySbIak9YG7f1app9/hCI7IB3nmka/UdIyFm+RQx/pqwc/FUJsZ7tV5dp9YwvJ42VH9KPbxdbItH4en0amCKZW/Z7e2bHu+2tvBgIyoY0vzWR8lzZzkxZR2GLX2zP5uCGRLGVwgGt5pVL/N77osiAPMdZ8t7Xi67EfnUE13pwFzEQckp4fmB1qv/neL/Rfkmt9Nq9vJ+KaIyu4oyQR1zT6JHRTe8Ho7LU2XOU2T//g40GCuVCN/QXrNr7lmQ4vIR6t7ycz1zFnExLVURwxVCQNPIYgaz1GvitSiGX8N03+LE05a6uGVJYGJNZ4+V8D2K6TsRTsVuLeSUw5Y7o54NA46XhP1K5arlWKgt049ta9ZNGb6obYd3Lmmm/J0pCYOTSMcJdCThh+sIBbTgtO5u1fU/1JTwHZ1Wz3d927FFSwqbQxiOk6ure0OEyoPI3ueJ7VF0bA+HAVgeFNWVwVzdr/TnCuFu78jLxuBEpPMPlzwEJ2KmL29Mp6CMdKp8JvCKTzN0R4NhWsIH9CgK2UmvRdSiaokVn3zyAlkfMgeLCaTTDruBUaVJczatSlitnX5jPOoPWV7kGq5FC9JK0jJ5qmpMuW6RzpXvdfV3FUuibufAoPGcKHhwVTkoxrEJLd+UC5MzuWlURzJARX7FZERANjKqpj8XOngbeddqRg6ejffbQe3O4HuClZm3SWXkaHsRp8tUv50JJF0mw2bKk51vBh0Fpgc2jcXIDBp5V/9VeErNpyAsgcXQ90IEytyodoTjL4hdj0aESxMdu7mFChrQ1kFZnC6nDhNmsUNKHgchzASYDhuwAaTx6BxoQDgF92ZYWwDk15V+NAqxqVe47o0yQF8jJIaR1wNrFj2dtz0f8YEo3/aA8VEO+uzy9wffrupFMct1dAnZR8Zt78RtuYhau2SbqvnBx6OfxN20QUhBuLHLcXc/XoVbR+HlGn3FTu31jVNhnzJ2LrMQzp9sAHGTTYHqH1q9hNBP5ZfvsIkt+im0hPqWQYr1RZ7xwW3JJVr8QZzI23RpTOpfFQyKhyX584ZT87ua7vjUOT0hhVfihkE9RJgjp17iAdF3ExZKMP1pk3Wic8wfi7vTz30IokNwchwIzq0Kdz/7XUHsLBPCDnUdRqeqx+XGd41TqnGh+AeF5NZrRd1oCVCgVRKruoCaMJBXpQZk/+/lzOCz46uaXnzcPPAyaOHVd1syNMit3OnI6MFmp1t2JX6tRdo+0dcQe+ul927UPbPoZb9CLzFbGrq01K6N4BEma1FaEm2tBUwEC/aEBXGzqS5izvvGJrQJbKBccGfckHrHxqPz729MpcL8+l/g20JxTKe81HnTplRseXX6TGMWd6GoV03GAAJH6RIsIUDm+c+Y3nbrHB0CbUZuqUGjGb3KOtEjth9mkMXv6fUJfxxA1IGTOYD1YUebBeFAW2rmaoK46j/+Zf3GcasV8mMizn2apQ7Q6tzXDm+WFBuu9E8f6i94DlKN8CgiMq7U1kX8svTFHVnxtPLagrcQ4HGxT1yrkD611W3kUWUgTMa9gRX3cI8II3DeSWIwVDhgKRtdYgeAdH4sMAHFSsdNcRQIK6psZSbMUWicKKrplwdqqlstvTNv8VuywLDot+NzOlldCAzoTxfxZ+W5nIoyXPQCQnDKxG3KOrLtjX/EvizC3lC+B8ySApYMIxBPixxZf2BsSkCs0DjdM4B4txnBIpsu7Tn/f9u7Pt7nOLeH+sydsN8GBGyjzFx+8gbStxu1vBt9QRSZlJH9Lcb0BhWhVUanNFZ3K2xPsQQBQBde/35+d2hcUMv1xbBRM6tPtgkcwg0r0yTUFNDCNa8rS2G8Wv7ORGtopoaS0Liz6Vl9QXObm57aX9kS0PnNIQ1dM8omF0gEPNck0w0omd3s9/4Ari3I9k9kA58fWyIWglzz4b72YSp+dQieqD4QQbfn823ztJLj5T5g/XCPwMb4qJrGZHl6ACN9ZD6jbgjC3LUuirMUdJrltoFUZltVnJfVWfTVfIhr3QmVuMRwkqBicUrufHwWrK1FqNgcKn7X9CcWLV3rVDMAqHsrRIceUiGVW4dlfHzkVFh3kjd5fEowTobOhsIdfqKeEzExeT/HQehV4e40u9qCiWMtszfXJlWNvM4z9801BQaB0qs8cjKU8lnLBfZHSgKyjL/g7oYHZ0JGk5CbfcveXD6TQZ7Q7VSjxwXio6O1k0I5YyMjvI0gInjrYPiBUGGoXVIVvWEAhMAxr0UUfX+NJpdjV9Li7fIDrNv+0ppqfqB/OYsqfbLV0W9YwgQBJmq1avkhQGGww8jsGtyy1ntipCHd4DAEwkfJYhrl+eKAD9Cgz2Y5ZescChKEnQdZvSEKkU5PzpZIRhgUpUB3KLynkoxgRd9Lx4cTpW1ARfZnlNmR/OO1/eccm8jv68QM/V7oM1nWIyvTS4Fm4yyzJo7GkxT5ZSSTVgiWqi6GPsfIlokAsdRV46UrPBN/vtC3ZPcCm8TMln47Q7dMYSsuHM1MUZ2qn1dwxKMpVXDdrv7/pYtwcPNxxMYouUo1+DnLNuHhsEUrfxlMm4wou51c77vWg1T9EfhnKdBeOFTqvOq26v9VBnGGrYC08P5w8U7MYekmSGyi9YG1EHfaQFUglQbJNEpDPkJpVyNgLHZWjLOu/Whe2hNAp+qrQTp60oD2JR3De8shfhk9uXwzXkrVMmbe7ny/paGUUBtHSns+1W9ah02y1l9rKDnpqmcQKHGu4Mu97ea71gT8p2Ttchc9ptRk8iqXHWBW3fCgzMe70ubfp3oR8DHLKfTIhwYYDHXEQq44PwGoMdseKAYzH3QSEhqDwm+v/YAYWRV9sH9ysSOHMvzzXfpIxWCpj7FK4a+I1wvxnux1u6L84xsH0DQcJBXBIki2EOZXUf67vK1u4cyb1FJe9CfwVGDGRCkFasLHjd9e/yUeOabpNg5H5NZA8DfAFr9VaOssBHPF067nlnwlsRaSDs7H4fTh/Iv5jSDTya8KaTa6cn8sxdD29n3TXVU6w2qEV3pJ2s2pomC7m8oLfxzfjj5T5I/gGrpMndyzHS7WUPxZKTNBFXJeyVg5R6GnPBI42MtkZghRqZ1d7xETC7KPRwkJ3IaQSVhNR1FTmRfWlvFO/YCa9oSK/PaHNW43/93zy+6AFWLqGFsy0yuo4wYRIezANaGzhVTSmylQQWr2PI1aWUiIexhW8A3HnZlfgmq4RzMCVMxmhQTbuDpknDHb5R+My1jwdTdXekM9/hllik4tfmYE4Zg2Cfob0e3qFy0iUnxlMk2ndhZigEJeDCPlzmu3XYIWzR3w2fQoQqA9HbBOQXZpP8mkgw61z0+apXsvdUaQcokRZ3eV++W8sFvFV/KTqp0NOtGnMHl5jzjhia6cighwWfNzwD8ukNiI+GL4ruVWbrgkjBhuL3jvnGC0PAzqT/3TOA8cuhN2ly+Bzh7gaGQ4HUb/PsObdf0bFiGQOTVz7YdExq58J6sUb4kl5qTA/wCevsb5Kr9CADHS2XU9McatfngYrf2S6646nQAZ66aIXJ1eZaXOlvKSIoeZ6hxOJbPT4g3tcq5/tblj4XxKUw+ITgp5foabV7dsJoRSHJNFUnhQlVVJtdBRVVzKUC/qJoEj8RwW4KE36d1yH7daYVTZ6h1QS5mmui0FjKTa2mfZ+q2cNNs2FOyVTFKzwnEfTqwC1TqR8FKb446RJ1zlKlKxtc6MIboNVCs0MPwO3nkD0OKZpIT+DT0YzGptSkWg3Gk5HzvHAqR1rsAfbTikDqPpissaT2z0vPVZ/eFbK1PM+qhoz9ci8HOdQAtLWNiLmbRyF1bbPGI/r9S8Rw5NBoM41Zt/i72Z82msEvALXFO1AB8bMH4vGglLICPi2kc3Uq6StbgFpptjHNxyHApor0P30BJ5jn6qT5S9M0Js7fwj6UM0y7EG1Y1o+xBUnD8dcaNMedw3/xWrn7ER1TYsLHtr6skxi+g5H84aUfsq0BwjpHwRr9MMrgEA1y2/pHn/e4Zp/gx+BP05rJx/GzExEgxiuz2NwIEugtekiOomDkukf9q5X9acYIEvzdJtMfbTdfYOQBFagtiqBQoEertnU8xGkHiXaNE7UyjQcum9tT0LyaIsT+2Wg2jbopfIOY0pztIed1NWld6KBKBwF4hvicDYGeC3FtFuodsn9vNsJkvNO5H3tjTN0eSoXwGKhK/xvErgOWSDMfv8ggY0BCZR4mm1uE+3+D2SysFb2Y6z30VyvL98Uv0dvaxQhKSIE3BnWOuIvKtdvesOGIW/xA2wBzfKVSG+eDoqLgzQmg97iCyfJA/LjWT7iSxqeezaeZ/F0194xPWy9Qk5EARM8mRiiAoCEOiGv/Ls5qpQf0xvNMccLnxgAW/1TjcU0nxNfa/O1KTmAatjVCXeNMZLktONLsCeWh15MEFGh3rDGVfLcmZkIeelnHQoFwUI4l3U2CEs7q3BsSbhOjtF16XvUpT4R98R3AnGtdRlaHsVG8i7PKJraZjTEjdd+lkP6maPnmpoKwpBrIO0oL4MuH7oX6dC1GLTvwGtafPEBtb9lkGls24mQ+BrNPhpGhRNzzIoGQ7nApNfy4M5JQUANMlRScsXcZCTrrhzIZbx7haWXvsU9OsuyjqiBrUDXGCJ+K0UAvXu8MLpYbqgOgINRFG4nFX1EtTlCUpaBVr3sktJwykdnpZYkX8OmQtFetgQVfYt1RAi+oXCNe6W6TB0lHCYiZHVAwHWLrSMGbyBQrMcIjnmDShojhSMDpjo7sHy1tSAfXBiHzUOr9vnv0HI2kEDIhyyx1LprJfxh14QyFtEr1jO0m2qQFCzyrWAMGmG+H+4MJVpl5u1TlhJDbCvNp3hCxaYwCHl+HX0fb+XdTK9VcKqPFvuAQZblOQYtrLjC8fxVK5ddsycVvDT64jHtgwmwAF0QizmWrdxEJHhtqIDoFC3dScL474d5hdUyffu0u06e8dqYAInolyHZfSuAvnfM+5HMeP/4JsPyba09j/cL8Ja49AW1XDrh4WrloxT+i+HJdsxEwnAlyderCV7qis0zpX9p/eyRB2ZuhoLyckIUSj8Lo1KE2QCjg3ZKl3c28IK6n6OIS8wTIG9cC0pgPEatJCDfWhzejC8S1nvdYNtTfS6ODNQ0r9adiZbc2kG/4RgKAis2pVPfew0RrxJd888Y9ITVbyCDS4qama7cfGKYWDA72wevGkl7c+8EeLPQO4IGR9eCLYEEkhmsdZ3DyTm6oztGH2JtM3/3EL5HqYt9LxjbH6qwHpovi6i4hd7V28+8S6RQ42hD+ZDMgG9knIXRzSFCQvfFkDXjC4q2qLZsfz5/Fv0uLTqSZnLALoFSUjcquz556QKD30U+eCrhUfDxBmGroCEWTrygjDWgDvQUG9OnuxzvZDArRdwCuJVZEgXbwWnWNu9E6cHdXrXKvIqaSAvGiYCjpc+3iWRtCc1hqaHWQQlJ6/QUYlv1USsA0McBKhEjoW3vH5dQVdYVC0c5xICPBzqdzyDFixsCEFWWgbsGvL7JeGbv8iK1vGqTuE5HOhsKg6Cp9pASVnrH8mwvChR1I/xKgnaS2C+tgSb0DkjuqEmnGbckdCZCn4WkSpgJubYtBPyB00+w5dQ3VCClHHdOq1dIId1aTnavyS9C1tuXumRdmNOY1j+lEyrXvkkiML4YLduYvhWA6uhckteLncjmD3mjn2RbFfOneMLy4vz0vLWUc0/RpUOSoGuJ4BXxWUYRztbtt8VmkzCFiZpAtenkOORXJT5fee4XO2OTyvWQaCj0RiZOde3BkYl6ESO+n0Vz04sJ0NUWsJ/Oh5nvPQQdz6VBUXe2QGRjKMdotpcuzuZcVkJ9VqPFWN70l9tay0fjO79Kcut4KO80KZwZIHkccatvBxTd69cdf/f5apg8KrLQOSPRhrJzLl+yipoBxVgXMomwl/pTYMiyYVNdNrL5kqvwkBZRvg9OEgc531mMcc66l1QrX9g+QCRf2Q8oy3zK7f9/83bmDlnnJEHPpOYEwohwhGlZ+9kTB5D/6tawCdezrmzz8nHVTQv907z5Yroz0zeiaNP4amakzSh7pJ/0ddzfD0Kwsr3SN4pNc788NSkLvK7DZEjxDCRbyDecRzxbFQPu8uhhowZsmdHasJfd+6eC3jtgpKVAySvmMizCeltLs20TUXjDCdoIp6+dEuyb1AXAMufJhULehCxkewhakaf7RaJUWcoFSOqP3Y42xk/hAPBqsIqGEfpotwBlYHRViPzEgkZoCsqVzFhIpuJ7A8mS73CBxOxphAdVUewyWX0BlbQ/maY6ndhSPhZ0kp/MNbEKgoTRmQP+3Y0VwE2A8xpC7RrJglsB3edO0XUaGaswML/5gv0JJBFPWTbk/8Ixlt5sXiyDvfHxi/5x+eqM6Hr6tn/AiSuP0f6wq0YQ5Rzd/4eQoFPHLM1gDsKh9EKnTcDWnMbuuA25Za4kPddlmI0keyiTmbGErpY21fbW96sQcJFadCsJAJaU5gUxpSx0radWPx7zLyrbYTzyscFbP/t8SGLlIQXF6sw+M1w25rsXVOlliXxTxRwvX5AXc027mavml8mj7TFUN6ASEOvaVJOoBXVgO+qnw2ABgTA16p9jRIVKs+urHaAsAbrCtARRPluzt2r1Vet0gw8DAvvZP/ob//6dR3sUp8rbH4NnSc2C8vcnDQlKRrQ/jzkx0YU2hrupDESXKVNgjxMbUMZkhffYKdbVS/fb/v/RdiZ7MgJcsUwMoJEzb0kgb5KpJu0hIxHUtwPtw+lQOq964596/Isfkk2NURTjc0FZcM+oLkZFYpr1tslVvXqakPA9UXhwy21HwyF2JuiT+3PJ+CFZJm2/NeWkq2BNA+ndNg+JRWP5eDidul0JWbQn7akvFFbfMDxHggYBgo0ulvZFXGK7PoDMCRrGZsAvuPvYCmnx/ZPBx+rMITwjObkKuVHiGIeYaUMsv4W896JZSpnAjwjmAjdlKhXeY9IXfqW4MLoCUpa1mwQYJ7Yg6bci11idVSFbJWheGs+2PpzRsQmIE7MWbwcHKnI7r7TB9LS1rbFHOZFP4/Q1XxaH1ssXFqubGtUBVYzemTDzH+Qy5Q1Qf9jEfNsetxzCLPyEH4Q7nkMqzQlSlzj5rGavM/Vbes4BMwSlZphA20/9FtKXR08MDnwtwBlgK8QUVztlL7T3Ld3hc8z4XXDHBDwq0EqWQS84O/x1WLRM1umiham99iMapkkELLchqy4zG9dd72vTMhfHjJ4Q7XDm5/81FhUlUQy9U2gcViFmqePLFAzyJa0o1Goaa1kJkBehHkQuP9rnMOzBJ/+4uyufhlf5IGvUabE61vhb5DyhqtdM9h1Y6Dgat9MjTCYgkifYp0MJ2cdQgB0BKsymvf3u+PWB2iNNYMEWvxLY0vCKeI7yiVlJCNyGr5uAlIydzXE7F/c+dOxX9o0WcDZJ1/Q+SROiMnz8VXF33itPg8kyhpzJ1KABWTqdion0C+0hjyZqbn33NIjovPVKxh3wa+fc8EFKSEKkVfXtHLrCNMFOx59bize1tEaMn55qaIL1xBQOYeRFWTA5F6sfKhy0X4qTn20iB9TkG5kjXRXaDv2dLjrbSDQuyH7gARIkWdoS6HoedjHZKRXV0Oo9Qu2ibcE1xazwbGtojQrTD4I1lv8Ck7UDNEmcB2S7/lIhCdpkcXWgeHSQ+yU/CZnxTB5l8CBHLuwvPvgx2bNGcKffJ8ANNu1i0hJPAecEecYT0W1G6ls+ytTJgZgsejxsF/8nUajwIU3Pz7Lyk8CdZUsqrjC/YBQMeKOFvOMPnOsBZKQtBAX9RP7UdN3ZSiLP4RTl78GZ0WI7qqsl4uTW9lqhwhzUnAouJvUtFfP1d9cJ6DzGSm8dIPBO2QYLizlLTQE5zuuSEeQ6p+M9ozZCD+G6M8ehy2ogGcjZZLfRLyuId+UK5FXtex//PhdyuEihyQL6R6mLRt7AnIrIcdhRh6RoZxWV5ymHooCNpmorVq3eLJDZ3aEMJtUOV/GYVNFoE/0RLkj2Vv6dIPe7EZic6wv5Xy9VVG0aPNOMI4BJVdUlgL36THlQKBFe5bXBOxtTa7uK5pBlhOUfXeHUWd5NhJDEd9g7d0rUvLXHL+oTLAeKc0myMthxKsv1CSknsLTs2x+WHMOga9xDQJ/tusykaXBIXka/iP1z/B2ej/aTAKA80Jc7DjrZpyhr1nguZUBkLlKBKyjwv1AMnTCVEEF35Ejlk2DenRKCwnZvvPLaoGTmYArrjS2fOqqt3PYgvzeT95CaXvKq0xPL/9fUtTQLaU252DiiAYmHsoerWi7jbeTGF6KT8VXvzGyP/otc7HuHvdaF8RE15mP5K94Xyc+A0yAsIyRejqwku3C6d9lrSWbjIHjcKv+nLhtAV596TIkEu/+CKGcGBd2svNzuZdfx5EpzEe8TIWd94tGAH2ijjaOX21m9Fn8mHEtBq9u7UYkp6/eHgqM48AgzDFj/kqnPukof9L/BMpSa3J3ThUaeAEwPBmfiM6IQaEsxb79vPpHiCGa1JnS3V58xJEaSn+9JuW5W8bc/cGiAX4KYB87prz9wB6kPScKNrPLJrCXOyQXu2BBocpRSPluXH1xzv/snhGNNDDB8oyfZhWhyy7+agGsAuXbrDws6+g0IPAPLFZSzeySzlgeG8bIfXyg1fI+6XL+uf0JM2wV7gPCda9aCZif5yuo+O2F6IIWiguKEfQ3nj1cV51a8fO1haaD83QsHvzDluJNMsFRxHBXcIRayxCZ2EMGTbunwr6g9QKLf10JBY1GoFWJlJJHGHPWpAdTWFPOxNiDcGShKxOKtZQ6qStZjVOgz3QVp/BTi09Yqm4cvoO82g4lXg7tviaShgxyn4nnT92pjEPEotjNjWZ/ugqOMmux2bddkjoQD6xm3Ei5d98EQXCSDkP+2fDONUCGeKyq5b5jPNOgzHUmZmt51tKiJsNgNY33IbkhoJYbN/t59OIEKZkX40oabiVi+uoKFMse3DbLU89MfvcNK7tO4D3xQYcNnGNhshcK5FdKmL2slypbrqPdDho07YW+OKL1P7kQSYjgUe4iGeizO62npRlrA78qEuH99Df1WOdiMm7cuCw4cPITO77w0WFAC+8HoVT2CeqZ7Xp9BeRUHxLbUo9u5ugZI6zek+PDWo5BzLmSlGe4hxiDGogeontaHpdPdPBZsSyeGWK2g2GCqjJCibMJ5CaKlfVoFFJNEUTOr/TrfXi3hDa/LURlvtWBIKoT8qszHZT8I68023nH6lxgREQ+SoPz7QPgLm3IEr7SYLANEe1RuSbVNAYPjHLNDVd6RxV9d7SaYk7+AD0MluxaHSYbRceXrx1fFpMQHw2uLFtrL4EihF8sf4x0D61sGgADIYn6iSRiNruOmzynHQVxRSbprVItnxcZyL8TIADiODOgnz9ZBqULfqwDlHfpTlGXHH5fJtw8mEOpnVORdhC2w0C8LIn8p2Qq+a4binm/0kbrJzud15o6Ab66YI2ZIbj0B6XValcAxN7nBZDJV/1+UBvNMxPibMS0YntJSVQ9adKLHVxt1B1DrTA0qgtd8ur3pmRC+pWVV2YVJQ+hOiu1uUQeGemsstdDKt4LVpJUiGswevsL+nolU5pP60buCW2jFAIH6B2G71Xh4FVFzE9CqfneJZ1zJQkvCOumkl6E4CdEz5aSnP+33piZf9mhvMWuC3FzgLznPOY9pS3R2e9igPb6VzVwIiX5PUfo3f+Ax6joDWbCEZAXG02Jv2nq/KI50l/5PNSnfrcLaEC+H/oZGW24ADVeTqLMq+pfrq4aN/1/8wggRKDZN6K9SG6qYTmX/rN/5x70rgqawSTC+n2THSMDd7w90bJkPFlYYFLbG6uihacndjxXF6aoHCJNQmGk9Fvrr19XTfY2Wl9UifRDvvoyhhxDdtlHXnVSJHZSGGBOqcJ0x46RUJoloDD0mlr7wazdfKsCFCAbYFt+IjLSXcAoUzAwyam9+2ruf3q5r3uNJmeoozHC9EhX9Qhk2SdD5bJfpMnLcwPN2WXVFx5BWazPcWUDRf/HMt4Ji85cE00OJ3Wa1fq8sMeAZTasZKsEMwPqRFnLJKDpEjtBxftXLaqi/uBftYmwgmVoLCcB8XUBWtO3Yk0t5XwS+jn9m1xiB1+sPZGeyo9lhL+cUQ0iLczrBi78wQBV6EI3SpBUwiQr+eU7irKXfIWGMMpvnAu/MH3pX849MIxVgjpLpngqdO04Dh4bAqljcDdz4Ktqx91qmo68mcvdVc7sR/tPKmrVkKrDMwIjMK+MVaTCnKoau4FrPx1f2X1vMHI4rHmNBUFms+cJMhH6lA5jdJ3FI+uFkPi8ISTx+zdzahB1Xdwp0CM73y4oodL8b9u884YfdFLQhEaNbHnKTKzPG4urDZGCx7p/WLlbHKhfpGb8O4swuh1EQ9U23RMS7AkLuTn9fnuvlBP3i27dziKnBIc+qCenfx07XTbEkbaDEe4NjxdZkHcYUiLGoXHY1up/ncvsLrfJrnxFztB3nYUm68y1rW0hSNAJAuLF+acvfyGt1B+Tu+UrZaxUoN1uB4wOeIJfK3FCOLxGYH7gqbC+Re1LNO3KlSSc27/vVdvHgOlGL7kBU2DOw/DU4wVRTbSFLl2DJvNqtDPcTxidiPkeSrIuy50YJCB8fF5ilWEcRdPutn1oF+xC0Feiip4IA4zRXHYIpy/EAJmv/9CWI+FNVry3NligcZrELddH1ofhOncFaA8v0sAxXuGGpMrYSBJ/vADcAOc2kbRekH7FwJv6DymxC5KbZS4EDNKZ/ocIsqe0BwtGCf3MCzaf3yufYCDqYVj5AVG/sPTj6DAZ2wGB4V2KD+lcif1rImdygm97ExwtM+BZT2YXVNqYsUk5h7P7+ZIO65wxJkQ0by40/NDq5zCjW2d2urvzioglbrmmxv+I6Pm8lAaJ9BGxiV3+Makxbl9SekSuNE1S7WQx856b+BCz/m5lVmjsHROW4gzDDfQY1p1mHBlHszAm7IOsr6cIzT7BK3VswEf9HWqEJdNXd8CEdeHTCMQlaaQOX5S6b5yZoiT1yDpXroCeFNMjE8fzXoVJdrfc9Q78INg2fIf3fZJecxepTiRfIIoy+zxQGoKpFo4o+1jjjuwuawXR+outnJAMA0uQyHtLBvjgDY2pyI6d+fU7xckKoNi3WjKm5vOmD12sV8CoCyVmuWghqHrnE5Kw19lybZySutKM7HPaZFRccqfRMbvNA/n9/NVg6x/pxtzB+JgcK1mKvlawZCtmKiQX0vybHBxGIgWsjpdY/aag+j0/ZgxztpqQ/t6u1fE0CzaMvKSUE8knhKOezM1JbIWWAhl+xDuj/fVY6Lv2fduNwbqnbux5RLQrhJYfmQQ96bhvbywndR4Jy47YN5vqgnQannz1luujeTRJPVsN5lPEyi7gEjVob7It3sqiAV0XI4lTr0i09fPLLkBFDRrECNuuuzxZtTnhNJbHhE+C94OFNdOt4snyAAjrWKZweZ2f7WbHCtre4McP0LOeD90+XvqjqnGORZ+infa/eEqu4dSvGrd9Qb7pimPWvDQx0bxnfV1kgPUJluuczdJ0oETVIIrV1A9LeHZni9FirTVkeNN3o8GP9XXAhInHf3MG6EdNJ9rL/iaWXmac9Lo/qwTZChoEPhIvw8hVLI5yVD/+3fu/97GwQUP2zKdqTNQTyg345s/fIBmMgJhwc36vDdj576v3MPtA6HPxNJvop/VcmK8utWx7UHbziPiuUy8PkfLJpF+hMPiEQTGaIwIlMC7iHtiA0O1Y510FlRCHrPTd7+X6/QLseL/ObmlCZXq8WVM10S69EPNzdoSKBC2yTi3UqOrr67DbrDdLMPiOSZo6RgnkRdu4cnI8UcVmZdipow+c2jvyXunFraRFE2R7eXTRFad/2zRFM6xvHuF2d7qkgMZwBFStFusr6OFmvZl/+ifNf7DeAmd4hfdiBW5In6IsVl1jYUB3NTB/rRLdBYVOI4jE75uc0ug17iGPQkUORuinXRsQGv8YGezJje2U45JdRrQkoRJWezS8aG1qNRgZmo1roaagg6Pe3iWzjsn47gbsP/1PxlA6w5DVfSP1T9hR6hqfgNh+uGzp+h5rgaY2WnYVHummBGGmv8z9KVqpuULuDxVMQblR6oJ1Fj3y/qRK1nBnJzSkmw+NeeV4L6kYHbeQIL/WS0NQI59H+HFt