रेलवे को मुख्य रूप से यात्री यातायात और माल की ढुलाई से आंतरिक राजस्व प्राप्त होता है। 2018-19 में (हालिया वास्तविक) माल ढुलाई और यात्री यातायात से क्रमशः 67% और 27% आंतरिक राजस्व प्राप्त हुआ था। शेष आंतरिक राजस्व विविध स्रोतों से प्राप्त हुआ था, जैसे पार्सल सेवा, कोचिंग रसीद और प्लेटफॉर्म टिकटों की बिक्री। 2020-21 में रेलवे को माल ढुलाई से 65% और यात्री यातायात से 27% आंतरिक राजस्व प्राप्त होने की उम्मीद है।
यात्री यातायात: 2020-21 में रेलवे को यात्री यातायात से 61,000 करोड़ रुपए की आय होने की उम्मीद है, जोकि 2019-20 के संशोधित अनुमानों की तुलना में 9% अधिक हैं (56,000 करोड़ रुपए)।
रेल मंत्रालय से प्राप्त आंकड़ों के अनुसार, फरवरी 2020 तक यात्री यातायात से लगभग 48,801 करोड़ रुपए प्राप्त हुए थे। यह 2019-20 में यात्री राजस्व के संशोधित अनुमानों की तुलना में 7,199 करोड़ रुपए कम था जिसका अर्थ यह था कि यह राशि मार्च 2020 में अर्जित करनी जरूरी होगी ताकि संशोधित अनुमान के लक्ष्यों को हासिल किया जा सके (वर्ष के लक्ष्य का 13%)। हालांकि 2019-20 (11 महीनों के लिए) में औसत यात्री राजस्व लगभग 4,432 करोड़ रुपए रहा है। उल्लेखनीय है कि मार्च 2019 में यात्री राजस्व 4,440 करोड़ रुपए था। 23 मार्च से यात्रा पर पूरी तरह से प्रतिबंध के कारण 2019-20 में रेलवे का यात्री राजस्व अपने लक्ष्य से कम हो जाएगा।
अब तक यह स्पष्ट नहीं है कि देश भर में रेल यात्राएं हमेशा की तरह कब से शुरू होंगी। कुछ राज्यों ने लॉकडाउन को बढ़ाना शुरू कर दिया है। ऐसी स्थिति में यात्री राजस्व में गिरावट लॉकडाउन के इन तीन हफ्तों के बाद भी रह सकती है।
माल ढुलाई: 2020-21 में रेलवे को गुड्स ट्रैफिक से 1,47,000 करोड़ रुपए की कमाई की उम्मीद है जोकि 2019-20 के संशोधित अनुमानों की तुलना में 9% अधिक है (1,34,733 करोड़ रुपए)।
रेल मंत्रालय से प्राप्त आंकड़ों के अनुसार, फरवरी 2020 तक माल ढुलाई से लगभग 1,08,658 करोड़ रुपए प्राप्त हुए थे। यह 2019-20 में माल ढुलाई के संशोधित अनुमानों की तुलना में 26,075 करोड़ रुपए कम था जिसका अर्थ यह था कि यह राशि मार्च 2020 में अर्जित करनी जरूरी होगी ताकि संशोधित अनुमान के लक्ष्यों को हासिल किया जा सके (वर्ष के लक्ष्य का 19%)। हालांकि 2019-20 (11 महीनों के लिए) में औसत माल ढुलाई लगभग 10,029 करोड़ रुपए रही है। उल्लेखनीय है कि मार्च 2019 में माल ढुलाई 16,721 करोड़ रुपए था।
हालांकि यात्री यातायात पूरी तरह से प्रतिबंधित है, माल ढुलाई जारी है। लॉकडाउन के दौरान अनिवार्य वस्तुओं का परिवहन, कार्गो मूवमेंट के लिए रेलवे का परिचालन, राहत और निकासी तथा उससे संबंधित ऑपरेशनल संगठनों को अनुमति दी गई है। रेलवे की ढुलाई वाली अनेक वस्तुओं (कोयला, लौह अयस्क, स्टील, पेट्रोलियम उत्पाद, खाद्यान्न, उर्वरक) को अनिवार्य वस्तुएं घोषित किया गया है। लॉकडाउन में रेलवे ने स्पेशल पार्सल रेलों को चलाना भी शुरू किया है (अनिवार्य वस्तुओं, ई-कॉमर्स गुड्स इत्यादि)। इन गतिविधियों से माल राजस्व प्राप्त होने में मदद मिलती रहेगी।
हालांकि कुछ ऐसी वस्तुएं जिनका परिवहन रेलवे करता है, जैसे सीमेंट, को अनिवार्य वस्तुओं में वर्गीकृत नहीं किया गया है। रेलवे के माल राजस्व में इन वस्तुओं के परिवहन का योगदान लगभग 8% है। रेलवे ने माल ढुलाई पर वसूले जाने वाले कई शुल्कों में राहत भी दी है। यह देखना अभी बाकी है कि क्या रेलवे माल राजस्व के अपने लक्ष्यों को पूरा कर पाता है।
रेखाचित्र 1: 2018-19 में माल ढुलाई का हिस्सा और राजस्व (% में)
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)
Sources: Expenditure Profile, Union Budget 2020-21; PRS.
माल ढुलाई यात्री यातायात को क्रॉस सब्सिडाइज़ करता है, इसकी स्थिति इस वर्ष और बुरी हो सकती है
रेलवे अपनी माल ढुलाई से प्राप्त लाभ का इस्तेमाल यात्री सेगमेंट के नुकसान की भरपाई करने और अपनी वित्तीय स्थिति में सुधार करने के लिए करता है। इस क्रॉस सब्सिडी से माल भाड़े में बढ़ोतरी हुई है। यात्रा पर प्रतिबंध और अगर लॉकडाउन (कुछ रूप में) जारी रहता है तो यात्री परिचालन को काफी नुकसान होगा। इससे माल ढुलाई पर क्रॉस सब्सिडी का दबाव और बढ़ सकता है। चूंकि रेलवे अपने माल भाड़े को और अधिक नहीं बढ़ा सकता, यह अस्पष्ट है कि यह क्रॉस सब्सिडी कैसे काम करेगी।
उदाहरण के लिए 2017-18 में यात्री और अन्य कोचिंग सेवाओं को 37,937 करोड़ रुपए का घाटा हुआ, जबकि माल ढुलाई को 39,956 करोड़ रुपए का लाभ हुआ। माल ढुलाई से प्राप्त लगभग 95% लाभ से यात्री और अन्य कोचिंग सेवाओं से होने नुकसान की भरपाई की गई। इस अवधि में कुल यात्री राजस्व 46,280 करोड़ रुपए था। इसका अर्थ यह था कि यात्री कारोबार में हुआ घाटा, रेलवे के राजस्व का 82% है। इसलिए 2017-18 में अपने यात्री कारोबार से रेलवे को अगर एक रुपए की आमदनी हुई तो उसने उस पर 1.82 रुपए खर्च किए।
रेलवे का व्यय
यात्रा पर प्रतिबंध से रेलवे अपनी सभी सेवाएं नहीं संचालित कर सकता, पर उसे अपने परिचालन व्यय का वहन करना होगा। कर्मचारियों का वेतन और पेंशन चुकानी होगी, जोकि कुल मिलाकर रेलवे का 66% राजस्व व्यय होता है। 2015 और 2020 के बीच (बजट अनुमान), वेतन पर रेलवे के व्यय में औसत 13% की दर से हर साल वृद्धि हुई है।
राजस्व व्यय का लगभग 18% ईंधन पर खर्च किया जाता है लेकिन तेल की कीमतों में गिरावट के कारण इसमें कुछ कमी देखी जा सकती है। रेलवे को रखरखाव, सुरक्षा और मूल्यह्रास पर खर्च करना ही होगा क्योंकि यह दीर्घावधि की लागत हैं जिन्हें नजरंदाज नहीं किया जा सकता। इसके अतिरिक्त माल ढुलाई के लिए जरूरी इंफ्रास्ट्रक्चर का नियमित रखरखाव भी जरूरी होगा।
राजस्व अधिशेष और परिचालन अनुपात और प्रभावित हो सकते हैं
रेलवे के अधिशेष को उसके कुल आंतरिक राजस्व और कुल राजस्व व्यय (कार्यचालन व्यय और पेंशन एवं मूल्य ह्रास कोष संबंधी विनियोग) के अंतर के आधार पर आंका जाता है। परिचालन अनुपात यातायात से अर्जित होने वाले राजस्व में कार्यचालन व्यय (रेलवे के रोजमर्रा के कामकाज में होने वाला व्यय) का अनुपात होता है। इसलिए उच्च अनुपात यह संकेत देता है कि रेलवे में अधिशेष अर्जित करने की क्षमता कम है जिनका उपयोग पूंजीगत निवेश के लिए किया जा सकता है, जैसे नई लाइनें बिछाना, नए कोच लगाना, इत्यादि। राजस्व अधिशेष में गिरावट से रेलवे की अपने इंफ्रास्ट्रक्चर में निवेश की क्षमता प्रभावित होती है।
पिछले एक दशक से रेलवे उच्च अधिशेष अर्जित करने के लिए संघर्ष कर रहा है। परिणामस्वरूप परिचालन अनुपात एक दशक से भी अधिक समय से लगातार 90% से अधिक रहा है (रेखाचित्र 2)। 2018-19 में यह 92.8% के अनुमानित अनुपात की तुलना में 97.3% हो गया। कैग (2019) ने कहा कि 2018-19 के अग्रिम को प्राप्तियों में शामिल न किया जाता तो 2017-18 का परिचालन अनुपात 102.66% होता।
2020-21 में रेलवे द्वारा 6,500 करोड़ रुपए का अधिशेष अर्जित करने और परिचालन अनुपात के 96.2% पर बहाल रहने की उम्मीद है। लॉकडाउन के कारण राजस्व पर असर होगा तो इस अधिशेष में और गिरावट आ सकती है, और परिचालन अनुपात पर और बुरा असर हो सकता है।
रेखाचित्र 2: परिचालन अनुपात
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nzLgNmA78GdXPh/eI9ll4POFlyOBcKn61uZOPDwOzEV0+5OiCsUN1sjZ439EFdwE8s/NSJNk568WPXAcSas8CHJpkLFMKhC5wxV6JyhCp0zVKFCZIwaqBAZowYqRMaogQqRMWqgohU2Y9H+Ni16lQKusE17tkFXcNFl7AsvQ6EGOsfYJeEhniMfN8z99tuv/tsHa0R2ObwvuNsEcwBwQ0aby8ZtMBuHKq8rC9VA7VkKQ5Jzbz2kXTZ/wjREBD366KPrv0P7L3zybR/Q2HfaaafJu3HIuoEO1bN6YJWHOTPvfve7J1v7gbJOO+20ybt+hE+AwINd4klefTn77LMnr/Jjjz32mLzqR9hxXHzxxZNXsyXrBjokcDYaFYZ7eLLfEFx66aV1JzLkGkW5Eg9x+0ZQlDdUPRhDR+IcyPYX7bnnnvVf5BNDnpC48cYbJ6/yAgeXHWBDjBwsGqPz2GuvvSZb+4ERA/K8cLpzX4bIj0OGLA/TqFEeRgtjNf6su5whnR0eVG1vJhiDoX6z5WEW+YYe4g6BdUpmY19Qx9aQtmzZUv/tgwUG+HIoG7sytYEij0FPjDNYdhoc8/bDexXgELthw/YLt6WCu56sAofA1vNGPjZUmfDDtddeO3nXH/u9OXcgojt27DW1D3SeTSe2Vj1SwyfH4i4pG35Zj3zk5Fkh4XO4bFsTTSszG9YpAPxlT68dG9xFB0ejp7bheB+s08Dftus2zZr4rrohGLIsMHR5Q4AGOq194Dow2tWmTZsmW25jmFDSkdUaqBc5Vt7QfO+Wn1f7H/3ZpYbURtj/qA9vqT560fXVDTdNX24Y+w9FaMMQhOWd8Nlrq385+6rq4OMurBX+L1VjkHUDxQHTlouu+UFdIcyxKfrr932xOv+K6Xmb7TskTb/51e+9aJl9ofDbRZ5g6BqOjjAiRLS0bavNoMq2gS4/CM+s/6IB5nQwmn2wCQ0L9oW99nPede7SPqtr2280demcxHBMWzhkNXBcx8c2GiOGsDbEDdcHRmO1RttE1hFUiFnTp4F6oAYqRABtoKssheVJp28Kz+JifS5gY+gwhK82rlYDFUNBG1QPaHk9Gigup2AYG7YPXAHYuHFjq6sTU78JBUO2WJ6NlcMEF5dEbKqbbQ+3MdRAxVAM3aCGLg+NMW4fwIJYuI3R/psGRA10caENoAe0vB4Naujy+jK7bwpQAy2HFQdrT+Ly6jJ7HPytyutQ5tDlAUxMCIe4dunF0sVpdPumgVADLYehD9a4PFpmB1qV16HMocsLl7RGo7Q00fLPcBuj/TcNiBroNujB0IOhywMryutxsIK4PFpmB1qV16HMocvry9Rvwgx+m9Rrc29tUq+1epsIbLP90TPYtiZKbaC08nowk/J6Hlze5dEyO9CqvA5lDl2enQwK2wfm4+KKSJs7ZFb9pnDWPRpnfJcKvgxfZHe4oHHatibUQLdBy+txMAxdHvAuj5bZgVbldShz6PLQHtA2wvYBwqHvtJtL2n/TgMyqgVJn94CW16Pyci8PeJdHy+xAq/I6lDl0eX2Z3TcFqIFuI/fygHd5tMwOtCqvQ5lDlxfOvQU2wrQH3K1G+28akKYGSp3TA1peD2cvWnnAuzxaZgdaldehzKHLM8IcFNiQFxQzxKXO6QEtr4ezF6084F0eLbMDrcrrUObQ5fVl1W+yi6m4XoPWj5YfTk+yuYbArumE2xidGmgPx7Qqr0OZi1Ye8C6PltmBVuV1KHPo8kDcPga9HzQ8a+s9Wb6VczrQqrwOZS5aecC7PFpmB1qV16HMocvD5Um0mVHuB7VG2hU10G3kXh7wLo+W2YFW5XUoc+jy+jK7bwpQA91G7uUB7/JomR1oVV6HMocuD3ezrFu3rn5tw1pEU9xuBuykURPtv2lA1EC3kXt5wLs8WmYHWpXXocyhywNYrY8NcZEKWqNtots3DYQa6DZyLw+Ev9WjPFpmB0LbGsvrUObQ5fVldt8UoAa6jdzLA97l0TI70Kq8DmUOXV5fWn8TVjtHONZZ3MUpD3iXR8vsQKvyOpQ5dHkAT2gI28dgS56E4AE8djo4vIaD66JDLXnSyjkdaFVehzIXrTzgXR4tswOtyutQ5tDloU1Yu7C/wIJYuI3R/psGRA10G7mXB7zLo2V2oFV5Hcocury+zO6bAtRAt5F7ecC7PFpmB1qV16HMocs74ogj6gnyNsTFRHlETdy62WbCfPtvGhA10G3kXh7wLo+W2YFW5XUoc+jygN0DihTRhrbhwgfTztl0+6aBUAPdRu7lAe/yaJkdaFVehzKHLq8vs/umADXQbeReHvAuj5bZgVbldShz6PIsehq4+hFvm0b7bxJCdCZe/geT55GDWk66GmqgQmRMlg30UY96VP33G9/4Rv336quvrv/24Y/+6I/qv/e73/3qv3357W9/W/+9+OKL6799ufzyy5dse/SjH13/7QPK+vGPf1z/bbu8xjQe+9jH1n+tLq655pr6bypWx9/73vfqv33Ls1Unzc4h6hm/NS531mTZQF/2spdVz3jGM5Z03XXXTf6Txk033VQ9+9nPXirv+c9//uQ/6XzlK1+pnvKUp9SvjzvuuPpvH8LfO8Qj9Z/2tKctK7MvQ9fJ0OWBe9/73tV//Md/VB/5yEeql7/85ZOt6dztbnernvnMZ1ZPf/rTqwc+8IGTrbMl6yGu9a5D0renNlLvhV2Nhz3sYZNXw/CEJzxh8moYhq6TocpDpEPUvMMd7lD//cM//MPJf9I5+OCDa+F2sVe84hWTrbMlywZ64IEHVr/5zW+qu9/97vX7vkPcn//853UZSNh//etfVy95yUsm/+nPUA0K9t3+9revh844yPqy/fbbV29605uqX/7yl9XrX//6ydZ0Hve4x1X3ve99q5/85CeTLf049NBDqxtuuKFuALfccssg5eKa4he+8IXqBz/I5ynsfdFJokTQkDAUxYEr8uC5z31uteOOO1b3uc99JlvKRw00EZwq33vvvWshRxHjglHSD3/4w/r1Pe95z+r+979//boPd7nLXeq/GHWtNqndiywb6Le//e3qRS96UXXqqafWif8QoFdFebjLpmmiRBdwAuG9731vdcghh9QnEvqC4fxJJ51UHXPMMYM0+P3337866qijqpNPPnkpVejD0HXiUcfGUOcZjE9+8pOTV7MnywZqw0bkT9/85jd756DhiYinPvWpg5yCv/XWW2uBIQ6Iq666qv6Lhj/EsBn5InjPe96zFFn6MHSdDF0e8ljcZ4lLSzhhtNtuu03+k87QnWYKGuIm8trXvnbyaltFinHBbB1cP7a0o8t0uiaG7jRTUAMVcwNyTwzpkXIgmvYFURhXE9D4cVZ8DNRAxdzw/e9/f/Kqqr761a9OXqWz7777Vrvvvnv9etddd63/zho1UDE3IIICXAJ7xCMeUb/uA84MG5g5NgZqoEJkjBqoEBmjBipExqiBCpExaqBCZIxrA2XruzCBIW4qNrBK2lBzJ8OH3STB1rNhmnDeeedNXt1GeGtb+Oj0abRZtTxHdj70jMmrlcQr4q1Gm2PKbsjuMrEBd0UB2IFV40G4hEm4xElfbjsyHGCNkQmEPwq3DUH2mAlzIhoLDtbY8fG+1kDx8GHbboT74jXA+yOPPLI++E0AFYHv7NVIWWNkmmANNPw9+M2wDz4KG+jhhx9e+wL74P/A/o8GCsEH4UOYgXVedlDZfjhIbV/zOfs8/GH+sroY6v7YaQ3UGobVLWiy09adDesTvw/HRtgJ2udxLJiPDTs+rBFaOWYH/BY2UPv/kNx2ZAghskMNVIiMUQMVImPUQIXIGDVQITJGDVSIjFEDFSJj1ECFyBg1UCEyRg1UiIxRAxUiY9RAhcgYNVAhMkYNVLTC7uzAnRyD3k613XaD3RoIcKdKfAdTyaiBzjm4DWyoAxa3U5122mmTd/3AurVbtmyp1q9fP1gDxcOsYOOQDd5uIRvr/lo10DlmzZo1g92jiHtAw5uS+7J58+Zqp512qu1797vfPdnaD2uYve7fDUAncumll/Z+LEUfFqKBHnHEEfVfuxPfbtKdZ3CQDn3ADglsG3Ioipuzh3iqdshBBx20dCM8HuI7BgsVQRFRhgYHvy3FkRM4+Ddu3Dh51x80qFBDgOgEO/HEuSEZqgMe6nf2IcsGOvQJiThyDlGBVnn4a/amYr/R/tqSGn2AXRah2q7hsxoY8oWPV+hDWLdDnXSykcJQDRQdh9XzEHWSQpYNFAx5QsIDq7ghh2lDlmVDMwz9hmqgxlB5rQewbegUBnWtBhqAnnDIExLhYlJDHVxhftKXOHLut99+9d9FwaPB9x3V5EK2EXRILBpjyLLXXntNtvbj6KOPrv9aJJ13hh6SDu03jBJyHnGlkuXRZZWHa09D5SchQ+WMFvH6Dn+sPDtTOMTDZxHdzY9DNIYbb7yxbgAoa4iTbeazc845ZxD7wmE8yus7zLWobnUxRJ2kkGUDRS5mjWiIyssdNFD8TgztcWAMcVYY5eFaI67hDdGgkCacccYZ1amnnjpYneC3XnvttZN3wzDkNUv4DcciOpGh89q2ZH/0D5GfeJzFDTn77LMnr4ZhiPIsMg3VmKwc/D3rrLPq132wCIq6GeJ8g9WxjUaGyEH32Wef+veOeR056wY6ZG9ojTIcCuWGx+9FQ8jxN+OSDQ5+TPfDFL0hQHkoa4jfG6ZW8GXfNCaVLBto2GOFjkoFUfioo46qnWyRoC9DXhKJf+NQB8OYU9TEMEw9WvHsDxzQ4RAEyXJ4kGMoET4LJdzWB5QHIY/qi9llzxEZYvgDhmwANpwKfSvKxzpy1j6wbbVov+rRgAJQcHjg2IFuDRcRzxpkuC0VjxMSQxJGPDh7iDsdMHF81113re/uyJWPXnT95JVoi51DYe0DbQvH97TR2NSj3xqiYU+wih+5hiHZkZOL9uG2VKxR4u8QJyQ8gG3QUENwi+pDNfihQePEk8emPX2sK1bmUAxdXheuvPLKyavlWANdrX1YVI2Z2kDtIMRNsPhr23AA2SPc8B6Fh1HWtolxwcHKot5F1/yg+pezr6oOPu7CpUbXTWeSbV31X2RbH61eHn4vhN9+/hXfrf0wjS4NfrUG2tQ+rDNuajNTG+g04uhaAuxgnTdw8MUH5moHrx20qx2w2PdvTr5s8q4/9v1DlWnlvfq9F9W/p18ntNxnq9HUQPuS3EBLwxw9T4206eDb+53nVG94/xeX3ufMkA0ejNWBqIGuwpmX3Dilt+w2JGsTUTzynabyztny7WX2hTrqw1sme61k6IN/EWnrw6YGasPaeIgLwid9N5FtA7UD8PhPXdNpmGKNKwaOxv+bsLzsOe86d0WZK9Utf4JNJht64ftMgH0uFvImkSesgbKTqAYmP7SZ0ZZlA2UHJw7unIanZhfyHWvcEDoCa4yh/V2Ez4pxOPeY7ZapLWigrJEiWoaXIQ1cCYEsmjaRfQTNmaGHkLn/3kWgTwNtApcn0RAxzA3B9c9NmzZN3nGybaBCjIFHA+2DGqgQASsa6KeJCGqgQsyA4hqoJbMGzjzFE3wxgR5nqsJpb2PdgS4Wh7gx1Q2qJyvKG6CB4gxu3D6Ql7aZr86/LQDJrU3mtbm43pPlhWhD3JjqBtWTFeX1bKBoP/E829XO3IZM3dMKsohpcwUtolqPgPmEFjHDbUJ4EjemLg2qidTyWAO1iQgIVvGI0m7btIDWBP+2CSjAGqn9xe1QaKjhZHmAScG2QrhtE8KTuDF1aVBNpJY3LYKCsH1YEAu3NcG/TQgH4oO/bgA9oOW1bFBNpJY32kkiIYYiPvjrBtADWl7LBtVEanlqoKJ44oO/SwNgDF0eSC1vWgPFWVwMdcOZROxqCIN/mxC/Iz5Y6wO2B7S8lg2AMXR5ILW8pgZq52pczuKKxSY+WLscsIzcywOp5TU1UFvaJL6bBWd2NRdX9CI+WLscsIzcywOp5TU1UIuc4f2gRtF3s4jxiQ/WLgcsI/fyQGp5Okk0h8QHQ31A9GAm5bU8YBm5lwdSyxu1geKCqoVim6hg2HZNVOhOfDDUB0QPaHktDzDGopUHUstraqA2TZa1D2xbDf5tE2y6XryC36JO9VtReT2Jy+tbJi2v5QHGWLTyQGp5rIFaWwDxVD/Ma4+3Mfi3NWBrqCzqZPkVldeTuLy+ZdLyWh5gjEUrD6SWhwYaN1K7xIIzueFlFoB2MthUPwvTGNqGF1gtRKMnsNtpwm3zxorK60lcXl1mi4OhiVbldShz0coDqeWxCGptAaPJ+HYztCMMdXtNlhfLSa28JuLyaJkdaFVehzIXrTyQWl5TDtoX/m1zQOzo2tk9WVFey8prIi6PltmBVuV1KHPRygOp5amBdiR2dO3snqwor2XlNRGXR8vsQKvyOpS5aOWB1PLUQDsSO7p2dk9WlNey8pqIy6NldqBVeR3KXLTyQGp5qzVQtyVPSiV2dBdnN+FdHi2zA63K61DmopUHUstjDdQaJE6YFj9ZPnZM7Zwe0PJaOrsJ7/JomR1oVV6HMhetPJBa3rQIiugZX9XA+6LO4saOqZ3TA1peS2c34V0eLbMDrcrrUOailQdSy2tqoOGsoaKXPIkdUzunB7S8ls5uwrs8WmYHWpXXocxFKw+kljf3J4lix3RxDmPo8oB3ebTMDrQqr0OZi1YeSC1v1AaKUGyhGn/DebZ4jxlGTY/4bkvsmC7OYQxdHvAuj5bZgVbldShz0coDqeU1NVCbTeTyfFBrZDbVz+bi2mR5S3CRBNsd4+G2LsSO6eIcxtDlAe/yaJkdaFVehzIXrTyQWl5TA7Wzt9Y+DLQla0/T4N8WMYuV5WPHdHEOY+jygHd5tMwOtCqvQ5mLVh5ILY810PAusHiyPILcYCsq4IssVNvpYQNRFl+ObbZqmW3rQuyYLs5hDF0e8C6PltmBVuV1KHPRygOp5a2Wg4btw3Bdk8ga7FDEjuniHMbQ5QHv8miZHWhVXocyF608kFreqCeJZkHsmC7OYQxdHvAuj5bZgVbldShz0coDqeWpgU5xDmPo8oB3ebTMDrQqr0OZi1YeSC2vqYFaOhhOSgi3rQb/thGIHdPFOYyhywPe5dEyO9CqvA5lLlp5ILW8aREUZ3DjqX4uS554Ejumi3MYQ5cHvMujZXagVXkdyly08kBqeas10PikKa52hFG1Cf5tIxA7potzGEOXB7zLo2V2oFV5HcpctPJAanmsgYZzAuLbzYpb8iR2TBfnMIYuD3iXR8vsQKvyOpS5aOWB1PJ0kmiKcxhDlwe8y6NldsDKCLWivA5lLlp5wPxmWvJZKIIa6BTnMIYuD3iXR8vsQKvyOpS5aOWB1PJGbaDhpF6MnePnGuJsVDzGbnOGKiR2TBfnMIYuD3iXR8vsQKvyOpS5aOWB1PJYA7X2wHLQQZc8QYMMr9loLq5PebTMDrQqr0OZi1YeSC1vWgRF2wjP4tp10Da03/N3xHezWI8wxKMfYsd0cQ5j6PKAd3m0zA60Kq9DmYtWHkgtr6mBWjuIR5R4P+hZXGv19vAkG/aGsyLimRJdiB3TxTmMocsD3uXRMjvQqrwOZS5aeSC1PNZAMdJEW8BoMmwfFsR0HXTA8oB3ebTMDrQqr0OZi1YeSC1v1JNEsyB2TBfnMIYuD3iXR8vsQKvyOpS5aOWB1PLUQKc4hzF0ecC7PFpmB1qV16HMRSsPpJbX1EAtx3RZ8mSWxI7p4hzG0OUB7/JomR1oVV6HMhetPJBaXlMDtasfrkuezILYMV2cwxi6POBdHi2zA63K61DmopUHUstbrYHGk+UHXfJkFsSO6eIcxtDlAe/yaJkdaFVehzIXrTyQWt5qDRQNcaZLngxN7JguzmEMXR7wLo+W2YFW5XUoc9HKA6nl6STRFOcwhi4PeJdHy+xAq/I6lLlo5YHU8tRApziHMXR5wLs8WmYHWpXXocxFKw+kltfUQC3HxNncjRs31q+7zLLj3zYCsWO6OIcxdHnAuzxaZgdaldehzEUrD6SWxxpoOO0Vk+UxsyicMN8G/m3O4MdI0rwpht04grO5q525DRmlgQqxCNgZXJsoH05MiK+LNqEGKkTGqIEKkTFZNlDcbY5kescdd6yuu+66ydb+fO9735u8yg/kK/e9732rBzzgAZMt6eB3fvOb35y8G4aPfexj1S9+8Yvq/ve/f3XBBRdMtqZz+umn12VhMYCuJ04Y8B342te+Vn3nO9+pX/fh0Y9+dP33UY96VP33qquuqv/Omiwb6DXXXFM96UlPql8/5jGPqf/24Sc/+Ul13HHHVTfddNNkSz9+/vOf139/8IMfVD/84Q/r1314/OMfX9to4Pf3weZ47rvvvtXOO+9cXXrppfX7PsCmRz7ykfXrIerkiiuuqP/e5z73WWoMfbjf/e5X/7366qtbzXFdjcc+9rH137DcMciygYY96q9//evJq/78wz/8w+RVP1B5YTRGr92Xb33rW9Wpp55aff/7359sSec3v/nN5NVwWD18/vOfr//2BZ3cRRddNHnXn0MOOaRat25ddfDBB9fqC07ioLxXvepV9d8h6iWFLBvoM57xjCXtueeek63pPO1pT1tWZl9+/OMfV5s3b65Pre+xxx6Trem87GUvW2Zf32E9RgrPfvazl8p7/vOfP/lPOqF9Q9TJ0OXtv//+S8Pcu93tbvXfPqBBorw/+IM/qA466KDJ1tmT7UmiW2+9dfJqGNDDDsUtt9yyTENErAc/+MGTV8OAnHFohq6TIcuzoei//uu/1n/7YsN4DXGn8LCHPWzyahie8IQnTF71Z4heP8bjJFbffDZm6DoZqrzb3/72dWO6973vvdSo+qAhbgvOOOOMyath+OxnPzt5NQx2smgofvvb305eDcfQUW/oOjn77LMnrwQjywZ62GGHVTfeeGP1jW98Y+lsWh/udKc71TkKzrq+/vWvn2ztz1ARD2cx0dhRHn53eEY3BQy78Vtf+MIX1rNZXvKSl0z+k87JJ59cHXvssZN3/cHsmrvc5S61faifIcDZ2y9+8YsuHd1YZNlAUXEAZw67zFtsImzkOK3fF/T6p5xySvXhD3+4+ud//ufq5ptvnvwnjRe84AV1Dnr++edX//RP/zTImevdd9+9etCDHlR96EMfovNEu2LXAXGGHdcw+3L3u9+9XlHgpJNOGuTaLyajGzfccMPkVTq45nvZZZfVdQt5nBlvQ9ZD3Jw59NBD64N16BxPpIEz62jomNyCa97zQpYNFLM3rOfqG50Art1h2DhUeSFD9KwevfUTn/jEpfIw5O3L0HUydHlonG9/+9vr6DnETKIDDzywrgdEeqCzuAXxnve8p3rWs55V7b333rWGnI4o0rBbun75y19WH/nIR+rXffjyl79cnXDCCfVrdCZqoAG77bZb3XthCLn99ttPtqZzhzvcoS4LJw+Q7w0BTsIMxVvf+talKIcTY31PEuGEk02lw9DvpS99af26D0PXydDlGeecc87k1TB4XPrqQpYNFMMKnDw45phjqqc//emTrengDO5RRx1Vn4m0IUsf0DhxHRQnirAyW1++/e1vVy960YvqqX64jjcEOBmG8vDsjyFOEg1dJ0OXZwx5rRvYPZ1jkWUDxSRvnIUEu+66a/23Dzj1bmcKh+gR3/zmNy9dX0TO0zfiIZLg5AaiCRhibi8a6Ac+8IH6td2R0Yeh62To8jBKwGoF73rXu6p73OMek63pDD2qSSXLBmqn9DGn8nGPe1z9ug82RxO54xB3n4CvfOUrk1f9e1n7jcifcJtY33wn7ISe+tSnDjKzZug6Gbo8uxyHdAaRuS8eo5oUsmyg4QydsCH0wa4tIifri90eZYsOD3ECIWxUP/rRjyav0gnLO+ussyav0hm6TjzqeEg8RjUpZNlAS2DNmjX130suuWS0yhO3gRu/7aw61JehRzWpqIGKuWGo9MUIr88OMapJQQ1UzAU4SfSKV7yiev/73z/I/aA6SSTEgNhj5sEQN0ToJJEQA4NlY4ZCJ4mEGJBwuZMhbq7WSSIhBmTLli11rgie85zn1H/7MvSlrxTUQIXIGDVQITJGDVSIjFEDFSJj1ECFyBg1UCEyRg1UiIxRAxUiY9RAhcgYNVAhMiarBjrEKvIAjxVAWT/96U8nW9qzyy67TF7NHtgM4cE9TbSxL1yCJcUHubLXXntV7373uyfv2jHNX1jZHv7Gwmoxz3ve8yavVmL1BOxhwVZntn0oXBvoucds10oACz4B3BnfFlsLNeS8886bvMqET//u97XRBPODcfzxx09ebaNrAy2Jj150/eTVSkI/tO10LrzwwskrDhoosDtWDHZcAXZshg3UPocAMVRHf9uR4QBrjEwGKgE9UNh7WS8H4sYHh4T7YgnMcB+rSFsaM9wX32Xbv/71r9d/8XwPODZ8zgfoFYVYY2SaEDZQ/PbwwDT7AA4WO2BC+yE0UPMZbMdBhH3j3j38rpe//OX1X+yL7zXf4H38+fD7Dj/88Pp1V/7m5MuqnQ89I9B/Re9v08HHXbisccDuJjvB1q1b69dooFafaIR2bKAxATu2wvrFvnZchWUDNDyAz9jvtv9Zmfvss0/9eloE7sLyGhsY1hiZABwDXvnKV65ooNYz2cFqPWPcQFGJbRtoWAF2wKEyWQMFZkNnWGNkmsAaaNyBABxwOBDwAKf4/2igFhXgA4g1UHzeou0FF1xQ/8UBFx744efNB6G/UBdhJ9IHNEY0XEYc5ZrsDBuVNVCoqYEC+CX0YVMDNd8DKytsoOYflBF2KH1YXmOiJqyIRQMHeQn0sTNOI9piDboN1gn0RQ1UiIxRAxUiY9RAhcgYNVAhMkYNVIiMUQMVImPUQIXIGDVQITJGDVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAjhClbsx2r7+Ju6WLgQOaIAKkThvOlNb6r22GOPasuWLZMt44JnViFYmj3r16+v30NjP1EEj+YJbcB7ewRT+HpMjjjiiMmrbeDxPvbon/B1TqDOcQy+5jWvmWxZDBRAhSgIPGstfMwwHuO0Zs2a6vTTT68DVA5s3ry5tmWnnXaq3+O5eXg+XNdHLntjdp122mmTLfmxYcOGun5zwh5qGg7Y8P7UU0+tH61tD+dcBBRA5xg8uBIHNjqJXDpXMSzHHntsfXo0p2dF4lg76KCD6uNuqGcvDgWyzPDhtnHGud9++01ejQeyTHvwMXwYZpyXX355dhmoDUQwcFo01KvOGXjs+p577lm/tpEiFGYtolymda65ksupUTEMqw1CFgkF0B4gMOU2OWLXXXet7bHR4FlnnZVNhoKGl/v1p5gc6xhcffXVk1e3ceONN05ejU+YkeRWt6hLHIc4HY7XBk6H53D6EYMk2NWkXAZNGKCzfuXaa6+dvJp/FEA7kPPkCHD88cfXnf3LX/7y2qacyfX6U+51HE8iQZ3vsssu9etcJ5jgNLOdFckBHHfmM8OOx9xmCeP4W7duXVZ1ywZE1j5yHQh7oQDagRImR6DBoaFZIIByykBhC8j1+lMpdRz7zuo7xwBqwJdnn3325F1+5G4f+MxnPpNFW2463jCJSAFUUHDA5Do5AtgoFR1BfBDnmp3kRu51PI1c6hidKPwIxbOEc7jVJocANI2cTsV3RRmoaARZk3UM4anHHA8ajFTPOOOM6tJLL51syQP4Dh1YjtefMPAI72MLT9/qLEN7rF5xetleA7wfu47DtmqBPrfLCDYQOuecc2r7cPo7t6CPY+8hD3lI/TpsJzjdvEgogLaEBUm7/lTCqCuXUz/I7HK9/hTWIwJ8mM3lUsclnWWAjZjslNOkkhLaau5ni0poJ7NCAXQgcrh2gg4rHAnir93cnPtBDdtzv/6UGzmeZWAdKAICBm84gxMPnsYAnT6uccN3mLWONmJZVA5YOz7qqKPqCVjwp50Czy3DwwAJfoRyy5JngQLoAOTS+aNjaLpuh8a3iAf4UORSx/FpULxH5m6dbg6Ep5YhXPdEYM1hJq75KWwL9h63fOUS4OM6Nrti28cCdoTY5MBpfdA8ogDaARwcOHAOOeSQesSFUSEWLsjloA7ByJDdKzgm6Lxwqhajf6ybGSuHDjb3Orbr8Lgma1kJFlaA3daJCeGNtWO0EZzhwrFng5PcbgXypFcAtY7FVkYxB5oMOz3COiD7TLhSTttts6bpN+R0A3Z8PcJGrjjgcwvyOZJ7HQshVhK2zbbxwwajGzdunGzZtl+XsxDJARQdsoFTDAii+Btf/EanbqATCjsndPDhD4fhbbeNCZyc2+QII5wRZxkd6iCH2wcAMqWcrz8ZOdexEGIb6NtuvvnmpfjQJX7YtXqLX/F+bejda+HL2Zeio0QwZYHWwAggTPdxGqDttlkD5+Y+OSJ3bBQYDqLsfQ7Xn1THw/HRi66vdj70jCXlCuzMmdztywH0KxaDUuOH7WN9VNsznckBlHUoYbC0jscCqW0LgbHWYVn0b7utK1deeeXkVTo5T44Qw1BSHSMwzbKDveiaH9T6l7OvqnXwcRfWCgPlzof+V/R+WNl3hjJ7QpmtoW659ZeTX7IywEM5kbt9htk5JF376jCApsQPPLXKYhTaPEB8azMZarTzZuGIYBYMEUCFyIG4Y90m38C1mvZ+5zl1MHvLBy6pA1j8/1e/96KlQHbOlm+vCHhHfXjLisC4/9GfXVGOv84k23JSLvbx420ISuqr87rw5MgiBdDwgNYpoHJAcPmbky9bVn8r1dyBIugcc8aVdUA6/4rvrsi6xgC/J1dC3+Vo5xj22SAHOuGz1y4b5ISDm9C2UEPYqQCaIfMWQK+44ea6k7QDmx3My3XbiBEje3zGGgYayw033TopeTZ4nPrJEdQTgtpT/vYTS/5vI9TPtMFPGGiFGAs7BocM8AqgGTJkpYTXJ9qCIHXK56+rO9N2Aa+7XvSP51f7/P/OXbEdQRKn0Ly+d5riYH3Mf11B98uN0LY4kH3vlp/Xv6XrKUbUz/Gfumb0rFCInGnbV+N6ps3DCa+Dsuudti2cyDrEZFQF0A6EgXMIIbD8/elfrU+VIMAOyaxPScF+u7aVFqxzv/YErbzug2t/+M1f/86PJ54QQvQhNYBOm3FrkwPtns+hZtQrgHYk7kChWQereSBn34WnR01CLCLnHrPdqhqa1L4aQTGeZRsHyjBT7TrjlqEAmkiunb8YDtWvWHRYwIw1NF36agS/MLMECJLYFt/LieAaZqdN+3VBAVQIIQSFBcxY1adbqiUl9dXtf1XhKIAKIUQ3WMCMRYMlU0sWIoAiHUb6C9mFWkuJofDibrwtxJ5+AdkSb223dUEBVAghusECZiwaLJla0qWvxup2bWIFVsmzbQZWIOq7oE/7XzUFLBIfr3s7bZsRX7zFVOO227qiACqEyAkWjJjGhNkTiwZLppZ06astSCK2IBg2xQoLnAi4iEHswScptP9VDcRR3rD7bdg2Az82nnLcdltXFECFEDnBghETDUZMDjB7YlFbmFrStq9GXLAZtTjTacnWarHCngqGv5aVWgzrSvtfFREuEm8gQOIH2Wnbpm0hZjzKsx/edlsXFECFEDnBghETDUZMDjB7YlFbmFrStq+2mIK4sGnTpmW3pzTFivCBJkju7LMpMQW0/1UDgh8eZqKzQAFUCJETLBgx0WDE5ACzJxa1haklJfXV7X9V4SiACrFYsM6eaSyYLUw0GDE5wOyJRW1haokCaIYogAqxWLDOnol29rEcYLYwUXuYHGD2xKK2MLWkbV+N6504XWuK7wYJF0iwfeMFF/ou6df+VxWOAqgQiwXr7JloZx/LAWYLE7WHyQFmTyxqC1NLUvpqBEfQtJSfzca1iazxfqm0/1WFowAqxLCwzjQW7UiZHGD2MFF7YjnAbGGi9jA5wOyJRW1haknXvjqcGNRmFq7twzLVrrT/VYWjACrEsLDONBbtSJkcYPYwUXtiOcBsYaL2MDnA7IlFbWFqSZe+Os4kERQt22RZJhZPsLtHLGtFQA3vHe1C+19VOAqgQgwL60xj0Y6UyQFmDxO1J5YDzBYmag+TA8yeWNQWppaU1Fe3/1WFowAqQlhHwDQWzBamMWH2xKIdKZMDzB4mak8sB5gtTNQeJgeYPbGoLUwtUQDNEAVQEcI6AqaxYLYwjQmzJxbtSJkcYPYwUXtiOcBsYaL2MDnA7IlFbWFqycIEUJsabMQXcAHOOeM8tF2wjcG2NqsOsW1dUACdLayhxRoTZg/TWDBbmGhHxeQAsycWtYXJAWYPE7UnlgPMFiZqD5MDzJ5Y1BamlnTpqy0uYDUhu47ZFD+ArYVrr/vS/lc1ACMNvIahkF3I1Vq4iwlraLHGhNnDNBbMFibaUTE5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFqSVt+2okZ+9617uWYg4CY1OsQLC0/UAYl/rQ/lc1EAbQEAuWoaF6GsviwBparDFh9jCNBbOFiXZUTA4we2JRW5gcYPYwUXtiOcBsYaL2MDnA7IlFbWFqSZcAypKt1WKFBdUs1sINAyh+kEX5ac8DDX94mLXix3TZ1gUF0NnCGlqsMWH2MNGOIJYDzBYmag+TA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmFrSpa8O44IlZ9NiRbjy0KhPY+kDstNZowA6W1hDi0UbGZMDzB4mak8sB5gtTNQeJgeYPbGoLUwOMHuYqD2xHGC2MFF7mBxg9sSitjC1pKS+uv2vKpx5CqDsIGYaE2ZPLNrImBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlALOFidrD5ACzJxa1haklCqAZogA6W5g9sWgjY3KA2cNE7YnlALOFidrD5ACzJxa1hckBZg8TtSeWA8wWJmoPkwPMnljUFqaWdOmrw8lBtuoQO4WL6522zYivoabQ/lcVzkIGUHYQMznA7IlFbWFygNnDRO2J5QCzhYnaw+QAsycWtYXJAWYPE7UnlgPMFiZqD5MDzJ5Y1BamlnTpq9esWVMHR/wFTZOILHDabSy4jBhOaE2l/a8qHAXQKXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MLUFfHaotbW95xOQhZKbFTiIagy4VwQ4SprFgtjDRg5jJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTA4we5ioPbEcYLYwUXuYHGD2xKK2MLWkbV+NxeItQOK0rWWeFhCxLT5FGy6ekMVtLKWgADpFDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlALOFidrD5ACzJxa1haklXfrqsWn/qwpHAXSKHGD2xKK2MDnA7GGi9sRygNnCRO1hcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC1NLFEAzxCWAsoMklgPMFiZqD5MDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hasnCBFCcQ8Z5ZiNcqs/ONbNtITZLKnz4adttXVAAnSIHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKA2cJE7WFygNkTi9rC1JKuARRxBbHImBY/wvXY2QSjrrT/VQ2EATT8EWwt3NB4wGZMtd3WFQXQKXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MLenSV1sssDjTFCu2bt1aTy7auHFj/T5c0q8P7X9VA2EADTNMmyrMthlxNokf1XZbVxRAp8gBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwtaRtX43YY7ehQAiWq8UKrM1u/8dnAILukcG9o11o/6saCAMoWL9+fW1YGCjjbeEKELbY/Nq1a+v3oO22LiiATpEDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hakmXvtoIz3Q2xQoE1zA77RtTQPtfVTgKoFPkALMnFrWFyQFmDxO1J5YDzBYmag+TA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmFqSEkDHov2vKhwF0ClygNkTi9rC5ACzh4naE8sBZgsTtYfJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTC1RAM0QBdApcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sB5gtTNQeJgeYPbGoLUwt6dJX4xQswPwaOz2LbbhciMuL4TaAOTnT7grpSvtfVTgKoFPkALMnFrWFyQFmDxO1J5YDzBYmag+TA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmFrSNQNFILQA2TQL1/ax/cJrpn1o/6sKRwF0ihxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8sagtTS7oGUAPBMp5Ra/d/hoS3viBT1Vq4LVAAnSIHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKA2cJE7WFygNkTi9rC1JIufbVllZCdmg1vbwnvBgHhbS047du0X1va/6rCUQCdIgeYPbGoLUwOMHuYqD2xHGC2MFF7mBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLUktQMdAza/6rCUQCdIgeYPbGoLUwOMHuYqD2xHGC2MFF7mBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLUkoUNoLhR1VJiCNjNqhBbQYil2223dUEBdIocYPbEorYwOcDsYaL2xHKA2cJE7WFygNkTi9rC5ACzh4naE8sBZgsTtYfJAWZPLGoLU0u69NXh5CBbJpbFClzvtG1GuKBPKu1/VQtwTvnoo4+ujdyyZUu9LZzthP/beWrALvi23dYVBdApcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sB5gtTNQeJgeYPbGoLUwtSc1Ap8UKC5x2GwvWZQ9jUSrtf1VHtJj8RA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFqSXoq0OtBuKKnd1sEytsTfbsJhEhup922mlLp20BfhwW7w23hZjxSLvth7fd1gUF0ClygNkTi9rC5ACzh4naE8sBZgsTtYfJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTC1p21cjprCzkdNiBWKUUextLPjhYSY6CxRAp8gBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwtaRLXz027X9V4SiATpEDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1haokCaIYogE6RA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYWqJAmiGKIBOkQPMnljUFiYHmD1M1J5YDjBbmKg9TA4we2JRW5gcYPYwUXtiOcBsYaL2MDnA7IlFbWFqSZe++qyzzqr222+/ZQ/Rtuui4cO1bVs4kTVlMmpM+19VOAqgU+QAsycWtYXJAWYPE7UnlgPMFiZqD5MDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYWtI1A8WcGguUTbNwt27dWk8u2rhxY/2erUmQQvtfVTgKoFPkALMnFrWFyQFmDxO1J5YDzBYmag+TA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmFrSJ4CGWSeIA2W4LwIqQNAN7x3tQvtfVTgKoFPkALMnFrWFyQFmDxO1J5YDzBYmag+TA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmFrSJ4ACvEdwXLt27WTLNhBcw+y0ab8utP9VhaMAOkUOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFqSVdA+iYtP9VhaMAOkUOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFqSUKoBmiADpFDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlALOFidrD5ACzJxa1haklXfpqtuqQXdu0dW/ttQftf1XhKIBOkQPMnljUFiYHmD1M1J5YDjBbmKg9TA4we2JRW5gcYPYwUXtiOcBsYaL2MDnA7IlFbWFqSdu+umnGLYIlgqgF0nA99qFp/6tmDO7XCZ0ghBBCGPHsWbYurgXVIda9ZSg6CSGEKBKcurVECwEyJLyFZYgnrzAUQIUQQogEFECFECITfvvb31Y/+clPJu+Wg//96Ec/mrwbD9j3m9/8ZvJuOTfffHPj/+YRBdCWvOUtb6lv1r3kkkuq29/+9tVhhx1WHyg33XRTtf322zce9LPi+9//fnXXu961us997lM9+MEPrnbcccfqAQ94QHW7292ueuADH1jtvPPOkz1FE3/xF39RvfWtb61+8Ytf1HX87W9/u97+ne98J4s6xozC+93vftX+++9f/cmf/Em9PBk61Zw49NBD63Zyww03VHe5y12qgw8+uL5h/ZZbbqnudKc7je7DY489trbvl7/8ZfXrX/+6es973lP9x3/8R3XdddfV7Qd1PyZWx8ZjH/vY6uqrr65fx/8bi2k2hf9bBBRAW/KlL32p7hDQmYa87W1vq37v936vboy5AFsf8pCHVJ///Oer+973vpOt47PTTjtV11xzTf36cY97XPXHf/zH1Qc/+ME64D/jGc+ot48JRvd3u9vdqve9733VUUcdVb30pS+tLrroourZz3529dSnPnWy13jg2LvnPe85eXcbGMR94QtfqD760Y9OtozHl7/85erud797PWkD153w96STTqpe9apX1QO6sUHbwMQSTD454YQTqjvf+c7Vpz71qeqggw6q7n//+4/ejhGQ4DMMiKFHPOIRdd3i9RVXXFEPkMfm0Y9+9DKbYnsVQIVwAA0PGcCNN95Y3eMe96h+/vOf19uRoaAjiwcnQiwqTYH8Ax/4wOTV+IQ2YhD3gx/8YPJucVAAbQlO7TzqUY+qLrvssvo8f6wczvsj43ziE59YnyaL7cMpNDEd1XF/cvdh7vahDjG4NJDRQbvvvnt16623TraOy7777ludeeaZ9euLL764PmtjYJD8ta99bfJu/lEAFTMD15swjfxZz3pWtffeey/T05/+9Po6lBCLDE7h4lSygUsduNadEzqFexsKoInYtYqceeQjH1ldddVVk3f5gFM9uU1+YaiO+5O7D3OzD+0CTw1pkl32EHmgANoSnNrBqQvMbt1tt92WnU7ZddddszhtgRuE/+7v/q769Kc/Xc8yxOgVEzfWrVs32SMvcuu8jjjiiHoUDb7yla/UE7Ae9KAH1T781re+VW8fmy1btlRPetKT6teve93ratugQw45pN42NpgdjBnrOQ+QPvaxj1Wvec1r6tO5mASINo26vuCCCyZ7CNEOBdCWIBiFI30EKJz7/+Y3v1n/b+zTFghGNuMWGd5jHvOY+jXABf4cZu8x4LdcZjDDZ5gljFE+bv0JwWmrsev4e9/73lI9YgWW8HjELTc5zLjGbQw20/qzn/1sPUDCbQ5/+Zd/Wc8SxoSxMQntQ/Ye1qnV/9hg9jdmW7/iFa+oTj755Or9739/9cxnPrPub3I4nfuyl72snjXPtOeeey7UpRgF0A6gY0UnFoNsJYcbnEFsBzJnBNAc+OIXv1jfC4hOAbcT4D06sdNPP7268MIL60FJDiB7wmQOm1CCAUlOtylhsgv89eEPf7g65ZRTqmuvvTYb3yGojx0kVwN1+eMf/7h+jTaNiVm4vzsHYA9us0EgD/2I07evf/3rqxe/+MWTLeOD289ymdg0FgqgLcl91IUg+bSnPa2+Z5HZ+PznP3+yZx7YI4iw0EMukw5Ux/3J3YelZE+4lMAuG3z1q1+dvBqPEi5nzQoF0I7kPurC9Z1crofFIKvD7Rf4yzT2LQSG6rg/ufswV/vCSzEAmSdO3SKwI6jmsBJR7pezZokCaAdwqvFhD3tYPWkD18hwMGPkilNqOYCsbr/99qvtwujQlvPDaj+5gFOPGOnniuq4P7n7MHf7MFEM10C/8Y1vTLZs4znPeU59m0gOlHA5axYogLYEkw+aTp9ggsnYkw8wcr33ve89ebccrPCTwwQTA6cicQ0U95LBtrHXRzVUx/3J3Ye528fQrUr5ogDakR/+8IfVpZdeWmdSmHiQy6jVwOkUHNAITpiWj441l1Oj6Lw+8YlPTN4tB6vD5NJ5qY77k7sPc7cPg0osyI+JdrDTbq/KhTiLx9+csvhZoQDakgMPPHDpCSxYyxULZtspFgSGsc/74xoiJuTgAEYHi6diYMIJQGeL01Q5gOt34elHrLqCpensySdjojruT+4+zN2+8FYlA7fXYCY4zto8+clPnmwdD/iptCzeCwXQluApE3gaC57gYGA6PDInLE+Xw4VzHNhYFg8drXHqqadWO+ywQxan9z7+8Y/XU/SPP/746uEPf3h9n5uBaztjn6ZSHfcndx+WUMe4BoogigEmroWef/75dQaKDC+nW4Ryz+JngQKomBlveMMb6udthqvUYH1crIOLkWsOnZcQY4LMGPeoQhgkxbL7V8ck9yx+liiAimwoYX1cIWYBbgfJ5Z7UmBKy+FmhACqEEJmB25VsohgmEuX2AIamW4GQJS8SCqBCCJEJmESE69kMzMrVrUp5oQAqhBAZgeucz33uc+vszmarY1LRcccdN9kjDzSJSAFUCCGyAadpETgPOuig6u1vf3t1j3vco848Ae73xazcsdEkottQABVCiEywp7EguzNwzy8C50c+8pH6vumx0SSi21AAFUIIIRJQABVCCCESUAAVQgghElAAFUIIIRJQABVCCCESUAAVQgghElAAFUIIIRJQABVCCCESUAAVQgghElAAFUIIIRJQABVCCCESUAAlYD3H0047rX69YcOGapdddqlfDw3WvGzDeeedVx155JH1a9iWE21/Q6nA9yeeeOLkHef444+vn0jB+NWvfjXY8TNkWcKXsA9Zv3794PU27Zhryxvf+Mb6maPG8573vKnHete2/vWvf33JxvARbVu3bl3qx2Ib8Bnr6+51r3tVW7ZsWXqNstAew/3HptgAeu4x2w0qAwdRE/gfKhIHEioSBwFkB9ZDH/rQpW04CH72s58tvYdCcOBgGxpWU7kQOk17veuuu9Z/cTDiM3jobrj/AQccMCl9G03l2sHMPov9bRsOVOu08XefffZZ+h8O5vA3xL99Znz6d34dUhHwUdiphD6zerf3qA97DcGnLOjZ59AJmt/hPxB+Hj7G53faaaf6/ec+97mlurAy7DjAX6uDsHwry8oPiesahL8JsHLZscT2s/dQ2CnaNnzntDYyJh+96Ppq50PPWFIX4IsY+Az12cWfTX0CsNd4hFhT+wz3w//idhkHr7322mvF5yAco3F/Ffc99ltCwqAZvkYAtf2t3FBmJ74H70899dT6vcGO5bHI54jtCAuCfWSg0uIRDirZOin8BeEBgwMJnSwOYusg1q1bV/8PGawdGDFWRliudXroNF/5ylfWtlj5wMqxz7AD1wjLNRtMaCjxZ8MOF8L/LQDgbxig8X9gZbDfPhNYEOyjiND3IPSZ/S/MBsx3mzdvrjsN818I9ke94v/oDLAPOo2wHIByws/jNbbBz1avVsdhXVsHE3Za+EwIq2sD7w2Ua9jvDT8HwWb2/fEx0fSd09qIBwcfd+Gy4NhOZ5Jty/Wcd51blx/6wkAfYn4y2vrT/Bb2CXas2PERHicYlKCtYh/ry8LMzggDKPYNj1OzxY5jYPVltrG2YJgNRngsolz7baENgNlpxN+fA7M5Yh1gQbCPQuKGbgEhrDgcMPZ/q9hwNGUHgb2HYrANB21YLl7b/ps2baobSXhwWjn2mdCO8IAFTfbawcw+a+8hHNhhA7VMCIJdtj/+z377TGBBsI8iQt+D0GdW77YN2YD9Dz7B/8OOLQT7wL/oMPDasIADhR0kCF8jSOHzVsdhXVsAC4/jOIAC+x+EstDpheVbuWZT/HshO5bY96/WHqzjDLflxt+cfNnkVTfCQQFkvzXFn3ht/w/7BLwPM1CruzB42efQduN2yYIXvh9l2edQptlp78021hZCwm1hAAXwAb57WgBt8iH7rrHI74gVWdIUCES+IJBZ5xMPrtoSduSiP7P0Zw6nx1OPuyYQcHNCAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCCGESEABVAghhEhAAVQIIYRIQAFUCOHGeeedV2233XbVve51r/qvEPOEjmghxGAcccQRk1fbeOhDH1p997vfXfE6F0oI8LDrjne8Y/33xBNPnGwVOaAAKkTBbN26tdpjjz2q17zmNZMt47PPPvtUe+65Z/36V7/6Vd3xQ2vXrq23jUnuAf5nP/tZ9dOf/nTybtv7HXbYYcXr3HjTm95UH4dbtmyZbFkMFECFKBQEJ2Qm4Otf/3q1yy671K9zYcOGDdWaNWsm7/Ih5wAPMCiCPRaM1q9fv2RjGFxz4XnPe1514YUX1q+RyedooxcKoEIUgnX24Sgf70899dRqr732qg444IDJ1nHZdddda7s2b95cvz/rrLPqQJ9bx5prgDdQ3whIp5122mRLHiBghoONN77xjbUfTz/99LreFwkFUCEKwzKUSy+9tH5/9dVXZxOccBo0zEbCU6KXX355FtdAcw/wsAv27bTTTvV7C6Tvfve76/e5gMzYBiCwEcfhoqEAOsegEWrywfxiHasFghw4/vjj62Pu5S9/eX3c5UbuAR7XOcPT8vE1z/3222/yKh+OPfbYLM8wzAIF0Dmh1MkHohsISgcddFDd+R955JGTrVV9CnfdunWTd6KJ3AM8aKrjXGjy4TnnnLNwgVQBdI4obfKB6MZq2Umu5Hj7ikhnWha/aCiAziG5Tj6I0U323Ymvj+UGOlcbtDHl0NniVK3d9mP+hHIdZOZ4Bsna7MaNGydbFhP1Wonk2PnnPvlAN9kPA+qVdfbXXnvt5NW42KQcI6e6xYxRzFa2szXhKdIc6hjBEnY0KadAyiYN3XjjjZNXi4ECaEtKuAF72um9XCYf6Cb7fpivjj766Pq1BdIcsxRcQsB12ZwC6LQ6zclODNpsclhudWsDS9w+BTvDa+85+XAWKIB2IPcbsGFLzpMPQnSTfXdYRwrbEERzDKAAPsQKNbl0qhhcms9CcDxie05Ylvz9738/q7qNgyQmFdkiHgqgYlVyvwE7Z3STfT9YJ49tF198cZYBNOQzn/lMdvVcArhNxAZ1OYDT4PEA3YKoAqhoJPfOHyPWhzzkIfXrcAZuLrc3oHHpJvt+WFYS+wq3sSiA9iN3+5DNn3322ZN344L+JT7emo7NeUYBtCW5d/52uhHYRAkjfj8Wusl+MSllYokCqOiKAmhLcu/8w2tgWKsy7OxzvT6WG7nX8TRyqWPYAd9BOM2Hv//8z/9cX1vOwb4SgnnOQXw1dApXFAsCJ67bYXo5MiiMVrE6CDqxXA7q0u7BE90IO9C4M82hc4UNON5yvUfaBiCaY1EGCqAdwHUmdnDnNupCAD3jjDNq5RSYcr8HD880NH+ZjZCuc7cnnGACu3KrY2urNrDE5Jyc2kh4JsH6mxyDPY49+DHXdjIrFEBbguzOOgO73mgHS24BNCaXayehn2Kf5eDD0AbUrxFeXx6TEq5zg3DWaBjk7frymLDjLLRx7GOQnYpHsMcZJdiXw2nwsC+ETUYu7WSWLNav7QFreDhYEERz6PynkUsAzf0ePKtH+CvuqHKo47BzLeE6N86E5PaIq9zbao71GJN7O5klCqAtsc4/Pp1iI8NcD5rcOrCcsVNmJsuYkFHhfQ7kfp3bspCjjjqq9hs6WHvQcm5Pi8kxwIfAl7AvlyUaDatj9IWYx4BFRmAn2s+iXbtVAB0AzOzL4dw/Olcc2BBmlOI02r//+7/X73MfFeom+26gw8rxOnecgSCjslVqEPDHtrWEAI92jPWsUbe4LxlL5tlp5txAu4Wd9nD3RUMBdABy6PzDUz/xWrglnBbKPYDmZB9uCUFnasLkDXuE3dig8w+vxdoKNQC2ju3D3AM8a6uwGXahXZutY2NnPULlsqTpLFEAHYAcOlcbWTOw+HMuDa9UcgmgcR0jeAIErnDG65iEk3JsMhGCQA5BPvcAb+04tMPeY1WsHNoxfBb78MQTT5zaB80rCqAJ5HrtJLzFwcCI1jpZ0Z4c67gpO0FGVcJZhlzIOcCD8NYQCHahfs3WsWFZvB178f/mHQXQltjoCgcxrkngvP8hhxxSb8stu4Ot6Pxzm3xgk3HwdA6msRteCXWM04x2fQyTNjA4MruRBQjhjU2oxHOG7foxJtwhu1+0wboCaEswsmq6jy2XUVcJkw9yuo4TU0IdGzmeARGLRY5naWZNcs9qpxnCacvowLENsnPkNjpuusBsHXx4zr/ttlnSdKO6/b6xaTq9B3/lHLRyIvc6FkKsBNdgQ9rGDzuDE4IY1iXGJPcKZsymTZuWOmecXoqx/WBYfIoJk1vQYYUdVNttY8BmniHj6+JwL8w3oS32PpfJByG5jl5zrmMhxHLsdLLRNn4g6G7cuLFOBC3xQBKC/bqQFI1gdDjjz6J4nAHFBsWdODIkA6N/dFJtt41Jrp1/7pMP7ADWTfZCiL6gb0NMQXJmtI0f+GuXZCx+hfu1pXc6Zz/COkcTjEOgDbPOOF0OM1aMCHD9qe22WVNS558rOEDD64h27ADU8dgDI9XxsOx86BnVRy+6fvJOCB/CANo2fqDvQbuGkAzGSWFbegdQGBCDjgidzzwF0Nw7/xLAgR6ekUBdmg9xHI3tQ9XxcCB4mnIOorkHeA1AViclgMbYPrYud9u23iuATvsiBMs4qseneMMfZil1222zJvfOvxTsYj6U2z14quNhCINnzkE0Z9tA7vblQlMAbRs/cI0UQRXxCu3dzkS1ITmAwqiwQwmDZXha14ImtsUXaPHD7cfY+ee228Yg585fDEMpdYxOFZ3rrLjomh/U+pezr6r16vdeVB183IXVU/72E0sd/er6L7KtvV70j+fX3xnqLR+4ZMkm0/GfumbJ3lAhcdm5Banc7TNysC0MoCnxw2IUAqmdMQ2D7jSSAiiCpXUykJ2aDbdZcIXx8Ta8BhbpIRvpt90mxKJiwdPUBgsiFmQsAIXlDKMzybZS1C/A+6u9feEg46gPb1k2wGgaVHQl/L4xg2gYQLvGD5xlChPBpv2a6HUKNxWk0UKI7sTBMxdZZ40OGpli/P+w0w47c1PY4ZviMoZR7gG+3AFIrlmyJ6MEUNx/I/ywTlaUDwLOX7/vi5NOyi9DsqBlAc2CXSp/c/JlS2XnRmhbqFxosi8efISDDTZoGUOLFkRHCaDCjzhDEWVwy62/rK/d/c/3/L9l9ddWe7/zU4MGwCFAIMiVOEjlxhj23XDTrUvHzbRg/bQjP7nMtlCLhgLoHNF0ek/kBTqnvz/9q7Supgmd1zlbvr1ie86BKmcsSOVKzvbFAT5nP3qiAFooNkLELMRtWUu3CQY4LYjPn3/Fd+uyZg3sWITTPfiN8HdcB9OEma3HnHFl9eXrfjgpZSW2r4KnGIswiC4qCqCJeHX+Fhhxm8D+R3926QDtp/4TE2ALAoGd0oGdOOWTQlhurkHUsvm2fP07P6798px3nbvs960m+PSEz6Y9dk7BU4zNmMdguJqQ3SLJZtyGd42E6xLgfV8UQBOwzq9t54/rWxYY0WHu/c5zlnWiQ4llOphcYN/btXMfQvjeMNtl++QWRC14mmJQl7dN7GkvdDZjZPtCzCO4pzO8XRKECyXYPZ/hNrvlsmlFoq4ogHYk7hSP+a8rlgLUn2w4a8X/hxDKxne0zfrscymjQ3wHrrPh++xm+dAWP/WbYWoZcigL3LHwG2MZcfBMEWzB96Rm6EKI1QkXO0BARJBkqw7hf/GTV+JV8VJRAO0A6yy3qXvnj+tc6OStQ0eWOiSzPLWC05f4DRag8Lt4tpv7PW7d6xG/FQMOIcRsiTPQaevehs/+RGANF0/ogwJoSxCQWAcaC4EjDIxiOcyP8JPJgnAo+DNWXIa3dj3srFUn9ggxT5x7zHatNDRXXnnlkq6/vvnyTnht8+ijj54aQEPs2qh9tu2qQwwF0A40BVHRjdCPORLWLTTLbF6IXGDBkikHLKsM17plmaZdK01Z95ahANqROIiKNHIPSgqeYtFhwZJpLBAgN2/eXF/bDCcHYUauzcYNwaxdm4Wb8uQVhgJoAhZExXyj4CkWGRYsmcYkvLZp2BOV4uwzfhJL12d/MhRAhRBCrIAFS6ZFRgFUCCHECliwZKo+3UJzyvz+MiGEEMmwYMlEA2asOWV+f5kQQohkWLBkogEz1pwyv79MCCFEMixYMtGAGWtOSf5lmNGEGUyQ3ayKe2xsm81sYtsMtvBv221CCCH8YMGSiQbMWA6Ei8lPixXZLSYPw231exCvLxj+n20zbK1CwBb+nbZNCCFKhgWjWGPC7GGiATOWA2FcsMUQVosfWS4mjyCJKB9G96ZtIWzh37bbhBCiZFgwijUmzB4mGjBjOYDVhA4//PBliyGwWJH1YvIwEksiIVja0kgAkZ5tCwl/rI0I2m4TQoiSYcEo1pgwe5howIzlQHi6dt26dfW2pliR5WLyMDA8z6wAKoQQ7WDBKBYNRkwOMHuYqD2xHAjjAubaxGcrm2KFxSwLvn3m1ST/MqTP4RfH1zjxP7YtJLyeaaOCttuEEKJkWDCKRYMRkwPMHiZqTywH7LQtsGC5WqzIYjF5pM7sHDJ+EAyGkWYc22bgRyPAhuew224TQoiSYcEoFg1GTA4we5ioPbEcQEyJr4FOixVI6GxODs6OIqHrG1OSPgkj8aUmOzVrxqxdu7Z+D9g2vDfYwr9ttwkhRKmwYBSLBiMmB5g9TNSeWE7g2ibiwpYtWyZbFmAx+QMPPHDySgghFhMWjGLRYMTkALOHidoTa06Z318mhFhoWGcfa0yYPbFoMGJygNnDRO2JNafM7y8TQiw0rLOPNSbMnlg0GDE5wOxhovbEmlPm95cJIRYa1tnHGhNmTywajJgcYPYwUXtizSnz+8uEEAsN6+xj0c6eyQFmTyxqC5MDzB4mak8sB3D7CSYBmeyeTzaJKFxIwcAs3r6TUn1+mRBCjAzr7GPRzp7JAWZPLGoLkwPMHiZqTyxn7F5O3N/JboOMl/Jja7On4P/LhBBiBFhnH4t29kwOMHtiUVuYHGD2MFF7YjkSLorAFlLAX1s/3bLQ+JaWVHx/mRBiLmEdKdOYMHti0c6eyQFmTyxqC5MDzB4mak8sRyzTBGwpP2SbdpoXCylgEYXwISd98P1lQoi5hHWkTLQzjeUEsycWtYfJAWZPLGoLkwPMHiZqTywn4lOxbdbCtX2KXUhBCFE2rCNlop1pLCeYPbGoPUwOMHtiUVuYHGD2MFF7YjkRnp4FYQCN/wdwuhdBddSl/IQQiw3rSJloZxrLCWZPLGoPkwPMnljUFiYHmD1M1J5YTsTXMjGz1oImu85pk4hGXUxeCLHYsI6UiXamsZxg9sSi9jA5wOyJRW1hcoDZw0TtieVEnD1aRgnFT//CKd3wdG3Tfl3w+2VCiLmFdaRMtDON5QSzJxa1h8kBZk8saguTA8weJmpPrDllfn+ZEMIN1pEy0c40lhPMnljUHiYHmD2xqC1MDjB7mKg9seaU+f1lQjTAOgGmMWH2xBoTZg8T7UxjOcHsiUXtYXKA2ROL2sLkALOHidoTa06Z318mRAOsE2AaE2ZPrDFh9jDRzjSWE8yeWNQeJgeYPbGoLUwOMHuYqD2x5pT5/WVCNMA6AaYxYfbEGhNmDxPtTGM5weyJRe1hcoDZE4vawuQAs4eJ2hNrTun9y8KbWDGF2GY22XabFbV27dr6fQxb+LftNiFSYJ0A05gwe2LRjorJAWYPE7UnlhPMnljUHiYHmD2xqC1MDjB7mKg9sZywxRC2bNky2VLQYvK4f6ZpFQjDfgiMtftuDLbwb9ttIl9YI2MaC2YL05gwe2LRjorJAWYPE7UnlhPMnljUHiYHmD2xqC1MDjB7mKg9sRxAXFi3bt2qsSLLxeRxk+rNN9+8zAgzzoiNjO+3YQv/tt0m8oU1MqaxYLYwjQmzJxbtqJgcYPYwUXtiOcHsiUXtYXKA2ROL2sLkALOHidoTywG2UAKLFeGKRFktJo8obwHSIr4JBmO5pDDrjFPoMGO1dQvbbhP5whoZ01gwW5jGhNkTi3ZUTA4we5ioPbGcYPbEovYwOcDsiUVtYXKA2cNE7YnlABI2izeWvLFYke1i8mEADcF2/CAF0MWENTKmsWC2MI0JsycW7aiYHGD2MFF7YjnB7IlF7WFygNkTi9rC5ACzh4naE6sDV1555ZKuv/76ydaVICAatoRfm1hh+4y+mHxTAAUIlnGkj0/xhj/W0uy220S+sEbGNBbMFqYxYfbEoh0VkwPMHiZqTywnmD2xqD1MDjB7YlFbmBxg9jBRe2I5EAZQlmyxWIFrpNgvi8XkwwAaBkukzGacBU120ZYt/Nt2m8gX1siYxoLZwkQ7AiYHmD2xqC1MDjB7mKg9sZxg9sSi9jA5wOyJRW1hcoDZw0TtieUA4oKB18gkV4sVFo8QSEdfTD7OQBHJTZYW4wfF2/AaWPSHbIJR220iX1gjYxoLZgsT7QiYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSeWA2FcsMA4LVYgSw1P1zbt1wWfX7YKSK3F/MIaGRNtaLEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSfWnDLKL8M9OWJ+YY2MiTa0WA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnB7IlF7WFygNkTi9rC5ACzh4naE2tOmd9fNsewgzjWmDB7mGhDi+UAs4WJ2sPkALMnFrWFyQFmDxO1J5YTzJ5Y1B4mB5g9sagtTA4we5ioPbHmlPn9ZXMMO4hjjQmzh4k2tFgOMFuYqD1MDjB7YlFbmBxg9jBRe2I5weyJRe1hcoDZE4vawuQAs4eJ2hNrTpnfXzbHsIM41pgwe5hoQ4vlALOFidrD5ACzJxa1hckBZg8TtSeWE8yeWNQeJgeYPbGoLUwOMHuYqD2x5pT5/WVzDDuIY40Js4eJNrRYDjBbmKg9TA4we2JRW5gcYPYwUXtiOcHsiUXtYXKA2ROL2sLkALOHidoTy4FwhSEIsFm4uMXStoXrEthn+uDzy4Qr7CCONSbMHiba0GI5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak8sB2xRhJBw8QS7DzTcZqvhDbWinc8vE66wgzgWPYiZHGD2MFF7YjnAbGGi9jA5wOyJRW1hcoDZw0TtieUEsycWtYfJAWZPLGoLkwPMHiZqTywHEBiPPvroOpO0x5mxlYgQLOOnscSr4qXi88uEK+wgjkUPYiYHmD1M1J5YDjBbmKg9TA4we2JRW5gcYPYwUXtiOcHsiUXtYXKA2ROL2sLkALOHidoTywFkmJs3b146bQvCABpmmeHzQBFY+6x/G+Lzy4Qr7CCORQ9iJgeYPUzUnlgOMFuYqD1MDjB7YlFbmBxg9jBRe2I5weyJRe1hcoDZE4vawuQAs4eJ2hOrA20Xkw9ha+E2naa1a6N2XbS4lYhyhh0gTGPC7IlFD2ImB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnB7IlF7WFygNkTi9rC5ACzh4naE8sZBEucrg3Xv2WZpq2fm8VauPMIO0CYxoTZE4sexEwOMHuYqD2xHGC2MFF7mBxg9sSitjA5wOxhovbEcoLZE4vaw+QAsycWtYXJAWYPE7UnlgMIlqeddtqyU7gIpFifPdxmYNauzcLN4mks8wg7QJjGhNkTix7ETA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSeWE7i2iQAYZprr169fsQ3ET2cZ/Xmg8wg7QJjGhNkTix7ETA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSfWnDK/vywRdoAwjQmzJxY9iJkcYPYwUXtiOcBsYaL2MDnA7IlFbWFygNnDRO2J5QSzJxa1h8kBZk8saguTA8weJmpPrDllfn9ZIuwAYRoTZk8sehAzOcDsYaL2xHKA2cJE7WFygNkTi9rC5ACzh4naE8sJZk8sag+TA8yeWNQWJgeYPUzUnlhzyvz+skTYAcJEDxImB5g9sagtTA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSfWnDK/vywRdoAw0YOEyQFmTyxqC5MDzB4mak8sB5gtTNQeJgeYPbGoLUwOMHuYqD2xnGD2xKL2MDnA7IlFbWFygNnDRO2JNaf0+mWYCowpwwbuscGspnBmE9tmsIV/227zgh0gTPQgYXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLCeYPbGoPUwOMHtiUVuYHGD2MFF7YjmCGGO3p7BYkeVi8meddVa13377LQugtr4g7rex7WybES7yyxb+nbbNC3aAMNGDhMkBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sZxg9sSi9jA5wOyJRW1hcoDZw0TtieUE4spBBx20FBhXix/ZLCZ/xBFH1NHegiKifBjdETjZthC28G/bbV6wA4SJHiRMDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak8sJxAbwjjDYgWCZZaLyccB1JZGAoj0bFtI+GNtRNB2mxfsAGGiBwmTA8yeWNQWJgeYPUzUnlgOMFuYqD1MDjB7YlFbmBxg9jBRe2I5weyJRe1hcoDZE4vawuQAs4eJ2hPLAXucWVMADWNFlovJK4C2kAPMnljUFiYHmD1M1J5YDjBbmKg9TA4we2JRW5gcYPYwUXtiOcHsiUXtYXKA2ROL2sLkALOHidoTywHLItsE0BC7NhpfK02h1y8LA2h8jRNGsW0h4fVMGxW03eYFO0CY6EHC5ACzJxa1hckBZg8TtSeWA8wWJmoPkwPMnljUFiYHmD1M1J5YTjB7YlF7mBxg9sSitjA5wOxhovbEGphwspAJwXK1WJHVYvJhAAX4ETAYRppxbJuBEQI+b87oss0LdoAw0YOEyQFmTyxqC5MDzB4mak8sB5gtTNQeJgeYPbGoLUwOMHuYqD2xnGD2xKL2MDnA7IlFbWFygNnDRO2J5UiYgU6LFUjobD98Bgld35jS65fhy8MAasasXbt2soVvCw1mC/+23eYBO0CY6EHC5ACzJxa1hckBZg8TtSeWA8wWJmoPkwPMnljUFiYHmD1M1J5YTjB7YlF7mBxg9sSitjA5wOxhovbEciQMoGDuF5M/8MADJ6/ygx0gTPQgYXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLCeYPbGoPUwOMHtiUVuYHGD2MFF7Ys0p8/vLEmEHCBM9SJgcYPbEorYwOcDsYaL2xHKA2cJE7WFygNkTi9rC5ACzh4naE8sJZk8sag+TA8yeWNQWJgeYPUzUnlhzyvz+skTYAcJEDxImB5g9sagtTA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSfWnDK/vywRdoAw0YOEyQFmTyxqC5MDzB4mak8sB5gtTNQeJgeYPbGoLUwOMHuYqD2xnGD2xKL2MDnA7IlFbWFygNnDRO2JNafM7y9LhB0gTPQgYXKA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLCeYPbGoPUwOMHtiUVuYHGD2MFF7YjmBBRLaTDgNF1IwcGdI30mpfr+sUNgBwkQPEiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKC2ROL2sPkALMnFrWFyQFmDxO1J5YDuM9z8+bNy25Fwf2d7DbIeCk/tjZ7Cj6/rGDYAcJEDxImB5g9sagtTA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSeWM7YYAltIAX/jxeTjW1pS8f9lhcEOECZ6kDA5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFyQFmDxO1J5YTzJ5Y1B4mB5g9sagtTA4we5ioPbGcQCaJTNOySbaUn+0D4X7R+L7RPvj9skJhBwgTPUiYHGD2xKK2MDnA7GGi9sRygNnCRO1hcoDZE4vawuQAs4eJ2hPLCWZPLGoPkwPMnljUFiYHmD1M1J5YjoSna9ushWv7FLuQQs6wA4SJHiRMDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak8sZyxYhgE0PHVrhE9wGX0pv3mEHSBM9CBhcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sJ5g9sag9TA4we2JRW5gcYPYwUXtiORAGS8yoRbC0v4Bd57RJRFksJj+PsAOEiR4kTA4we2JRW5gcYPYwUXtiOcBsYaL2MDnA7IlFbWFygNnDRO2J5QSzJxa1h8kBZk8saguTA8weJmpPLAcQBO3apgVGyyih+OlfyFLD07VN+3XB55cVDDtAmOhBwuQAsycWtYXJAWYPE7UnlgPMFiZqD5MDzJ5Y1BYmB5g9TNSeWE4we2JRe5gcYPbEorYwOcDsYaL2xJpT5veXJcIOECZ6kDA5wOyJRW1hcoDZw0TtieUAs4WJ2sPkALMnFrWFyQFmDxO1J5YTzJ5Y1B4mB5g9sagtTA4we5ioPbHmlPn9ZYmwA4SJHiRMDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak+sOWV+f1ki7ABhogcJkwPMnljUFiYHmD1M1J5YDjBbmKg9TA4we2JRW5gcYPYwUXtiOcHsiUXtYXKA2ROL2sLkALOHidoTa06Z31+WCDtAmOhBwuQAsycWtYXJAWYPE7UnlgPMFiZqD5MDzJ5Y1BYmB5g9TNSeWE4we2JRe5gcYPbEorYwOcDsYaL2xJpTBv1lmDZsM5tsZQhMK7Zt8Q2rbMZU221esAOEiR4kTA4we2JRW5gcYPYwUXtiOcBsYaL2MDnA7IlFbWFygNnDRO2J5QSzJxa1h8kBZk8saguTA8weJmpPLAfCFYZsiT4WK3DPp20LVyDC+74M+svi1e7BtMV7wxtd7Z6dttu8YAcIEz1ImBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLkALOHidoTywlmTyxqD5MDzJ5Y1BYmB5g9TNSeWA6EscBixGrxw2JU0ypFXRn0l61Zs6a+KRV/QbzmoAVTg60a0XabF+wAYaIHCZMDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnB7IlF7WFygNkTi9rC5ACzh4naE8uZabECwTJ+Gksci1IZ7Jchw7TojjUGkW0igNpqDyDOUMMfy5ZimrbNC3aAMNGDhMkBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sZxg9sSi9jA5wOyJRW1hcoDZw0TtieWMnY5tihXh80ARWPs+B9Rw+2UwVgH0d3KA2ROL2sLkALOHidoTywFmCxO1h8kBZk8saguTA8weJmpPLCeYPbGoPUwOMHtiUVuYHGD2MFF7YnXgyiuvXNL1118/2doMgqcFxDaxwq6N2nXRPvNquv2yDiBFjq97xobG57DhhLbbvGAHCBM9SJgcYPbEorYwOcDsYaL2xHKA2cJE7WFygNkTi9rC5ACzh4naE8sJZk8sag+TA8yeWNQWJgeYPUzUnlhOhMETrBYrMKkVZLcWbngKF0batU/7gdgWZqMAIwQEWJs51WWbF+wAYaIHCZMDzJ5Y1BYmB5g9TNSeWA4wW5ioPUwOMHtiUVuYHGD2MFF7YjnB7IlF7WFygNkTi9rC5ACzh4naE8uBcOF4Y1qsQIyyuJTl01jOOeec2ph169ZNttw2rXjt2rWTLduCqrF+/fr6fThSaLvNA3aAMNGDhMkBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sZxg9sSi9jA5wOyJRW1hcoDZw0TtieUA4kEoO13bFCvC7BQU+zzQAw88cPIqP9gBwkQPEiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKC2ROL2sPkALMnFrWFyQFmDxO1J9acMr+/LBF2gDDRg4TJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTA4we5ioPbGcYPbEovYwOcDsiUVtYXKA2cNE7Yk1p8zvL0uEHSBM9CBhcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sJ5g9sag9TA4we2JRW5gcYPYwUXtizSnz+8sSYQcIEz1ImBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLkALOHidoTywlmTyxqD5MDzJ5Y1BYmB5g9TNSeWHPK/P6yRNgBwkQPEiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKC2ROL2sPkALMnFrWFyQFmDxO1J9acMr+/LBF2gDDRg4TJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTA4we5ioPbGcYPbEovYwOcDsiUVtYXKA2cNE7YnlSHgfp931ARW3mPw8wA4QJnqQMDnA7IlFbWFygNnDRO2J5QCzhYnaw+QAsycWtYXJAWYPE7UnlhPMnljUHiYHmD2xqC1MDjB7mKg9sZxA8LTFEQAWT7B7Q+22lXCbrVXQtEpRV/x+WaGwA4SJHiRMDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak8sB7AwAu7hDANomI1a4ESwzH4x+XmBHSBM9CBhcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sJ5g9sag9TA4we2JRW5gcYPYwUXtiOdIUQMMss7jF5EuFHSBM9CBhcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sJ5g9sag9TA4we2JRW5gcYPYwUXtiOdImgIYUsZh8qbADhIkeJEwOMHtiUVuYHGD2MFF7YjnAbGGi9jA5wOyJRW1hcoDZw0TtieUEsycWtYfJAWZPLGoLkwPMHiZqTyxHwgBa7GLy8wI7QJjoQcLkALMnFrWFyQFmDxO1J5YDzBYmag+TA8yeWNQWJgeYPUzUnlhOMHtiUXuYHGD2xKK2MDnA7GGi9sRyJAygRS8mPw+wA4SJHiRMDjB7YlFbmBxg9jBRe2I5wGxhovYwOcDsiUVtYXKA2cNE7YnlBLMnFrWHyQFmTyxqC5MDzB4mak8sR8IACuZ+MfmcYQcIEz1ImBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLkALOHidoTywlmTyxqD5MDzJ5Y1BYmB5g9TNSeWHPK/P6yRNgBwkQPEiYHmD2xqC1MDjB7mKg9sRxgtjBRe5gcYPbEorYwOcDsYaL2xHKC2ROL2sPkALMnFrWFyQFmDxO1J9acMr+/LBF2gDDRg4TJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTA4we5ioPbGcYPbEovYwOcDsiUVtYXKA2cNE7Yk1p8zvL0uEHSBM9CBhcoDZE4vawuQAs4eJ2hPLAWYLE7WHyQFmTyxqC5MDzB4mak8sJ5g9sag9TA4we2JRW5gcYPYwUXtizSnz+8sSYQcIEz1ImBxg9sSitjA5wOxhovbEcoDZwkTtYXKA2ROL2sLkALOHidoTywlmTyxqD5MDzJ5Y1BYmB5g9TNSeWE6wCUPhogkGJhoNtXhCiN8vKxR2gDDRg4TJAWZPLGoLkwPMHiZqTywHmC1M1B4mB5g9sagtTA4we5ioPbGcYPbEovYwOcDsiUVtYXKA2cNE7YnlAO7ljG9ZYcv24fYV7OeBzy8rGHaAMNGDhMkBZk8saguTA8weJmpPLAeYLUzUHiYHmD2xqC1MDjB7mKg9sZxg9sSi9jA5wOyJRW1hcoDZw0TtieUAWzSBLRwf374yJD6/rGDYAcJEDxImB5g9sagtTA4we5ioPbEcYLYwUXuYHGD2xKK2MDnA7GGi9sRygtkTi9rD5ACzJxa1hckBZg8TtSeWA2zZPmSbyEYhLJqABRPCR5gNjc8vy5Arr7xSkiRJylxtabPure0zxKIJjGwDqI0ibL1CIYQQwggDaHjq1sA1UgTVoZbtYyxMBiqEEGJ+wMza+OHZITaJaKiF4xkKoEIIIYrDMkoofiQZTumGp2ub9uuLAqgQQgiRgAKoEEIIkYACqBBCCJGAAqgQQmTCT37yk+o3v/nN5N1ybr755sb/zYrf/va3tY0M/O9HP/rR5N1ioADaElyQ/ru/+7vq05/+dPXLX/6yeuxjH1vd//73r9atWzfZIz9wwRxTuEU7tmzZUj3pSU+qX7/uda+r7ne/+1UPeMADqkMOOaTeNjZ/8id/Ur3lLW+pO6pcQQcKf6GdoMO/733vW+24447V//pf/2uyx7igHf/5n/959eAHP7i6293uVj3kIQ+pfv/3f7/63Oc+N9ljXB796EdXV111Vf36e9/7XvWoRz2qfg0e/vCHL/1vLDDrFXVq7LrrrtXXvva1+vV3vvOd6h73uEf9elFQAG3Bz3/+8+pOd7pTdfXVV1f7779/PT36Bz/4QfXrX/+6ev3rX1+95CUvmew5HnvuuWdtIzoEdFgPfOADq9vf/vZ1kMf7a6+9drKnYNxyyy3V9ttvX9frm970puqFL3xhPVDCTL9c6vhxj3tcdfLJJ9cd2LHHHtuYCYwF2gmWT0OHCp/d4Q53qDtcBPxjjjmmetGLXjTZcxzQXu9617tWN954Y/3+hz/8YfWYxzymuvXWW+ug+o53vKPePiYYmKOfAfAdBnFG+L+xmGZT/L9FQAG0BeGoCx0sGp1x0003Vfe5z30m78bl1FNPrR7xiEfUwQCgw80lA0Unig7WwOuvfOUr9aLPCFJjg9G+1SPuLwtH+t/+9reXjbrHAp3VNddcU7/+7Gc/W9/Thg7rL//yL6uPfvSjo/sxbCff//73q3vf+971awD/jt25wr64raItw6ewN4fOXwG0LBRAW4DOHwfK3nvvPdmyDWQAaJDve9/7JlvG5xe/+EX1mte8phY6h7EbnIHGhUwYXHbZZXW2/Pa3v70+VYqMHoF0bA466KBq9913r84///zqQQ96UPWhD32oFrKWLkuMeYHBUXwKD2t/4tTZ6aefnsX1p5122qkO7PDf85///Nqnp5xySnXnO9+5OueccyZ7jYO145133rkebD772c+uz9RgwIk6fv/73z/ZczxwCvcLX/hCHdCvuOKK2pd4DaH+cwigsU2hvbkkE7NCAbQDcQeFC/rIQHMEBzoCfg6BCYSj08c//vHV5ZdfXr8GCKg5ZHgA1+2w/NeHP/zhuuPHqW+cys0BBM8csvXV+PGPf7x0nRanS3E9NKfJJciGP//5z9cDD4B2DJtzAAufH3zwwfXcCvx91ateVb+GcG0ZZ8DGBH6CHWYT7IOdJlyjXyQUQMVMQADFNbFLLrmkete73lUdd9xxk/9UdfaEzE8IsQ1cr41BG7rhhhsm78YlnA2Ms17IPsNLNIuCAmgLkGU+7WlPq0/5POMZz1ghnKoam5e97GXUNggTjK677rrJnuOAjASneTDb8ZWvfOXSdWRsw0SnsbM81XF/cvdhCXX8rW99q54djDMymAEOMHP4qU99anWXu9xl9AwUvPSlL106TY9LHLgc8//9f/9fbd+nPvWpyV6LgQJoS3DK54lPfGJ93ROn+ULZpJ0xwSgQU95xOjS2Dxr7/rESUB33J3cf5m7ffvvtV5155pn164suuqie9Y/AhNPgOQAfhbeq4Jqn2YbJdhgMLxIKoB342Mc+ls09gU3g/jZMy88Nu84EoRHGyuUalOq4P7n7MGf7bFYwwLVa3IqW03XvcC4DwKQsszf+3yKgACpmAmaL4pFDmGWIyU2xDjjggMmeQiwuCEh2Kh4Tr3LL6BAkNQv3NhRAE3nCE56wNPLKEYxeH/awh03e5QPuTR37Wl1bVMf9yd2Hudm3Zs2a+v5ZZHIIRshA8RrCddGxF0RpmoWL15qFK1rzyEc+cvRltaZhI8XcwGQirABTAqrj/uTuw9zsw0xWnK1pkt0eJPJAATSRT37yk1nd2xaDWa1nn3325F2e4MZ6TN7IFUyOyPlaIzrTj3/845N3eZJ7O8GKTphQJEQKCqAt+eIXv1ifUsHU8v/zf/7PZOu202jhgs9jggUAsLIPRqr/9m//Vk8zh825njLNafSPU1OHHnro5N22xeRR1zh1dtRRR022js9f/dVf1cszYiEKnNJDHcPOHBbMQFtARvzNb35zsiU/EMxxCtIWu0f95rTYvSgLBdAWYJbo7W53u7rBIbNDR4v7yUAuM89w7QETcbBQAa6bHHbYYfXMV9z7hkXScxxl4/qTPclhbFCPNgHijW98Y33PJeoap9Re+9rX1kvSjc1f/MVfVG9961vr21lQx7htAGBFnRzq2NoCbr3Ak2MQ1HM65Yi6zHmx+xC02y996Uv1BB3Ur7LkPFEAbQFG1vFSc+95z3vqm5txPS+HAIos2CZD4JFc3/jGN+rXIKc1cUPQcX31q1+dvBuXcCCEJ7GEgR0zDHOYXWhLIKIzjY85zG4eezJM6ENk9Pvuu2/9HmvPHn/88dWll15a/28sYJ+1Y9RpbovdAyyUgIUUsDDGe9/73no5SWTMyOyf+cxnTvYajxIWo5glCqAtscXkkY0aWJAaC6HHwXUMMFrFDde2vqfxtre9rfq93/s9ujTYLMFpZawva2vMQuggsIoJtmE5vzFBx4BOCs+GxI3iVqewG7cS5PDAAJx+ROcKW3BaGSvC4GZ7dGYYzI0Njr173vOek3e3Ad8ik8ITY8Ym58XuAfqZT3ziE5N3ywkHyWOS+2IUs0QBtAMYpcaBCCPts846a/JuXNDZx/ah8xo7eAKcTt5nn33qzv6CCy6oO1R0FMgCcH157OwkBH60mcJ2GjwnsNzbf/7nf9YDuHPPPbfOpnIAvsIj6nIHbdZOLee22P2b3/zm6gUveMGyyWtov1gDF6efczmVW8KCI7NAAVTMFHQEWEkHHT86rRxOmwmREwhOaBeY3AThDAgyPrvmLfJBAbQFJZz3z32h8ZiPfOQj9ezRXFZaUR33J3cfllDHANknMvn4Fiqcvs1hWb8S7kiYFQqgLdFC48ODU1M4nZYLquP+aDH5fuC+XpyqxaSrhz/84dUrXvGKyX/4A9VnDXyU+x0Js0QBtANaaDwddO4IlhAaYaxcAqnquD+5+zBn+zCbOgySmzZtWpoghglGY8+mL+GOhFmiACpmAibmaDF5Iabzhje8ob7XN7x/FgHq6U9/et12crgdLfc7EmaJAmhL8FBbPKsvvLiPawAf/OAHJ3uMD24FweLisOuBD3xgbSuu7eB0Sy7kvJi86rg/ufuwhDrGwh1YVD4EC6Tc/e53z2bhkdzvSJgVCqAtwAomWLUEj+tBJgUwQsQBgynnuB9vbDBq3W233epRoV0Lg61YUCGnlYjgtxwXk1cd9yd3H5ZQxzGw2R6wDWBvbuT+xB1PFEBbgIvj4aolIbh5PIfTFjit0rSqTw6r1BjIAOBP3AeK2XxYeSWHTkF13J/cfVhCHcfAZj1xJ18UQFuC9T0xdRsrwOB8/8knn1ytXbu2Pq1y5ZVXTvYaD9wjBluwnudJJ51U24j1PdFh4PpJDmCEj5VqMLMQ/nv/+99fL0+G1XVyWAxdddyf3H2Yu30xWCQDcwdyBvd0W0a/aCiAdgDTti17wmo6GLXmdnsITo9iVR88mQXXTXK5NoZrJphkwMDiCrmM/lXH/cndhyXUMdoLztBgiU4MnHIKUPF1ZFyLz+068qxQAG1JePPwBz7wgcnWfG4eRgeAxbtxQO++++7LGtyuu+46+uQDXMvB/W3xzeCwE0/GePGLXzzZMh6q4/7k7sPc7cPqXFi7GmtYb9y4sR5Ybt68uQ5Wr371qyd7jUeJ15E9UQBtASZt5H7z8IEHHrj0CDOs74lTUvZElhzuHwNoZM997nPrzstmQKIzO+644yZ7jIfquD+5+7CEOrYn7hjIjp/ylKfUr5Hp4f2YwE+lXUf2RAG0BRidxgdGbjcP4/aQ8EI+OghcW8TDjfG/XB5nhms6WAw9ZuzHmqmO+5O7D0uoYzzzFQMl1C0yOyykgACK06Z4ctHYARSUdh3ZEwXQluR+8/CXv/zl+nFmJ5xwwmTLtqXycFpqu+22G71zRWeAzBOPj3r7299ePzIM1z4BOgX2GKxZozruT+4+zN0+sH79+toWnKHBE4wAbl8677zz6tc5gACPbDTn68izQAG0AxjB5nzzMK5PwMYYLEw99uOa0NjCDgrXT5A9YVEFZKU5jP6B6rg/ufswd/tyJ/fryLNEAVTMBJtEhFNlBkaxyDzxZJZcnsoixJggM8aCGPjLNHaWBxu0mPxtKICKmbFly5Y6YNrEF4BTu895znPqJ00IsejgmixOxz/rWc+qTzWHwr2+Yy+DiSwzPtWd23XkWaIAKoQQGYH7e/F811wp4TryrFAAFUKIzMASlznDrrdjprAWkxdCCDEqN910U70KEWa5YoZrLg+DACU80WZWKIAKIUQmIPPE7HScwn3ve99bnXLKKfXDv7GgPNaNHhutRLQcBVAhhMgEXF/8xCc+MXm3HNwioifu5IUCqBBCZMKb3/zmOpO79dZbJ1u2LZaBRUdwG1gOp3K1EtFtKIAKIURGfOxjH1t2fRH3SD/xiU+sn8qSC1qJaBsKoEIIkRHIPrGyVJiFgvhJRmOhlYhuQwFUCCEy4eMf/3h9qvb444+vHv7wh9cPnzew2Ej4MIEx0EpEy1EAFUKITHj0ox+9LEjiaSxY5QdggpGeuJMXCqBCCJEJb3jDG6q3vvWt9a0hBgIUlvFDcNUTd/JCAVQIITLita99bbVmzZrJu21ccskl9SzXr33ta5Mt46In2mxDAVQIIQohzEzF+CiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIAKIYQQCSiACiGEEAkogAohhBAJKIASzjnnnGq77bartWXLlsnW8TjrrLNqW8C97nWvar/99qt22WWX+r03z3ve86qf/vSnk3eLg9V/qBSG9F9c1q9+9auZHQeiG9aH7LTTTq7tp8/xFR/fbcrpcsz97Gc/qy688MLqjW9847LvWbt27WSPqtphhx0mr7aB/s2wfg8+BF//+ter7373u/XrXFAAjTj++OOrNWvW1K9xsLQ9sLqC78HB1QbYAM4777zqyCOPrF/nQJffUCrm+2nc8Y53nLxaiWcAFXkS9iFbt2516UOmHXNtCYOX2dlESlvfcccd678IoGHgw3F84okn1q+bAiiCpfkQgxH7vfH+Y1NkAD33mO0GVUh8EGEUdcABB0zeDUdqALUDLweyCKCf/p1vhlSEAujisvOhZ1Qfvej6ybv2sD5k6DMFQwdQ8NCHPnTyaiVd2zp+sw324wAa9qlNATT+PrMN23NqA6v3DhnCgmAfGcg4m4Il/odTCWgcqFj8NeE9DopwG0Cl23s7mAzbfvPNNzeWC1vQaeI1Goxtv+GGG5YapG2DQmJ7cWDafnYw23sIIEDbezuwrdPGX/s91nht3+9///tLr6GZwoJgH0XEvyf8nfCrnZ5CfYT+g0Ac9MKOwfaxzib8vPkYn0fd4X1YFyjDTqfh7z777LP02bB8CP+Ljz9W1/gt+Cz+h2Ovqdz4WGL7sfbAvnNaGxkTBE9TlyAKX7A+BPXXxZ/T+oTwmAuPibh94lizz1kACgmDFzJQ+xw7ju01+ivW99hvMcKgGQfQvfbaa2n/sAwTgA/w+qCDDlrWfsLAnAPbrC0MFgT7yAhHRsAq1DopO+BweiGsRGzHQXf44YdPtmwDnw0rP8Q60rDckPXr1y9tt4MK34EMFJ+BTaEdsU2xvWHmiu3sszb6A7APB33YQMMGAdvtN7DfPjNYEOyjCPM9iH1s/rWOx0BnBF+G/jOsA8DfPfbYo97HfB363zqd0O94vWnTpiUb7DgI69qOYTtWAMoP7QasroEd8yA+NvE72bHU9P3xMcG+c1ob8SIMju31X2TbcoG4DzHwO1P8GRL2CXbMsfZpwTI8dsPXBraZWPsNj2Nr67At7ntAbG8YsC3gm8L6jj8XHiPg3//935c+B+z7c2GlVwuABcE+MpoOXOukrOLsYDKscjds2LCisnFA4P26devqbUZ8QBr2+c2bNy/ZYuXFATS2IyS218qF0PjYZ8N9IPw/bKCG2RGWEf/2mcGCYB9FhL8n9pn9zzoz8zOyh1e+8pV1x2P+C0G9Yt/rrruu7oTMt1YOMB+Hn8drlG31anUc1rV14CjfOtS4swNWVyb7XejsbF+UGw8o7TeaYDP7fhAfE+HnIHwnPtvURrxgwW+5ziTbVhcIfRFifurqT2D/C/sEO1bs+AiPEwteYV8WByYQ/h/l2+fZcYxtVl+wzd4b2D8kDqB2LOJz4W8LbQDMThB/fy6s7DEKgAXBPgpBxVtlA6uwsOLY6Cs8oOx12CGGrwE7IMJy0RHZwWUHZxxAw/1jm5rKnfbZ8OCNGyb+ml+sQdhvYL99ZrAg2EcRYccQ+9jqx+o29J8dR2HHZuB/2A5QhpUTfj7MQO3z9hqfx1+ry7CuwwzQMhu8Du0GrK5RDmyx/9l7A6/ZscS+nx0T7DuntZEx+ZuTL1sWGLsQ9yGoS2u3Xf0Z/j/sE8xX5sfwOMH3g/DYjQMcCG3BMWLfyY5jq0OzraktGKE9YQAFsMX+F3/OvhufD/sRKyMcoOXASq8WAAuCfRSDCg6Fyg4PaoCKtv9bRYefAah0ex8ebAAHLLaH1xTwHbY/tlkjwXsQB1Bg+9s+RmxvuJ8dzOE2YDZBdmCHDdR+s9ll++P/9jloprAg2EcR8e9pqnf4Gj6y/+FUK/4fdiQGOiPzL8qzYyP0f9xBhq+tI7U6Dus67GCsLGQSTccfZLZYYEYZVq5di4PYcY5jabXvhwD7zmltZGwQRFOx3wSFs/q7+hOv7X/YFvYJeG/HRHicWADFcWaftcAUYnVgYB98P8qyz9lxbHUX9lesLRjY37bFARTB176b2WBY2ZDtF5abAyt7DCEIYQMVZYFOx7LRLoQduejPmP5EEJo1Hr8V/VBOKICKViiAlgUywXAEn4IC6LDM2p/IRK3+xzjticxzaHI7S6EAKoQQQiSgACqEEEIkoAAqhBBCJKAAKoQQQiSgACqEEEIkoAAqhBBCJKAAKoQQQiSgACqEEEIkoAAqhBBCJKAAKoQQQiSgACqEEEIkoAAqhBBCJKAAKoQQQiSgACqEEEIkoAAqhBBCJKAAKoQQQiSgACqEEEIIIYQQYiYoARVCCCGEEEIIMROUgAohhBBCCCGEmAlKQIUQQgghhBBCzAQloEIIIYQQQgghZoISUCGEEEIIIYQQM0EJqBBCCCGEEEKImaAEVAghhBBCCCHETFACKoQQQgghhBBiJigBFUIIIYQQQggxE5SACiGEEEIIIYSYCUpAhRBCCCGEEELMBCWgQgghhBBCCCFmghJQIYQQQgghhBAzQQmoEEIIIYQQQoiZoARUCCGEEEIIIcRMUAIqhBBCiGLZunVr9aY3vanaY489ar3mNa+ptmzZMvmvEEKI3FACKoQQQoji+NWvflU973nPq+54xztWF1544WRrVX3961+v7nWve1W77LJL9dOf/nSyVTShBL4/8qEQ3VACKoQQQojssARzu+22q9auXUsH9G984xvr/69Zs6Y69dRTq9NPP73aa6+96m0HHHDAZC/BUALfH/lQiDSUgAohhBAjcN5559WJEoQBLAas9v7EE0+c7CUMXGVav3597R8knJdeeunkP9sSgauvvrqWBvzbUALfH/lwNqgvXDyUgAohhBAD87Of/aw64ogjGpMh/P+hD31otcMOO1Tf/e53J1ubt4uVIDk49thj68EqBq2bN29W8jkFJfD9kQ+7o75QMJSACiGEEE5gwLrPPvvUA9Y999xz2RUUDFhtMBsKV1o0gN3G8ccfX/sECeZBBx1UvfzlL1+6OnLkkUdO9rqNc845p776hP3XrVsnP05BCXx/5MP2qC8UIUpAhSgUdOZa9ECIssBAa8OGDfWAFVdQTjvttMl/RIxdAcHAnt1fpysjq6MEvj/yoQ/qCxcbJaBCFAY6bS16IEQZ4IrIrrvuWg9WoZ122qneZqA9n3XWWXXbRZt+97vfrfYbAX/ZgN98uHHjxsl/RRNK4PsjHw6H+kIRogRUiMywBBMdtBY9EKJM+gxcL7/88mq//fbTwLYDN954Y3XttddO3okQJfD9kQ/TUV8oGEpAhcgcLXrgh6YxC0+6Tt0Ty0H/9pnPfKY644wzpgon4OBX+Bkn5Gz72WefrX6xJUjgEUdEOjoJ0oz6QhGjBFSMggb+6WBQpkUP+mFXmZvOyGoaczvUjoU3OMZsdgdmhOAEnJ10M+EqCa6w4EpK+H8lA8tn1ITCvYmWFGBBGCTu//7v/77ka00t3YZOggjhgxJQMVM08G+HFj3oRzjo0jTm4VE7bg98YseVadqCGzZdTQnASnDcYdES86G1a/mM0+SX1aY+yp/L0UmQYVBfKEKUgIpB0cC/P9bpNg3u1Rl3BwMITWNuj9pxf0IfxieNwkQqTtY16GqPnXiDHyH5bDnTjsFpnHfeefTYFMvbrk6CtEN9oWAoARWuaOCfjhY98APHnqYxt0ftuDttB08228EGXxp0iaGx9vuQhzxk6jFlx571iWJ1dBJkddQXCoYSUDFTNPAfDls0Qv7jaBqzH2rH7bBZCzjmcJ8dppo1+ckeP4B9IQ260tHAVYi8UF8oYpSAisHRwL8/YWdtnS/OYmNQhW24GopnZGGRg6OPPnrp2VrqqLcRnsnXNOY01I7HAyeXtHiJGAsl8P2RD4dBfeH8ogRUDIoG/v1hgatNMFPAW4mmMaehdjweuLqMVTc16LoN+AQnOA455JB6pWWbAo7tdv9YqKb7loUQ5aC+cL5RAipc0MC/H3b1KVzMxbY1LSZhi8JoAZhu6Pl3zagdzx4NupYT9mvwB/xj2yBcbY9h/eciYieS4IvDDz9cx1MC8uF4qC+cb5SAClfQgbS9T1EPcV4J7oWw6bXThCtVmJKrTvo2cOzZynuhMGC1Aaqef9cP3YfcH/mwmaZZHavN9ljt/4tC6IeLL754qY/DiSTdt90O+XB2qC9cLJSAisGxJdwhTIXCAB/3KdqVFHZ/mAYMYkiajqfVppDqONzGav5DO8ZquHYf8pve9Kal7Xp0w22E/jJf6l7uboQ+DIWrUeGjguzB/7Zaczx9fBGZ1p/huZX77LPPMp/ieMT93ojZuOqkE8Ly4VCoLxQxSkDFoLQZwNvVp3CgqoF/f+TD2wivfjZNWWbo+XfbYMdSm+NrtQR/kUj1odpxd9DekQzg3lAN+G8j9VjCVShNfdyGfNgf9YWCoQRUDI7dn7PawD9MRDG1RR2NGBo9/y6N0B9YLh+DKWBt9sQTT6zfxyiBXw67F9G26V7ubmARovhqUywcr1qAaDm6taU/8mF/1BeKGCWgwgUb+KPzWC2pxL66/46Ds/qYjhKu/AjixWEgDLw06BdDg8EXjsPTTz+9XoV0jz32WNFOlcBPR/dyp8MGriH4P/xmJ0VSZz/MO0rg+yMf9kd9oTCUgAqRIfHKj0jSwwV12MBKZwv7oyk/whtbmM2kKyvNtGmPbB+149tQAt8f+dAH9YWLjRJQkQUaMNxGky9W85F8KMZGx+BywoEoFtk46qij6kU2jj322PoqAPyExUpwddlmjEDs0SKLSrh4SbhQCXxmM2cw+MeCQ6G/w4RgUWnTHtk+ase3IR8Og/pCEaMEVIgMCQddq91Ph44dD2O3/Rd90CVEDnQZuIZt3Nq+7qPlhFdMxOooge+PfNgP9YWCoQRUuGH3S1jHzYQOGs9ixEInQgwFghmOPdyvmCIckzprvQ214zTCgahNpY+xqX3hAAv3SMXbhBgKJfD9kQ+7ob5QMJSAisGxexHbdhpx5yRuQ4se9ENnUNNROx6GcEG2WEjard3aFYBwmxBCzAvqC0WIElAxKG2mWjBSPzevaNGDYbHHgygxaofasRBCCCG8mHkCagMUO+thwmAa8+eNpv2gcBAZDrxDtTlr3/azQ+8376Du7L4I6KCDDlq6ZyIUbj5/+ctfvrTfmjVrNGj9HW0G8WyfNp8Toi1qx0IIIYQvNlOLnSAfOv8I72cOxS5c2Il7r/uYZ5qA2gCZORnTvcKBM354nJQy4s+Bad8T0vazQ++3iKBxhPdNQFpyuxktejAcmsY8HGrHQgghRH9wjyvGefvtt189hmuTG4Gh8xSbURfmW2zb0GQzBTd2Ct7jTDoewm8DcbwPB4g2SG96JmLs5JC2nx16v0VCA//hCAf8oh2axjwMasciRz560fW1hBCiNJAcHnHEEfXVSRt7xGMVj/zDxkUbN26s3+O+XCSp8T6zyFmySEDhIDjEBoKWtWNQs3nz5nobKgiPmsB+VknmdHbFZ7Xsve1nh95vEcDvDespxvxhvtLAXwyN9SHTOlG2T5vPLQpqxyJHkHTufOgZy6REVAhRKqsloEPnH0g6w5l0lowC5GOzum1w1ATUBjhdfmwfp4cMXbF9bBmSb3/725NX46CBv8gFa5PoYzSNuRtqxyI3WOIZS4loe0J/ym/dkf8Wh6997WvVlVdeSXX99f3rftYJaBNx8mkXB0MNmZyOkoDaja0pPwTOtMGNDXbYGfrVsvi2nx16P2/QIMZGA3+RI5rG3A21Yz8wYNWglXPFDTdXF13zgyUdftKlSwP9ttr/6M9UBx93YfX3p3+1+pezr1pVqIvwO5v05et+OLGyXMLEKZaOydWR/4YFPsvdb97j6qYEdFb5B/t+tgCRjQmGmuE00wTUfuRqZ8fNmRjI2IPNwwFO+OORkGIbHAcHh/utNghq+9mh9/MkhwQ0RgN/IcpH7bg/bPCa0+Drllt/uSzhOmfLt5claseccWWd2Jn+53v+34rfM6zOJNvaqs9n51H/RbY1qcu+i6L2PrETIEd9eMuy9hPq/Cu+u6ytmebhJEcbcu8LQ8ZKQIF3/mH5VpxUWrJpySvK27Rp06D5zEwTUHNQk+xsuoHFL+xMO7Ru3braETFwTPhwWyyGEe/XtJxwm8+CoffzIscEVAghFhk22IqFfeKrfyd89tplg9a3fOCSZQng3u88h5Y1f+qSTCrxXK4+yaQS0UX1H/qWsK8J1SexbtsX5sSYCSjwyj8s+WxKKFGerb3TpryuZLEI0SyAIw888MBW86BLRgnofIOOObfOWQixHAy4Tvn8ddUr//1COsCarnIHrc9517nLBqp/c/Jlywan8Ek4KP36d3488Vg7UB77Xgj/y43v3fLzZb+3SWdecuMyPzUJvzH0b5NQD8v9k5KUK5G/TfJff3Xv13IZ62hc7cPCJKCLghrKfMLOGioRFWJ24Ook2pxNQ33K335iRZtcrj4D0LTPvugfz1+WiMT3QGJKbZj4IEEqkTARzTHxzJVpCbxJ/mxmbP/dcNOty9pvqHi2RKiwTwiF/oL9huGV3hfmcDxqXO2DEtA5Qw1lvmCJZywlokKkgStwdp/jq997EblyNITaD740+BezgCVSOvbaI/+lwfzWpJz8qXG1D0pA5ww1lPng38+5hnbK04TVIsMzooKDhF1J+/xi0x6RVP71+75Y7X/0Z2l7GUq4ioDB0vGfuqb+Xizkw5g2+NLgVYwBjjsde+nIf2nAZ6wfhHL0p8bVPigBnTPUUMYBN9hj8BmuGonBb9o0l9lP3WP6kw1nLZuuE07ni+/lKgF2NVmJaBqzTuJtdVYkeRigeK++iqQV7RfHOhbVwNS3oQgHXxq8CiEWlVL6Qq9x9datW5c90gyPOuuzuBBWrg3L27hx4+Q/y0F5WPRoVo+HbEIJ6JyRcwIaJgBjDvx//qvfLCVOsMOSKku0fKbhpahLMjlc4jmGPJPd8Lhr0pjHY0kwX/bxHeoT9Yv6Rr3HZQ8pW9URxxROFHVdAEcIIcTi4TGuxvM5kSiGj02xbeGqtPYEj7aPYbGkE8ktVriNH3s57Zmhs0YJ6JyRYwI6LQFoM3gNVxK0G+1twAqtvhhIPsKVG9iMxylYgmXLljcNiMOzhLHanjUMk+7QjxCWVDdfQux7ylT3Vffs+W3wq/lnmuDH0K/ThDoolWlt2GRtuftiPelC2fgOfBe+c1GeoSeEEGI2DD2utmdsxs/eBEgkLWmcliwiWQ2vYOJ9nGyirPDxljkln0AJ6JyRUwLaZtB6m/J79EB4Vc6ee2X3eUGzXkGylOkqeSS7eUxjLl8p7bJ/W7Y2Zwm+EEIIMQazTkAtabT92HM6m5JLXAUNZd8x7TvHQgnonJFDAtot8YyVPngNH5yMKyJIeMLpmyVfgRKc1ZLdvd/5KXqscCnxXK5hk/i2i/UIIYQQueAxrrbptocffvjS1NoNGzbU21IS0GnE5YTfBTXdU+qNEtA5I5croOHVurbCABUP5MbgVFPpxJBMOx5zvJo87XlvoXCyxxLuacJvtJMz08Tvf26fiL7phEsmv0AIIcS8cu4x2w2m3PEaV4eLEK1Zs6ZOJsMpuNOuWrIptwzcQxomqlamTd9FMrpp06baBpboeqIEdM7IJQE12iSiOSYAYj4Jj0cdd92Y1pblSyGEWBxYIpmq3Bl6XN10L6Ztt4TTFhxKXUgIyWf8WVvUKEw2x5qeqwR0zsgtATXY4FWDViHKI2zLasNCCLF4sEQyVbnjMa62pM+mwZriJDBc9TbUao9QwZXUpn1s+m+X8jxQAjpn5JqAGhiwatAqhBBCCFEmLJFMVe7kPq4uFSWgc4YaihBCCCGE8IIlkqmqPj2gHNC42gef2hKjoYYihBBCCCG8YIlkqmgimSoHNK72wae2xGiooQghhBBCCC9YIpkqmkimygGNq33wqS0xGmooQgghhBDCC5ZIpoomkqlyQONqH3xqaxXw7Jt99tlnafUle/5NDFZ/Wr9+/dJ+TQ9LbbsfY+jv6GPLEKihCCGEEEIIL1gimSqaSKbKAa9xdfgc0CHyCqysa+Xh2Z8bN26c/Gc5KA8r646x8m2IT21NwZb/Pfzww+sfDkfYQ1BDZ9izavCcG9vPliIOn1/Tdj/G0N/Rx5ahUAIqhBBCCCG8YIlkqmgimSoHPMbVeEwKcoMwF7L8KCWvsPIs6URyi2eFpj5DdBb41FYD0x52CuchY8eV0GkOQgVZotp2P8bQ39HHliFRAiqEEEIIwWFJUKoWFeaLVNFEMlUOeIyrkRc0JYeWI3XJK1h5YV4FppU3Bj611RFzijnTElV21TB0aNv9GEN/Rx9bhkQJqBBCCCEEhyVBqVpUmC9SRRPJVDngNa7esGFDfdXShDwhnDbbJa+wPCosD7Jk1spiFwDHwqe2OgAnwklhRj6LpG/o7+hjy5AoARVCCCGE4LAkKFWLCvNFqmgimSoHMK5u0vXXXz/Zqxu4YoncZ/PmzfV7TK21hDROGvvmFXE54XdBs16rxvCprRbAefjhbGqqOYtl6uFl5rb7MYb+jj62DAkahBBCCCGEWAlLglJFk6A+KgTmi1RRP6TKgaHH1XZfZ9sLW33yCnxXmKhamZZ7IRm1dXiYPZ741NYU4h/PsJtsY+fG85fb7scY+jv62DIkSkCFEEIIITgsCUoVTYL6qBCYL1JF/ZAqB4YeV1seFOcFcR7RN69A8hl/liW/0xJdT3xqqwH7kfjxTGGWbo6P94kT17b7MacP/R1t9/NECagQQgghBIclQamiSVAfFQLzRaqoH1LlgMe4uikfihPG1LwCV1Kb9sHV067leeBTW5kCp8/6EvOsUQIqhBBCCMFhSVCqaBLUR4XAfJEq6odUOaBxtQ8+tZUhOBvQ9FDWeUINRQghhBCCw5KgVNEkqI8KgfkiVdQPqXJA42offGpLjIYaihBCCDG/sEF8qhYR5odU0SSojwqB+SJV1A+pckDjah98akuMhhqKEEIIMb+wQXyqFhHmh1TRJKiPCoH5IlXUD6lyQONqH3xqS4yGGooQQggxv7BBfKroID5VhcD8kCrqhz4qBOaLVFE/pMoBjat98KktMRpqKEIIIcT8wgbxqaKD+FQVAvNDqqgf+qgQmC9SRf2QKgeGHld7PBGkqUz2aJVpzyGdJT61JUZDCagQQggxv7BBfKroID5VhcD8kCrqhz4qBOaLVFE/pMqBWYyrLdGME0s8vaPNc0DZflh8NUxmAds2Fj61JUZDCagQQggxv7BBfKroID5VhcD8kCrqhz4qBOaLVFE/pMoB73F1U/JpVzXZVcw44URiiaua9rSPrVu31klqvE+cpI6JT22J0VACKoQQIlfYADRViwrzRaroID5VhcD8kCrqhz4qBOaLVFE/pMoB73E1u3oJLAFlU2XZlUwknXvttVediOJ/4aMn8R1xgjs2PrUlRkMJqBBCiFxhA9BU0QFoqgqC+SJV1BepKgTmh1RRP/RRITBfpIr6IVUOYFzdpOuvv36yVxrT7sfsmoA2ESefeI/vDDVGcupTW2I00CCEEEKIHGED0FTRAWiqCoL5IlXUF6kqBOaHVFE/9FEhMF+kivohVQ54jaubpt4a7F5Po80VTSs//DxLeKdN9fXEp7bEaCgBFUIIkStsAJoqOgBNVUEwX6SK+iJVhcD8kCrqhz4qBOaLVFE/pMoBr3F1m8TP7u1EEolkM1wVd9oqtpa8xmXbd1ryivI2bdq0anke+NSWGA0loEIIIXKFDUBTRQegqSoI5otUUV+kqhCYH1JF/dBHhcB8kSrqh1Q54DWubjuNFkni+vXr6yQRWrt27dQrn5Z8NiWUKG/Dhg2ty/PCp7bEaCgBFUIIkStsAJoqOgBNVUEwX6SK+iJVhcD8kCrqhz4qBOaLVFE/pMoBjat98KktMRpqKEII4QMbPKVqUWG+SBUdgKaqIJgvUkV9kapCYH5IFfVDHxUC80WqqB9S5YDG1T741JYYDTUUIQSDBf4+WkSYH1K1qDBfpIoOQFNVEMwXqaK+SFUhMD+kivqhjwqB+SJV1A+pckDjah98akuMhhqKEILBAn8fLSLMD6laVJgvUkUHoKkqCOaLVFFfpKoQmB9SRf3QR4XAfJEq6odUOaBxtQ8+tSVGQw1FCMFggb+PFhHmh1QtKswXqaID0FQVBPNFqqgvUlUIzA+pon7oo0JgvkgV9UOqHNC42gef2mqJLQfMnnFjqzjZKk2hwv3DJYlDtXmoatvPDr2fJ2ooQggGC/x9tIgwP6SKDp76qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQMe4+qmfGGHHXaovvvd7072ap9XWD4V78ce8cKeBToGPrW1CmeddVbtqP322692LEtA4aA2yxPjYaxxhU17eGtI288OvZ8nSkDFvMICV6oWEeaHPlpEmB9SRQdPfVQIzBepon5IVUEwX6SK+iJVhcD8kCrqhz4qBOaLVFE/pMqBocfVllQ2XcQKt/fJP9hjXto++mUW+NTWFOC4I444onauOZslZ3DmmjVrqqOPPnopq8f7LVu2TPaY/hBXVhkhbT879H7eKAEV8woLXKlaRJgf+mgRYX5IFR089VEhMF+kivohVQXBfJEq6otUFQLzQ6qoH/qoEJgvUkX9kCoHhh5XI1/Ycccd6yTQLsghx3nmM5+ZnOMgsUQZGzdurN9v3bq1TlLjfWaVi7TBp7Za0pSAWnaPLH3z5s31NuxrD061/a1y2GXk1bL8tp8dej9vlICKeYUFrlQtIswPfbSIMD+kig6e+qgQmC9SRf2QqoJgvkgV9UWqCoH5IVXUD31UCMwXqaJ+SJUDQ4+rbQosdPjhhy9dkOub4yDp3Guvveoy8D9LRgES1lneDtgGn9pqybQroE0MlfQpARWiLFjgStUiwvzQR4sI80Oq6OCpjwqB+SJV1A+pKgjmi1RRX6SqEJgfUkX90EeFwHyRKuqHVDnglYDOKq+Ik0+8twTYNEZy6lNbLUlNQO0S8rT7K1fL9tt+duj9vFECKuYVFrhStYgwP/QRDf6pKgTmh1RRP/RRITBfpIr6IVUFwXyRKuqLVBUC80OqqB/6qBCYL1JF/ZAqB4YeV6+WWA6R4wCWY7Hk1+xhU3098amtljQloOZ0ZPennXZavc32heNCJ6GysA1loCLC/VjlhrT97ND7eaIEVMwrLHClahFhfugjGvxTVQjMD6mifuijQmC+SBX1Q6oKgvkiVdQXqSoE5odUUT/0USEwX6SK+iFVDniMqy1fWLdu3VK+gKQS24bIcSyPipNKSzYteUV5mzZtmmmeYvjUVkvMkXAs45xzzlmazwxZRcWgnPXr1y/tt3bt2hX7NV3ybvNZMPR+XigBFfMKC1ypWkSYH/qIBv9UFQLzQ6qoH/qoEJgvUkX9kKqCYL5IFfVFqgqB+SFV1A99VAjMF6mifkiVA17japYvhIsQGV3zCks+mxJKlGf3m7Ypzwuf2soQOPzAAw+cyX2YY6IEVMwrLHCligauVBUC80MfUV+kqhCYH1JF/dBHhcB8kSrqh1QVBPNFqqgvUlUIzA+pon7oo0JgvkgV9UOqHNC42gef2hKjoYaSJ6zTTdWiwnyRKhq4UlUIzA99RH2RqkJgfkgV9UMfFQLzRaqoH1JVEMwXqaK+SFUhMD+kivqhjwqB+SJV1A+pckDjah98akuMhhpKnrBON1WLCvNFqmjgSlUhMD/0EfVFqgqB+SFV1A99VAjMF6mifkhVQTBfpIr6IlWFwPyQKuqHPioE5otUUT+kygGNq33wqS0xGmooecI63VQtKswXqaKBK1WFwPzQR9QXqSoE5odUUT/0USEwX6SK+iFVBcF8kSrqi1QVAvNDqqgf+qgQmC9SRf2QKgc0rvbBp7bEaKih5AnrdFO1qDBfpIoGrlQVAvNDH1FfpKoQmB9SRf3QR4XAfJEq6odUFQTzRaqoL1JVCMwPqaJ+6KNCYL5IFfVDqhzwGFdjXRpbzTZWvDBr20WIsMKtLdyKp4hs3Lhx8p/l2HfP6vGQTfjUlhgNJaB5wjrdVC0qzBepooErVYXA/NBH1BepKgTmh1RRP/RRITBfpIr6IVUFwXyRKuqLVBUC80OqqB/6qBCYL1JF/ZAqBzzG1dOeBRpiT/Bo+xhISzq3bt1ar4RrzxQ1pj1bdNb41JYYDSWgecI63VTRTrePCoH5IlXUD6kqBOaHPqK+SFUhMD+kivqhjwqB+SJV1A+pKgjmi1RRX6SqEJgfUkX90EeFwHyRKuqHVDngMa5GwhgnhzHTkkU8MzS8gon3cXn4DlwJtad/5JR8Ap/aEqOhBDRPWKebKtrp9lEhMF+kivohVYXA/NBH1BepKgTmh1RRP/RRITBfpIr6IVUFwXyRKuqLVBUC80OqqB/6qBCYL1JF/ZAqB4YeV0+bfhsmkdOukjYll3F5Rx55ZP1/K8ve54BPbYnRUAKaJ6zTTRXtdPuoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQOzGldbYmpJaJcEdBpxOfieDRs2LCWpTfeUeuNTW2I0PBoK6zD6aBFhfkgV7XT7qBCYL1JF/ZCqQmB+6CPqi1QVAvNDqqgf+qgQmC9SRf2QqoJgvkgV9UWqCoH5IVXUD31UCMwXqaJ+SJUDs7ywEyaW065asim3DNxDGiaqVqZN30UyumnTpjoRXe1+1KHxqS0xGkpA84T5IVW00+2jQmC+SBX1Q6oKgfmhj6gvUlUIzA+pon7oo0JgvkgV9UOqCoL5IlXUF6kqBOaHVFE/9FEhMF+kivohVQ4MPa5uSixtGm2YHIZXRI2293Ii+Yw/a4sahcnmtETXE5/aEqOhBDRPmB9SRTvdPioE5otUUT+kqhCYH/qI+iJVhcD8kCrqhz4qBOaLVFE/pKogmC9SRX2RqkJgfkgV9UMfFQLzRaqoH1LlgMe42hLBWPGjUZruF13tESq4ktq0D66edi3PA5/aEqOhBDRPmB9SRTvdPioE5otUUT+kqhCYH/qI+iJVhcD8kCrqhz4qBOaLVFE/pKogmC9SRX2RqkJgfkgV9UMfFQLzRaqoH1LlgMe4WigBnTuUgOYJ80OqaKfbR4XAfJEq6odUFQLzQx9RX6SqEJgfUkX90EeFwHyRKuqHVBUE80WqqC9SVQjMD6mifuijQmC+SBX1Q6ocUALqg09tidFQAponzA+pop1uHxUC80WqqB9SVQjMD31EfZGqQmB+SBX1Qx8VAvNFqqgfUlUQzBepor5IVSEwP6SK+qGPCoH5IlXUD6lyQAmoDz61JUZDCWieMD+kina6fVQIzBepon5IVSEwP/QR9UWqCoH5IVXUD31UCMwXqaJ+SFVBMF+kivoiVYXA/JAq6oc+KgTmi1RRP6TKASWgPvjUlhiNIhJQ1mmkqhCYH1JF/dBHhcB8kSrqh1QVAvNDH1FfpKoQmB9SRf3QR4XAfJEq6odUFQTzRaqoL1JVCMwPqaJ+6KNCYL5IFfVDqhxQAuqDT211ACs1NS0ljNWf1q9fv7RKU9PDUtvuxxj6O/rYMgRKQPOE+SFV1A99VAjMF6mifkhVITA/9BH1RaoKgfkhVdQPfVQIzBepon5IVUEwX6SK+iJVhcD8kCrqhz4qBOaLVFE/pMqBWSSg0x6F0javQBl77bVXvQ+e/blx48bJf5aD8rCy7hgr34b41FYLzNlwFEtAbYli/A8OModhW/j8mrb7MYb+jj62DIUS0DxhfkgV9UMfFQLzRaqoH1JVCMwPfUR9kapCYH5IFfVDHxUC80WqqB9SVRDMF6mivkhVITA/pIr6oY8KgfkiVdQPqXLAOwG13AGKE9C2eQUu5mGbJZ1bt26tnxWa+gzRWeBTW1MIH7R68803146MHTHNQXh+jWXtbfdjDP0dfWwZEiWgecL8kCrqhz4qBOaLVFE/pKoQmB/6iPoiVYXA/JAq6oc+KgTmi1RRP6SqIJgvUkV9kapCYH5IFfVDHxUC80WqqB9S5YBnAorEEUniBRdcsOIKaJe8Au/jZBNl40rohRdeWL+fVt4Y+NRWSyyTj51hV0fZVcPQoW33Ywz9HX1sGRIloHnC/JAq6oc+KgTmi1RRP6SqEJgf+oj6IlWFwPyQKuqHPioE5otUUT+kqiCYL1JFfZGqQmB+SBX1Qx8VAvNFqqgfUuWAx7ja8h9LIi2HCBPQLnmFJZd2JdVk5bHyx8antlqiBHR4lIDmCfNDqqgf+qgQmC9SRf2QqkJgfugj6otUFQLzQ6qoH/qoEJgvUkX9kKqCYL5IFfVFqgqB+SFV1A99VAjMF6mifkiVAxhXN+n666+f7NUediXScojUBHQacTnIvTZs2LCUpM56rRrDp7ZasloCyjL18DJz2/0YQ39HH1uGBA1iaFiH0Ue000hVITA/pIr6oY8KgfkiVdQPqSoE5oc+or5IVSEwP6SK+qGPCoH5IlXUD6kqCOaLVFFfpKoQmB9SRf3QR4XAfJEq6odUOTDkuNrynvAqZaz4wlafvAL3kIaJqpVpV15hz6ZNm+rvZYmuJz611ZKmBNS2x86Nzxq03Y8x9Hf0sWVIlIDmCfNDqqgf+qgQmC9SRf2QqkJgfugj6otUFQLzQ6qoH/qoEJgvUkX9kKqCYL5IFfVFqgqB+SFV1A99VAjMF6mifkiVAx7j6hiWbPbNK5B8xp+1RY3CZHNaouuJT221xJzLnGj/C88KQPFiPm33Y04f+jva7ueJEtA8YX5IFfVDHxUC80WqqB9SVQjMD31EfZGqQmB+SBX1Qx8VAvNFqqgfUlUQzBepor5IVSEwP6SK+qGPCoH5IlXUD6lyYKwEFKTmFZii27QPrp52Lc8Dn9rKFDh91peYZ40S0DxhfkgV9UMfFQLzRaqoH1JVCMwPfUR9kapCYH5IFfVDHxUC80WqqB9SVRDMF6mivkhVITA/pIr6oY8KgfkiVdQPqXJgFgnoIuJTWxmCswFND2WdJ5SA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQNKQH3wqS0xGkpA84T5IVXUD31UCMwXqaJ+SFUhMD/0EfVFqgqB+SFV1A99VAjMF6mifkhVQTBfpIr6IlWFwPyQKuqHPioE5otUUT+kygEloD741JYYDSWgecL8kCrqhz4qBOaLVFE/pKoQmB/6iPoiVYXA/JAq6oc+KgTmi1RRP6SqIJgvUkV9kapCYH5IFfVDHxUC80WqqB9S5YASUB98akuMhhLQPGF+SBX1Qx8VAvNFqqgfUlUIzA99RH2RqkJgfkgV9UMfFQLzRaqoH1JVEMwXqaK+SFUhMD+kivqhjwqB+SJV1A+pckAJqA8+tSVGQwlonjA/pIr6oY8KgfkiVdQPqSoE5oc+or5IVSEwP6SK+qGPCoH5IlXUD6kqCOaLVFFfpKoQmB9SRf3QR4XAfJEq6odUOeAxrrZVb+PVaOOngrRdBbepPPZoFfZUkDHwqS0xGkpA84T5IVXUD31UCMwXqaJ+SFUhMD/0EfVFqgqB+SFV1A99VAjMF6mifkhVQTBfpIr6IlWFwPyQKuqHPioE5otUUT+kyoGhx9WWVMbJJnsUC57e0eY5oGw/LL56xzvesbrwwgsnW/i2sfCpLTEaSkDzhPkhVdQPfVQIzBepon5IVSEwP/QR9UWqCoH5IVXUD31UCMwXqaJ+SFVBMF+kivoiVYXA/JAq6oc+KgTmi1RRP6TKAY9xdczWrVuXrnTalcmmZ4OCOOFEYonP2tM+UB6S1HifOEkdE5/aEqOhBDRPmB9SRf3QR4XAfJEq6odUFQLzQx9RX6SqEJgfUkX90EeFwHyRKuqHVBUE80WqqC9SVQjMD6mifuijQmC+SBX1Q6oc8ExA7WomkkdcmQwfF2kJKJsqy65kIunca6+9aFlIWONpu2PjU1tiNJSA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQMYVzfp+uuvn+w1DOGVza4JaBNx8on3SFJDjZGc+tSWGA00iKFhHUYf0U4jVYXA/JAq6oc+KgTmi1RRP6SqEJgf+oj6IlWFwPyQKuqHPioE5otUUT+kqiCYL1JFfZGqQmB+SBX1Qx8VAvNFqqgfUuWAx7i6iTCxZPd6Gm2uaLJ7TdkCRNOm+nriU1tiNJSA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQNDj6stMUSiedpppy1t27BhQ50chgmj3duJbUg2w1Vxp61ia8lrnFRasmnJK8rbtGnTquV54FNbYjSUgOYJ80OqqB/6qBCYL1JF/ZCqQmB+6CPqi1QVAvNDqqgf+qgQmC9SRf2QqoJgvkgV9UWqCoH5IVXUD31UCMwXqaJ+SJUDXldAkQzaPZvQ2rVr6RVNJInr169fdT/Dks+mhDJMdtuU54VPbYnRUAKaJ8wPqaJ+6KNCYL5IFfVDqgqB+aGPqC9SVQjMD6mifuijQmC+SBX1Q6oKgvkiVdQXqSoE5odUUT/0USEwX6SK+iFVDngloIuOT22J0VACmifMD6mifuijQmC+SBX1Q6oKgfmhj6gvUlUIzA+pon7oo0JgvkgV9UOqCoL5IlXUF6kqBOaHVFE/9FEhMF+kivohVQ4oAfXBp7bEaCgBzRPmh1RRP/RRITBfpIr6IVWFwPzQR9QXqSoE5odUUT/0USEwX6SK+iFVBcF8kSrqi1QVAvNDqqgf+qgQmC9SRf2QKgeUgPrgU1tiNJSA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQNKQH3wqa0BCFd6ihUvSdz1Bt2Qtp8dej8vlIDmCfNDqqgf+qgQmC9SRf2QqkJgfugj6otUFQLzQ6qoH/qoEJgvUkX9kKqCYL5IFfVFqgqB+SFV1A99VAjMF6mifkiVA14J6NatW6t99tlnKV9Ys2YNfa5n27wiXNQIK+xu3Lhx8p/loDzkV2M8+zPEp7YGYNoDWEPsmTZdlygGbT879H6eKAHNE+aHVFE/9FEhMF+kivohVYXA/NBH1BepKgTmh1RRP/RRITBfpIr6IVUFwXyRKuqLVBUC80OqqB/6qBCYL1JF/ZAqBzzG1XiOJ3KDww8/fClfsMehhIlh27zCHtdiSSeSW6yEu8MOO1Tf/e53621g2rNFZ41PbQ0AnBk7LqbPQ1rbfnbo/bxRAponzA+pon7oo0JgvkgV9UOqCoH5oY+oL1JVCMwPqaJ+6KNCYL5IFfVDqgqC+SJV1BepKgTmh1RRP/RRITBfpIr6IVUODD2utgts8TM6AXIfXL3EldAueQXexzlTWBaYVt4Y+NRWT8IMP1bo4GlXSWPHx7T97ND7eaMENE+YH1JF/dBHhcB8kSrqh1QVAvNDH1FfpKoQmB9SRf3QR4XAfJEq6odUFQTzRaqoL1JVCMwPqaJ+6KNCYL5IFfVDqhzwGFczLEG0xLJLXmGfjXMmS3KtLJb0joVPbTlhiakloX2SvqETyz62DIkS0DxhfkgV9UMfFQLzRaqoH1JVCMwPfUR9kapCYH5IFfVDHxUC80WqqB9SVRDMF6mivkhVITA/pIr6oY8KgfkiVdQPqXJgFgko8gQkjOHVyaHyirgc5FIbNmxYSlJnvVaN4VNbjrCkj2X07HJ0SNvPDr2fN0pA84T5IVXUD31UCMwXqaJ+SFUhMD/0EfVFqgqB+SFV1A99VAjMF6mifkhVQTBfpIr6IlWFwPyQKuqHPioE5otUUT+kygHPBNQST3ab3hB5Be4hDRNVK9O+L7z3lCW6nvjUVk+anB5fno6viBpt5jm3/ezQ+3mjBDRPmB9SRf3QR4XAfJEq6odUFQLzQx9RX6SqEJgfUkX90EeFwHyRKuqHVBUE80WqqC9SVQjMD6mifuijQmC+SBX1Q6oc8BhXx4kgo29egeQz/qwtahQmm9MSXU98amsAzEmx4sqyClptP+b0tp8dej9PlIDmCfNDqqgf+qgQmC9SRf2QqkJgfugj6otUFQLzQ6qoH/qoEJgvUkX9kKqCYL5IFfVFqgqB+SFV1A99VAjMF6mifkiVA0OPqy3hi3MFU3jFMjWvwJXVpn1w9bRreR741FamwOmzvsQ8a5SA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQMe42qxQAkozgY0PZR1nlACmifMD6mifuijQmC+SBX1Q6oKgfmhj6gvUlUIzA+pon7oo0JgvkgV9UOqCoL5IlXUF6kqBOaHVFE/9FEhMF+kivohVQ4oAfXBp7bEaCgBzRPmh1RRP/RRITBfpIr6IVWFwPzQR9QXqSoE5odUUT/0USEwX6SK+iFVBcF8kSrqi1QVAvNDqqgf+qgQmC9SRf2QKgeUgPrgU1tiNJSA5gnzQ6qoH/qoEJgvUkX9kKpCYH7oI+qLVBUC80OqqB/6qBCYL1JF/ZCqgmC+SBX1RaoKgfkhVdQPfVQIzBepon5IlQNKQH3wqS0xGkpA84T5IVXUD31UCMwXqaJ+SFUhMD/0EfVFqgqB+SFV1A99VAjMF6mifkhVQTBfpIr6IlWFwPyQKuqHPioE5otUUT+kygEloD741JYYDSWgecL8kCrqhz4qBOaLVFE/pKoQmB/6iPoiVYXA/JAq6oc+KgTmi1RRP6SqIJgvUkV9kapCYH5IFfVDHxUC80WqqB9S5cAsElCsU9P0WBWshLt+/fqlFWvXrl1LV6zF6rp77bVXvQ9W0m1a98ZW1h1j5dsQn9oSo6EENE+YH1JF/dBHhcB8kSrqh1QVAvNDH1FfpKoQmB9SRf3QR4XAfJEq6odUFQTzRaqoL1JVCMwPqaJ+6KNCYL5IFfVDqhzwTEDDR7KwBNQeIYn/IVkMH8sSPtUDCSy2WdK5devW+lmhqc8QnQU+tSVGQwlonjA/pIr6oY8KgfkiVdQPqSoE5oc+or5IVSEwP6SK+qGPCoH5IlXUD6kqCOaLVFFfpKoQmB9SRf3QR4XAfJEq6odUOeAxrrZEEFchb7755jqpjJPCackiHisZXsHE+zjZRFIaPlM0p+QT+NSWGA0loHnC/JAq6oc+KgTmi1RRP6SqEJgf+oj6IlWFwPyQKuqHPioE5otUUT+kqiCYL1JFfZGqQmB+SBX1Qx8VAvNFqqgfUuWA5xVQYFc148TQro6GVzqNpuQSV0FDHXnkkfX/rSx7nwM+tSVGQwlonjA/pIr6oY8KgfkiVdQPqSoE5oc+or5IVSEwP6SK+qGPCoH5IlXUD6kqCOaLVFFfpKoQmB9SRf3QR4XAfJEq6odUOYBxdZOuv/76yV7pDJGATiMuB9+3YcOGpSS16Z5Sb3xqS4wGGsTQsA6jj2inkapCYH5IFfVDHxUC80WqqB9SVQjMD31EfZGqQmB+SBX1Qx8VAvNFqqgfUlUQzBepor5IVSEwP6SK+qGPCoH5IlXUD6lywGNcHbJaAsquWrIptwzcQxomqlamTd/Fd2/atKlORFmi64lPbYnRUAKaJ8wPqaJ+6KNCYL5IFfVDqgqB+aGPqC9SVQjMD6mifuijQmC+SBX1Q6oKgvkiVdQXqSoE5odUUT/0USEwX6SK+iFVDoyVgNr21IWEkHzGn7VFjcJkc6zpuT61JUZDCWieMD+kivqhjwqB+SJV1A+pKgTmhz6ivkhVITA/pIr6oY8KgfkiVdQPqSoI5otUUV+kqhCYH1JF/dBHhcB8kSrqh1Q5MFYCCux/Nl3WtNojVDBFt2kfXD3tWp4HPrUlRkMJaJ4wP6SK+qGPCoH5IlXUD6kqBOaHPqK+SFUhMD+kivqhjwqB+SJV1A+pKgjmi1RRX6SqEJgfUkX90EeFwHyRKuqHVDngnYAuKj61JUZDCWieMD+kivqhjwqB+SJV1A+pKgTmhz6ivkhVITA/pIr6oY8KgfkiVdQPqSoI5otUUV+kqhCYH1JF/dBHhcB8kSrqh1Q5oATUB5/aEqOhBDRPmB9SRf3QR4XAfJEq6odUFQLzQx9RX6SqEJgfUkX90EeFwHyRKuqHVBUE80WqqC9SVQjMD6mifuijQmC+SBX1Q6ocUALqg09tidFQAponzA+pon7oo0JgvkgV9UOqCoH5oY+oL1JVCMwPqaJ+6KNCYL5IFfVDqgqC+SJV1BepKgTmh1RRP/RRITBfpIr6IVUOKAH1wae2xGgoAc0T5odUUT/0USEwX6SK+iFVhcD80EfUF6kqBOaHVFE/9FEhMF+kivohVQXBfJEq6otUFQLzQ6qoH/qoEJgvUkX9kCoHlID64FNbYjSUgOYJ80OqqB/6qBCYL1JF/ZCqQmB+6CPqi1QVAvNDqqgf+qgQmC9SRf2QqoJgvkgV9UWqCoH5IVXUD31UCMwXqaJ+SJUDHuPqtqvb2iNS4v3YI1PYI1Zyxqe2xGgoAc0T5odUUT/0USEwX6SK+iFVhcD80EfUF6kqBOaHVFE/9FEhMF+kivohVQXBfJEq6otUFQLzQ6qoH/qoEJgvUkX9kCoHPMbVeBRKm+d7sv3wiJU73vGO1YUXXjjZwrfljk9tidFQAponzA+pon7oo0JgvkgV9UOqCoH5oY+oL1JVCMwPqaJ+6KNCYL5IFfVDqgqC+SJV1BepKgTmh1RRP/RRITBfpIr6IVUODD2utqua7CpmnHAiscRVzY0bN9bvt27dWiep8T5xkloCPrUlRkMJaJ4wP6SK+qGPCoH5IlXUD6kqBOaHPqK+SFUhMD+kivqhjwqB+SJV1A+pKgjmi1RRX6SqEJgfUkX90EeFwHyRKuqHVDnglYCyqbLsSiaSzr322qtORPE/S0YBEtZ42m4p+NTWHGNnI0LlNN8aDUWSJEmSJEmSpH66+uqr6Xbo+uuvn4y+29M1AW0iTj7xPs5Pck5OlYAKIYQQQgghhDPsXk+jzRVNW8Ao/DxbgGjaVN8cUAIqhBBCCCGEEDPAZlMiiUSyGa6KO21WpSWvcVJpyaYlryhv06ZNq5Y3JkpAhRBCCCGEEGJGIElcv359nSRCa9eunXrl05LPpoQS5W3YsKF1eWOjBFQIIYQQQgghxExQAiqEEEIIIYQQYiYoARVCCCGEEEIIMROUgAo3MB/9F7/4xeTdNn79619XN910U/WVr3yl+uIXv1g/OBfz2kU3fvvb31bXXHNN9dWvfrX2qRAe/PznP69uueWW6je/+c1ky7ZtP/jBD+o2fPHFF1fXXXdd3aaxXWwDbfJrX/tadcMNN6zoA0UaOL7iYwy+tWNR8WQ6P/nJT6rvfe979TEJX0Ff+tKXqksvvbT69re/XX3/+9+X7yJwbL3kJS+pF4pBPxeCPhGP50AMxlgnBH7+kz/5k+oxj3lMvTjMIiMfiiaUgIpBQWfz0pe+tF6N6/73v39173vfu7rPfe5TvfKVr6z+4R/+oXrwgx9c/dmf/Vn1b//2b9U//dM/VXvvvXd1pzvdqXr0ox9dXX755ZNSFhcMAM4+++zqwx/+cHXaaafVf0855ZRlwrb3vve9tY/hu3/+53+ut5188snV6aefXt18882T0oToDk5uXHLJJdVOO+1U3eUud6nb5je+8Y36mWdYYQ/PKFuzZk31t3/7t/ViCO985zur3XbbTe044Dvf+U49cMJCEPe85z2rPfbYo9q8eXP1wx/+cFkyL6aDxGj//fev7n73u9ex5L73vW/1wAc+sF5o46//+q9r3/7xH/9x9fd///fV+973vuq5z31udde73rV62MMeVn3+85+flLK4/OhHP6rj8e/93u9Vu+66a/W2t72tbrN4kP2Tn/zk2p/vete76mPzVa96VXW/+92vusc97lG9+tWvVhz5HTihgXYMPyFRCkEbf8QjHlEfg1ddddVk6zbwucc+9rG1P+PPLRryoWhCCagYDJyxetzjHlcPFHBGy8CZVgQ1DGbZ4PTGG2+sB67oaHBVb5HB4BT+2meffeoB/bOf/ew6sbzgggvqs9Vf+MIX6v9/4hOfqB75yEfWvkbSiW14cDHOZv/yl7+clCZEdxD4H/WoRy0bMODqyB/8wR/U28K2HYJkAe0Y+yx6O7bBE07CXXvttdWPf/zj+oTSc57znLqfw8mjZzzjGdUJJ5xQbd26tR7s4+QTkn+xDcQT+DCOJ9/61rfqQSt8eMUVV0y23gZ8r3iyzX+Pf/zj6xPATSeF7ETJU57ylPrkMUCcQZKPBBX/X2SmJUGp/1s05EPRhBJQMRiYqveiF72ouv3tb18ddthhdUDDgArCmVic/Y+ni2IK1cc+9rHqzne+c7X77rsvfMALgd8wXerQQw+trxzvueee1bnnnlsPVOFPJPvonBd9sB+Dwf4RRxxR+w2JUwim6r3uda+rkyT4bscdd6z/PuABD6iOOuqoenC76KCN/su//Et9JekFL3hBPRDAiRFcdcdxePjhh6+4OoK2jStSuDr64he/uJ7ut8isNniCf7AP+j7MDsEVOyQKOA6RtO6888514rrIYLrtG97whvqYestb3lL7CzEFz7bbYYcdqu23376+ohcei7feemv1nve8pz5598IXvnChj0PE47/4i7+or8IfeOCB9YkOOzmJ2IJ+Er68wx3uUCeg8C8e2XDSSSfV/sOsBiWg29ox2mQ8fdRi8LT/KXmSD0UzSkDF4Pz3f/93PYUHZ1Cnzd1HcoCkE53Pcccdpyt3q4DBwUc+8pH6YcUYqN7udrerfafOeTkIeLgCggG9+QaD2Te+8Y31yZGXvexl9dUBHG8YiOF/uAr/2te+th6MHXTQQQufQAH44EMf+lD19Kc/vXrQgx5UJ0n4i5kMd7vb3eqBARJSCNvf8Y531H4U264+YboyZingXlCRDqZ+/+M//mN9HOKWDVw1RpvFfcevf/3r6z4QJ5LQJ+Kq6J/+6Z/WtzFoqvM2tmzZUj9rEP0hTrzBVxCmPWKmzfnnn1/vh3iMpBNX5s8777wV9+QtIogluN0AcQNX4tHnmeBPxItp/0O/qNkg8qHgKAEVokBwlQpnsCENtJaDgIdpZQhiFrgwYMUVEUwta0oIMACLE1chhBCLiZ2gxKwjzNZCUg7h5KVtZ8K+iNE4aRzP+lo0mnyI1+Yv/B9+wlgG/8NfvMd2CGWI+UMJqBgMdBqY9oOkCFdP8Bfv20rJlHw4BLgygqmjuBqChPP3f//366t0uA8Z09FwFcDO+gMEQCyIhSspWOwEi5ks8qBBx2B/5MP+yIf9kP+GA9NB//M//7NeqGndunXVkUceWf2///f/6mQpBvti3YaHPvShtXT1bhs4Bv/v//2/9bT6V7ziFfXCV1g3AGDRu3333beO2bgSipPAuF/+c5/7nJLPOUYJqBgMDORx/w06XQz0cTXpWc96Vj1tajVhehVbpnvRkA99QBCDbzGwilcixWvcW4bEddHPVgMdg/2RD/sjH/ZD/usPrtLhPmNMEcX0ZCx6hRk2F110UZ0wYYo9tiGRwr3vdnvC//yf/7NOnnBP8qInUOZDTKd90pOeVK9jAR/i9iysGQJ//Y//8T+qt771rXUMxnGLZBUnhXH/N+5fxnsxfygBFS5gRVbcQI6Fc5QQpSEfirHRMdgf+bA/8mE/5L80kCjhcVTh7RwGbtn4wz/8wzp5wv20WLgNVz/FckIfxre/wIdNi7XhfzhmcTU0fkSLmA+UgAo3cOYPV5ZwxUnTKNKQD7uDs6hYaOhpT3tavaAGHmWDv22EAdrzn/98DdICdAz2Rz7sj3zYD/mvO0iemhIk+x9u6dCaAc2Yn6atdDvtf8z3Yj5QAipmCm4oP+ecc6ozzzxTD7pORD5cHUz7wYPo8TzLJz7xidVll11WT+OBv1YTpunq3qfp6Bjsj3zYH/mwH/LfdJA8Yeoy7k3EM7hxVc6Eqbf2PNr4fybd1rHNh1oFVzCUgIqZgs4I902g09a0ijTkw27gWYtYhOiQQw6p78kR/dEx2B/5sD/yYT/kv+lgISYsOITYcfDBB9cLEJnwHosSQfH/oP/9v/93/WxkPJJpkcHVdpzowL2dKcJndcV+PlECKmYKOuMnPOEJ9cIIOquVhvkQz2XUMwbFGITHoNpxGvJhfxRP+qFYIoQYCyWgwgU8/+pb3/pW9aUvfame249pjU1nsTDdEXP8v/rVr9JlzRcZe15WCKb0YGoPHjD+xS9+sT6LjTOFoj0a/DdjZ6ybzjxjO+4l+8pXvlJdfPHF1datW+v7ytR2OfBXPK079iH6SLRpbBfbQD+HpOiGG25Y0QeK7uDYio8v+DU8DhVLhBCzQgmoGAwMVj/+8Y9XD3jAA+rlsw866KDq+OOPr97+9rdXD3/4w+vnMOL5TxhQhHznO9+p76XASnKaBlTVA4KXvvSl9bQo3Jxvz8V65StfWf3DP/xDPZ30z/7sz6p/+7d/q5cqx7L5d7rTnep7VS6//PJJKWIamnrWDHyDVQt33HHHZck57qPFohA41v74j/+4btcf/OAHq9e97nX1MbnDDjvUCzkhIV100Bfi2XbwIx7NgLb5jW98o7ryyiurXXbZpe4fcV/U3/7t31Ynnnhi9c53vrN+zIPa8W0gLjzmMY+pHyGC2LDHHnvUzw7EyQ7do90OPB5k//33r59vjDiCBXPwbOQNGzbU00PhV7Tlv//7v6+ff/zc5z63uutd71qfmMM99EII4YUSUDEYGLhi8IQgxwb1OLO6adOm+rlPT33qU5dWPcPN+k0rzS0auDKHQT4GC7gibOBKJxJ4DGbZ4PTGG2+sfQ8f6ore6uBY/OQnP1mfMNEzxpaDdmzt0Y4lHJePf/zj67bdlBwhQcXJJ+yz6NP54EMsgBWukIl+7g/+4A/qbWHbDkHCYH3oordjOw5xEu7aa6+t78c77bTT6gfU49jEySOc8DjhhBPqkx5YRAftummmzaKBNgv/xbEEM5Ns8RwspBNjcVyx5DYwo+v000+v9ttvvzo5h2/Q1+EkHRJ6/LVtOCZxYk6LOm0DJ4swAwTtF7EWf/G+rbC/TjjNJ0pAxWBges8b3vCG+uw+HirctNz7L3/5y/oB2Tj7igdef+QjH6kDHgYai56AosPFw5mxKtxhhx1WXw2FDyEsSw6fxqvqYRoVFtq5853vXO2+++71lQOxOvAtHoyNRAEPxRbbsAEoViA89thj6yt5OMHxrne9qz4Jctxxx62Yyofptxig6RjcBtoonguIq0kveMELap9iEPXe9763vlp8+OGHrxigom3jqhT6TzzUftFPjFgCioE9iwvwD/ZB34fZIUgMMFMESQBiyc4771wnrotKGI/f8pa31L5Cn4eTwJitsP3221dve9vblh2HWKQNsRlX4l/4whcu/DEIH2Isg74QMxSQsCNG40RHmBQhPmMbkiXMdECbh38xk2nRfQi/4JjCfdqYzYDY8qxnPaueubWaMD484IADVjyiRcwHSkDF4ODexNe+9rV1golpZuiQGei0MbjFGW1MEcJZWS2EsI3//u//rl796ldXT37yk6cmR7iqggE/BlxIDJDcLzrwCZ7nicE/BlIYlD7kIQ+pB/44U21nrTFQRaJ/u9vdrvafncle9IEr2iUGUvAj7g373Oc+V099xCD/KU95Sj0tElNJDeyH6ZE6BleCweeHPvSheiCFxwkgScJfzGTATBAkVzguIWx/xzveUSf7YtsVPExXxlR5xYV00Fb/8R//sT4GMajHFWMkVrjn+PWvf33dbtHvoT/EVdE//dM/rc4++2xddfoddhIkvoq8GjgBp5kMK7nwwgvrGV6Iz0oqhRJQkRUY/AoxBBj8n3rqqdUf/dEf1Sc3kBzh7LWBAZg96FpXQIUQQsSE99HiZCZmKB111FHVSSedVMcX6OSTT66OOeaYau3atXWyin2R8Icn6sQ2MMZD7G2aIScWByWgYjA0178/8qEPmKaMFZlf85rX1FdD8ReLbOBqXnifntAxOATyYX/kw37If8OD2R1InHBl9NJLL62+8IUv1Ff1Lrjggno2F658Ykqz/MbR0xFEiBJQMRia698f+XA2YACBFYXhN/hMK7feho7B/siH/ZEP+yH/DQMSISwCuO+++9ZXQG26Mm59+cAHPlD7OQbTx3fdddd6fYFFnz6OBFNPRxAMJaDCBc317498KMZGx2B/5MP+yIf9kP/SwBW6Aw88sF4nAIsC2tVNXAnFvdqHHnpoPd32aU972rK1Luze0aYFtBYJ+AInPzDTSE9HECFKQIUbOPOFVfcwZUWkIR92B/eXvOxlL6sHBVgS/9nPfnb9t40wQHv+85+vQVqAjsH+yIf9kQ/7If91xx6L1pQ8AVvV3xKob37zm7WP8TklT3o6gmhGCahwA/P9kQzgDBjm/ON+CQjTWTC9AsEQ96awzkhsQz5MA/d84h5PTIF64hOfWD+jEn7CGezVhLPeuofnNnQM9kc+7I982A/5L40vf/nL9ZU4rFyN6clYRRgxIgaPXsKCRIg5eMwNpj1rfYHbaPt0BKCnIywGSkDFoCCI4dlXOBuIjgZXlDC/H8+/w0pxp5xySvX+97+/OuSQQ6pnPvOZ9bLv2BevdR/eNuTDYcFzAvGYC/gLz7kTq6NjsD/yYX/kw37If8OBK3m4IgrFz+KOwQJOeITVWWedVT+/W0wHvj3nnHOqM888sz4JHKOTIvOJElAxGOiYcaYQZ/8+8YlPTLauDm4+x1lDPTNLPhTjo2OwP/Jhf+TDfsh/swF+fsITnlA/41f+SgNX5fG8X5wA0YJDi4MSUDEYOIv15je/uZ7r/4IXvKDujHHFiS2hjTOIuPkcwQ4Pw8ZnXvziF9dTgBYZ+XA4MOXs9NNPr/bbb796cID7cbASH1YxfOADH1j/tW24//ODH/wgPfu6aOgY7I982B/5sB/y32xQ8tQfLDiEW2WwYjOOU7EYKAEVg4PpJ5j2+NznPnfZoD8UbizHkubodI477rj6Yc/iNuTDdDDwwmIHd7jDHarddtutuuKKK+p7djDACu/txLQebIOvcT8KBmnbb799PWVNAy8dg0MgH/ZHPuyH/OcLEvpPf/rT1Sc/+ck6nojpNN2LfPHFF+te5AVDCahwAWdacVYL90HgwcN4Pw2c9dIDh5cjH6aBwIapZ/e+971rf7QFwc+Wi9dZ2G3oGOyPfNgf+bAf8l8/bDbNn//5n9ezZ7CmAJJ23C+LhXIwwwbPtPz93//9au3atdXnPvc5JaMBuhdZMJSAisHAGSs9cLgf8uEw4Az+/vvvXw8OcGb/RS96UXXUUUdVJ510Ur1SIYTAd8wxx9QDBiSr2BfLv1955ZWTUhYTHYP9kQ/7Ix/2Q/7rD6YmH3vssdVd73rX6oADDqif/YnHhdj/8EgRPDrkMY95TPUf//EfdWKPR3ghUcVn3vGOd9Qrsi8yuhdZNKEEVAwGrjzpgcP9kA+HBwMGDBTg20svvbSe7oMHs19wwQX1cu8YcOHeTz16ZRs6BvsjH/ZHPuyH/Ncf+BBJEE5i4lYOBhIsJKDYxxIl+BC+hw8XPXnSvciiCSWgYjDQ0eiBw/2QD4cBySSeb7fvvvvWAwPc54QrAbvvvnv1gQ98oA5yMRhI7LrrrvWAY5GfO6ZjsD/yYX/kw37If/2Bv3CfIhJy+HHnnXeujjzyyHoGDZ4H+uxnP7u6853vXE/L/dSnPlWvNYArzbj6Cf9hWimSKqF7kcVKlICKwWn7wGF07nrgMEc+TAeDgAMPPLC63e1uVx122GFLVzf//+3dTahexR3H8YuiEFxI4saNLxuJm3RhFrpIUC6CwRdiJCFECIhrgxi8RZFGaaAIdRHiQkGzUZKYQJMitL0iwdIUNGTRJN5FVAiYRk1ThWhJLXVx2t/c53+dO5k5M8/LnZz7PN8PHJJ7nvMyM2dmnvk/500DLV1CNTMz48pq/fr1i8pVv3bzy//PqIPDowyHRxkOh/IbDQX0+pFSP2x+/PHHzcmTJ93VM/7ZOX3PKNBXsIWrcS8yfASg6BR9CWI4k16GGiSsXr06eemZ2K/+dvnZhQsX3MBB6xGADo92PDzKcHiU4XAoPwxLdYh7kRFDAApg7Jw+fdqdzVyxYkUzPT3tLpfSmdGQLo/S5VS67FYPSZiamnKBKwEoAEw2vS7kqaeeclfL6F3RuuRW/5ZMetLrpk2bFu6tnVTci4wUAlAAY8sum9KUuxdHl03p0qDZ2dnm8uXLvbkAgEmlp9jqklv9SKl7E8+cOeMuu9WtHblJP3pO+sPtuBcZKQSgAAAAQAs9REfvANX7KnP3L2Ix7kVGiAAUAAAAwJLSlUhXrlxxVyXpCcN6LZomPdxJ931+99137nMf9yKPJwJQAAAAIEIB0fvvv988+uijzR133LHoNSJ6BYv+tXm6//PAgQPuElzMU1D55JNPuvs8dQZU98fqwUNvv/12c+jQoebw4cPulTU6s/zggw82K1eudMvq/+fPn+9tBeOGABQAAADw6P5F3bd4ww03NPfee29z9uxZd1+nHpzj39upM3Sap+cI6NLSJ554orn++utd0OW/pmUS6UynHiakh/x9+OGHvbl5eiqu7rvVw4v0OhaMHwJQAAAAwGPvhl61apV7H2UpXUpqT36d9OBJQfzzzz/vHkKkwFzloftnY+/21OW5CuQVfD777LNuna1bt058ED+uCEABAACAwMWLF5uNGze6B+LccsstzZYtW5rdu3c37733nnuFlyZdRrpnz55m+/btLljVsnqS62effdbbCnR2WA9xevjhhxddwuxPeuKtylhPG37zzTdd2WN8EYACAAAALfSqEL1GRGdGT5065R6ec+LEieaTTz5xT27VmU/d+znpr15J0ZlPvd9Trzv75ptvsk8S1tlSnXmOnS3F8kcACgAAAAQUTOoJrY888og7O6czdTp7d9999zX79+93l4yGdN/j2rVr3T2Mk/4KEd0f+8EHH7gy0yW127Zta/bt29e88sorzZ133tncfPPN7oFEuuzWp2Ber2DRQ4s+//zz3lyMEwJQAAAAwKMHDm3evLm57rrrmhdeeGHh7KbOhH799dfNzMyMu9x2/fr1i95rafeO6lLTL774ojd3Mqks7H7YWCCpAH7v3r3uqbfr1q1rvvzySzdfZ0opw/FGAAoAAAB4dCZz9erVyeBJFIy+/vrrCwHUhQsX3GW6Wo/gaf4hRM8995w7+6knCqtsYu/1tHLUGU/dP3vkyBEXuOq+UALQ8UQACgAAAAROnz7tzsStWLGimZ6ebt599113ZjSkJ7jqgUS67FavHJmamnKBK8HTvLm5ueaZZ55xAeaaNWsWnTH2KTjV/bQbNmxwZ5d1Ge6kX8Y8rghAAQAAgASdydMZUU0KNtvoia960M7s7Gxz+fLl3lwMKnbGFMsfASgAAAAAoAoCUAAAAABAFQSgAAAAAIAqCEABAAAAAFUQgAIAAAAAqiAABQAAAABUQQAKAAAAAKiCABQAAAAAUAUBKAAAAACgCgJQAAAAAEAVBKAAAAAAgCoIQAEAAAAAVRCAAgAAAACqIAAFAAAAAFRBAAoAAAAAqIIAFAAAAABQBQEoAAAAAKAKAlAAAAAAQBUEoAAAAACAKghAAQAAAABVEIACAAAAAKogAEWRF198sZmamopON954Y3PixInekt33008/Nbt27Rppms+dO9esXLlyoUxefvnlq+a99NJLzWOPPdbcc889zZUrV3prLm8qy0HztBTHAUtr3759C/W5bVL978egdWGY+reUStLV1bQDXdU2DlmzZk1z6dKl3pLdFPZz16oP2LlzZ7QM/WnQNNXKo/Lw+OOP9/4aLE9a56abbkrWGxvDhd9nbd+Dtqzlu9/vwklCAIpWP/74Y3P77be3NlJrjAcPHuzN6Tald9RB8/Hjx68qg9g8/GwpjgPqGlUdH7QuXKsBXE5X0wWMyu9P/t1NNVgg0DYOsQCky9+3XfnOKw28/ACvVI08Kv2DBpNh0NpvANqWP/s+JAgtQwBa0Ud7pjo9xeQaaIw/+JqdnXUN2O8s1KgfeOAB11A13X///c3c3Jz7zJw/f77ZsWPHwjJq8O+8807v03kly4SUH1tek9L1/ffft6b32LFji9Kr/Tz99NPuc8urv019vnbt2kXzVIZfffVVdFAabt+2nZIrX5WLv73t27dfVb5Sst/ctsKBtv2tTt4/zvp12u+wY8dB6w9yTJe1P/+/3XV5yigJQHPtPVUXpK3tSVj/QqnPw4GCUVr8ZXNpT7VFv0+xbYU/5rW1Hb/dpdqA5ml/Wkbt8ttvv3XbLxns5Nq1lU84AFX5KD1qy35629q6Ke1LSvJf2k/k9iml28I8BZ2/mPnjomkpA1GrFyXjkBr1M2zr1r5zfVWsnwv7iX7agAzaBygt/QZeMoo8mlzfmqK+yY6xb5A8DbKO3zf6+UlJpRcEoFXFgr4uTSEbMKmh9cM6UTVSa7hvvfXWQkek+daZatm9e/cuNGixBq5LVq2BqzNWWqwTK1kmJfwFK5dedVCxLyK/47L0tJ0BtfUsfVa+/peL8qBl2jqsXHq17tGjR918sS9LK9+S/do+ctsK8+SnTfOs3FTmNs+OTXgchjmmy1Ys6OvSlBGr98avC23tXVJtMtf27O+2+hFLow2U/PVssKHlStPuLxdri7Z925+fhjDt/ra0fZtn+7Tt++3XyksDQ6XdXy7G9pFr12LloXm2nt/n+elVHlJtvXSf/vba8l/ST5Tuc1L6nB/+/d9m9+/mmg2/+eiq4LF8+kNkXjiVLJOelL5f7v9b888f/tNLeX/jEL+tL2X9jLX1knFCqp8L06J9tLWBYfoACQPFcNJ2rd8TPy+jzGPueyEUbsvXb54kt45NYXn6efCn2D5s2ZL6O2nyIwyMTCzo69IUauv4rRP3p7CDCTuJtsGq32mFjVvz9eveqVOnektf3QHElknJdZAhfRGFZzQ1+Z1uLG/hvHA/beXRJle+qcnyXLLf0m2FaWkrS23TL/fUcfD3UXpMl61Y0NelKaOtLrV9Fh778G+Ta3tt9c2EyyiwuvXWW5sDBw64AZulT4MRW6Y07an9x+pymLdw3dS2wn44VVaxX+tDpe3a2L71WSqP4Xzx23rpPkvzHyvbsJ/od5/+/HHsc6Z/fSwa8JVPf4rMS039LJueTNs4JOTXu1r105SME1LfebbN1D5G2QeI+jo/XWIBdzjfN4o8WnmXfC+E2urCIHmKreMrLU8T21+u3kyy/AgDIxML+ro0xahDSHUWPn/wlmpwg3Y82t4bb7zR2pGULGNyHaSxzk7b83/1k7DjiuUtnBfup6082rSVb1vnbUr2W7qtMC32d+wLItxm7stG2yo9pstWLOjr0pTRVpfaPguPffh3adtLtYWQX/e0vuqnX1dtoGFpLU17av8239KpfYbbC9dNbWuUg8+wDebYNpX2cD2//EL+fkr3WZr/kNYL+4l+82li2xoH5/7xr2bjb/8SDfT6m9qCy9EEngqW/3p2cbmrzqfao7F6EranWvUz11dJ2HbDbeb2MYo+QMJ0Gdt/WNajzKPKu6RvjWnrC/rNk6TWMWF5tu3fhPUpdUxBAFpVLOjr0pRinb8alX+JihqWf09ArhP1O4K2Sy+s0Wt96+zsElHrLEqWScl1kKZtH0qvv59YpxrOC/djnZnS4peHOsVwW75Uem2+1o2Vb9iJtu23dFu2nKXFX0/H09JndcjvuMPjMMwxXbZiQV+Xpoy2wUSuDg1aF7Su1Yew/qXYcnfffbfbrqXXBgv6Vd/fRmnaU/uPzbc2kOoPUtsKBz1++7Xy6vcS3FS+/HXt2Nq8VPo1r62tl+7Tlsvlv6SfKN3nRPY5I/CrQ2cWAkb9vwarV7qH0x+H+P2CX3f8OrCU9bOfcYL27bfbcJupfYyyD5Bc4GVjgZJ2MmgetV5b35qSSnu/eZLcOpZvfx3rF5XHcDxsT2n28xDbBublRxhAjzqchx56yDUwm3TjeHi5UqoTNWqQuZvP/casSY39tdde6306r2SZGEuf1lHnk3o4kGhZ/wEVdsN9OPCODcTDealy8YN45SH2MCBfajsmLF9dUhaWr5TsN7etMC3+359++unCuho0xI6xltXn9iWgeYMcU1wbsXofKm3vsbqQa3t+fWtrM2Lr+cv6+43lIZf21P5T823wq8FIuExqnXDwaexyL21P7VLtrXSgk2vXls6wTFLpz7V16bcvMbH8a9mSfiK3TyndFrrB/96y4/Xqq68uqjNSq36KPisZJ9g2NC829kjtY9R9QC7wkjBgG1UeTa5vTbGyCPM4SJ4GCUBNeDlyagylPjNWZ0AACmCEUl+gAEbDBnz+YEc/Dmowp0GQnXlYarR1dNk418+u9AHXigJD3cff9XzqOOWC4klGAApgZBiUAktPg83Nmzcv+vU9dhZoKdHW0WXjXj+70AdcSzoTetddd3U2CFWQfNtttxF8tiAABQAAAABUQQAKAAAAAKiCABQAAAAAUAUBKAAAAACgCgJQAAAAAEAVBKAAAAAAgCoIQAEAAAAAVRCAAgAAAACqIAAFAAAAAFRBAAoAAAAAqIIAFAAAAABQBQEoAAAAAKAKAlAAAAAAQBUEoAAAAACAKghAAQAAAABVEIACAAAAACpomv8BeA+EMsl/Dh0AAAAASUVORK5CYII=)
Note: RE – Revised Estimates, BE – Budget Estimates.
Sources: Expenditure Profile, Union Budget 2020-21; PRS.
राजस्व के अन्य स्रोत
आंतरिक स्रोतों के अतिरिक्त रेलवे के वित्त पोषण के दो अन्य स्रोत होते हैं: (i) केंद्र सरकार से बजटीय समर्थन, और (ii) अतिरिक्त बजटीय संसाधन (जैसे प्राथमिक उधारियां, जिसमें संस्थागत वित्त पोषण, सार्वजनिक निजी सहभागिता और प्रत्यक्ष विदेशी निवेश शामिल हैं)।
केंद्र सरकार से बजटीय सहयोग: केंद्र सरकार रेलवे को अपना नेटवर्क बढ़ाने और पूंजीगत व्यय में निवेश के लिए सहयोग देती है। 2020-21 में केंद्र सरकार से सकल बजटीय सहयोग 70,250 करोड़ रुपए प्रस्तावित है। यह 2019-20 के संशोधित अनुमानों से 3% अधिक है (68,105 करोड़ रुपए)। उल्लेखनीय है कि कोविड महामारी के कारण सरकारी राजस्व भी प्रभावित हो रहा है, यह राशि भी वर्ष के दौरान कम हो सकती है।
उधारियां: रेलवे अधिकतर भारतीय रेलवे वित्त निगम (आईआरएफसी) के जरिए धनराशि उधार लेता है। आईआरएफसी बाजार से धनराशि लेता है (टैक्स योग्य तथा टैक्स मुक्त बॉन्ड इश्यूएंस, बैंकों और वित्तीय संस्थानों से टर्म लोन्स), और फिर भारतीय रेलवे के रोलिंग स्टॉक एसेट्स और प्रॉजेक्ट एसेट्स को वित्त पोषित करने के लिए एक लीजिंग मॉडल का इस्तेमाल करता है।
पिछले कुछ वर्षों के दौरान उपलब्ध संसाधनों और व्यय के बीच के अंतर को कम करने के लिए उधारियां बढ़ाई गईं। जैसा कि पहले कहा गया है, रेलवे के अधिकतर पूंजीगत व्यय को केंद्र सरकार के बजटीय सहयोग के जरिए पूरा किया जाता है। 2015-16 में इस प्रवृत्ति में बदलाव हुआ और रेलवे के अधिकतर पूंजीगत व्यय को ईबीआर के जरिए पूरा किया गया। 2020-21 में ईबीआर के जरिए 83,292 करोड़ रुपए जुटाने का अनुमान है जोकि 2019-20 के संशोधित अनुमानों से कुछ अधिक हैं (83,247 करोड़ रुपए)।
उल्लेखनीय है कि इन दोनों स्रोतों को मुख्य रूप से रेलवे के पूंजीगत व्यय को वित्त पोषित करने के लिए इस्तेमाल किया जाता है। केंद्र सरकार के सहयोग के कुछ हिस्सों का इस्तेमाल रणनीतिक लाइनों पर रेलवे को होने वाले परिचालनगत नुकसान और आईआरसीटीसी पर ई-टिकटिंग की परिचालन लागत की भरपाई के लिए किया जाता है (2020-21 के बजट अनुमानों के अनुसार 2,216 करोड़ रुपए)।
अगर इस वर्ष रेलवे की राजस्व प्राप्तियों में गिरावट होती है तो राजस्व व्यय को वित्त पोषित करने के लिए उसे केंद्र सरकार के अतिरिक्त सहयोग की जरूरत हो सकती है या वह उसे अपनी उधारियों के जरिए वित्त पोषित करेगा। हालांकि उधारियों पर अधिक निर्भरता से रेलवे की वित्तीय स्थिति और खराब हो सकती है। पिछले कुछ वर्षों के दौरान रेल आधारित माल ढुलाई और यात्री यातायात, दोनों की वृद्धि में गिरावट हुई है (देखें रेखाचित्र 3)। इससे माल ढुलाई और यात्री ट्रेनों के मुख्य कारोबार से रेलवे की आय प्रभावित हुई। राजस्व में गिरावट बढ़ने से भविष्य में रेलवे के अपने उधार चुकाने की क्षमता प्रभावित होगी।
रेखाचित्र 3: माल ढुलाई और यात्री यातायात की मात्रा में वृद्धि (वर्ष दर वर्ष)
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)
Note: RE – Revised Estimates; BE – Budget Estimates.
Sources: Expenditure Profile, Union Budget 2020-21; PRS.
रेलवे की सामाजिक सेवा
मालगाड़ियां चलाने के अतिरिक्त रेलवे ऐसे अनेक कार्य कर रहा है जोकि महामारी को नियंत्रित करने में मददगार हों। उदाहरण के लिए रेलवे की मैन्यूफैक्चरिंग क्षमता का इस्तेमाल कोविड-19 से निपटने के लिए किया जा रहा है। रेलवे के उत्पादन केंद्रों में पीपीई गियर जैसी वस्तुएं बनाई जा रही हैं। रेलवे इस बात का पता भी कर रहा है कि साधारण बेड, मेडिकल ट्रॉली और वेंटिलेटर्स बनाने के लिए अपने मौजूदा मैन्यूफैक्चरिंग केंद्रों का इस्तेमाल कैसे किया जाए। जिन स्थानों पर आईआरसीटीसी बेस किचन मौजूद हैं, रेलवे ने वहां जरूरतमंद लोगों को थोक में पका हुआ खाना बांटना भी शुरू किया है। रेलवे ने कोविड मरीजों के लिए अपने अस्पताल भी खोल दिए हैं।
6 अप्रैल तक 2,500 रेलवे कोचों को आईसोलेशन कोचों में तब्दील किया गया था। देश में 133 स्थानों पर औसतन एक दिन में 375 कोचों को तब्दील किया गया है।
इस बात पर विचार करते हुए कि रेलवे सरकार के अंतर्गत एक कमर्शियल विभाग के रूप में कार्य करता है, सवाल यह उठता है कि क्या उसे ऐसी सामाजिक बाध्यताओं का पालन करना चाहिए। नीति आयोग (2016) ने कहा कि रेलवे के सामाजिक और कमर्शियल उद्देश्यों में स्पष्टता की कमी है। तर्क दिया जा सकता है कि महामारी के दौरान ऐसी सेवाओं को सार्वजनिक हित माना जाना चाहिए। फिर भी सवाल यह है कि ऐसी सेवाएं प्रदान करने का वित्तीय दबाव किसे वहन करना चाहिए? वह भारतीय रेलवे होना चाहिए या केंद्र अथवा राज्य सरकार को स्पष्ट सब्सिडी के रूप में यह राशि प्रदान करनी चाहिए?
देश और विभिन्न राज्यों में कोविड के दैनिक मामलों के संख्या संबंधी विवरण के लिए कृपया यहां देखें। केंद्र और राज्य द्वारा जारी कोविड संबंधी मुख्य अधिसूचनाओं के लिए कृपया यहां देखें। रेलवे के कामकाज और वित्तीय स्थिति पर विस्तृत विवरण कृपया यहां देखें और इस वर्ष के रेल बजट को समझने के लिए कृपया यहां देखें।