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Media Alert FOR IMMEDIATE RELEASE February 17, 2021 Contact: Leslie Baker, 757/728-5316 leslie.baker@hamptoncvb.com Yuri R. Milligan, 757/728-5328 yuri.milligan@hamptoncvb.com Hampton Roads Convention Center Has Achieved GBAC STAR™ Facility Accreditation Hampton, VA – The Hampton Roads Convention Center in Hampton, Virginia has achieved the Global Biorisk Advisory Council® (GBAC) STAR™ accreditation, the gold standard for prepared facilities. Under the guidance of GBAC, a Division of ISSA, the worldwide cleaning industry association, The Hampton Roads Convention Center has implemented the most stringent protocols for cleaning, disinfection and infectious disease prevention. The Center is currently serving as a vaccination site. “At the Hampton Roads Convention Center, the safety of our guests and employees is our top priority,” said Eric Nealy, general manager at the Hampton Roads Convention Center. “We have established key best practices to ensure a clean, healthy and safe environment for all our clients, guests and visitors.” As the cleaning industry’s only outbreak prevention, response and recovery accreditation, GBAC STAR™ helps organizations establish protocols and procedures, offers expert-led training and assesses a facility’s readiness for biorisk situations. The program verifies that the Hampton Roads Convention Center implements best practices to prepare for, respond to and recover from outbreaks and pandemics. “GBAC STAR accreditation empowers facility owners and managers to assure workers, customers and key stakeholders that they have proven systems in place to maintain clean and healthy environments,” said GBAC Executive Director Patricia Olinger. “By taking this important step to pursue GBAC STAR, the Hampton Roads Convention Center has
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" 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[ "Media Alert FOR IMMEDIATE RELEASE February 17, 2021\nContact: Leslie Baker, 757/728-5316\nleslie.baker@hamptoncvb.com\nYuri R. Milligan, 757/728-5328\nyuri.milligan@hamptoncvb.com\n\nHampton Roads Convention Center Has Achieved GBAC STAR™ Facility Accreditation\n\nHampton, VA – The Hampton Roads Convention Center in Hampton, Virginia has achieved the Global Biorisk Advisory Council® (GBAC) STAR™ accreditation, the gold standard for prepared facilities. Under the guidance of GBAC, a Division of ISSA, the worldwide cleaning industry association, The Hampton Roads Convention Center has implemented the most stringent protocols for cleaning, disinfection and infectious disease prevention. The Center is currently serving as a vaccination site.\n\n“At the Hampton Roads Convention Center, the safety of our guests and employees is our top priority,” said Eric Nealy, general manager at the Hampton Roads Convention Center. “We have established key best practices to ensure a clean, healthy and safe environment for all our clients, guests and visitors.”\n\nAs the cleaning industry’s only outbreak prevention, response and recovery accreditation, GBAC STAR™ helps organizations establish protocols and procedures, offers expert-led training and assesses a facility’s readiness for biorisk situations. The program verifies that the Hampton Roads Convention Center implements best practices to prepare for, respond to and recover from outbreaks and pandemics.\n\n“GBAC STAR accreditation empowers facility owners and managers to assure workers, customers and key stakeholders that they have proven systems in place to maintain clean and healthy environments,” said GBAC Executive Director Patricia Olinger. “By taking this important step to pursue GBAC STAR, the Hampton Roads Convention Center has" ]
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Figure 7 - CFS Divisia Monetary Growth Charts DM3, DM4-, and DM4 Year-Over-Year Percent Change, Two Date Horizons 2003 to Present ![Line chart showing Year-Over-Year Percentage Change for DM3, DM4-, and DM4 from 2003 to 2017.](page_246_312_900_334.png) 1968 to Present ![Line chart showing Year-Over-Year Percentage Change for DM3, DM4-, and DM4 from 1968 to 2016.](page_246_730_900_334.png)
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" }
[ "Figure 7 - CFS Divisia Monetary Growth Charts\nDM3, DM4-, and DM4 Year-Over-Year Percent Change, Two Date Horizons\n\n2003 to Present\n\n![Line chart showing Year-Over-Year Percentage Change for DM3, DM4-, and DM4 from 2003 to 2017.](page_246_312_900_334.png)\n\n1968 to Present\n\n![Line chart showing Year-Over-Year Percentage Change for DM3, DM4-, and DM4 from 1968 to 2016.](page_246_730_900_334.png)" ]
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Negative Contributors to CFS Divisia M4 Growth • The largest negative contributor to CFS Divisia M4 growth was large time deposits, contributing a decrease of 0.8% in the last 12 months ending February 2017. Their growth-rate weight was 7.8%. Unweighted, they decreased 9.3% in the last 12 months. This component is included in DM3, DM4-, and DM4, but not in the narrower aggregates (DM1 and DM2). • The second largest negative contributor to CFS Divisia M4 growth was retail money-market funds, contributing a decrease of 0.3% in the last 12 months ending February 2017. Their growth-rate weight was 3.4%. Unweighted, they decreased 8.9% in the last 12 months. This component is included in all of the aggregates, except the narrowest (DM1). • The third largest negative contributor to CFS Divisia M4 growth was commercial paper, contributing a decrease of 0.2% in the last 12 months ending February 2017. Its growth-rate weight was 3.2%. Unweighted, it decreased 7.7% in the last 12 months. This component is included in DM4 and DM4-, but not in the narrower aggregates. Contents Figure 1 - Recent Growth in Broad CFS Divisia Monetary Data .................................................. 3 Figure 2 - Recent Growth in Narrow CFS Divisia Monetary Data ................................................. 3 Figure 3 - CFS Divisia Monetary Aggregates Table, Year-Over-Year Percent Change .................. 4 Figure 4 - CFS Divisia Data Table (DM4, DM4-, and DM3) ............................................................ 5 Figure 5 - CFS Divisia Data Table (DM2 and DM1) ....................................................................... 6 Figure 6 - Components of CFS Divisia M4 - Highlights for February 2017 ................................. 7 Figure 7 - CFS Divisia Monetary Growth Charts ........................................................................... 8 Figure 8 - CFS Divisia Monetary Aggregates Level Charts .......................................................... 9 Figure 9 - Components of All CFS Divisia Aggregates ............................................................... 10 Figure 10 - Components of CFS Divisia M4 - Highlights for February 2017 ............................. 11 Figure 11 - CFS Divisia M4 Quarterly Growth Triangle ............................................................... 12 Introduction to CFS Divisia Monetary Aggregates ..................................................................... 13 CFS Divisia Resources on the Center for Financial Stability Site ............................................... 14 About the Center for Financial Stability ..................................................................................... 14 CFS Divisia Contacts ................................................................................................................. 14 The next CFS Divisia M4 data are scheduled to be released at 9:00 AM ET on Wednesday, April 19, 2017.
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" 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[ "Negative Contributors to CFS Divisia M4 Growth\n\n• The largest negative contributor to CFS Divisia M4 growth was large time deposits, contributing a decrease of 0.8% in the last 12 months ending February 2017. Their growth-rate weight was 7.8%. Unweighted, they decreased 9.3% in the last 12 months. This component is included in DM3, DM4-, and DM4, but not in the narrower aggregates (DM1 and DM2).\n\n• The second largest negative contributor to CFS Divisia M4 growth was retail money-market funds, contributing a decrease of 0.3% in the last 12 months ending February 2017. Their growth-rate weight was 3.4%. Unweighted, they decreased 8.9% in the last 12 months. This component is included in all of the aggregates, except the narrowest (DM1).\n\n• The third largest negative contributor to CFS Divisia M4 growth was commercial paper, contributing a decrease of 0.2% in the last 12 months ending February 2017. Its growth-rate weight was 3.2%. Unweighted, it decreased 7.7% in the last 12 months. This component is included in DM4 and DM4-, but not in the narrower aggregates.\n\nContents\n\nFigure 1 - Recent Growth in Broad CFS Divisia Monetary Data .................................................. 3\nFigure 2 - Recent Growth in Narrow CFS Divisia Monetary Data ................................................. 3\nFigure 3 - CFS Divisia Monetary Aggregates Table, Year-Over-Year Percent Change .................. 4\nFigure 4 - CFS Divisia Data Table (DM4, DM4-, and DM3) ............................................................ 5\nFigure 5 - CFS Divisia Data Table (DM2 and DM1) ....................................................................... 6\nFigure 6 - Components of CFS Divisia M4 - Highlights for February 2017 ................................. 7\nFigure 7 - CFS Divisia Monetary Growth Charts ........................................................................... 8\nFigure 8 - CFS Divisia Monetary Aggregates Level Charts .......................................................... 9\nFigure 9 - Components of All CFS Divisia Aggregates ............................................................... 10\nFigure 10 - Components of CFS Divisia M4 - Highlights for February 2017 ............................. 11\nFigure 11 - CFS Divisia M4 Quarterly Growth Triangle ............................................................... 12\nIntroduction to CFS Divisia Monetary Aggregates ..................................................................... 13\nCFS Divisia Resources on the Center for Financial Stability Site ............................................... 14\nAbout the Center for Financial Stability ..................................................................................... 14\nCFS Divisia Contacts ................................................................................................................. 14\n\nThe next CFS Divisia M4 data are scheduled to be released at 9:00 AM ET on Wednesday, April 19, 2017." ]
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Figure 9 - Components of All CFS Divisia Aggregates Growth-Rate Weights Used in Latest Month (February 2017) <table> <tr> <th></th> <th>Divisia M1</th> <th>Divisia M2M</th> <th>Divisia M2M</th> <th>Divisia M2</th> <th>Divisia ALL</th> <th>Divisia M3</th> <th>Divisia M4-</th> <th>Divisia M4</th> </tr> <tr> <td>Currency</td> <td>30.6%</td> <td>11.5%</td> <td>10.3%</td> <td>11.3%</td> <td>10.1%</td> <td>8.7%</td> <td>8.5%</td> <td>7.9%</td> </tr> <tr> <td>Traveler's Checks</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> <td>0.0%</td> </tr> <tr> <td>Demand Deposits (Sweeps Adjusted)</td> <td>50.3%</td> <td>19.0%</td> <td>17.0%</td> <td>18.5%</td> <td>16.6%</td> <td>14.3%</td> <td>13.9%</td> <td>13.0%</td> </tr> <tr> <td>OCDs at Commercial Banks (Sweeps Adjusted)</td> <td>10.4%</td> <td>3.9%</td> <td>3.5%</td> <td>3.8%</td> <td>3.4%</td> <td>2.9%</td> <td>2.9%</td> <td>2.7%</td> </tr> <tr> <td>OCDs at Thrift Institutions (Sweeps Adjusted)</td> <td>8.8%</td> <td>3.3%</td> <td>3.0%</td> <td>3.2%</td> <td>2.9%</td> <td>2.5%</td> <td>2.4%</td> <td>2.3%</td> </tr> <tr> <td>Savings Deposits at Commercial Banks (Sweeps Adjusted)</td> <td>50.1%</td> <td>44.9%</td> <td>48.9%</td> <td>43.9%</td> <td>37.8%</td> <td>36.8%</td> <td>34.4%</td> </tr> <tr> <td>Savings Deposits at Thrift Institutions (Sweeps Adjusted)</td> <td>7.6%</td> <td>6.8%</td> <td>7.4%</td> <td>6.7%</td> <td>5.7%</td> <td>5.6%</td> <td>5.2%</td> </tr> <tr> <td>Retail Money-Market Funds</td> <td>4.5%</td> <td>4.0%</td> <td>4.4%</td> <td>4.0%</td> <td>3.4%</td> <td>3.3%</td> <td>3.1%</td> </tr> <tr> <td>Small Time Deposits at Commercial Banks</td> <td></td> <td></td> <td></td> <td>1.9%</td> <td>1.7%</td> <td>1.5%</td> <td>1.4%</td> <td>1.3%</td> </tr> <tr> <td>Small Time Deposits at Thrifts</td> <td></td> <td></td> <td></td> <td>0.6%</td> <td>0.6%</td> <td>0.5%</td> <td>0.5%</td> <td>0.4%</td> </tr> <tr> <td>Institutional Money-Market Funds</td> <td></td> <td>10.4%</td> <td></td> <td>10.2%</td> <td>8.8%</td> <td>8.5%</td> <td>8.0%</td> </tr> <tr> <td>Large Time Deposits</td> <td></td> <td></td> <td></td> <td>8.4%</td> <td>8.2%</td> <td>7.7%</td> </tr> <tr> <td>Repurchase Agreements</td> <td></td> <td></td> <td></td> <td>5.5%</td> <td>5.3%</td> <td>5.0%</td> </tr> <tr> <td>Commercial Paper</td> <td></td> <td></td> <td></td> <td>2.6%</td> <td>2.4%</td> </tr> <tr> <td>T-Bills</td> <td></td> <td></td> <td></td> <td>6.6%</td> </tr> <tr> <td>Sum of Weights</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> <td>100.0%</td> </tr> </table> * Sweeps adjusted.
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" }
[ "Figure 9 - Components of All CFS Divisia Aggregates\nGrowth-Rate Weights Used in Latest Month (February 2017)\n\n<table>\n <tr>\n <th></th>\n <th>Divisia M1</th>\n <th>Divisia M2M</th>\n <th>Divisia M2M</th>\n <th>Divisia M2</th>\n <th>Divisia ALL</th>\n <th>Divisia M3</th>\n <th>Divisia M4-</th>\n <th>Divisia M4</th>\n </tr>\n <tr>\n <td>Currency</td>\n <td>30.6%</td>\n <td>11.5%</td>\n <td>10.3%</td>\n <td>11.3%</td>\n <td>10.1%</td>\n <td>8.7%</td>\n <td>8.5%</td>\n <td>7.9%</td>\n </tr>\n <tr>\n <td>Traveler's Checks</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n <td>0.0%</td>\n </tr>\n <tr>\n <td>Demand Deposits (Sweeps Adjusted)</td>\n <td>50.3%</td>\n <td>19.0%</td>\n <td>17.0%</td>\n <td>18.5%</td>\n <td>16.6%</td>\n <td>14.3%</td>\n <td>13.9%</td>\n <td>13.0%</td>\n </tr>\n <tr>\n <td>OCDs at Commercial Banks (Sweeps Adjusted)</td>\n <td>10.4%</td>\n <td>3.9%</td>\n <td>3.5%</td>\n <td>3.8%</td>\n <td>3.4%</td>\n <td>2.9%</td>\n <td>2.9%</td>\n <td>2.7%</td>\n </tr>\n <tr>\n <td>OCDs at Thrift Institutions (Sweeps Adjusted)</td>\n <td>8.8%</td>\n <td>3.3%</td>\n <td>3.0%</td>\n <td>3.2%</td>\n <td>2.9%</td>\n <td>2.5%</td>\n <td>2.4%</td>\n <td>2.3%</td>\n </tr>\n <tr>\n <td>Savings Deposits at Commercial Banks (Sweeps Adjusted)</td>\n <td>50.1%</td>\n <td>44.9%</td>\n <td>48.9%</td>\n <td>43.9%</td>\n <td>37.8%</td>\n <td>36.8%</td>\n <td>34.4%</td>\n </tr>\n <tr>\n <td>Savings Deposits at Thrift Institutions (Sweeps Adjusted)</td>\n <td>7.6%</td>\n <td>6.8%</td>\n <td>7.4%</td>\n <td>6.7%</td>\n <td>5.7%</td>\n <td>5.6%</td>\n <td>5.2%</td>\n </tr>\n <tr>\n <td>Retail Money-Market Funds</td>\n <td>4.5%</td>\n <td>4.0%</td>\n <td>4.4%</td>\n <td>4.0%</td>\n <td>3.4%</td>\n <td>3.3%</td>\n <td>3.1%</td>\n </tr>\n <tr>\n <td>Small Time Deposits at Commercial Banks</td>\n <td></td>\n <td></td>\n <td></td>\n <td>1.9%</td>\n <td>1.7%</td>\n <td>1.5%</td>\n <td>1.4%</td>\n <td>1.3%</td>\n </tr>\n <tr>\n <td>Small Time Deposits at Thrifts</td>\n <td></td>\n <td></td>\n <td></td>\n <td>0.6%</td>\n <td>0.6%</td>\n <td>0.5%</td>\n <td>0.5%</td>\n <td>0.4%</td>\n </tr>\n <tr>\n <td>Institutional Money-Market Funds</td>\n <td></td>\n <td>10.4%</td>\n <td></td>\n <td>10.2%</td>\n <td>8.8%</td>\n <td>8.5%</td>\n <td>8.0%</td>\n </tr>\n <tr>\n <td>Large Time Deposits</td>\n <td></td>\n <td></td>\n <td></td>\n <td>8.4%</td>\n <td>8.2%</td>\n <td>7.7%</td>\n </tr>\n <tr>\n <td>Repurchase Agreements</td>\n <td></td>\n <td></td>\n <td></td>\n <td>5.5%</td>\n <td>5.3%</td>\n <td>5.0%</td>\n </tr>\n <tr>\n <td>Commercial Paper</td>\n <td></td>\n <td></td>\n <td></td>\n <td>2.6%</td>\n <td>2.4%</td>\n </tr>\n <tr>\n <td>T-Bills</td>\n <td></td>\n <td></td>\n <td></td>\n <td>6.6%</td>\n </tr>\n <tr>\n <td>Sum of Weights</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n <td>100.0%</td>\n </tr>\n</table>\n\n* Sweeps adjusted." ]
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NUMBER THEORY SEMINAR Tuesday, June 1, 4.00 - 5.00 pm, MS 6627 Michael Harris June 1, 2004 TITLE: Congruences of endoscopic and stable forms and applications to p-adic L-functions ABSTRACT: This is a report on joint work with J.-S. Li and C. Skinner. Inspired by ideas of Hida, we construct p-adic L-functions of holomorphic automorphic forms on Shimura varieties attached to unitary groups and show, using a p-adic variant of the Rallis inner product formula, that in certain cases they divide the characteristic ideals of Selmer groups.
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" 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[ "NUMBER THEORY SEMINAR\nTuesday, June 1, 4.00 - 5.00 pm, MS 6627\n\nMichael Harris\n\nJune 1, 2004\n\nTITLE: Congruences of endoscopic and stable forms and applications to p-adic L-functions\n\nABSTRACT: This is a report on joint work with J.-S. Li and C. Skinner. Inspired by ideas of Hida, we construct p-adic L-functions of holomorphic automorphic forms on Shimura varieties attached to unitary groups and show, using a p-adic variant of the Rallis inner product formula, that in certain cases they divide the characteristic ideals of Selmer groups." ]
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Adapt analysis model ↓ Create abstraction ↓ Create interaction diagram ↓ Organize into subsystem Fig. 3. OOSE 2.4 Object Modeling Technique (OMT) Another object-oriented design approach, which is also widely used, is Object Modeling Technique (OMT), developed by Rumbaugh [7]. OMT, as shown in Fig 4, has a simple notation and supports the structural, behavioral, and functional aspects of a system. Those aspects are represented respectively by the object model, the dynamic model, the functional model. OMT divides the design phase into two stages: system design and object design. During system design, the designer designs the overall architecture of the system, followed by the adding of details about the implementation. Many design models and CASE tools have been developed based on this approach [ref?]. It is also a commonly taught object-oriented methodology in academic settings. identify object and classes → describe relationships → define the behavior → organize using inheritance → (cycle) Fig. 4 Object Modeling Technique Table 1 summarizes the design processes of the four process models discussed above. These four process models become a background to the suggested process model of our work. <table> <tr> <th>Object-Oriented Process Model</th> <th>Design Process</th> </tr> <tr> <td>Designing Object-Oriented Software Method [4]</td> <td> <ul> <li>construct protocols (formal description of the messages to which a class will respond) for each class</li> <li>create a design specification for each class</li> <li>create a design specification for each subsystem</li> </ul> </td> </tr> <tr> <td>Object-Oriented Analysis and Design With Applications [5]</td> <td> <ul> <li>architectural planning</li> <li>tactical design</li> <li>release planning</li> </ul> </td> </tr> <tr> <td>Object-Oriented Software Engineering [6]</td> <td> <ul> <li>consider adaptations to make idealized analysis model</li> <li>create blocks (design abstraction) as the primary design object</li> <li>create an interaction diagram</li> <li>organize blocks into subsystems</li> <li>review the design work</li> </ul> </td> </tr> <tr> <td>Object Modeling Technique (OMT) [7]</td> <td> <ul> <li>perform system design</li> <li>conduct object design</li> <li>implement control mechanisms defined in system design</li> <li>adjust class structure to strengthen inheritance</li> <li>design messaging</li> <li>package classes and associations</li> </ul> </td> </tr> </table> 3. Novice Designers There are a few studies which describe novice designers as undergraduate students or new object-oriented designers who have no industrial experience [8, 9]. However, in the field of object-oriented design, it is not yet clear how experts and novices differ in terms of cognition, despite the fact that expert and novice behavior can be observed in terms of actual outcomes. In order to understand how to support the designer, in particular novice designer, a study into how novice designers approach their design task was reviewed by Suppapittarm & Ahmed [10]. Their study showed that novice designers take considerable effort and time to pick up tacit knowledge in the design development process. From the literature study discussed above, this study refers novice designers as new designers or experienced non-object-oriented designers who are shifting to object-oriented approach. This is because novices need to be guided in order to produce better designs and the best practices from the experts can be used
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" 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[ "Adapt analysis model\n↓\nCreate abstraction\n↓\nCreate interaction diagram\n↓\nOrganize into subsystem\n\nFig. 3. OOSE\n\n2.4 Object Modeling Technique (OMT)\n\nAnother object-oriented design approach, which is also widely used, is Object Modeling Technique (OMT), developed by Rumbaugh [7]. OMT, as shown in Fig 4, has a simple notation and supports the structural, behavioral, and functional aspects of a system. Those aspects are represented respectively by the object model, the dynamic model, the functional model. OMT divides the design phase into two stages: system design and object design. During system design, the designer designs the overall architecture of the system, followed by the adding of details about the implementation. Many design models and CASE tools have been developed based on this approach [ref?]. It is also a commonly taught object-oriented methodology in academic settings.\n\nidentify object and classes → describe relationships → define the behavior → organize using inheritance → (cycle)\n\nFig. 4 Object Modeling Technique\n\nTable 1 summarizes the design processes of the four process models discussed above. These four process models become a background to the suggested process model of our work.\n\n<table>\n <tr>\n <th>Object-Oriented Process Model</th>\n <th>Design Process</th>\n </tr>\n <tr>\n <td>Designing Object-Oriented Software Method [4]</td>\n <td>\n <ul>\n <li>construct protocols (formal description of the messages to which a class will respond) for each class</li>\n <li>create a design specification for each class</li>\n <li>create a design specification for each subsystem</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>Object-Oriented Analysis and Design With Applications [5]</td>\n <td>\n <ul>\n <li>architectural planning</li>\n <li>tactical design</li>\n <li>release planning</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>Object-Oriented Software Engineering [6]</td>\n <td>\n <ul>\n <li>consider adaptations to make idealized analysis model</li>\n <li>create blocks (design abstraction) as the primary design object</li>\n <li>create an interaction diagram</li>\n <li>organize blocks into subsystems</li>\n <li>review the design work</li>\n </ul>\n </td>\n </tr>\n <tr>\n <td>Object Modeling Technique (OMT) [7]</td>\n <td>\n <ul>\n <li>perform system design</li>\n <li>conduct object design</li>\n <li>implement control mechanisms defined in system design</li>\n <li>adjust class structure to strengthen inheritance</li>\n <li>design messaging</li>\n <li>package classes and associations</li>\n </ul>\n </td>\n </tr>\n</table>\n\n3. Novice Designers\n\nThere are a few studies which describe novice designers as undergraduate students or new object-oriented designers who have no industrial experience [8, 9]. However, in the field of object-oriented design, it is not yet clear how experts and novices differ in terms of cognition, despite the fact that expert and novice behavior can be observed in terms of actual outcomes. In order to understand how to support the designer, in particular novice designer, a study into how novice designers approach their design task was reviewed by Suppapittarm & Ahmed [10]. Their study showed that novice designers take considerable effort and time to pick up tacit knowledge in the design development process. From the literature study discussed above, this study refers novice designers as new designers or experienced non-object-oriented designers who are shifting to object-oriented approach. This is because novices need to be guided in order to produce better designs and the best practices from the experts can be used" ]
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Class: A class is an abstraction of similar objects. A class is a set of objects that share a common structure, common behavior, and common semantics [23]. During the analysis stage, individual object instances are identified and then grouped into general classes. A class is defined by defining the attributes and methods of its objects. Attributes refer to data belonging to a class. Collectively, the attributes of an object represent its state. There are three types of attributes: single-valued, multivalued or multivalued attribute. There are also attributes that refer to other objects or instance connections. Instances of a class exhibit behavior when they execute their methods. A method contains logic operations of the class. Class Collaboration: Class collaboration refers to the cooperation between a class and other classes in implementing its responsibilities. Responsibilities are implemented in terms of methods. For each method, a class can perform the method on its own, or it needs to collaborate and communicate with other classes. Responsibility is a function that a class needs to fulfill. A class should not have too many responsibilities. This is the principle of cohesion [24]. Cohesion reflects the single purpose of a class. Highly cohesive components can reflect lower coupling between classes because only minimal information needs to be passed between them. The concept of class cohesion means that all the class’s methods and attributes to be used by internal methods and derived classes’ methods. Interaction means the relation of a class and other class. Classes communicate through messaging. Message is a request service that an object sends to another object and communication is the collaboration between classes in order to perform a responsibility. Class Relationship: Abstraction is a process of identifying the similarities between classes. Abstraction is defined as “the essential characteristics of an object that distinguish it from all other kinds of objects and thus provide crisply defined conceptual boundaries, relative to the perspective of the viewer” [25]. During the abstraction process, the similarities of the classes are identified and this helps in the process of dividing the classes into hierarchies. The allowable behavior, which is the outside view of the object, is determined for the abstraction. There are three relationships that are common among classes [26]. The paragraphs below discuss those relationships. • Association is a general dependency relationship between classes. For example, a class depends on another class if it manipulates objects of the other class. The UML notation for this relationship is just a plain line between the classes, as shown in Fig 5. ![A UML diagram showing an association relationship between Company and Person](page_573_327_302_70.png) Fig 5 Association Relationship • Aggregation is the association of a class with other component classes. It is also sometimes known as whole-part relationships or composition. In the UML notation, the line representing the relationship has a filled diamond at the “whole” end. An example of aggregation relationship is depicted in Fig. 6. ![A UML diagram showing an aggregation relationship between Hand and Finger](page_573_430_302_70.png) Fig 6 Aggregation Relationship • Inheritance is the relationship that exists when a class inherits attributes and behavior from another class. The most general class will become the super class and other class is the sub-class. The sub-class inherits all the data and behavior of its parent, besides having its own data and methods. In the UML notation, the super-sub class relationship is represented as a line with a hollow triangle at the “super class” end. Fig 7 illustrates an example of inheritance. ![A UML diagram showing an inheritance relationship between Vehicle (superclass) and Truck, Car, Bus (subclasses)](page_573_533_302_70.png) Fig 7 Inheritance Relationship Another concept related to class relationship is visibility. “Visibility is the ability of one object to “see” or have a reference to another object” [27]. The protocol is the interface of the class operation and its visibility. One class need to be visible to another class in order to collaborate. The protocol can be either the member is public, private or protected. A class can be visible (has public protocol) to other classes or it can be hidden (has private protocol) from other classes. The visibility is depends on the type of relationship. Class Encapsulation: Encapsulation is one of the most important principles in object-orientation. It means that the object includes both data and operations on the data (methods). It is also known as information hiding. This is
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[ "Class: A class is an abstraction of similar objects. A class is a set of objects that share a common structure, common behavior, and common semantics [23]. During the analysis stage, individual object instances are identified and then grouped into general classes. A class is defined by defining the attributes and methods of its objects.\n\nAttributes refer to data belonging to a class. Collectively, the attributes of an object represent its state. There are three types of attributes: single-valued, multivalued or multivalued attribute. There are also attributes that refer to other objects or instance connections.\n\nInstances of a class exhibit behavior when they execute their methods. A method contains logic operations of the class.\n\nClass Collaboration: Class collaboration refers to the cooperation between a class and other classes in implementing its responsibilities. Responsibilities are implemented in terms of methods. For each method, a class can perform the method on its own, or it needs to collaborate and communicate with other classes.\n\nResponsibility is a function that a class needs to fulfill. A class should not have too many responsibilities. This is the principle of cohesion [24]. Cohesion reflects the single purpose of a class. Highly cohesive components can reflect lower coupling between classes because only minimal information needs to be passed between them. The concept of class cohesion means that all the class’s methods and attributes to be used by internal methods and derived classes’ methods.\n\nInteraction means the relation of a class and other class. Classes communicate through messaging. Message is a request service that an object sends to another object and communication is the collaboration between classes in order to perform a responsibility.\n\nClass Relationship: Abstraction is a process of identifying the similarities between classes. Abstraction is defined as “the essential characteristics of an object that distinguish it from all other kinds of objects and thus provide crisply defined conceptual boundaries, relative to the perspective of the viewer” [25]. During the abstraction process, the similarities of the classes are identified and this helps in the process of dividing the classes into hierarchies. The allowable behavior, which is the outside view of the object, is determined for the abstraction.\n\nThere are three relationships that are common among classes [26]. The paragraphs below discuss those relationships.\n\n• Association is a general dependency relationship between classes. For example, a class depends on another class if it manipulates objects of the other class. The UML notation for this relationship is just a plain line between the classes, as shown in Fig 5.\n\n![A UML diagram showing an association relationship between Company and Person](page_573_327_302_70.png)\nFig 5 Association Relationship\n\n• Aggregation is the association of a class with other component classes. It is also sometimes known as whole-part relationships or composition. In the UML notation, the line representing the relationship has a filled diamond at the “whole” end. An example of aggregation relationship is depicted in Fig. 6.\n\n![A UML diagram showing an aggregation relationship between Hand and Finger](page_573_430_302_70.png)\nFig 6 Aggregation Relationship\n\n• Inheritance is the relationship that exists when a class inherits attributes and behavior from another class. The most general class will become the super class and other class is the sub-class. The sub-class inherits all the data and behavior of its parent, besides having its own data and methods. In the UML notation, the super-sub class relationship is represented as a line with a hollow triangle at the “super class” end. Fig 7 illustrates an example of inheritance.\n\n![A UML diagram showing an inheritance relationship between Vehicle (superclass) and Truck, Car, Bus (subclasses)](page_573_533_302_70.png)\nFig 7 Inheritance Relationship\n\nAnother concept related to class relationship is visibility. “Visibility is the ability of one object to “see” or have a reference to another object” [27]. The protocol is the interface of the class operation and its visibility. One class need to be visible to another class in order to collaborate. The protocol can be either the member is public, private or protected. A class can be visible (has public protocol) to other classes or it can be hidden (has private protocol) from other classes. The visibility is depends on the type of relationship.\n\nClass Encapsulation: Encapsulation is one of the most important principles in object-orientation. It means that the object includes both data and operations on the data (methods). It is also known as information hiding. This is" ]
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Class Attribute identification Behavior identification Class Collaboration responsibility discovery interaction identification message passing communication Class Relationship abstraction dependency aggregation inheritance visibility specification Class Encapsulation Information hiding polymorphism Fig 8 OOD-PM
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" 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[ "Class\n Attribute identification\n Behavior identification\n\nClass Collaboration\n responsibility discovery\n interaction identification\n message passing\n communication\n\nClass Relationship\n abstraction\n dependency\n aggregation\n inheritance\n visibility specification\n\nClass Encapsulation\n Information hiding\n polymorphism\n\nFig 8 OOD-PM" ]
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ENERGY EFFICIENCY AND THE “TRIPLE 20” EUROPEAN POLICY: LESSONS DRAWN FROM THE FRENCH CASE Nadia Maïzi, Centre for Applied Mathematics, Mines Paris/ParisTech, France, nadia.maizi@ensmp.fr Edi Assoumou, Centre for Applied Mathematics, Mines Paris/ParisTech, France, edi.assoumou@ensmp.fr Vincent Mazaudric, Schneider Electric and Centre for Applied Mathematics, Mines Paris/ParisTech, France, vincent.mazauric@schneider-electric.com Overview The European Union’s main goal for climate protection has been stated recently as a firm independent commitment to achieve at least a 20% reduction of GHG emissions by 2020 compared to 1990’s level. In order to meet the 2020 objective, the European Council (8/9 March 2007) has also stated its confidence “that a substantive development of energy efficiency and renewable energies will reduce GHG emissions.” More precisely, specific additional recommendations were addressed as follows: 1. “stress the need to increase energy efficiency in the EU so as to achieve the objective of saving 20% of the EU’s energy consumption compared to projections for 2020” 2. “put a binding target of a 20% share of renewable energies in overall EU energy consumption by 2020” This paper questions the relevance of the announced energy efficiency target (i.e. translated as energy consumption savings) as leverage for the GHG mitigation in the French case. We explore the impact of both primary and final1 energy consumption savings, when combined with a 20% reduction of CO2 emissions by 2020. This is done through long-term planning exercises using Markal/Times modeling tool for France. The results show the impact of energy consumption savings on the future energy mix. This is discussed through the “French model” framework, where a unique energy policy has led the country to rely on the highest nuclear power share worldwide. Methods In order to tackle the central topic of this paper, we use a bottom-up French model based on the Markal/Times approach [1], [2]. Various exercises based on a “reference” low carbon society scenario (including basic assumptions on demand side management [6]) have been assessed over a 50 years period (2000-2050). The energy system has to meet a required demand over the horizon and has to satisfy a constraint on CO2 emission levels i.e. a reduction by 20% of the emissions by 2020 compared to their 1990 level. The alternative scenarios depict two different situations: • an energy efficiency improvement defined as a primary consumption reduction : 20% by 2020 • an energy efficiency improvement defined as a final consumption reduction : 20% by 2020 The results give the impact of energy saving over the 2000-2050 period in terms of evolution of CO2 emissions for France, level of renewable energy, primary and final energy consumption by technology and by sector. Results Given a reference low carbon scenario with a CO2 target of a 20% reduction by 2020, we assess the two previous alternative scenarios of energy consumption savings. We observe that the constraint on primary consumption induces a shift from nuclear energy to gas and biomass. This is illustrated in figure 1, where results on primary consumption by sector are given for both reference and saving of primary energy consumption scenarios. Thus, the constraint on primary consumption penalizes zero-CO2 emission (mainly nuclear electricity) technologies. In the two barcharts the sectors are listed with their order and color of appearance as follows: 1. agriculture, commercial/residential, industry, transportation, generation, heat and power, energy, non energy In figure 1, the scenario with a constraint on final energy consumption penalizes renewable energies. Indeed, when focusing for instance on useful heat energy by technology in the residential sector, a 20% reduction of final energy consumption implies a shift from biomass to gas. More generally, the results confirm the exit of the less efficient renewable sources from the mix. 1 It should be stipulated that primary energy is defined as extracted, final energy as produced in a form fit for commerce, and useful energy is that which is truly necessary when taking into account the best available technology.
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[ "ENERGY EFFICIENCY AND THE “TRIPLE 20” EUROPEAN POLICY: LESSONS DRAWN FROM THE FRENCH CASE\nNadia Maïzi, Centre for Applied Mathematics, Mines Paris/ParisTech, France, nadia.maizi@ensmp.fr\nEdi Assoumou, Centre for Applied Mathematics, Mines Paris/ParisTech, France, edi.assoumou@ensmp.fr\nVincent Mazaudric, Schneider Electric and Centre for Applied Mathematics, Mines Paris/ParisTech, France, vincent.mazauric@schneider-electric.com\n\nOverview\nThe European Union’s main goal for climate protection has been stated recently as a firm independent commitment to achieve at least a 20% reduction of GHG emissions by 2020 compared to 1990’s level. In order to meet the 2020 objective, the European Council (8/9 March 2007) has also stated its confidence “that a substantive development of energy efficiency and renewable energies will reduce GHG emissions.” More precisely, specific additional recommendations were addressed as follows:\n1. “stress the need to increase energy efficiency in the EU so as to achieve the objective of saving 20% of the EU’s energy consumption compared to projections for 2020”\n2. “put a binding target of a 20% share of renewable energies in overall EU energy consumption by 2020”\n\nThis paper questions the relevance of the announced energy efficiency target (i.e. translated as energy consumption savings) as leverage for the GHG mitigation in the French case. We explore the impact of both primary and final1 energy consumption savings, when combined with a 20% reduction of CO2 emissions by 2020. This is done through long-term planning exercises using Markal/Times modeling tool for France. The results show the impact of energy consumption savings on the future energy mix. This is discussed through the “French model” framework, where a unique energy policy has led the country to rely on the highest nuclear power share worldwide.\n\nMethods\nIn order to tackle the central topic of this paper, we use a bottom-up French model based on the Markal/Times approach [1], [2]. Various exercises based on a “reference” low carbon society scenario (including basic assumptions on demand side management [6]) have been assessed over a 50 years period (2000-2050). The energy system has to meet a required demand over the horizon and has to satisfy a constraint on CO2 emission levels i.e. a reduction by 20% of the emissions by 2020 compared to their 1990 level. The alternative scenarios depict two different situations:\n• an energy efficiency improvement defined as a primary consumption reduction : 20% by 2020\n• an energy efficiency improvement defined as a final consumption reduction : 20% by 2020\nThe results give the impact of energy saving over the 2000-2050 period in terms of evolution of CO2 emissions for France, level of renewable energy, primary and final energy consumption by technology and by sector.\n\nResults\nGiven a reference low carbon scenario with a CO2 target of a 20% reduction by 2020, we assess the two previous alternative scenarios of energy consumption savings.\nWe observe that the constraint on primary consumption induces a shift from nuclear energy to gas and biomass. This is illustrated in figure 1, where results on primary consumption by sector are given for both reference and saving of primary energy consumption scenarios. Thus, the constraint on primary consumption penalizes zero-CO2 emission (mainly nuclear electricity) technologies. In the two barcharts the sectors are listed with their order and color of appearance as follows:\n1. agriculture, commercial/residential, industry, transportation, generation, heat and power, energy, non energy\nIn figure 1, the scenario with a constraint on final energy consumption penalizes renewable energies. Indeed, when focusing for instance on useful heat energy by technology in the residential sector, a 20% reduction of final energy consumption implies a shift from biomass to gas. More generally, the results confirm the exit of the less efficient renewable sources from the mix.\n\n1 It should be stipulated that primary energy is defined as extracted, final energy as produced in a form fit for commerce, and useful energy is that which is truly necessary when taking into account the best available technology." ]
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Because of a unique energy policy dominated by nuclear power, these results enhance the lack of consistency, for France, of the three concurrent criteria: mitigation of GHG emission, improvement of energy efficiency, targets on renewable energies, in order to respond to climate change. Conclusions The assessment of alternative scenarios of energy consumption savings for France have raised the question of the relevance the european commission recommandation statement on energy efficiency in order to mitigate french CO₂ emissions and to promote renewable energy. These long term planning exercises have stressed the importance of the “good use” of targets when dealing with climate change. It suggests that if international commitments rely on non clear criteria or definitions, some countries will be penalized. Moreover, if the edicted targets were unefficient to achieve GHG mitigation targets, free riding might occur. This is why an endorsement of mitigation target independent of national circumstances requires a more precise definition of criteria. Back to energy efficiency, its potential may be properly quantified through the localisation of the losses in the energy chain [3]. Furthermore, there is a link between the producer and the consumer through the transformation stages of primary energy: to final energy and then to useful energy. Focusing on year 2002, the estimated losses were: • global primary energy consumption of 10.4 Gtep [4] for useful energy of 3,857 Mtep, equal to a global energy chain yield of 37%; • electricity’s share in the global assessment therefore accounts for 3,300 Mtep in terms of primary electricity and for 900 Mtep of useful electricity, equal to an electric yield of only 27%, making it inferior to the yield of the global chain. The importance of losses, apparent all along the energy chain, can thus be seen to predict energy efficiency. In particular, in France in the year 2000, the transformation yield from final energy to useful energy indicated that more than 45% of final energy could have been economised [5]. The principal reserves concern transports, followed by habitat (both residential and tertiary). The previous elements emphasize the idea that a simple translation of energy efficiency improvement as saving in primary or final energy consumption is a shortcut that cannot be satisfactory. In summary, in order to efficiently “think globally, act locally”, well-defined and transparent criteria and targets should be cautiously chosen. References [1] Fishbone L.G, Abilock H. “MARKAL, a linear programming model for energy systems analysis: technical description of the BNL version”. International journal of Energy research 1981;vol. 5, 353-375. [2] Maïzi N., Assoumou E. “Modélisation prospective et spécificités de la politique énergétique française”, JSeA 6, (2007). [3] Mazauric V., Maïzi N. and Wendling P., “A Global Approach of Electromagnetism Dedicated to Energy Efficiency”, International Power Engineering Conference - IPEC2007, 3 - 6 Dec 2007, Singapore. [4] Key world energy statistics. International Energy Agency 2004. [5] Radanne P. “La division par 4 des émissions de dioxyde de carbone en France d’ici 2050 - Introduction au débat”. Rapport de mission pour la Mission Interministérielle de l’Effet de Serre du Ministère de l’Ecologie et du Développement Durable 2004. [6] Centre d’Analyse Stratégique, “Les perspectives énergétiques de la France à l’horizon 2020-2050”, Commission Energie, Rapport Syrota, 2007.
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" 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[ "Because of a unique energy policy dominated by nuclear power, these results enhance the lack of consistency, for France, of the three concurrent criteria:\nmitigation of GHG emission, improvement of energy efficiency, targets on renewable energies,\nin order to respond to climate change.\n\nConclusions\nThe assessment of alternative scenarios of energy consumption savings for France have raised the question of the relevance the european commission recommandation statement on energy efficiency in order to mitigate french CO₂ emissions and to promote renewable energy.\nThese long term planning exercises have stressed the importance of the “good use” of targets when dealing with climate change. It suggests that if international commitments rely on non clear criteria or definitions, some countries will be penalized. Moreover, if the edicted targets were unefficient to achieve GHG mitigation targets, free riding might occur. This is why an endorsement of mitigation target independent of national circumstances requires a more precise definition of criteria.\nBack to energy efficiency, its potential may be properly quantified through the localisation of the losses in the energy chain [3]. Furthermore, there is a link between the producer and the consumer through the transformation stages of primary energy: to final energy and then to useful energy. Focusing on year 2002, the estimated losses were:\n• global primary energy consumption of 10.4 Gtep [4] for useful energy of 3,857 Mtep, equal to a global energy chain yield of 37%;\n• electricity’s share in the global assessment therefore accounts for 3,300 Mtep in terms of primary electricity and for 900 Mtep of useful electricity, equal to an electric yield of only 27%, making it inferior to the yield of the global chain.\nThe importance of losses, apparent all along the energy chain, can thus be seen to predict energy efficiency. In particular, in France in the year 2000, the transformation yield from final energy to useful energy indicated that more than 45% of final energy could have been economised [5]. The principal reserves concern transports, followed by habitat (both residential and tertiary).\nThe previous elements emphasize the idea that a simple translation of energy efficiency improvement as saving in primary or final energy consumption is a shortcut that cannot be satisfactory. In summary, in order to efficiently “think globally, act locally”, well-defined and transparent criteria and targets should be cautiously chosen.\n\nReferences\n[1] Fishbone L.G, Abilock H. “MARKAL, a linear programming model for energy systems analysis: technical description of the BNL version”. International journal of Energy research 1981;vol. 5, 353-375.\n[2] Maïzi N., Assoumou E. “Modélisation prospective et spécificités de la politique énergétique française”, JSeA 6, (2007).\n[3] Mazauric V., Maïzi N. and Wendling P., “A Global Approach of Electromagnetism Dedicated to Energy Efficiency”, International Power Engineering Conference - IPEC2007, 3 - 6 Dec 2007, Singapore.\n[4] Key world energy statistics. International Energy Agency 2004.\n[5] Radanne P. “La division par 4 des émissions de dioxyde de carbone en France d’ici 2050 - Introduction au débat”. Rapport de mission pour la Mission Interministérielle de l’Effet de Serre du Ministère de l’Ecologie et du Développement Durable 2004.\n[6] Centre d’Analyse Stratégique, “Les perspectives énergétiques de la France à l’horizon 2020-2050”, Commission Energie, Rapport Syrota, 2007." ]
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Energy Efficiency And The "triple 20" European Policy: Lessons Drawn From The French Case Nadia Maïzi, Edi Assoumou, Vincent Mazauric To cite this version: Nadia Maïzi, Edi Assoumou, Vincent Mazauric. Energy Efficiency And The "triple 20" European Policy: Lessons Drawn From The French Case. 31th International Association for Energy Economics International Conference, IAEE, Jun 2008, Istanbul, Turkey. hal-00508756 HAL Id: hal-00508756 https://hal-mines-paristech.archives-ouvertes.fr/hal-00508756 Submitted on 5 Aug 2010 HAL is a multi-disciplinary open access archive for the deposit and dissemination of scientific research documents, whether they are published or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers. L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignement et de recherche français ou étrangers, des laboratoires publics ou privés.
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" }
[ "Energy Efficiency And The \"triple 20\" European Policy: Lessons Drawn From The French Case\nNadia Maïzi, Edi Assoumou, Vincent Mazauric\n\nTo cite this version:\nNadia Maïzi, Edi Assoumou, Vincent Mazauric. Energy Efficiency And The \"triple 20\" European Policy: Lessons Drawn From The French Case. 31th International Association for Energy Economics International Conference, IAEE, Jun 2008, Istanbul, Turkey. hal-00508756\n\nHAL Id: hal-00508756\nhttps://hal-mines-paristech.archives-ouvertes.fr/hal-00508756\n\nSubmitted on 5 Aug 2010\n\nHAL is a multi-disciplinary open access archive for the deposit and dissemination of scientific research documents, whether they are published or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers.\n\nL’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignement et de recherche français ou étrangers, des laboratoires publics ou privés." ]
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Hutner, Heidi. "Ecofeminism, Motherhood, and the Post-Apocalyptic Utopia in Parable of the Sower, Parable of the Talents, and Into the Forest." Women Writing Nature. Lanham: Lexington , 2008. 67-80. Print. Jennings, Hope. "The Comic Apocalypse of The Year of the Flood." Margaret Atwood Studies 3.2 (2010): 11-18. Print. Maxwell, Lauren A. "Desperate Times, Desperate Measures." Margaret Atwood Studies 3.2 (2010): 4-10. Print. McCormack, Michael Brandon. '"Your God is a Racist, Sexist, Homophobic, and a Misogynist...Our God is Change": Ishmael Reed, Octavia Butler, and Afrofuturist Critiques of (Black) American Religion.' Black Theology 14.1 (2016): 6-27. Print. Moore, Caroline. "The Year of the Flood by Margaret Atwood: Review." The Telegraph. Telegraph Media Group Limited, 10 Sept. 2009. Web. <http://www.telegraph.co.uk/culture/books/books-life/6167348/The-Year-of-the-Flood-by-Margaret-Atwood-review.html>. Osborne, Carol. "Compassion, Imagination, and Reverence for All Living Things: Margaret Atwood's Spiritual Vision in The Year of the Flood." Margaret Atwood Studies 3.2 (2010): 30-42. Print. Plumwood, Val. Feminism and the Mystery of Nature. New York: Routledge, 1993. Print. Primavesi, Anne. From Apocalypse To Genesis. Minneapolis: Fortress Press, 1991. Print. Ruffin, Kimberly J. "Parable of a 21st Century Religion: Octavia Butler's Afrofuturistic Bridge between Science and Religion." Obsidian 6.2 (2005-2006): 88-104. Print. Wagner, Erica. "Margaret Atwood Interview." The Times. Times Newspapers Limited, 15 Aug. 2009. Web. <https://www.thetimes.co.uk/article/margaret-atwood-interview-dh5tj896j82>. Zimmerman, Michael E. "Feminism, Deep Ecology, and Environmental Ethics." The Deep Ecology Movement: An Introductory Anthology. Ed. Alan Drengson and Yuichi Inoue. Berkeley: North Atlantic. 1995. 169-98. Print. Chapter 13.
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" 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[ "Hutner, Heidi. \"Ecofeminism, Motherhood, and the Post-Apocalyptic Utopia in Parable of the Sower, Parable of the Talents, and Into the Forest.\" Women Writing Nature. Lanham: Lexington , 2008. 67-80. Print.\n\nJennings, Hope. \"The Comic Apocalypse of The Year of the Flood.\" Margaret Atwood Studies 3.2 (2010): 11-18. Print.\n\nMaxwell, Lauren A. \"Desperate Times, Desperate Measures.\" Margaret Atwood Studies 3.2 (2010): 4-10. Print.\n\nMcCormack, Michael Brandon. '\"Your God is a Racist, Sexist, Homophobic, and a Misogynist...Our God is Change\": Ishmael Reed, Octavia Butler, and Afrofuturist Critiques of (Black) American Religion.' Black Theology 14.1 (2016): 6-27. Print.\n\nMoore, Caroline. \"The Year of the Flood by Margaret Atwood: Review.\" The Telegraph. Telegraph Media Group Limited, 10 Sept. 2009. Web. <http://www.telegraph.co.uk/culture/books/books-life/6167348/The-Year-of-the-Flood-by-Margaret-Atwood-review.html>.\n\nOsborne, Carol. \"Compassion, Imagination, and Reverence for All Living Things: Margaret Atwood's Spiritual Vision in The Year of the Flood.\" Margaret Atwood Studies 3.2 (2010): 30-42. Print.\n\nPlumwood, Val. Feminism and the Mystery of Nature. New York: Routledge, 1993. Print.\n\nPrimavesi, Anne. From Apocalypse To Genesis. Minneapolis: Fortress Press, 1991. Print.\n\nRuffin, Kimberly J. \"Parable of a 21st Century Religion: Octavia Butler's Afrofuturistic Bridge between Science and Religion.\" Obsidian 6.2 (2005-2006): 88-104. Print.\n\nWagner, Erica. \"Margaret Atwood Interview.\" The Times. Times Newspapers Limited, 15 Aug. 2009. Web. <https://www.thetimes.co.uk/article/margaret-atwood-interview-dh5tj896j82>.\n\nZimmerman, Michael E. \"Feminism, Deep Ecology, and Environmental Ethics.\" The Deep Ecology Movement: An Introductory Anthology. Ed. Alan Drengson and Yuichi Inoue. Berkeley: North Atlantic. 1995. 169-98. Print. Chapter 13." ]
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Rooftop Garden, and the Festivals, and the hymns,” before moving into “how [she] left the Gardeners, and about Jimmy...then about how [she] ended up dancing at Scales” (YF MS 5.3, 595). In this draft, the impact of the Gardeners on Ren is more vital than Ren’s experiences outside of them and her sense of self, since they are the first thing she wants to write about. This revision is part of Atwood’s process of determining how to shape the character. Is she going to primarily focus on the Gardeners through Ren or will Ren be at the center of her own story? The imaginary letter serves as an outline for how the final version of the novel eventually ends up laying out Ren’s story, starting with the Gardeners and ending up at Scales and Tails, but ultimately prioritizing Ren’s version of her experiences and her own sense of self. Ren worries that her “letter would be a letter to nobody” since “the Adams and the Eves are surely dead,” more explicitly doubting they are alive than in the final version, which only mentions enemies being most likely dead (YF MS 5.3, 595). In the final version of the novel, Ren’s calmness is more convincing, because she still hopes that the Adams and Eves are alive and will find her. In this version, however, she is more desperate. She finishes her letter, “Dear Adams, Dear Eves, forgive me, I would write. Please don’t be angry with me: this writing can’t hurt anybody now,” thinking, “That’s what I would say to you. And then I’d add: I don’t want to be dead” (YF MS 5.3, 595). Again, there is a level of fear here with regards to the Gardeners’ “rules” about writing, and she still seeks their forgiveness, despite consciously disregarding their beliefs, which adds to the conflict of her character. Her final line, “I don’t want to be dead” is more direct than anything in the final version’s introduction. This statement carries much more weight here than when Ren says it in the final version much later into the text, in the
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" 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[ "Rooftop Garden, and the Festivals, and the hymns,” before moving into “how [she] left the Gardeners, and about Jimmy...then about how [she] ended up dancing at Scales” (YF MS 5.3, 595). In this draft, the impact of the Gardeners on Ren is more vital than Ren’s experiences outside of them and her sense of self, since they are the first thing she wants to write about. This revision is part of Atwood’s process of determining how to shape the character. Is she going to primarily focus on the Gardeners through Ren or will Ren be at the center of her own story? The imaginary letter serves as an outline for how the final version of the novel eventually ends up laying out Ren’s story, starting with the Gardeners and ending up at Scales and Tails, but ultimately prioritizing Ren’s version of her experiences and her own sense of self.\n\nRen worries that her “letter would be a letter to nobody” since “the Adams and the Eves are surely dead,” more explicitly doubting they are alive than in the final version, which only mentions enemies being most likely dead (YF MS 5.3, 595). In the final version of the novel, Ren’s calmness is more convincing, because she still hopes that the Adams and Eves are alive and will find her. In this version, however, she is more desperate. She finishes her letter, “Dear Adams, Dear Eves, forgive me, I would write. Please don’t be angry with me: this writing can’t hurt anybody now,” thinking, “That’s what I would say to you. And then I’d add: I don’t want to be dead” (YF MS 5.3, 595). Again, there is a level of fear here with regards to the Gardeners’ “rules” about writing, and she still seeks their forgiveness, despite consciously disregarding their beliefs, which adds to the conflict of her character. Her final line, “I don’t want to be dead” is more direct than anything in the final version’s introduction. This statement carries much more weight here than when Ren says it in the final version much later into the text, in the" ]
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Table of Contents Overview 3 An Environmental Religion 4 Ecofeminism and Religion 15 Survival and Religion 24 Rewriting Religion 38 Bibliography 52
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[ "Table of Contents\n\nOverview\t3\nAn Environmental Religion\t4\nEcofeminism and Religion\t15\nSurvival and Religion\t24\nRewriting Religion\t38\nBibliography\t52" ]
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Complete ordering (1) • Impose an independence axiom for preference ordering \( \succeq \) → roughly, weight differently certain parts of the distributions • Axiom (Independence). Let \( F_1 \) and \( F_2 \) be members of \( \mathcal{F} \). Then \( F_1 \succeq F_2 \) implies \( \alpha F_1 + (1-\alpha) F_3 \succeq \alpha F_2 + (1-\alpha) F_3 \) for all \( F_3 \in \mathcal{F} \) and \( \alpha \in [0,1] \). • If overall count deprivation is lower in country 1 than in country 2, so that \( F_1 \) is weakly preferred to \( F_2 \), the ranking would not change by adding to the population of either country the same group of migrants, whose deprivation distribution is \( F_3 \) • \textcolor{orange}{Ordering relation invariant with respect to aggregation of sub-populations across deprivations} • NB: alternative Dual Independence axiom
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[ "Complete ordering (1)\n\n• Impose an independence axiom for preference ordering \\( \\succeq \\)\n → roughly, weight differently certain parts of the distributions\n\n• Axiom (Independence). Let \\( F_1 \\) and \\( F_2 \\) be members of \\( \\mathcal{F} \\). Then \\( F_1 \\succeq F_2 \\) implies \\( \\alpha F_1 + (1-\\alpha) F_3 \\succeq \\alpha F_2 + (1-\\alpha) F_3 \\) for all \\( F_3 \\in \\mathcal{F} \\) and \\( \\alpha \\in [0,1] \\).\n\n• If overall count deprivation is lower in country 1 than in country 2, so that \\( F_1 \\) is weakly preferred to \\( F_2 \\), the ranking would not change by adding to the population of either country the same group of migrants, whose deprivation distribution is \\( F_3 \\)\n\n• \\textcolor{orange}{Ordering relation invariant with respect to aggregation of sub-populations across deprivations}\n\n• NB: alternative Dual Independence axiom" ]
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Not only counting (1) • With continuous variables, use measures multidimensional poverty that fully exploit informational richness of available data – aggregate first across dimensions, then across individuals → utility-like function – axiomatic simultaneous aggregation approach for measuring multidimensional poverty: aggregate individual shortfalls relative to dimension-specific cut-offs • Bourguignon and Chakravarty (1999) \[ P_{\theta}(y;z) = \frac{1}{nr} \sum_{i=1}^{n} \sum_{j=1}^{r} a_{ij} \left(1 - \frac{y_{ij}}{z_j}\right)^{\theta_j}, \quad \theta_j > 1 \] where \( a_{ij} \) equal to the weight \( w_j \) of attribute \( j \) if \( y_{ij} < z_j \) and 0 otherwise • Alkire and Foster (2011) also define previous measure but selecting only poor people (deprived in at least \( c \) dimensions)
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" 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[ "Not only counting (1)\n\n• With continuous variables, use measures multidimensional poverty that fully exploit informational richness of available data\n – aggregate first across dimensions, then across individuals → utility-like function\n – axiomatic simultaneous aggregation approach for measuring multidimensional poverty: aggregate individual shortfalls relative to dimension-specific cut-offs\n• Bourguignon and Chakravarty (1999)\n\n\\[\nP_{\\theta}(y;z) = \\frac{1}{nr} \\sum_{i=1}^{n} \\sum_{j=1}^{r} a_{ij} \\left(1 - \\frac{y_{ij}}{z_j}\\right)^{\\theta_j}, \\quad \\theta_j > 1\n\\]\n\nwhere \\( a_{ij} \\) equal to the weight \\( w_j \\) of attribute \\( j \\) if \\( y_{ij} < z_j \\) and 0 otherwise\n\n• Alkire and Foster (2011) also define previous measure but selecting only poor people (deprived in at least \\( c \\) dimensions)" ]
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However, we can only partly agree with the explanation of this situation put forward with reference to Poland. It is difficult to subscribe to the view that the low level of FDI inflow into Poland resulted from the country’s distinct national, inward-oriented strategy. Foreign investors avoided Poland because it lacked favourable investment conditions (e.g. inadequate transport and telecommunication infrastructure, border crossings), and investment in other parts of the world was more attractive. In other words, it was not the lack of a comprador service sector (whose role Drahokoupil overestimates), but basic problems with the material infrastructure, broadly understood, that caused a small FDI inflow in the early 1990s. This comment seems to be true not only of Poland. Third, it seems that the convergence, aptly identified by Drahokoupil, of economic policies on FDI in CEE is part of a more general process. After all, competitive state behaviour is typical of a large number of countries across practically all continents that are dynamically joining the global economy, and it is not unique to CEE. We hold the view that the observed tendency for economic policies on FDI to converge is determined more by external (worldwide) factors than by internal circumstances within particular CEE countries. Finally, the Polish reader can clearly see the inconsistency with which Drahokoupil describes the nature of the Polish transformation. On page 15 he refers to it as a ‘gradual transformation’ and on page 36 as Jeffrey Sachs’s ‘shock therapy’. Overall, this innovative and inspiring analysis of the politics of foreign direct investment of the Visegrad Four countries may serve as an expert advice from a respected and critical scholar not only for students of international relations, international business and economics, but also and perhaps primarily for politicians and parliamentarians. It is a valuable contribution to the body of knowledge maintains its unique strategic-relation approach to the state theory and neo-Gramscian international political economy on transition countries. Marian Gorynia Faculty of International Business and Economics, Poznań University of Economics m.gorynia@ue.poznan.pl Katarzyna Blanke-Lawniczak Faculty of Management Engineering, Poznań University of Technology katarzyna.blanke-lawniczak@put.poznan.pl References Dunning, J. H. (ed.) 2003. Making Globalization Good. The Moral Challenges of Global Capitalism. Oxford: Oxford University Press. Manuela Sofia Stănculescu and Tine Stanovnik (eds.): Activity, Incomes and Social Welfare Aldershot and Vienna 2009: Ashgate and European Centre for Social Welfare Policy and Research, 286 pp. This book compares four new EU member states, Slovenia, Hungary, Bulgaria and Romania, from the point of view of activity and income distribution, based on a comparative analysis of macro-economic data and data from the Household Budget Surveys. It is well known that during the first years of the transition process all transition countries experienced increasing inequality [Flemming and Micklewright 2000; World Bank 2000; Rutkowski 2001]. This book describes movements in labour market activity, social protection and income distribution that occurred after the first phase of transition. The period analysed, largely from 1993 to 2003, contains the ‘bottom’ of the transformational recession, followed by a phase of economic recovery in all of these countries, with differences of course in the depth of recession and pace of
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" 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[ "However, we can only partly agree with the explanation of this situation put forward with reference to Poland. It is difficult to subscribe to the view that the low level of FDI inflow into Poland resulted from the country’s distinct national, inward-oriented strategy. Foreign investors avoided Poland because it lacked favourable investment conditions (e.g. inadequate transport and telecommunication infrastructure, border crossings), and investment in other parts of the world was more attractive. In other words, it was not the lack of a comprador service sector (whose role Drahokoupil overestimates), but basic problems with the material infrastructure, broadly understood, that caused a small FDI inflow in the early 1990s. This comment seems to be true not only of Poland. Third, it seems that the convergence, aptly identified by Drahokoupil, of economic policies on FDI in CEE is part of a more general process. After all, competitive state behaviour is typical of a large number of countries across practically all continents that are dynamically joining the global economy, and it is not unique to CEE. We hold the view that the observed tendency for economic policies on FDI to converge is determined more by external (worldwide) factors than by internal circumstances within particular CEE countries. Finally, the Polish reader can clearly see the inconsistency with which Drahokoupil describes the nature of the Polish transformation. On page 15 he refers to it as a ‘gradual transformation’ and on page 36 as Jeffrey Sachs’s ‘shock therapy’.\n\nOverall, this innovative and inspiring analysis of the politics of foreign direct investment of the Visegrad Four countries may serve as an expert advice from a respected and critical scholar not only for students of international relations, international business and economics, but also and perhaps primarily for politicians and parliamentarians. It is a valuable contribution to the body of knowledge maintains its unique strategic-relation approach to the state theory and neo-Gramscian international political economy on transition countries.\n\nMarian Gorynia\nFaculty of International Business and Economics, Poznań University of Economics\nm.gorynia@ue.poznan.pl\n\nKatarzyna Blanke-Lawniczak\nFaculty of Management Engineering, Poznań University of Technology\nkatarzyna.blanke-lawniczak@put.poznan.pl\n\nReferences\nDunning, J. H. (ed.) 2003. Making Globalization Good. The Moral Challenges of Global Capitalism. Oxford: Oxford University Press.\n\nManuela Sofia Stănculescu and Tine Stanovnik (eds.): Activity, Incomes and Social Welfare\nAldershot and Vienna 2009: Ashgate and European Centre for Social Welfare Policy and Research, 286 pp.\n\nThis book compares four new EU member states, Slovenia, Hungary, Bulgaria and Romania, from the point of view of activity and income distribution, based on a comparative analysis of macro-economic data and data from the Household Budget Surveys. It is well known that during the first years of the transition process all transition countries experienced increasing inequality [Flemming and Micklewright 2000; World Bank 2000; Rutkowski 2001]. This book describes movements in labour market activity, social protection and income distribution that occurred after the first phase of transition. The period analysed, largely from 1993 to 2003, contains the ‘bottom’ of the transformational recession, followed by a phase of economic recovery in all of these countries, with differences of course in the depth of recession and pace of" ]
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carers who have a preference for their elderly relatives being cared for by a family member are also those who feel they are under tremendous strain to balance all obligations. On the other hand, in a country like Sweden, where the gender culture is based on the primacy of formal care in the context of female full-time employment as typical of the dual breadwinner/institutional care model, the latter offers better conditions for the development of formal care services. The authors rightly state that home care is a highly gendered area of governance which remains overwhelmingly informal and largely women’s work. While this is true, it should nonetheless be pointed out that men do provide a lot of care, particularly to their partners. This occurs mainly later in their life, that is, usually once they have retired. Overall across Europe men provide approximately one-third of care, a non-negligible share [Eurofamcare 2005]. The authors describe at length a key item on the agenda of policy-makers, namely the sustainability of women as informal carers. The risk of care gaps arising owing to the increase in part of female employment could signal a need for more formal home care, in particular in view of most people’s preference to ‘age in place’. Chapter 4 clearly explains the financial constraints facing governments who are caught trying to meet the EU’s Lisbon Agenda while facing an increasingly old population and decreasing resources. To conclude, the book accomplishes what it set out to do, namely, to provide a rich comparative account of the various challenges affecting home care governance. It does so while taking into account the sociological, gender, economic, demographic and policy aspects without championing one country as a ‘best practice’. This was a very ambitious task with a large set of case studies. Its main weakness is that it perhaps covers too much geographical ground (Asia, Europe and North America) with countries having inherited entirely different gender cultures and socio-economic conditions. A smaller number of country studies might have allowed a deeper analysis of the issues. The book nonetheless offers a highly stimulating overview of the main challenges currently faced by home carers, which can be useful to researchers working in this area on how home care governance may be influenced. Frédérique K. Hoffmann European Centre for Social Welfare Policy and Research, Vienna Hoffmann@euro.centre.org References Eurobarometer. 2008. ‘Family Life and the Needs of an Ageing Population.’ Flash Eurobarometer 247 Survey conducted by The Gallup Organization, Hungary upon the request of the Directorate General for Employment, Social Affairs and Equal Opportunities, European Commission. Huber, M., R. Rodrigues, F. Hoffmann, K. Gasior and B. Marin. 2009. Facts and Figures on Long-Term Care in Europe and North America. Vienna: European Centre for Social Welfare Policy and Research. Lewinter, M. 2004. ‘A Developments in Home Help for Elderly People in Denmark: the Changing Concept of Home and Institution.’ International Journal of Social Welfare 13 (1): 89–96. Mestheneos, E. and J. Triantafillou. 2005. EUROFAMCARE: Supporting Family Carers of Older People in Europe – Empirical Evidence, Policy Trends and Future Perspectives. The Pan-European Background Report. Edited by H. Dohner and C. Kofahl. Hamburg: EUROFAMCARE. Jan Drahokoupil: Globalization and the State in Central and Eastern Europe. The Politics of Foreign Direct Investment London and New York 2009: Routledge, 237 pp. This book is a particularly interesting and innovative example of the transitology literature. It undoubtedly concerns economics, but the topics of policy creation and im-
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" 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[ "carers who have a preference for their elderly relatives being cared for by a family member are also those who feel they are under tremendous strain to balance all obligations. On the other hand, in a country like Sweden, where the gender culture is based on the primacy of formal care in the context of female full-time employment as typical of the dual breadwinner/institutional care model, the latter offers better conditions for the development of formal care services.\n\nThe authors rightly state that home care is a highly gendered area of governance which remains overwhelmingly informal and largely women’s work. While this is true, it should nonetheless be pointed out that men do provide a lot of care, particularly to their partners. This occurs mainly later in their life, that is, usually once they have retired. Overall across Europe men provide approximately one-third of care, a non-negligible share [Eurofamcare 2005]. The authors describe at length a key item on the agenda of policy-makers, namely the sustainability of women as informal carers. The risk of care gaps arising owing to the increase in part of female employment could signal a need for more formal home care, in particular in view of most people’s preference to ‘age in place’. Chapter 4 clearly explains the financial constraints facing governments who are caught trying to meet the EU’s Lisbon Agenda while facing an increasingly old population and decreasing resources.\n\nTo conclude, the book accomplishes what it set out to do, namely, to provide a rich comparative account of the various challenges affecting home care governance. It does so while taking into account the sociological, gender, economic, demographic and policy aspects without championing one country as a ‘best practice’. This was a very ambitious task with a large set of case studies. Its main weakness is that it perhaps covers too much geographical ground (Asia, Europe and North America) with countries having inherited entirely different gender cultures and socio-economic conditions. A smaller number of country studies might have allowed a deeper analysis of the issues. The book nonetheless offers a highly stimulating overview of the main challenges currently faced by home carers, which can be useful to researchers working in this area on how home care governance may be influenced.\n\nFrédérique K. Hoffmann\nEuropean Centre for Social Welfare Policy and Research, Vienna\nHoffmann@euro.centre.org\n\nReferences\nEurobarometer. 2008. ‘Family Life and the Needs of an Ageing Population.’ Flash Eurobarometer 247 Survey conducted by The Gallup Organization, Hungary upon the request of the Directorate General for Employment, Social Affairs and Equal Opportunities, European Commission.\nHuber, M., R. Rodrigues, F. Hoffmann, K. Gasior and B. Marin. 2009. Facts and Figures on Long-Term Care in Europe and North America. Vienna: European Centre for Social Welfare Policy and Research.\nLewinter, M. 2004. ‘A Developments in Home Help for Elderly People in Denmark: the Changing Concept of Home and Institution.’ International Journal of Social Welfare 13 (1): 89–96.\nMestheneos, E. and J. Triantafillou. 2005. EUROFAMCARE: Supporting Family Carers of Older People in Europe – Empirical Evidence, Policy Trends and Future Perspectives. The Pan-European Background Report. Edited by H. Dohner and C. Kofahl. Hamburg: EUROFAMCARE.\n\nJan Drahokoupil: Globalization and the State in Central and Eastern Europe. The Politics of Foreign Direct Investment\nLondon and New York 2009: Routledge, 237 pp.\n\nThis book is a particularly interesting and innovative example of the transitology literature. It undoubtedly concerns economics, but the topics of policy creation and im-" ]
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plementation are analysed so thoroughly that it would not be a mistake to classify it as political science. One can also find easily visible sociological elements here. The book, therefore, is interdisciplinary in character. The topic is foreign direct investment, analysed from the viewpoint of its regulation by means of the state's economic policy. A strong emphasis is given to how this policy is created; what are its main determinants; the respective importance of domestic and foreign factors; whose interests it serves; who are the main actors participating in its creation; what patterns underlie the evolution of the policy's product, that is, specific state regulations. To put it more succinctly, the book describes the workings of globalisation in Central and Eastern European countries in the transformation period. The starting point is the observation that at the very beginning of the transition it could be anticipated that the role of foreign investors would be substantial and difficult to overestimate. These predictions came true with some delay. Drahokoupil believes that while the whole decade of the 1990s was in this respect varied and difficult to define from the point of view of particular CEE countries. But around 2000 we witnessed a distinct period of the earlier expectations being realised, as we dealt with a phenomenon called the 'competition state': dominant state strategies across CEE similarly aim to promote competitiveness by attracting foreign direct investment (p. 1). The author advances a thesis about the appearance of a lag in the convergence of CEE countries' strategies regarding FDI as being caused by three factors. 'First, the internally oriented strategies were exhausted by the end of the nineties. Second, it took some time before the foreign investors became really active in the region.' Third, the 'processes of state internationalization could work only when both the structural opportunities and political possibilities of the moment allowed domestic groups linked to transnational capital to come to the fore and translate the structural power of transnational capital into tactical forms of power within national social formations'. As far as the third factor is concerned, the author demonstrates 'that the emergence of externally oriented competition states has been conditioned upon the unfolding hegemonic role of what I call the comprador domestic service sector in domestic politics'. The subjects of the analysis are the Visegrad-Four (V4) countries, with the comparative analysis being focused primarily on the Czech Republic. The book also makes references to Slovenia and the Baltic States. In consequence, it seems that its title is too broad and thus a little confusing. Although the title mentions CEE, the book discusses only four selected countries, with the Czech Republic receiving most of the author's attention in the analysis. The book makes rather difficult reading, chiefly because of an extremely detailed, often complicated, line of reasoning. Nevertheless, the enormous amount of work done by the author to analyse the transformation process from its beginnings to the year 2008 is something to be admired. The book analyses the implementation of market-oriented reforms between the early 1990s and 2008, which led to the emergence of neo-liberal transformational states (p. 36). The author examines the impact of globalisation and economic liberalisation on the countries' governments, societies, and economies. He compares their different national strategies of economic policy, indicating how market-reform strategies, initially aimed at an internally oriented development which preferred domestic sources of investment, transformed in the late 1990s into externally oriented strategies. Externally oriented strategies consist in laying emphasis on promoting competitiveness by attracting foreign investment. According to Drahokoupil, the externally oriented development strategy became dominant in all V4 countries around 1999. Unlike these countries, Slovenia, for structural reasons in the form of a low level of indebtedness, could afford to make a departure
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" 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[ "plementation are analysed so thoroughly that it would not be a mistake to classify it as political science. One can also find easily visible sociological elements here. The book, therefore, is interdisciplinary in character. The topic is foreign direct investment, analysed from the viewpoint of its regulation by means of the state's economic policy. A strong emphasis is given to how this policy is created; what are its main determinants; the respective importance of domestic and foreign factors; whose interests it serves; who are the main actors participating in its creation; what patterns underlie the evolution of the policy's product, that is, specific state regulations. To put it more succinctly, the book describes the workings of globalisation in Central and Eastern European countries in the transformation period. The starting point is the observation that at the very beginning of the transition it could be anticipated that the role of foreign investors would be substantial and difficult to overestimate. These predictions came true with some delay. Drahokoupil believes that while the whole decade of the 1990s was in this respect varied and difficult to define from the point of view of particular CEE countries. But around 2000 we witnessed a distinct period of the earlier expectations being realised, as we dealt with a phenomenon called the 'competition state': dominant state strategies across CEE similarly aim to promote competitiveness by attracting foreign direct investment (p. 1).\n\nThe author advances a thesis about the appearance of a lag in the convergence of CEE countries' strategies regarding FDI as being caused by three factors. 'First, the internally oriented strategies were exhausted by the end of the nineties. Second, it took some time before the foreign investors became really active in the region.' Third, the 'processes of state internationalization could work only when both the structural opportunities and political possibilities of the moment allowed domestic groups linked to transnational capital to come to the fore and translate the structural power of transnational capital into tactical forms of power within national social formations'. As far as the third factor is concerned, the author demonstrates 'that the emergence of externally oriented competition states has been conditioned upon the unfolding hegemonic role of what I call the comprador domestic service sector in domestic politics'. The subjects of the analysis are the Visegrad-Four (V4) countries, with the comparative analysis being focused primarily on the Czech Republic. The book also makes references to Slovenia and the Baltic States. In consequence, it seems that its title is too broad and thus a little confusing. Although the title mentions CEE, the book discusses only four selected countries, with the Czech Republic receiving most of the author's attention in the analysis. The book makes rather difficult reading, chiefly because of an extremely detailed, often complicated, line of reasoning. Nevertheless, the enormous amount of work done by the author to analyse the transformation process from its beginnings to the year 2008 is something to be admired.\n\nThe book analyses the implementation of market-oriented reforms between the early 1990s and 2008, which led to the emergence of neo-liberal transformational states (p. 36). The author examines the impact of globalisation and economic liberalisation on the countries' governments, societies, and economies. He compares their different national strategies of economic policy, indicating how market-reform strategies, initially aimed at an internally oriented development which preferred domestic sources of investment, transformed in the late 1990s into externally oriented strategies. Externally oriented strategies consist in laying emphasis on promoting competitiveness by attracting foreign investment. According to Drahokoupil, the externally oriented development strategy became dominant in all V4 countries around 1999. Unlike these countries, Slovenia, for structural reasons in the form of a low level of indebtedness, could afford to make a departure" ]
0
224
41. A more detailed description of components (1)', (2), (4), (6), and (7) may be found in Ref. (34). 42. A. Kotanski, Acta Physica Polonica, \(30\) (1966) 629. 43. See, for instance A. Bialas, B. E. Y. Svenson, CERN Preprint TH633 (1965). 44. Note that the sign of \(P_z\) depends upon the polarity of M1. 45. P. Martin, PhD. Thesis, University of Wisconsin (to be published). 46. For pp scattering \(f_5 = -f_6\) and these formulas reduce to formulas given in Reference 9. 47. This formula appears also in Reference 13, except that they use \(g_5 = f_{++++}\). In our notation \(f_6 = -g_5\). 48. O. Overseth and R. Roth, Phys. Rev. Lett. \(19\) (1967) 391.
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" }
[ "41. A more detailed description of components (1)', (2), (4), (6), and (7) may be found in Ref. (34).\n\n42. A. Kotanski, Acta Physica Polonica, \\(30\\) (1966) 629.\n\n43. See, for instance\n A. Bialas, B. E. Y. Svenson, CERN Preprint TH633 (1965).\n\n44. Note that the sign of \\(P_z\\) depends upon the polarity of M1.\n\n45. P. Martin, PhD. Thesis, University of Wisconsin (to be published).\n\n46. For pp scattering \\(f_5 = -f_6\\) and these formulas reduce to formulas given in Reference 9.\n\n47. This formula appears also in Reference 13, except that they use \\(g_5 = f_{++++}\\). In our notation \\(f_6 = -g_5\\).\n\n48. O. Overseth and R. Roth, Phys. Rev. Lett. \\(19\\) (1967) 391." ]
0
225
a function of momentum. The numerical values of the points and their errors are shown in Table 5.2. The points at 100 GeV/c and at 160 GeV/c are 3.4 and 1.7 standard deviations above p = 0. They show that for lambda momenta below 300 GeV/c there is a negative polarization. The magnitude of the polarization is seen to decrease as the momentum increases, as can be seen in Figure 5.1(f). To investigate this effect further, finer binning in the momentum was done. The values which were obtained for the \( \Lambda \)-p polarizations are plotted in figure 5.1(g). This figure shows clearly that the results are not a function of the bin choices. Polarization measurements with respect to the two parity violating directions are shown in Figures 5.2 and 5.3. All of these values for the polarization are consistent with zero. The numerical values for the lambda polarizations together with their errors and the \( \chi^2 \) for the cos \( \theta^* \) fits are given in Table 5.3. The t-distribution, scattered lambda momentum distribution, recoil proton momentum distribution, and scattered lambda reconstructed invariant mass for the events submitted to the polarization analysis programs are shown in Figures 5.4 - 5.7, respectively. The neutral beam contained a substantial sample of K_s. A measurement of the "polarization" for the decay \[ K_s \rightarrow \pi^+ + \pi^- \]
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" }
[ "a function of momentum. The numerical values of the points and their errors are shown in Table 5.2. The points at 100 GeV/c and at 160 GeV/c are 3.4 and 1.7 standard deviations above p = 0. They show that for lambda momenta below 300 GeV/c there is a negative polarization. The magnitude of the polarization is seen to decrease as the momentum increases, as can be seen in Figure 5.1(f).\n\nTo investigate this effect further, finer binning in the momentum was done. The values which were obtained for the \\( \\Lambda \\)-p polarizations are plotted in figure 5.1(g). This figure shows clearly that the results are not a function of the bin choices.\n\nPolarization measurements with respect to the two parity violating directions are shown in Figures 5.2 and 5.3. All of these values for the polarization are consistent with zero. The numerical values for the lambda polarizations together with their errors and the \\( \\chi^2 \\) for the cos \\( \\theta^* \\) fits are given in Table 5.3. The t-distribution, scattered lambda momentum distribution, recoil proton momentum distribution, and scattered lambda reconstructed invariant mass for the events submitted to the polarization analysis programs are shown in Figures 5.4 - 5.7, respectively.\n\nThe neutral beam contained a substantial sample of K_s. A measurement of the \"polarization\" for the decay\n\n\\[\nK_s \\rightarrow \\pi^+ + \\pi^-\n\\]" ]
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p-p Polarizations at t = -0.3 (GeV/c) \[ t = -0.3 \ (\mathrm{GeV}/c)^2 \] Legend: x Neal and Longo • Parry et al ■ Diebold et al o Rust et al ▼ Borghini et al ▲ Gaidot et al s(GeV)^2 Fig. 6.1 ![Plot of p-p Polarizations at t = -0.3 (GeV/c)^2 as a function of s(GeV)^2, with data points from various authors.](page_324_367_1012_755.png)
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" 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[ "p-p Polarizations at t = -0.3 (GeV/c)\n\n\\[ t = -0.3 \\ (\\mathrm{GeV}/c)^2 \\]\n\nLegend:\nx Neal and Longo\n• Parry et al\n■ Diebold et al\no Rust et al\n▼ Borghini et al\n▲ Gaidot et al\n\ns(GeV)^2\n\nFig. 6.1\n\n![Plot of p-p Polarizations at t = -0.3 (GeV/c)^2 as a function of s(GeV)^2, with data points from various authors.](page_324_367_1012_755.png)" ]
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EXPLORE EFFICIENCY THROUGH NETWORK GOVERNANCE However, this means – and this also applies to the member states – accepting a certain level of ambiguity that comes with complexity.16 Systems theory clearly makes the point that overlaps can be productive and that it is good for the security of a system to have areas of inefficiency, because if one part of the system is weak, then other parts can fill a void.17 This has happened on several occasions in WHO’s history. The innovation that is possible through a diversity approach – examples are mentioned in the JIU report – is a resource for the whole organisation, and should be used much more productively. Some authors argue that network governance can actually enhance efficiency through distributed knowledge acquisition and decentralised problem-solving; effectiveness can be improved through the emergence of collective solutions to global problems.18 Ideally, there would need to be new types of global project teams within WHO that include expertise from the whole organisation (and sometimes beyond), which share budgets and accountability. As a result, strategies would not be reinvented but, instead, deepened at regional and country level, and supported by member states which speak with one voice throughout the organisation’s governing bodies. However, there is still a long way to go! EMBRACE DIVERSITY In my view, the arbitrary delineation of regions is also not as negative as many make it out to be; small regions with large countries should invest in supporting populous countries, as they would 16 Pich, M. et al. ‘On Uncertainty, Ambiguity, and Complexity in Project Management’ in Management Science, vol. 48, no. 8, 1008–1023, 2002. Available at http://mansci.journal.informs.org/content/48/8/1008.abstract. (Accessed on 20 February 2013.) 17 Glouberman, S. and Zimmerman, B. Complicated and Complex Systems: What Would Successful Reform of Medicare Look Like? Commission on the Future of Health Care in Canada. Discussion Paper No. 8, 2002. Available at http://c.ymcdn.com/sites/www.plexusinstitute.org/resource/collection/6528ED29-9907-4BC7-8D00-8DC90C7697ED/ComplicatedAndComplexSystems-ZimmermanReport_Medicare_reform.pdf. (Accessed on 20 February 2013.) 18 Bedeluwareder, T. ‘The contribution of network governance to sustainability impact assessment’ in Thoyer, S. and Martimort-Asso, B. (eds.) Participation for sustainability in trade. Surrey, UK: Ashgate, 2007, pp. 209–228.
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" 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[ "EXPLORE EFFICIENCY THROUGH NETWORK GOVERNANCE\n\nHowever, this means – and this also applies to the member states – accepting a certain level of ambiguity that comes with complexity.16 Systems theory clearly makes the point that overlaps can be productive and that it is good for the security of a system to have areas of inefficiency, because if one part of the system is weak, then other parts can fill a void.17 This has happened on several occasions in WHO’s history. The innovation that is possible through a diversity approach – examples are mentioned in the JIU report – is a resource for the whole organisation, and should be used much more productively. Some authors argue that network governance can actually enhance efficiency through distributed knowledge acquisition and decentralised problem-solving; effectiveness can be improved through the emergence of collective solutions to global problems.18\n\nIdeally, there would need to be new types of global project teams within WHO that include expertise from the whole organisation (and sometimes beyond), which share budgets and accountability. As a result, strategies would not be reinvented but, instead, deepened at regional and country level, and supported by member states which speak with one voice throughout the organisation’s governing bodies. However, there is still a long way to go!\n\nEMBRACE DIVERSITY\n\nIn my view, the arbitrary delineation of regions is also not as negative as many make it out to be; small regions with large countries should invest in supporting populous countries, as they would\n\n16 Pich, M. et al. ‘On Uncertainty, Ambiguity, and Complexity in Project Management’ in Management Science, vol. 48, no. 8, 1008–1023, 2002. Available at http://mansci.journal.informs.org/content/48/8/1008.abstract. (Accessed on 20 February 2013.)\n17 Glouberman, S. and Zimmerman, B. Complicated and Complex Systems: What Would Successful Reform of Medicare Look Like? Commission on the Future of Health Care in Canada. Discussion Paper No. 8, 2002. Available at http://c.ymcdn.com/sites/www.plexusinstitute.org/resource/collection/6528ED29-9907-4BC7-8D00-8DC90C7697ED/ComplicatedAndComplexSystems-ZimmermanReport_Medicare_reform.pdf. (Accessed on 20 February 2013.)\n18 Bedeluwareder, T. ‘The contribution of network governance to sustainability impact assessment’ in Thoyer, S. and Martimort-Asso, B. (eds.) Participation for sustainability in trade. Surrey, UK: Ashgate, 2007, pp. 209–228." ]
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and constituencies as they cannot be 'coordinated' in the strict sense of the word. They require platforms that enable them to work towards policy coherence and facilitate collective action. Many of the issue-based global health networks are an expression of this, but there is still a long way to go in terms of the action required on the SDOH. WHO must organise itself so as to be capable of network governance within the organisation as well as within a networked environment. BECOME STRATEGIC The Joint Inspection Unit (JIU) report 8 also states that – and I would like to reiterate this – WHO must not only set priorities, it must also apply foresight and become strategic in a new way. In order to ensure that health – in the broadest sense of the WHO constitution – is high on the global agenda, WHO needs to adapt its own governance and capacities to a strategic and networked approach of work, and to make visible (and learn from) those experiences within the organisation where this has already been successfully applied. Accountability cannot be single, double or triple 9; all must be judged on their contribution to the strategic goals of the organisation. Increasingly, these goals are linked not only to the many actors on global health governance – about which much has been written – but also to the actors from the many different sectors that impact on health and on the SDOH. FOCUS ON COLLECTIVE ACTION SOLUTIONS In the globalised world of the 21st century, it must be accepted that WHO is a hybrid of sorts: it is primarily a technical organisation, but with increasingly political overtones and a potentially significant impact on the commercial determinants of health. As health becomes
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" 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[ "and constituencies as they cannot be 'coordinated' in the strict sense of the word. They require platforms that enable them to work towards policy coherence and facilitate collective action. Many of the issue-based global health networks are an expression of this, but there is still a long way to go in terms of the action required on the SDOH. WHO must organise itself so as to be capable of network governance within the organisation as well as within a networked environment.\n\nBECOME STRATEGIC\n\nThe Joint Inspection Unit (JIU) report 8 also states that – and I would like to reiterate this – WHO must not only set priorities, it must also apply foresight and become strategic in a new way. In order to ensure that health – in the broadest sense of the WHO constitution – is high on the global agenda, WHO needs to adapt its own governance and capacities to a strategic and networked approach of work, and to make visible (and learn from) those experiences within the organisation where this has already been successfully applied. Accountability cannot be single, double or triple 9; all must be judged on their contribution to the strategic goals of the organisation. Increasingly, these goals are linked not only to the many actors on global health governance – about which much has been written – but also to the actors from the many different sectors that impact on health and on the SDOH.\n\nFOCUS ON COLLECTIVE ACTION SOLUTIONS\n\nIn the globalised world of the 21st century, it must be accepted that WHO is a hybrid of sorts: it is primarily a technical organisation, but with increasingly political overtones and a potentially significant impact on the commercial determinants of health. As health becomes" ]
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INTRODUCTION There are two types of decentralisation debate: one is related to the issue of administrative decentralisation etc., which I will not touch on as the other speakers will dwell on them extensively; the other starts from a more federalist type of thinking, based on the premise that “the power to govern is shared”. Constitutionally, this is the case for the World Health Organization (WHO) with its three tiers of governance, yet this has not yet been sufficiently addressed as a strategic opportunity in the changed global governance environment of the 21st century. I will argue that, as we consider WHO’s role in global health governance, we need to shift the debate from decentralisation to the broader perspective of network governance. There is much analysis in political science that can help guide some of this thinking, such as the wide literature on governance in general, global governance, multi-level governance and, in particular, the diffusion of governance and network governance. At the Global Health Programme we have conducted some studies on governance for the WHO European region. 3,4 Based on this work, I would argue that WHO, with its three tiers of governance, is actually better placed to act (in principle) in a multi-level and multi-actor world than many
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}
[ "INTRODUCTION\n\nThere are two types of decentralisation debate: one is related to the issue of administrative decentralisation etc., which I will not touch on as the other speakers will dwell on them extensively; the other starts from a more federalist type of thinking, based on the premise that “the power to govern is shared”. Constitutionally, this is the case for the World Health Organization (WHO) with its three tiers of governance, yet this has not yet been sufficiently addressed as a strategic opportunity in the changed global governance environment of the 21st century.\n\nI will argue that, as we consider WHO’s role in global health governance, we need to shift the debate from decentralisation to the broader perspective of network governance.\n\nThere is much analysis in political science that can help guide some of this thinking, such as the wide literature on governance in general, global governance, multi-level governance and, in particular, the diffusion of governance and network governance. At the Global Health Programme we have conducted some studies on governance for the WHO European region. 3,4 Based on this work, I would argue that WHO, with its three tiers of governance, is actually better placed to act (in principle) in a multi-level and multi-actor world than many" ]
0
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Methodology Statement: 2019 Esri Market Potential Market Potential Index Esri's 2019 Market Potential data measures the likely demand for a product or service in an area. The database includes an expected number of consumers and a Market Potential Index (MPI) for each product or service. An MPI compares the demand for a specific product or service in an area with the national demand for that product or service. The MPI values at the US level are 100, representing overall demand. A value of more than 100 represents higher demand, and a value of less than 100 represents lower demand. For example, an index of 120 implies that demand in the area is likely to be 20 percent higher than the US average; an index of 85 implies a demand that is 15 percent lower. How Esri Calculates Market Potential Esri calculates Market Potential by combining 2019 Tapestry Segmentation data with Doublebase® 2018 data from GfK MRI. Doublebase 2018 is an integration of information from four consumer surveys. Each survey respondent can be identified by Tapestry segment, so a rate of consumption by Tapestry segment can be determined for a product or service for any area. The Expected Number of Consumers (households or adults) for a product or service in an area is computed by applying the consumption rate for Tapestry market segment "n" to households or adults in the area belonging to Tapestry segment "n," and summing across 67 Tapestry segments. \[ \text{Expected Number of Consumers} = \sum_{n=1}^{67} (\text{Count}_n \times \text{Consumption Rate}_n) \] The Local Consumption Rate for a product or service for an area is computed as the ratio of the expected number of consumers for a product or service in the area to the total households or adults in the area. \[ \text{Local Consumption Rate} = \frac{\text{Expected Number of Consumers}}{\text{Base Count}} \] The Market Potential Index for a product or service for an area is the ratio of the local consumption rate for a product or service for the area to the US consumption rate for the product or service, multiplied by 100. \[ \text{Market Potential Index} = \frac{\text{Local Consumption Rate}}{\text{US Consumption Rate}} \times 100 \]
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" }
[ "Methodology Statement: 2019 Esri Market Potential\n\nMarket Potential Index\nEsri's 2019 Market Potential data measures the likely demand for a product or service in an area. The database includes an expected number of consumers and a Market Potential Index (MPI) for each product or service. An MPI compares the demand for a specific product or service in an area with the national demand for that product or service. The MPI values at the US level are 100, representing overall demand. A value of more than 100 represents higher demand, and a value of less than 100 represents lower demand. For example, an index of 120 implies that demand in the area is likely to be 20 percent higher than the US average; an index of 85 implies a demand that is 15 percent lower.\n\nHow Esri Calculates Market Potential\nEsri calculates Market Potential by combining 2019 Tapestry Segmentation data with Doublebase® 2018 data from GfK MRI. Doublebase 2018 is an integration of information from four consumer surveys. Each survey respondent can be identified by Tapestry segment, so a rate of consumption by Tapestry segment can be determined for a product or service for any area.\n\nThe Expected Number of Consumers (households or adults) for a product or service in an area is computed by applying the consumption rate for Tapestry market segment \"n\" to households or adults in the area belonging to Tapestry segment \"n,\" and summing across 67 Tapestry segments.\n\n\\[\n\\text{Expected Number of Consumers} = \\sum_{n=1}^{67} (\\text{Count}_n \\times \\text{Consumption Rate}_n)\n\\]\n\nThe Local Consumption Rate for a product or service for an area is computed as the ratio of the expected number of consumers for a product or service in the area to the total households or adults in the area.\n\n\\[\n\\text{Local Consumption Rate} = \\frac{\\text{Expected Number of Consumers}}{\\text{Base Count}}\n\\]\n\nThe Market Potential Index for a product or service for an area is the ratio of the local consumption rate for a product or service for the area to the US consumption rate for the product or service, multiplied by 100.\n\n\\[\n\\text{Market Potential Index} = \\frac{\\text{Local Consumption Rate}}{\\text{US Consumption Rate}} \\times 100\n\\]" ]
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Esri, the global market leader in geographic information system (GIS) software, offers the most powerful mapping and spatial analytics technology available. Since 1969, Esri has helped customers unlock the full potential of data to improve operational and business results. Today, Esri software is deployed in more than 350,000 organizations including the world’s largest cities, most national governments, 75 percent of Fortune 500 companies, and more than 7,000 colleges and universities. Esri engineers the most advanced solutions for digital transformation, the Internet of Things (IoT), and location analytics to inform the most authoritative maps in the world. Visit us at esri.com. Contact Esri 380 New York Street Redlands, California 92373-8100 USA 1 800 447 9778 T 909 793 2853 F 909 793 5953 info@esri.com esri.com Offices worldwide esri.com/locations For more information, visit esri.com/data/esri_data.
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QHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUHU3kTAYyRY1oepQSduVd9S1VGwrT1zvl11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKatLsaZ1eUP2K35CHZOsGN766lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNc48DoXDWRdanI9qHH1OVh9jKfDJERgMxVSOSGVOJ8U68Vk8f9KGDkF+Qol/Kgt30Y/c+ok3UoD0IymupQHoRlNdSgPQjKa6lAehGU11KA9CMprqT5sbn8j6o7r0j25EtYsXBNj2CsziBxSrnfLrqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehGHrXkvJ1tl+km/bIXiWdECl6CTriGf9IH63BF1KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAefNamwiHX5khvNNO2fROq3sLYhQ5jzScjGq011KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAZN/0GL249sVh4Edv3tcjtnKiDmcVc75ddSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0Iyh8jN3vAK/UK6dNvss3+mLNmZkhS33/zn5y3bCNYfOJI3q011KA9CMprqUB6EZTXUoD0IymupQHoRk8Do/+O7ZrHEZvS7y8oM0e1i78DrBQhbBNsKthJV8+sdJLj/qqd56Pw1HUM0n4ac6LIkO20s1Iwo4l09bHEPlYDaEZmTihma6lAehGU11KA9CMprqUB6EZTXUoD0IymuWpH4Geovkzd5oTXrMWdNJa0/f0G2BcBcRjZqp7hpik6W6ATRbGxswhY74h3efRjNJsuC2VoGwvycMnGuRiBl+pZoIj61bs44o5jMeUhRzQbuqRyPbLjE653y66lAehGU11KA9CMprqUB6EZTXUoD0IymupQEOrXxV17qp2KyzayuUSKclFV7UJZcWjlWDJ/aC3DOVCSlUlzUBZqSdCBtb84OzDxQud29D38urZyKaa5M4SROKud8uupQHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehGU11KA9CMprqUB6EZTXUoD0IymupQHoRlNdSgPQjKa6lAehDgAD+//zJsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABvMvZTNrJtuEkoaU/mf5YllSNb/DWput2v1/tl6wKCc0+vn7wV+GUqn/hGMhRUa6mKV9CXCFTRgejjmWg0i851AJDDZsRQnFWhqu7E1B/n9KtDNqnd+aycyYFtqSPv7TP8+hwDVyxKQhyMdupPwtvzD3wXEz3S8RLQTYxWYqdfOllYOop9Dk4GNPmazt0LTpaRa+IomXf/AkvubJBRYPRlc48YISbDNA7oZa5Cly0OfK/gz33AT6z6mbwKxQCOixQAHXmMAHDpC1eYx0p6qN6IgCNFX73ZUrAGmILDKBEmPOguGHingR9HpDORRsg5kotGdDH+j8zkGVRQ3NHr8gB+20AsIQTATuxnFI/DOpuX8EE3Qwz//5zFVZbVYEFokHJMwAAAA4zrZbdgpueUZFTBFBjrZm2+/aRPFCxYXeOw6bpifieacwC/zepftvq5v578I0N9OKEOlx9uNxup0eW1zCfcNqrTFcsd22Ae8e1YFIfEXxKB+jiCi1qp88Dkrn1ZfrByKB2tZMmwBwJd8YhHtP3SYYrGYAcobILAnaDFVvZ9qh2ni6kCbWJCmTyhayHENstnh0ZwntqKnjv5ZH+MwvaeON75uKmj1iamdecDUrZma/iF2sems9p42r+3Qffu20eSVbRMpyrStoFqpoY+DG6Laz120OeiQEG9sg6ktktfwSrRXSur9OB01L4+dv16uxyQA6kM23i2bGwMKV5tsODMGzwAWfbAuFMwmWIP9eYNXSkgiRhCQzPYo9WfO2RxjxMBtPPlAcUUWInZn4oXETcUY0VMBTgI5uyKRNlIEH/LmeJvYohO2r5w8RO2GJ9MeLXRgtPks1470y8aCQw3HF6FejWEHYIHaV0n+DUSGl8IrmjBQaHY52/YAYtAMeG0kqeAWFfCRMF7SMKhQTBFoCkKunzR0rg1JCqiFNQIxHAu0msN00DJhN1VFQowAAA/dUwOPKYi9v3lFus5GULcVSivOKQ/inNye6c2BHDl9ZbGKbzMIh+X2b9WhKK+/mmmvXebYuBo5orCzCC9xGzxAlk8x02L3ef9Uzylh7ftHh+G78TiBwNRgGY4RsRDzfidGdvk1z0lCKtgG10LO6dFV3nxELcvxK7UfOHap4y3vEZFZgK7y2Pgc3Bgq2UGr6K6L1t7vjW/ObArNWVTiP7qht5XWAoLa5H0dRbbsIHY3ipKJzbyrtEjKNZurp59Bzp1Qp2gXPtNddvGkKE4xA6Lub3PUS27TE45cd5n1JppSmYf37sR4kBc8GNRWYkynCsLpGnqdObUCfFQ1rjAky4P4K7W/g2Qs+caJCBHjpPe3tEg4KhxYSmDxWk/79qu/KaOanZzH5lNgtHezK7HKVwiOLdwcoJ7V54HQP/5csmVzlAkKnkZbgUmHxYejDGZ1sX85I3qm4da+9dQpkvtYg/rlmE4pK/6kocaDrtEVzc/HugjYwDJtZPEYdEWahuCZvaNvKw59U1nJ8jw+xwQO7dPPzLwGJXtbx1jXduJ25GmErCLqsUwHzc7Ar4DWoPMJNTOLC9LLF2jEvsgyolpr2NhPW7felkNZc+dVZw6XMGkj3cU2vr5K4V+pGouraFqQr43eh9Ws62a2OP8Q7XIGp1n7trOnqbJA0ShZLbUedWaJ/QT5Bhot6+QFZmlqFBR3Zd37blSq/MHaBAowLPOpgRpt9dU3+hQlSTuhdTt28aifI+pM96c/wiVqbU/IACRGOhaNLFJ24vJ9+jqqSR51+8TgDTGkABj7FOK/exVddv2fgislf5NmQnywIwwbHfgRKtA4bVhxV0Cy7FNOl5LtkjAIQ+87RSbmSBtIQwB4HPq/bei5BcriyC6jTZGh/8TKucF+dDPPS9ZZr6KU0Zyn0ebw2tmM7RJ/KUFu1e4tGIJaV9Ws5+RhczWRFkdP8vLdZxD5EYddtkaq286VWt04ZN/ep+/uR0cOsrJq7LEvIgENWd8HTrXx+xz4RyVNoFsMimF9J4KuvXwEj0i4EOIaIiWp1portQ2QQU04H0jbmM0LBSGjdJHt9wPhIaV5yd8MrL/k63+rSByS1eubWg7pbKsPp1Mp97kka0tFEwubA/G8UcxL2EUXu3pBMZDmBUUbWIva9vJ1gWjyEOekEVdV+AO9cyyVj7xjwodMRDDn4o8RH4vU+iV2bYeTkOezeB1MogyQNXqIwLFRIcIsJ1/HC+kYMVdJq7ya//wR4qdKDjDnINIY5j0mmQjV71BfTAAAQlafL3c8y09BcXTeQQbsPzUF8hArD7qRjXNcqWvJiCjftjPbTDV6zfwUNnUebwSJnEIUUdvrIMduQbu5bAyM2g+Dvm3kVnXRihcOBN7cHbyq+A3httfV+72+Iu8fLCjvEK8dIU2CJ/pPLKAPBVjywN5TZ+Zx72z8/PYfYr6rRlED6a6RR9abA8beCC/E2klAP3Gm/FDZ8rwWBrtMv8fjZYqnLnnsGoqbYnPfVXHS0uCa140CQJoTyCkLr7HYvgkc82zDLKaD5ZpOvwYpOIBj+xsePaFMu7JS6qrtv1LTGT55/SU8SKMclRIDEzQBKbVXbifCfE+86fb/v+dOIVoBk8ZlPnSLRI5wafzEHAW9uf5seewugcIHw4WesZJyVnczcy74gylsZ3c+pxhs+9uTvhetGhX7gEsJIP2aO/6EOox0r1TitEgEqW1CmI5tfdPk/8XlcZsxE+CqcCKjYomnRIo9r3wg/BpI1lO9dkKSHNOyo5HZJYrzvpMZtis8u7o5OWLQnDZqtdLj6XyvzbJxf83WI5wLocEcMW4Cx9OVkItjsekVFabFFdeLpdmupiClfVGNa2SzZPy5IkCPgXHuV3flFkctVWMMzbrJzH/0cBTqOihagWHdxznPjSLSEsp3ozShbduI9+L9fTO+40KMzTeUvcLboiFTD2rNSKoWkn3kg5BiiZKl0IYnbHmx31dt3WtoEMZOkn6GnGzzSm3QLG93g3EQONUjL5ZeosviPHshdFK5zZlgxiT/101tel8VfmchTERby9tn0faVDyetx7ITwb0kieo1TY44ejX40S/Hys2HemvtDCJQcr4D+pqYQ4WcVB9CKNDzU0WRaifDVZZHr+PLxOqZuH28g99U1QZ0WewdX7PvtVY3rWG62yc7weNsAhkPea48VSa2jThvaFwPlPFX1JwaUb53Rrwg+GVRtoMGjdkTchgo5FmzVuRPPTfiakDMGpxqLhpzkH4fTnu+RKBYbZiYCWBeWB6kNDipaTamxm8gyJ3RYkQgOB1Xt46LVK5eXoLPNbJifA9IBhH8UnoH/fUcd6e/1JZqqP5P/QmT6uYrxQUeno45OG/xdJYfuOZAg2UwUvxKYrUlSZUZGB/T8qYUZp3pZJMcZGtZy4DlMWkmTVBoAAA3DW6+icABwcydWDp8CcvpOaKBk87oT3IlHEmSXSynzDlHWWlfXcd2p7Zg++poRs4ON3/VF4oeDhjBGKf7bXEHkHknxduOz67Vwfy4/OERTfkI3UHVSquZOapVzKAEOei585FW61jY4IzBtJT89EBwn3pGJHq1YmHWmBgeYxrcA0k96D1lBfzx+/kn/R9r/Ie6tUI2bwDxBGnJ03ZxIZognSZLtftrS+z5wTANBef3qg+wxT/kw554kuheIQR4wxuy9joloiNXIeIPwANo+gACpeLtovwO81G543MQ4DkA25EuQ7O5yl8xoiX38XL0TV3DCQGTfzuoBlBY8NORQf3mTyySrdIU6A67fIwUWpXLuRWReiPHSZiKWJT0YbreQlB1M4kpXC0TkK7O2AJoD29kSSgs0Mx+/pTP6QWmpuSYF4DGQlsFWBBiSU3Chdl+UFiOXbaxin5mYfKxBsgHNkRS5UtEW6qWWGWlP79ywSuGXWIkMfyFQpa79mF4Qy7qklxjTa9oV/+1invnLLzsU+ynl8y0omf1zTvov0lLvbps5u6v3svpd8SMa4FPPdtQ+TBw4Uf9kxScX4vCsRIMnUj+HSo2PMuER1WUgOupTrR9YvhK15X3WE5+5sItohIUcqAfFM4IY4CJiPQA+yTnPXrjuAt0H1zGB9CfveU+wak2dggD1n+THwweZzYdLmK3Jo30R1qCTFOi6MH4jcXsbqXvVlwKmGk0FO3A5uhs/s61ydiEWXuiolp1odggDsJSNqaAvRZZfK+GIZg/BpHXNjYCenBk5iKPrXGklgGjSXy17z9LtNOn3BKGcEFQ+txrLto1ShqqtCA/cUsKCMM6Op+sQoAEFlyGXAVtMjoGhWVQt4XgKjlF3ZWvc3wTTTE8jgLPjpsJk2eHdmRNe2ae6ZkDz7oO+PxYpZ48Q+rCX8Y7Ra0bu7kGApYB/zPGYUmqfrNg6CLN8UtvJZHwrIfb5dSVyj34WOpawx850umt15RzWBBc7FIyemxVktHtSw+i2UPOO1ps8ZjjtQzGkyX1a9PBV7YvbitEUGQU5uZYO73vb1dI5XscqKzFz0s+MCKjU8B341lgo6tJI/f1qxuKscsYnTJXmJh4a/RvrGxZvD4EfrhK+JyJdBOj4F2Txwg+UkR4B2AUSFYptiShw6AEe+iQ0s8GKIGQJPnTQ3r2pf0Tl5xCVbSn2KA2xnzj/4ABsH0qcPoh0j6qQA65I9RaS9Oh6PoobnXdYOM9I5uXmS1l35KmzkPtYFv2dA03nD1Rm+v8ZnlW4/Jb/TFJHuFde1f3ZhjXua2a5vKGCxBW1hAteRzapLducHh2xPWYpKFDyuCE1XH/nw3RYaPtp/wUNYZ0oxK0yDeuSpl0y6hEOx4HbxWMWVBzZDXKF7l7bt9OIo2EXvvF73shVl4zAwS0vsphXiF5Azwl3BEbb5uvJ7E9BdLtuQR2R2bwZ4Y7VzbJ+j2mKXZ4TrlP6xbPIb0q06AdE0LxF8Zn86Xpe3L3AXgARkPpxUm3h2SpRtkkWXq4PO+5epxGg0YnuzoZrmpiyyi0jWroJ9YDnFdkdf0ZPrNE2xVd5V3JHgCVlKVXAq6k7isCEMTIWJfV9ogiWHfJFP4Jsr1dxYZeEXekh7gxtaaNuRuGqfPwxN2mdEAGjlWWKXj+4FI9PjWxo5wjaAQ1l0IYte3ovBlW88afkugA8NMl6v9DvP5uxT1648LhyLQzrgFCQ0vsgY39DESmbMRxAhP1NYQy6jl06MHYQ2swUkOLfM2ovpohqH8j/mg5oTTygg+GCH91rDARdV87u1e043y+xLb4aCfXVIu3rXWVN37+Q1Ic1IBESH6IKb1+sVPZ/ApS9aXjv+D/PkRitnui6LVMp5trwXC23MStiq9ymCQ3NqIxMDd+lP6gBgM28/l3mIy2CDp/1H2bDw6J7kzzKMKdB2kfoZfAF6/EdxV6QG2WpqcpS79rP4Zb6xfEfiBU/mu/7z2Yo9A2595t0pyod1vLtDz0HGav7cjeUUEGhV1dkhXgPQyL7CXZT1Ilv4x4Y/+Ey/kqu09lhYIP7iFfEIGto9i6wYX3vPeE+3H98xCpyONEjAXCYDW6plputE8pcm49gf5poM8bgjnWRRZPJweRjzHt/gO/WR91sKAPLmnCvyaUIYWKQn8ADYCpBxdOCf84nJFy8kIBKtRl5+xjMdVjSVwIY0kPBJ1I1brUAnYSxpGVwRYPwqov7zprpsrriX9RivoRHp5JaGNhwhSpnhH0HsGMNMGqgNShUkQS3q1MVRFsbaI4tYcOQFPVuc7DsJjBF9D2jjv8CVVsQTtDgNWJhFDC64y4ONr5CBzHShlIypyTMXHrdBP4MSEcBLNPPY33OMaUtaHuEe3eF1oAXV21SJcLC7UZSmiHprg0QCZPKpXKGHgP1exQShatkiiVvu4cU3yH+GWCe+egaNT2SR7h/U/D2fREnvFBuB9UQSU5I1dLl9JuzZg3m/ofGgAsL62Xmxq9HuUC7GFqPiWCn/oKpP+lSAx5dGFs2JZJM2vVJhcvjB1JCRFIaY0GbC92PQlihEwMRWtfoeLnEQC9HT1xOHnSQsOqTje1cFVQZZjFwg5b48Cbxp6PR0o1lDE+gg7SG3BflJ1M+LgXyTtSH4YTvehVvmZqC4TuRcTd5a1Hc26JndImTzMxp8T0r3fkvsJx2KAG9QMci65wMaXK1i7SwFwJgmJbPbTrxDQIqqzK5OVLYsxvTU7fs3/jVHEqOsnHLz/KoTFtTl30Z4d3yICXbWScpDqbn/Zc4Kym3hay4ZHFRXiEPM8b4NY+NhZhgS8Od7Gx5S5cuc4a7NLgu7Bh8ArIEg0g39e4C7UyfEbS6hV03UoHhkKEgNVIS2obEdezNw1uIPhKRwcb0sOckC8w7SQBwrdv0S8mOFBx9VjTTpvrFeBbjlmSTDJxUmweLvQHxrPq4KHWeZtJhr9C+eNp9U3ppWJlRUK7DKTfP5f3+zJk+3xCYa0cKaFvacrEwREE4Xwt0WmmQEsmZpdUYrElK01PN4Fu6Zon9mbWjsgEHeHcMLQOF5uZ+Dtzmv9PXDOrU2OJv2xub4eXLPTB6egUObI3vDPfeY1QmA1UBxZLZNacqRQreQx94Iymy1XGFVc+aVfu4aT6q3wjKMVOb7haqZLHsyNNsiZ1VKb9b3t9RPdNxPehbzsj63/HgWqSnucA+/TL3A6DrLX+LSa9zprPu7QKol7kETQ1JgfeaVS/cxDJFZsE3CJVS/VTkgzfk8gKNIjgVSpNYjxjwLyfzviokkFW9Ahf1hQI0Jk4AAA33jmlGegrNoZNRK67hA6M3WhitW+LbXF5GLt9e77zS9xX+o/KwGOf1w6vteHxMsQpFKVfVkSpSk2/6r2k1hgSPpYR1maQFy5IDR0sKcxABhIezTDzLsEOwvFiNC6h13/7IBxFyWaris9syNoSTw6nll4KIA3B8eSWgkpNo9+NdEMlF2F+a3kKL7dCd3MG0KrcXVdKDoqp5JC1fMNIMey0iTjZadQo/44IrizwuUJ4eXU4eiVGezJGUsV0X+XRL1ki0B7uIbEIeZ4AeHHpU00b0xM8ozzw1lk1/7FSfYG47iHrEPha+UP5PEDwv99wKXLNiLwg02j2yjVUSynuiJl83DF+Oi48Bf3PTif9iJQ/EvnX7Ij0siAMzVeq7gwLu53pwEK2Mkh7EIseSd57NM5vtgsSiX+2PUuun4m4aqWNWyiUN9AVZxECQjf42zH+c0d14efFhTW5yxI7tp9yaESQs3PDhLqMDoEWnjZiTUE8hqOubnsYHUlXMNlxDvF7tjy6DSchZrJyJhTazU3tbgB1WWQBn9C/l5qR/mkfKbqai7+DvcACPUW44L8TT0pme8Q1wE6q3ll5SLyFZv/3LWgL3IyYVGnzw8COzbb5+sp0WKTLnPhVlziQEdfbh6l44Ufajhy3cA5V7/jp2Xht5AjV8PGVDxX7EvZetRkBBjOc3RvPWL46lUf5W5P6sLWCeRU3u36kxyH6QdExkQKJQWM6XaMncwiqLA8xoVNiGC02B4FIgO+v5BJddJYwClCi3cKSb0qM2lWE0rjslcpvXGjtlIiSXUerGnI3G+KNKtATTmSlzpK1e9ntmh1QXJtQTw02s6q4nUZa1E1DZPQpCQ7O832II90WqVqHGHyK6mh7XALpZzd3ZUL7MiQWbcnoS39WQnQuCZFzXGzDZkGItfHOAVuWzxlbScfPvxYQUmUzTnAKJXQQZj+YdcTEykS+UhEsMqfY39XOET94LWqZiIeWvHbDkb1iiFr/5S/6ts7jiUEGEv3Lvp1pLEpwEcVb6F2sZePAbfq1dybpabgvf0okwoODgpcX11v80B0YVy79CYa2povIWs6OkDMzUZOmF3Z4Nn0xfsUDm9lD5Zh+TflPXZ2pyH1p+SYRrOkYI4rRQKZIWH1pPdKQ87Ja9LxfLy0aqaTO39mFdPsNByd3pabigkN7q1H7AVTwRZ0EQTiN93IOEuY3L/xXIbqlceKzTos6b/I2LxP7vPnxg5ySCrN++tHuEy3lPIItQRRrWyFMtrIDkBd+AAiCqgl69GugxNjVyBX2nwg29L42wFmiQ1pFqlJiPXhCfd77jiUgaT6zAo1TRnR6IdBGhQnIuaConAIxZHr+YAcBeAYdtvHvIK8CC6vM7HVXKMjcWabuxoF6NAWkGiH0BFCC6wUhCVFdVzdACH6BnxcwhtUg21mZzvuFgBR18lP6pxfwx+G5FE5LedJcHbz81BjMxbkIql4H5yBfE3sX2LUN+oo2/lZktjO9xm+FYy7yYXM60lgmWSDF//kXXfdl3oxnwwVZcTBHuDZGwLBs0WYeBkfgjFyQO2Jyzgy+0aaQqC+EQjwoLx58j1tH8OQAOQEJ3kJsrU5FjT5XsqgdbvwOKadlSTwNqNpqvywl05FgUk2Hlwmilmlu2yHpXqu+dsHiCA6DqMIRBVqC4LMXSjzimRZSachzfSlVG0Q2Qun0h0btcy3ew0+N1kXPucqJ+J+2pCIamfbslSxciaaSnkI46/u0XSLA1tRaXCbQwDjhnnEf3UVCjCLWNUTRnOqNsOCJJFEgr+uJI4WgseZJKqj1AMgscr0+y9K7ePYSGdn8vCVEZeh4DO2VyAN8mUmTDo3RVwOjdXy718ksTSFQAA/hUwhZVPQdoXqKT/dAajwEQmpLAf1ENDrI1jabhTiIbWwaSajaZaDSjP9hh57WtOcMEgAAAfQU0UQQ0AEUVnXykkeNY1jcdvx/8RPX/3m0Hw+vE4ahPlmdmFc/mhhKm2HS+bp9UtkpsSLYgBAFRN++8SiL48Kjzrds93k1MG7f3fBGB8ZptdxoGpCTVUm4QVyIf6DH5M20Jm0s44M09sUiDa8rve2RMPo8bd5OtAMFWqp5MHm04FEAjPAwFGMNYeZuPME8RYIqSwhIjCXQ5XQ+oA2idtbU9F0y0dvR/QG3K7zK5rtknnr2rxW9aVhLI5YnjPDmyXnLNo1+ao3hi3W6SPM482Ql/Jw7wDXaXWR80uMQ41HD+D8z4j9QVOgwJDo1wEdOchV//85AQjDrcgyyeEnODxZ/h7scFx0hxxGyCVEBWlLtTqjyAWzQ+rvJ4FxtHauz/X5ED12vFjqFxJhPAUkWsTZ6qsL+FeXjsKs29Ii8CHkg/3/0YCU4Hhs+Yk/CYljyshdg2KEXEz9sWogL9xn3TxbsizzLd3eat1Fjw9SCChKuFkJ7BdgBEIL50dK79UFfvAUTHyIMVfiTgSCjtpKlt3T/Jutt/shtFaDVe8kkznO3zB53l1UVcwtMV+mjvDz20TWZn62MmBjoQsU6vwORSbHSsGim1BMKvo9KZd0USN4Z/R9D27sc1b4xlkgeGVCwz9qwtHMIhXUSlXV0t8qCNVCAVZaVN8ycpQ3xMCHh4HhmzheEZXAc0IqSOgVHhgCmTc0QAxtIJBcLpM9j9nkqX/egUUf3BG/H14xxADzpkgsMEo993/+XfoQfiyTSWifZFHK8mQgSYifQSLJ1dMeEIVG0hR7INmZsQtH7UvubHPIO4yb6GBKRc7++suYhyI1o+t3yhMf9kTXdHpASLDNRuKT8AWy24sDC5lFl806XiK7dM42caC3PyCyyzTsrpRf3tbUi+15JTDNHOgzEBTc6HEeDmOo0gmVI+g7GOhaoUi26icu0KFWRacOxN89da646V3pxF63QhwKki0j3Ro1QlkNC+HwySyOLOuamUJY/2u+iyN5awl9KQm9wj0Mmz7y/kuepnHZDp8p/QFRor4KDHWj/sR9bQEYfcLGGj9lW/xw8q0+dd5XRdwbEF96SMfAyUWu4eTZpD1v3CBAkOV9lKRty0KWC079n/dy2GfhO+J99/5rI4ee3vsz/QngftYhtEZ13QeBvQRcH+uhAvpjFFK+K2ejKnA7ELQsE1Ee5AmNkzcJ5Dn9MtmvuVjsT5kBSlv+g1hI5irp2m7Zf8YDLvM8tbw+tK6SF0uvTrAty5je+PRMp77kCI//NlmeBBPkHZAIKKqC6MnsUoj1hzg5JKiHhYyNWDTXTo1ZManDLKt9KAcLPhPM7nz4hJhz4Nscmh46ZwOtz/qdlU323Jmby9P+g+bt/c3Ja1rIZwv7ftXPAZtZLqzMP4nS0pAM2ZhEqYCp11yRzajW1k2pdDnAJVBzCHDaiaZnU9mRebLG5VSPSXeOH3llmcRo/EGcjCqZhOpFogW/YsmQah7NobcvwojPVRluRiIkDfUfag1CkklmB/4FZqkrmi5ETF+orxwLsM4tXlAuJgC727NRrC/Eiec/ojeLUI29kR1Uwih1V4A430i5NJEvh8MSmZBV6UoUZU7Ho2rCNOXgdl9pkytrL9nhOKChlNcyrzZCPb7wT1XeuE+gu14kp5muqC3gqQTcp1vuLpmEdPKP+90R3LlklVNQrzsn6YzOahDY+4x6Ajs5YidGojqGJ4JohnpTXyuVLtmK7Og+zRvNPnJ5c1B3dWpxlXZArdt/Owv3Iu6fYaGIml4nfKV038dD76OhETcCzKEiNWgXEMpdvkrl6ZE/iNW90sHkwdpdDj79vB7uwExpgj0aaqOULeGPrbVrwdeYYWQdbUvqo2bEZBpe+1QiFHWlUa+v29SMu6RgCzi6gpgzp7Mtq9pCbAtyz90V7mXNdo0RKxIB5oJ4Xog//hiX8NGgN36bKej7jzsaLiFhcoGMPwe2F+YjI959OjEpsuAnz/zr98VVysCm80H2/YfBGePWuWeW1IyCFkexSTYVs4N4/JyiP4OcSdMBzfpuzW8+0BSL9Ey87D1321jpKPVIQVVJ4a0gM0JKP8qxwWUMSJ9LdTtD9ykhltZwZJ4Q34iR9x+PKCWmSiRiK3zH+l6I+LF/cAAA4jDevMHKi2QjIOUlqx0xJUigPzKlQIoblfvDQWcUsKWrkAQjzT+Uy007yDMvmeruP1u+2ZFYrxcgCLesIvNN/rTJxHcuVD1Cl9A+vMglmL8mIcqx33IutMov32RdZUfWxLMnRKfsuoyiK71l/cZGvwVkqc01uBm8h9msMlwuCMKD7zRP9QHecJ5BHQcd4++fRsO1fDyg4LMor5Ih/gBH8spkOMbV9XWUZNh2Z5kgdIxgC6xzeYkrbE+akFQeL/+JvVtPzXlto7NC6JRO41VMmuK6TP6A5/BI6rJ8dcQEJQTJACKLSqOHQySLtezfWwXsJtt9B2R2/jbCLB0L5GfgAhyn0Em3fO7+B0vYVpiFmEGqu4RmkQnwv2tql+qCsAnYt0Tfu6uydueKMXCDphQMkoyYAOXEPl1EHZzdaMNaA8VxbKKqkz/8H3GRFR5FncP/l/5bMqJSUQzc83AIXh0URL4f7Xf60NBbRGqEx8B/GgyhvDU9R4J41i92QBNjSDYi8NUEJgDs1XUULypbCqFszJpqsj5TzFp9qatnZuUdqQ2pAzR4rPfw4CjH8W4V1G+r2OzK2YKvB3KwNv9elIWErDf+SRP/L8NMXno/nnU3QqHlbInGCj9VM1HtO9O3SSxBq2xk1gk4WgzGjX78gz3uA0h4n5LgRqFAeM6EK+B9Fqhvl1dPMeB2XmrlBHJ3YN4GBFNw0yePoKizrY22BPKWhshRioZpOz+remoVpBQzj+QO/tzfJp9F8TQSI/pZ8oMnRrsH6rjFQCYXjrQR3q1MMYKkz4kbjtLvpGeMDC35PpzcLxICz32Won+93XGkbNI40xl50eTAuV0dMjSXPJiEO1hmxAhbaCj4066lKhrGzqVQeE2k6ae9jikBp10loleWdkQ3Xf9C4KPO57XxIvH2sZzpTtCLiHxlpfrQQfPjzZ1Rb/lmgI+hwaK1Yjp8mPyXipwBn1PqYY+mB2SCP2lek9etsHoN8tFLo4b9kIcUbyAbd6ZC5yxIb05luUVUlwdW9MtAvlVTfpZ0KqAHYYneMK51AxGt6an8II1n27XkbRXYKYxfoab28GpBvij9SSbdkeW0VjCWU1OXLuH2YRl8mp5JiRpY3phVQ5BWPIpguroMPM4bzCrvLgCz3bEMzAOi5nbVFNtXUQ83AvI0cIy/MFNc4BFFztm9WUDoOhkc2Tex5yaGpS7tGCciggI3SjtZACJor2srBZ0J6LH7jzPlZ5FQl7f6/nK2Vy0BRW7c1yWhJaalEYDF6PnthqQFIh4khCWO6E1yLHZC3zXdvc5qCdGinET+TRX4xsv1bhwSPrJISupldgRdHOgLZhi8SarIJG50xvX0VtLzH6ObZQgK4pLk8lNu09VUn9p08aV5+ZzedFY5Xz3ogmxhGAV+R7MGuJFPG6fFzo+MWbVyD5C05xBjbrprQLemHxvoJkWO7Ip2mQaPh1mnpOr0YeLRY5CQwW0bngWw6BmKVJrV3ab6ve9uF8jbcf57pW8Z9VJVAv33wO1BkuPmbSwhF22BYP3tB6Ok5P7ooaKBpPS4zbcztF19IhiRYq70lmP2CM077VcfFNhCw4DXlx8yRD/nMT1N7fzbrkehHxuhZ3UI+/0hSh8jMynPkxMfG+Z9lLqc05WNY0ZQykDYlFdOGXBBf9/xor2ktJy74r7u3uUYg9TXp3P21TS4qZ/5V1pzN2zAyaV4cjdD/lAK4VMRqJO0F4rWzhQXSLzR6Ff+gka8v2tAyeUqQBPugNcPQ03+JdSpPQjWe3OdpHXH+DcJWW36YqhnKActWtZz+QYDwr8B0m5aQCPgK5pCuNog+JeNNjZYJ5pnN+Z3/tBIfhbWKXlvLNA/uk00zA76mhMaIxFXHeVwgq3b/RcKepgTgHkRV3MyGzKnZaxgORLDZ0TCSQ9uiPqVOn2ZfAc6M9qouvI0NlanS3f0Sr952ERbthL0I3ULBVyos6RJ+1r90f9nBRZVY32D7rVZvHC1iB2zIbvspRlN7fib2PrzT0If+i/IOydQYuUu34KUZD+JHwvgoxEbYMP3oN0YWberCdFXtwrSpqiPc4eiLyZFupwv1kZGNn7DNmxbkGXFsj7oTqETLuLyL2MWl/fKrVMRbA/bU9q+KdDx+Xi0kRRZGinkqleIzqBQGh/E6VqcPP5wl5CT8losiTRkIwnsdqAwbXOvyrB+La3etzjONpiIHIZUJU5D1/UKoMe3CPeFBaTkY9oaCa+JdrmgKVwK4C6mgjc2wUJBd7+WTd2JNYUUdDv8VRNy3yH/QQNoC2+fvXS3OQlX/TgdKSoYjIkvZDIE+KGHVivGaFRYnAyKZDsVqvFJ3aYieCn7+p6cpw9Vyuj0eoc59ArIUH7mVOVPcMUrbs8ioBzMX5hOfnAzAa/p1j4oXMk+dJSTfrr3oqPpjpXBFd3iympcc7Z95gP9+PxlrHVac7NDoaXL+PLF3DXMy6HCHe8+OIYh2bzbUCEX3D32DTSHrT88jOTh1lL03zpQqi9gqv3YNg9wtGgrddnIca+YN1by9BCbjmZvNkGMsRBkl+kj+jtdlQUdm2mr4SsI1fefNDQonYfFTo3joaKLkrecfdIKU7hsdARkWJvWp0XIAAi/P9Ny92IiVtC6/tMN5pue8af+dE9Pdr0K/qhkjBtxjXBk/t6TFO0vCqf/rWSuUCQ583uU4LvVpl8OFPtDTM6mJQKly8UEaEy2KXg9EaJ3baaF/rBm5VeeDDp+rKaSPb7A+6PdlrRGYy/TLOuy2DEWD9knq6aypyAbkoozf+vtKfkr5QvIOO/JJKYoARa/wz9XliGBg2ErRpcfP4riLERZmYro+pRIecFfVykZtNOGf1NAVF3E0sWOx9BBbAO3P1X9/2v7Jv2qMgyd0lB7X3Wl0PsCVSfokgMPHQB2BUXuaJEhNcT8cWo4YFg4pWz0h8pN7W23KVmSIRCLEAjLP7hJBaM6nM4k8z3TXrZ6ZJ62+6aluUbBZvcIj7fUYeMFYgz2OQHvggRNc1pUH003qyld/npKSueSMjqgmvavoAh6vnLn2Npoky4TMBAZ3IC+ZSiHj5Ju5rU7JUE2dUSUo6Ec8dYFcpfiT9efnlGQRmWOMdmninL1l30bGOD589LrK8eROO1XGpYJFZloHmHuwZ/WxCiEyB4LH7ideRWRlVF1TYyiU0wv82fUoj6om8nEx/fvubD7nt8gzeaToFm5PD+ql9LFiYp82imwhm/Hg4GV3DMgqeGGS0A678Lz+EvItbV6PeH12JbYolVP71OJcyq9oA7WwsoIPlSTaptNSXWVaFj3e+AO+Xo2cHlEnQgsOdBfl6SAJgUh6+xOkXw1E5HsT+/j3Bpn8WUqWAcSWy3zkV/dIRRLxtvmnJ4590JyLk8cmompvmBysfVWf/BU/u2bUDj88b55sfEIQMKffj6JY0PMEiH/9hR172pVvAQtqKwByAeo/VedKLXHAmZS+pKRniwQVdrdF+ixEzZ0dsw9YR4p7ExPzJ80tk2Q+ud1hDTmjeTgmOHVL2wDcEfwJAPPualr4cGyZsNQ0yvM3uAO+kQy6sltFqAxBn/EAR1vsRaXmOsXylUqjhmFEaBaKkqjhfhghqvvumLpkFBfmm4LYrkV7hXmLCG9jntMzp+alFuO2fo/EJtz6nnK8D+sCmj7DmLmX8Lq1EM/gOZRyjWUy9MYPzQXdnAR1IiJjR2yojeespueLbMyvuPlLN6oG66hzrr/czswsuX6192BIyLC6vNAc/DgEHa+ZLy2J5Xr0kvFiN9Xh6DwcLq1RNIduZrTRsEhUs7ciX4IgtTtMV8tRuBUtkaQbUD/L6B2kg6N9y6t6OQpTSYMdGS1L72AnreZaDP6/OqjFvhhLO6bnCMP7tGxaPErGv5Pj9p9OaFhKi6w2GnBBJq7YE4xkF53s4fEBNBcX83FMn57cqcrmgBymxk+E5Eb9SoOX1kE0BbU1n8ov/oMWjGX3VzslGKwQnzvgwoQkGqhUwHrOuc19JayNwONAddm3b9egwDjjVJ4nj6NI+yJKQGEZY9Gg/4PZnlEReNdz504+ealGm/yHBXZib77/GBGNx5AAikt9dzt22fPwa5QGWYh2a70KHLoy2Cw/Z5KgfKABSqay4dDTW8lOeMgOTq1uUrWorrgsthdwbrlzVOwSpkt8+P5KVeXPiWDBFsQN3sxzq2yeUz0cb5sXQvgJSNOZK5XmN3HwfYf1A7yX84En7x+SCFnFFWrsjuLwqbcmJOkjgE7K0VQKbDErXYYoJXKWJLb8YXjrYWlung93zWEw77z5drKd/3WeV091BWVl1/0/2XEeQF4CYYWW2kBEcH1eyo+Cd9C0lsTY9D5Gi/Mnz/tJg2b3w1dsKUzQd71sn3JXT1p/0+iqSoyJO/I/j2v5Grdbj45CtAksz8CL23NmKirMvX52UMLCxoISD70KFyub6FqnFnXkw659E/YS/qDLFx9Xofg/drlz/78bCHap+Ap9xPgSYijvV730CRl6n9b5pNRVTqyxaVnR3O5X5pa2iDkVt9Ah6XI0tr/oy/VETRSJOZkmAzHj+6k5Vx+4lOCIN0qIU0509ze/wZ2Lm6DFsB0yFbkMZJAmVLz6rrPwQ7pBJn2bDyBUVOeprV824l/2yd1xIKJn8oOrz1Y8SEBoyYjrfgZHemAmVNNUZyW4s5z5hGsjlfY/yIij9OwPTZpqyRhj+d/VHaRgJrpfAZAUtoKi7z15dc7QFfMjl83vQubYoXVKsgR5bjsoPHeKQxnww7/UdBWTh11lkJtRohi69LFDr5XBx/J2VNVFa5MLRrFds+4Tp41jrp4FohhI71NCBXueCOQ6yUtwPsY+T14BaQ7uw/fdUmxhIgVFX+6CvUd3Rx5sEKBWngj7glUhgI1qt9b1RwwNTmMt7vJhQty23NtsHfgCljGPi9K0nOjXZPn/1l1AE25x+51AyuhFcsxUiqsUxoWyrLGWx4SgHjTZC6KJQr/WrMT5RFTqdyWV5lneGaaI/5TipmLp3zAVJsfMucub6lSJ1hyZujFDQnGVNaplmc1xhSu1WSua1+pAku4ar1l7Ec8kcxk2hy95K6WpG0liOFY4XWf7lVHfFcg1SIWwasY0HzLoCYzkSBMzdYe1ar243ybFqOSWH9tmzj91Eqb1HsEG5Eyf7u9iq2vkOlVj6nytOygFeGJrMzFe/g5RcU6AcYZ9h/YEYZhIuFfiahXrxaZ5rf82rrCry0/y3iWnH9nVcKHbKCv71+Rx/0vYgpcX4QBYX8jN2IpIb8pK9JKs/AFEBb2wkGaKmC2gmtTwCOSd7jJKTvF+VInXuWSU/TRhlkR9TBpgrQkuEBUzeUPz/gi8ziBfVIMk5PGcO654W5UPchU1vdy/zJdIXizzSJGWmydLoTI6sviEsmz16kGVYCgaG4B/u6WInyq4AeHGIb+ZwOobzXzs1k3fMru2aNQT3iUhTPzfb4dFKCmUlOIdnlI7kTQE0LLPK+jU0sBdEWyEbmt4tEJPyZxm1t0ybcCfevQlxp07U/3K5+CmYvsgxg7+Vv0c4QfmUIxd1jxYFvgeMnkHa3QbuaCEZE8mZ+Zms9ozjdWmnURnR1WquQhk9QY+9iBj4GOL339ygoOdVl9oAGse/q/wOBcveJn50o8SqLcfP3DGZeQOMziULb64tv4HpYCBKBcxQxKVV2X/mDeG4BHiWuzPbNh+ShWmraBRvgUNTHe5Yk5cGvU6s+U8M7HIFts53i49CZHBcSPuqMjePvobEZKMEBBZp6+n3bXvQ6mezlCQAbXH3y7xT9NWxOUCUXv9OIcQBtyFZoie0zloJUFznJD/yDbbQNrZjcmTf8b18D06iBY1S1wzV46m47eYwvaMs+bYpJfFdsmpKyipDEBpK/WgO3Ph4pY+Kx72rFNr3x7pveyDjyW5o6m7at7dMWXdHgu40jPPlcNf2gld1yuNvpZWrpWNRquClz2oiebIOOei/1fARVF7VgG6QwBiHM+MIJxo7qztK1gWUDb7dCO372qGvV7f94uPnmIiUKiMSM3Jj0HHhR889hY9k98NqEXCidCv46l8xyly4FID2HCM9kWh+wWieX0uq8XWTRo+7TOfILZ5IQQ0PSnkTYRSksyZhz9w76+54z+pq+oYLuprXMhoqkzUrCxl8aEfXETMdLOkTC2/q3vRxfLfePHwnQSEvFkx7lxMXfeNCxfp2DQeXFHIQDLcQVoCybbL/6TYVQ9r4KlcSzMiwEHFSPDzIxNVGbUjAfHi0KnPCZQ3zkuUh2ofQ47/BlJQ0dHvCTGzvkTWBgh92poGpUgF2CChCkiK4O8Eo649KBrChVOy1dkHxEfaFDgUFFQe3rIJ83ZRNt8JKZUQ2F4/J+MxorPiw22NKyUV+FlWFA8OHPvkQlezkuACVeUuDHW9LYJFUy9DsYSsa90KuhZJHR/p62DT7ckOpjAtXgX6dE9HD/qzqa28M0YknxV5BQgSake6ukIxZ2uYYOjzA3qtlqJIxXWEkSmjVi/V5bo5a/1YdWPgDdrZtcjT1QBprr+CITm0fxPBv94IUL/O50jxYlq0j3w1bFC3SyCpgRnIPw/Qoh2hrvXjR14ruuFO3XIBfvGhgBlb+FGJn9Y+k2LT8CQrNes/wF7oh8AVj8xCWNWNEL7wNmh7vLxMRDQwXMr2R0jG/uO29TM4hvHfF/fpidedgTDsJkBIm5FeLN670AuIJrPLvzxHC02CzKRV7hTIg6g9SNWTDepCfytQzpHQx+9159zVqmOjC3hm2OPiWOuIs20TNCbAr1MfuDpmi61un8vBi1moAjSoXG2HusBCj/Emhmlv5AEL0+fFF+WdTfvs7ZCXDs7QaDhUmuiPgfnbtP271UarLvNO0p259JnQC+QkA5/rdzNIoCgO8y6EWv49ufrPGjLmh4y0Tk8dkyBSGJcN4KXUP8dcHfWHUdjB9O97js4YTowVWV5iVlrATROPfvKaUMBWicOeZTcdPVgau9d/ZC2LBwHe1nZwIAJNjbOJRK1aFUm48/IuwmlFX4yH7TompDtjbS3k8VNUm3HVH89vDVJ/EXHjo4g33/fyRJja67au956nePTekIDvtWWIa1wQ+k+q/Nw6XffUpmbfioPnPn6LQLFhDYUvjxzn2EiYwrGt7i4RQLFrjl9f/b3uTsaxIS6YjaseSdlsAz2WWC4VG7OjprMew5M32BUsbTc4abvBJgoL0w5oqXH733kwFtnoVw9KPIxjxPF5NA668J9NBRRGqDMTMczzkDjYXxsFIj1iR9EUlnTiHWEa8h0rwPAlFQCRQNlXuZ0QSFOQta4AhchsW2Lt4I6O0kajnIW44lBIFEETCDgISgYdmnj3m5gLhcTQkvT75Ld9aZGg6QbrxKncJprC6lfs5wEWMWulBDgQvAlAp+Q2+l2cCyk6wSQgvDgrLYZKRjBk9KhIUHRvOZLDHTCnP2/rL6RIeDjxvd2VBUKcKTsJdI4SJkQ4UVvsjnRTif/6m5fBj+Zu2p3UABZiNA6BOt/zZM+iR7xi5jjzqMPk1ntUZWCNYTg4UbwP2riQbhNCmmR/FkNm7AQabmbbe+XVFwmpoBTtL0g1YWrlUzKJ5F9t/L9PYjBolMt7Z80FYDJtsP2pXzovu+PEaOrzI7ZKxpga3h3Ws/W6YgBGf6CxBAoK7EADSCLP8rNpYRgoQTGZAWwTRl6Lgbq9yXrRx4Qml1SyAwQE06HVYSqD8130Bu0Oj24mn09eP3+X+tc+mWe5EX29rlBx/2R4PhpoMDIly6u6xmkQudNRPbVkFxkkuSEjvSnHBp+6fpI9aJt8OpatURPMVrlA24OA3vtW8kQgPZQxJenMryJHRigc5ZdV3NEiWnz6jzFngduPaL36K/NOiaEKeReOUEoUFo9M2WZdUpr9PZQLpO2XF0F5bxRhAHM6NDsY8Ip0AyPF0u4tHWTw6YF7R6cHcfB/aQ69dX+z8dsw3sjOhgeBmp6QQdqYyJ6XhKzK/Gvr6dm7rtV2yGzIJ5284ITmT1a89sdwezyMOMzCorWaKWXiXV4R5tfbhrDA3d/49tLmNDtSUgUgABks3vEFOc/PXRQSg/tem7CydMV+2uCnCJkwGDj0lkXECPkAesLkTpIxhfAJBvN/xmQJLeEp6WlbPMNYrgIzCo9ICMxJe8oy/6yjaLIfdfcGa80whxDTp5yro67FMCjLT8qG5uCydBgQOpkkE2VsCai8ecFpzDRkouPsHp3TvakF50dQyivpIWOU1hnY1oV2ZSn8gOrgr9+FihPsF66BOgixEZ8fulBdhOHNHdc5Ri8JwPJS5VhZtaGmgslnUS4MkbYaGCS0nVqO+Rvb6nsBDmaLGltr5+tUKvCnibbwZOee0ZM7/C5OWJKmez6xEVJ55XWW2/g0k8XRdHQKi/sOGwmw/rvbzZml0Yy2NZmU9VN4yXCAbjXb+BVKGk9J6hCvgsYcDRP1GMZRZh9mJApvQkwh7ywKQn23UbOxFiaPxnOQKgS0XQ44EMos4RXLl4rlaeF5G0oSmRZV+VDeOg6BBhI/jNYOXRvm5uFmusarq3MVC0UKaYGeb2idFRhi3qt2YMdTqp8Eyl5eAiaC2z9oH/xj5fRLmgVn5XWNJ2r9IEE5cMIYuWTWGxmSfjnYrbuMrUjdRQxHCbqbaq+0RY6P1UvqTChTZSIdKd0+t9996xpbcnuMcbfWOGiksujCI3gnrSKcbLer2iP+3kjbcTHHo/tBaMqj8uym+iq8FbMv8wAR8LmBSxnCafc4QNaLx9yHNRxXxh6dUA5TrKAN8Emm2Vr5/HdIdL8P6HS1G+fMzzT7nCY1zTIY7B/kT+ZA9U2NC/u45LwUN9o4wRtpIuJ4g3o7nixKzl3Dy9cNE3N6F2LdNcpMoFKQUqnmRQd6THWYUaVhzdMMkvdNDrlCPeH70wm4bUjhaBTVfJ9x+vlZcvO06vrIEdl5olnqLqix5g23zDYudJrlZqIBVrz9uuz2UtVwGqRuj40Wadh8AEvX/gu1hR1EPgN1Z2DNSlHw4kzNXVo8WdH8mc4LV1QAjxhs7gWmRKsKJJOIuoLRoOxDGZehcfljvrSF3+3EOt64p6vma9CII1ntYlkh0K2/a/mEpgtR+wNQUh8XGAQKfJ/6hhZtXRvTrse1wH2WfSyplWsX+e2/TvFpu/h6W9TDLC+5b6UjpN5mnjCnTdq4hZ0iqYTNNzrPsek+iWyTAvFlF97W9+0Yc9r71l4LTnqa+wqwA5EgmGpwydAI/vCWMbAAX0HDQND6G2Fs/RccFcgkptVdqTqo4POxTXOmg1Qtqru1RSrLP1Eo3YWoqLZI4wND/AU2x7at+3vRloWgA4YjfEVKJhHnDn/Ln+fCPVO2Mpe156gjiX57XZg31BvR3oEPt/FDc39jOSp+UvjccU3Khv/p586MCgoRc8KCZ1ICgpV2IJifjQ2HU996qzSgB/KduWSb0BmEvqV+9Drz3AnuITKnAJAeC4CwE7bMcccHdReXLoH1EYwn5u+BRBUTyih33RciVeQ53CUayyUTu7hOEFfnHl7AGcchKQBCItwhfMv/1nfgEhsE9jpI9wUHtAGjXsUyY6dg9pFNdw648YBVGkUUlG9VA3kzm0k4McCNKq2gEqdcBqoPV6LuXVH0An4sWJ+d9H7MAvMuZ1NZVny7NhRd1u3A+imBrO0ZaKf+IoMnWPTFtkm8cjrQyaPx8ttWTos4zUL0jJFD1K5G2CFUIJXeUviO5HAoCLFs/RXI4idaHkrjSDFWhiCaH/VHavW1x91TKIBVjKdCVfIZeaR/5TF9qyexGsmHrbaBmBQr3rsK+eXIG0uMM+BBAesVS/bfQ4+L+xGQb2M9GwfjhutLJnelKgcsSAatFRB1qORxiS3zy97WUj2ZjGoTtlAhfMMWsC188XRzXQ2zcNU6uzGsHNYohn0PaLn2YlVKDuVXjIVM/IZTADRZpy+Zm0xJCDZCl0tw3+cHkiGBaJx3z6OLf5wm46HUcl9M6vJGXuQtRb+A5S/IIOljstElHduxRpQAmpf146d9G1jXi7giw6UV5ei0zTO3iyMWn5aScRuM2JrCmu9dRo+STDZ+uZmyxwdz7/1I1bsEYrO85C9sHUAYf0N3e7DtA7nkOQbyfH5OnC/kz7N3PVJu7up+LPBnAokSHr7xWAGljgsQLxNx548Z+myA9runHF9/sU10IOB+JrLmeDdqutSuo6gkTn7dfizWxDHDzmIeFZrEqLNvGp1+H1JWbaZuC5NmHs1AFyJu3SNVo7e+3Cgl2acNine5LXy0ju+RaElx8U5yaUQaaaSu6U3jkesrZNR8Oh6sXoCXjO4huuL87pItzNKe+avx89yAz+4ntEboLqPSr2daYQBwjR2L95Q/9gw2ViTPYMym8rKPxt44liKAKDMCZWF+AtaiZjQJRd4eoWkATunXBY4g3g8YVDWB6dXy3id9G22LH9T2piVeajsD2q0w5dfDQyeZohYOBCg1dW0Lk5YalI59mip3uQpRW5dxrT4zZg2V9zQoI+39PZoq7VOgwuExFO9h5ayFv3QfKO5JMsi9IjtqKbxt5rC4amfhXx+dxkl0L7GRKVQShe7YlxmvxUEtT6hmJyf0G7bvwFH8bnXph17OxBp9fmQS7TEJL0LDHDPCbpfOkmmlY4VAcjxqxmandn9KeYaQLE3OFpjbUmZajiulsgF3gM82zGFA/TeXo53AhG6RXHeYjDGQKWsj1CjfsK2v2+e++pMTfFKAMH+Pmgb0qKjlnJtM7j9/dIdqkwwVf0/R2V/XVokVNrT4EBUMWvvXs3k3Jw6ZB9IT8hCryhWvCpoVNGVw2jNB9hvMJ8DHqTCj4p3CNRgysop4B8P2dKdNPgzLtZGDshjyDzEvb1o5NrDFC+PhRu6HdwWkkobhBCrvtkxMMphUehLjcTLXIFMoEisGbwJQLr+HU9jzqxRvQS81Z1ejU0vFG7D6+sgjqJAYD9Yy+L9HFJMHVpWBC33hAyIbMYMmn8okZiOiJp/oawEBiLTQ+dIxU76U+4gFSiOuwrZo5lyJQT/g78twdLxQ8siTvJTb5wzwa3MB2GA1x9gx6tayVmCzwcgzqzXgqcdDuCWzJUB3kjZYCWgZnvCABMTRusvtbt8h8txRQIkj8XkDENjXLvnlLZUOUws1b7z1pBlwXliNCWiaKdWFTEanq1vESXfEJgR1LiKNnESxh1Z3BEi4ahtSyeeJNwGZh61lKv0MKK/mgQVDKqr/uTBs81w9HhQ1nvVmq8nSOfNQqCz+b2ZuE/zWxRPEWrJD8DLD8Q+v6sCqt+q6xiuNbOc2t+FtYJehefoKkm2nmqCtjZURMGNXdX4hKdSJr31eatxAP6XBPuuGRziC4wSvcxUtO52+s34F86zdbxiOnNOf/15MOROgOcYxAeE0EZBFPKLVV8rqUiOjHDD6zDukFaLgDiuojuRU4yceKCNE/66FcUPACPvuywidWdOdCqz7dju1CJCnAEwfYhrqoe6Vit3Ca6nBT0DmoMsrPcw4swbC/js7CllrbMFAFKg77a2qEpLI4LJb7CoQ4p7RvJGo8rzk5vz/p/sHnyjF/NUiCipQaTHfetn9OIpTYr7Nl/X+HK3c1rs+giIC+UXOCPn4K1zgRRLhAoH2KWbwgWtmsr3gnnx7Qa6+1p96U2HLZflF0tV+LoDGRN8oWF61o8/FhywPtVH/kiLdT+JWpoSn2p9o35F1BUxpzXfspZUI3lCpx6Q7qWkYx7eh+w650hao5FUTiKytzfkvocSelMgSF8Vr3jHD9v/DbSQdheaUmO3p4/bOw60R9kMEqVzmPEcbblU339Mq+OM9RYqjQUKL9bDFJjdv3QNxU3C6xrrwq+4qYJ/cU2Zp4gBIIjWK1kP5KGIujjD60jikl3TWvXbSmrNHtfBNbGE0d953hOY/7Ad6LFWtcPUDy0bD6AFetF6Hre9dtfTgiqEuxawd5XggeR/YGYhTqT3llT7ABnsyLUj0ICMI9o5Rb6vhAJ1zzyKKMJO1ZyVVqE7lGwuniuvyPDwsgVez3jd+e4U96ezNTaNq/muSzi0YAiAVHZhitnnDx+dIoHwjbtUk2+Y+YwYJrXpxb10Pw4V1GJFlN0aSrhH6yfK6JsPi/rNQaV077CXRebqMrt3hBM5igDrizRcrJU2QKRIfQkGQm8jPRfk3gQTK0aqRlVN05spidHuIxehcN8+2T06GuZw+RTd3SRrsGjxdYoLyLnYUavgyH0NzQ29Rz7p3Qov6uoG2xoaqxlSQ77zXC6gKxnWJoUBoC4LlUZY8IhCDCi8eBbNT+qs3qnvkxxvRU/ghRDhYbIORxjfUAdzz/C5VSn5YZpHzZqgoz8bENnT3RFUiXm4x0Tzkvp6NBGQU8BJAm6kQP1qkeH0IMtXgfDzBlWNLIO63ThQci9r3tzUOYtfGW9by3MSzOiJ6lIpiB/BOKYAFzMd1yCGAEHtt0hqogpJ5Y6HyB4Wv4E4blurpaOlGGZBNJcWRiQOGxydjT5/DGnvPnW2rvMeFj+MQnGFXfNusx5yKC0SUkdIHpSr8/Mkioiq78YBp/48n6cvDNQhB8UEtGCe7r7c8xHmKIH54yOAIXAgNoEusXE/kpLql2aBcXNuGZVYz3kRd50YWAJVrEapSenOXp7nYuk5w5Oop0oc/nCy1GfGwmY/if054SoC0YB2NiahEflRMaSnAACgw9kmq/uvLUii/yt58iaFYqaJE+1keq6tgw/KP0cMHn+0dfytyjeWMtVeK5W8j1tjxIUQYmn4rzNdzP47sB4qgVJCng0ipBCXcFrE/ZZaIV4nFmRzGpxeobI/CV/RuimUafTjbr1RHLWs5eZo6z2vsY5RibuyUAkksPkbKowxlrR+MFbJyNd7dHTsTKbZBq77hEl5NpOlja1/r0T8e0fjn91rsqveXYnzI5pq2dwZRlsgiAMm1lVJIjVpYnfKHnXeftXcibxzUZkHHnP+Rdmpa8SAyuusssm7HjnvtWd/dKOS205vGQcdwNA1U95WIBOw7+OUAACZI5MetzF1uBCPY96O1tmMHXUo18tNSSt9tpeDWmWi94PZ7MW9TDoeEHGvH3fKk+3CRYWCe/JwCJaMxwxDFj9b+W0nqYSvoD8HAbH7Svv9hc7fo8xUp8xpw3glY99tg86B2FlaHpp69PbAziczIKEiuVrSJZ+Izg1TiBGE1YDfp+tjpUowNnlC+AzkiEThyWMRxSCNrkgqcP75FGbZyMK8fqhiWyMMvh1lm4uAxa86Jcikv54roPAFBxjJtfJ4fhFuhjrkG5G1OqMeN8aMVQf6vrZIuc3WqaNbvMdn5BmEaZ1iFvw25GoZpQe95gcDztkGyH6Fi2TN0IjzeHQlaGE+NfiCJe5A3UGrIiNbLc682G92TK3djqNX/5E7RxsceDSdBpPzoMaqWrwCc/ITQA0y/xASErZy5XvhXM1aoymqmuUD34hoottnyDmjRD5B/nK3K6SU4sZ6hGqEL5BE2m089rZjkedj0uo7gAwLV0Fj83BTTiaZ+7zgPoXBSy6Ot5Lys+IUbJt+TS+qRLjEyVC6WNll5doxcn5cZ9Jn+tS80vBBWXGBhF1M50qgbpvE8OBFuAdCY6qw5EqodhZqrn1lVTwnaWpIHupjPrr2NYMNsFiPCoawAveI3YodB9uQKRQI9/ksznbhkG9dn10JfGe8tZZtFesluDSpUs5GFUzcNHzlJJfSUYKADWOk5W1CYTBBYgmb+WRF8G0SXLpY6mm4bJv/j7VbBXMP9S2n5r0pzezeggVDjet4evgLKaVy1eruKAiI1O1jt+Ylfj4MQ7P14hqK4o8VnpTfhSgnMLVZN5Tx1Lrg1Ijuifm2NIiPX7DQnbOHr4C9pWEKD+XRJ0J5SqfAzRBdUKVU6hTMER//8l4S0NxzRoiMmNyRlo8pHvwIakOvmd7UcLdZ6yodG2rNNeQZrimptfO2R0WjT+lSH0FduAoRsJuEaMNLe7cE15Kl8OWa7nHGcADDT8gwYP3u+dBRD4Vpw3R4Hkqes4pA/Kj5U7ZcwHLBmolgek6Lk1ntgrmkmJIu4WjDxAd5u7l8DGDlVbMRHBcARSYGCmC4A2FPhAflbfP0a2Qh/n/tmVXtyBjj4/T+91wG/F/3DBRX5i4eelOAeYZHECknHE0l0LoVDilloW7sL/Aqpt5AgGFzslO6KcXyDv/0LJ3WCUNtMSO95tUZPaNuUeL0Qadws1Sm+0OvqQjQVTqVFGxKWKL9s0eUpNyct02t0mB5xkRmWOiUtht8rZZfd+A9+1VaTvmqipMCsyqfRm17Dl29j+0wd64ka2gjFEZ6J9iAbZOFBWtOSuwZ6Qh9V3M1VOEzjbaavIwn15Kd3c8Kv8vQadANV88tDuOBwjeKS3aXjpRpEvTKs+nUNCJ6N/SBKik2otA7XH2wvXsZ8gfduXV2Mng7yjCz+0hlvVfHhTudbvEUpC2dCpnVVHBWV1LKkCeWJo81NTDoM2aPhBBsRdAhT57yWyg+PFL2YvQzs5qOMHIfuo0W6bDAjjJtsmXb04MRhfecMFMO/FX37QDsm3EZckfWm9ZVXZChQ5+ukvQEg/0Fslwlglb1RST2Q8nCxKcZLTot6yBhuxJ6QGRooka0Wv+lhcVC35a50Pa3+9Rij41kHpfO/NbVZPcJ2NaTKx9bTGrGXwOC9eEiE4sFIdTecIsDeqhSiJtcYWwqLOhgcubcSYzzCeUunq4hw2TnHRAxDBrrkeeMs00M7WYEWkvIxXtN6OaHDKgwTTNXSXOJ34pVoTQaE86rps1oj7QX5HJDywDs7DJSUMAi9t/v0WHZwGAG3XE76p1RZRQ+GWyWiCdosmdjcqAkSur0ydD5HXD3pvA463lmX5r/PhZ2iq3WfICGII87k/lKglxNUnaMTVInnq5l7wteZh4xFgUlKXyJ+cPnMEXbJLQ6EH/7hlgeE7q8MFc2R0LaTq9skEn2Ot123+RkP6ZxzqhE6UKM2oEaTwUh2El43CGgboZn3N/FqPt+CvEy9oN9TS6H8htxlariy4DDFStOLb1ida2PtK7Vx8movNP28sNHo7T8DYDdOuL+ywIqNakclyNesyfgxhD55JfUm0nF/4pgWO5ptVJuGuO3iZ5errhxaPaSfJgbEPZ4X92tV8HE3xqhXleIxR2jmZA4yGWaTWnWaY+dh/QvnjrFDTT+LIbuWaDa9hmsBMSKP+R5Nl4qw+kSSquwQTSf6itHGjazTAUHvUyvjRY4o5SkghlEaE9IMAJv4UlK9pUdhI+nRju0mRJVBntZbQPcl0A9/5reEOqUdeiNCyT8BCGKDQV1WlM7+cbhspa3w8t+VD5+9E2jTwR4Can6xdsK2PG9rPSClB3cDJA6pWe5Lc6gX0tNeLViXLuMF0mZGsgHgpJ5EkAme428UKpsj6g8+Fvsb6uKxWaYN1e/OYFE7KyE+d2VMA9f1H0nqfWsLiT48V0vmik7/09QIl3PxQ/TSxSkrXHAiBcssxXDki0k1qIN8BU2PGFkxWUZN16i+CRRD24CFFm1wrY6SpF4QXALmVLTi6bSsjPD+omQOKmdKep4fRtmJ12l0eDOFb4tY3BFY7fUOxYfpeg2KVSzTfkSgCyv3b0TXzLNc83jKrdCcFu9Ytc59lS9leeJFyC7WSdOc2PQzk8sXNF0TRBwN73sUgNZ1k0KkAbZOU5uhgLqKCloR19pmePiRHewFPpa1+henT3FH4TF3NkWuEBqeyKoBiDprZxwTz7HWHuvxI0GauJboooUB2Y811QI7XyQy5DCykKA+llL2SdCjmW9V9DXE2t87NLeEyBGyhajvcUKCCO6sIvT7ITLQDm0ch7Nj+WWVyPU2Iswm4cdjvGZkPdCaDcpn4PMWlmA8S+dwgjxqVc7+x7GdxmcPjNyOFxJukSdJNG5F3J5JLiPwjK8C1jHG797R0PHvVDEJ1+JEKGSmmlaTcIDA47KEwjKi/XTxFNq0F2+W+Fk9L0N2O/v/G52ZwsDoeZX/gmovwmTKWY8EdTleho2e1wXIm1dLiQ5XUqWGYSSDPeiETgnGt0DWhCGIXdK7ngOXXJllu94zooDq3m38/m9JCdqmsQ2y8fpUe3/F1acMqkujYzKbAf8tSQrYZvnZJ/FsrIG+UWR3OddTdUfc/VuZBiY+deoO0m9RtKbZwxB5byw4AAtNgETdYBRPv+xal8ItJr7DSyIuZMIyWoNxtYP3x+0Px4VtxLKz5NUhZZLltsQmQ0GW1j09R6zYY0VQBtnwloi2j22fbeifb9ki8xca7Y7nljP24oJM6YlV3Lb33Dx8dxB0wIMm9rVM6sAHb62KN52BQDPLHA8JnhZDow2DzsAI0V1xPKEZ7SQaetYCU9W1vJDmM0DzBwwuOgVpAc3MiI/YxgNr65FZZjRpQiy+nSoGZ/KSRy9JngEN2puZUw3+prrg70AOI7M4+NN9b7f6wtSmof+65GARwO+yFToniMMt4aKcPpLP+9zd1bAbBiKbmnhK9pJyNR3tuSZmF7zQ/Q2Wuf69zSWc+qTx0885qCiUa0dnpY6Zq7Ov7tPALjO0I75cGYPf1JVvorbYnOWH4y31qNszBuZZR+F3F4gjkimtV7nASlSEB5K1IvcWFhtW9/YxRQE66ebTrImHlFf6cIk1WMH6CkxJf2ZitlUpUaNB3zjmm81XiFrOHl1wigU1tS0eDnx06OvXmGmGBGw7cRGoNVCuQt1+zO0lVyMYJrxSGjigk2y7W9K/zzKjRdqiovD9V8TPbnVQLPdSatng8EqIoPb8bdRlcKSVGYa5Ad+UPMdqldJmzFOTiWT0n+CY3mAn//BztCzW9GrX2SYeUboUSL7QQD4Cmt7qTe82OAzrC+cbRih7ecLhUDSBgyfqLCsTRh51Duha8HeRDbFJTnIYSqDn+IU4xJeXfvc++NhPPvxcantb/7H9gBxljmOjJe+MBBJyWEDBFJP2vJ17IrrqjehnrrWD/j0yTEMasdqgn/+cgJxthwOGJq9T5La1b102fLlfwXc8uusiaPx69e7cCjI6yuY/DVrfKbzVTTNUgdaWSXKMLVX5qQ/XiPhJtE7GBOpQZ/0g0BU+sNEsyhUIrVgHATNIB8juzKgPcMUy8gk7Gk171mZe1Q51zvH4x5ZoBn/ShcROX24v2cV8fdkTXGlfr7qCgYpTQMAUS4GpwXppslYiiEnHTaaZiaZSwW+bSA8SRMpfh2BCqAl0w9cfH4e8DrgcOeZlOA0pZR8e7T7qDZ0OeSgKDFgCY1AhYKl+OAFva00Z4Ux5AOZtj002FFU8EG+L++SDZVYNlAkx5nL+ZXLetPRmBT46DbX30IJlVfU4EgEcEEJxZfX5mA1d6hgZJTR5D/6VOVI8+VWd4e7l31gfqQJ7ka5VVGRzGfnuPBWpVNFFloKUB84uq/90bwfpA+rCyaW/0a+sCwreZ6re9crgXykbbhCqZ0snl282zedse76vrqsAd9DPPKo+SZlfMeoAAQ1zL4mt/Vqeer0/4/CiP2/9Sl6BeIcAc/GmcqN3qYgJiTEiWRoht25rKOGLI2nEx2FSiFL7Ow6ADTzFmhryIWzsOSB6utUZSntU+d6180BeWbyqqDqS4mwZfk0f0nWnrwTf0Lm72WoiSy+DY8JWQqcJzhS+l1Qh1Kyfrl5cILxvW8/cRO7bnB6COrUYuSHvgdK1sXMYPygpqzX+XXv83IDtBr+E5vGmEuZck4fy+AOgCvYrtbLyVFoAJJ591dIrYI3durXGcaqoZTTIOKsiTpytxYugc7ZYGE9SQ1SkyOXB32C9sWMYMwTkOhac8Kuj70ItTFCJieVg4MoaxL34EcYgCsn2r6n+XeMg4mhmRNGg5lAiPuPWMa3Z5CH2bZVxaQUQiO3fy3A+jf+xUVO3jCGeT33Oo5C3/AX/qCPGBA/3uv2019m5/zV8pDG9eD2rK4MxwvyD44NE1NOVe8v/Upzm1tHFYI9D2o1yNpJAG0UQaw0V6foxxSrsT6XUW9Wq5/pswjQnLjHa6/fgAsb4iqq5j3Gcc9ndA4QJWgItrhliwyll7cd6S9eH+gsVwoQWw8XOBgml3eah06oSKRUpfPAWwBFzbA9tcThqgKCqMyerKPTX+mGLenqH1p/dHoO+iCZsvjHV5ip0/9V+9xxAfwpZWi3II9OrH0wQynoRsqBo62+rRfAPVkGDChhBnqdutOjCMGyeYKsbgyE3NnKMIO8vfqqoBscmOcj650yBx2wERAukWq2gUugKhETHp3FUpdv19uzGDhpIIHlVgxCXNIg1AjiQXwa20AQpsnosUV9kUdwQpQPwOuRS9cFeVSmQBVH1jZXaG9dJg6jezuvOhcip8TKBEDixB+SI2eyx4O5pIsKwSUWc2BAmEt8vHTR4IIIp7BxtWk+65wl4hoKhdvKK26r0kxf1G8Gf6F1PMcb67qsraSMAJCiH4xsfpCibY9AbnPrhEZC3RljWL40s2xx1hInOxkuumaGuHx7ql9ERX1bZkhZGMvW6ohNolXTfIEa50YVMk54XhGWtYBoSBkej2raLU4uW64Yc0b69CIQ3TXf0ysMlL2l8XUn7p6MoZfcvN1ToT+lxEFBXrYEJ1RDJGDR5UHZSzP16bDVtoA9SkBgr2Bbmkj0KuRmjxRGzqZ+IUxcaZQ6N4NLWBdGpok73lfARX0lsNhVVDq5SG9cfT+FLADNKC+aQ6PSh1MeICept5WNjIskZx0FaH83DU8dq18nhNNtcz9W5yC7BbEEauNPhk2YeeyV5j2bHGmcKMAon6hG6ZOrH+GQjBtRoIPxaP54xCvL46l26sZzkoub2pEjMkcn3HJmrhZwl6qThu+DbVINRi295/MCVOQRt3uaxMByeUZApbNA8LNjqjWQybJXsrCqwnxrvfX74aFuW4cVjc0Bo41lme3XmZXPGehu19C3iIngENHzs28o3vHwDvDvRi8a20MQ7h3fNGtoHpa2eGxJ5BAWyxepwFC2CCfjBUUS3fKNVtz2Jnjvu7N+JBtU80sqA0TcH5KDzOkawuU9lNKJN1i+S9OIVZ95I1ITj/69+suQRnymgzdHAmP8VHvyXOuOB/7cs8Eog4ORERchAGfIaQWk2g5XM0knLMHknon4EH6bJm2kJRDe9AtCVb8NTpgevJnBVkhothFAyZmF62JkVtSqP5nlf/rtZ0STG+fHJcbK0J8JbbS5QjKWT1lCV6CTFjNWrAeL0m/LB5RaRmkinHhMJKxJEiNoE67M+OcbqbmiTNV14iT3HIeE+hXxD+MiX99b3qWV7ZH77rCcf0+RzzlYu5KGBiE63L/XuZlykpdxeoxehB8Jua2/NfIz+IvduOqdMl2pgqV0VMQTBEBQd7tNlZqfNzW04jAts0dwXUCPshl7TXwISEjIfvTMG4F4YGPzRO2EUzadn2lgLoOJT7SzeB4ol4FjGhq1TdTco/2wIWVIIlq47zZ5EejZ3sgD8+DJwhqFXf3HlhPzCssKOgnkiDTfbv+V4wulX6AomtY0LNlYMfCqWjnDUZi1g2H/ELJhJ8GVRX4i5WVfFIRQ2aNDWgqVT+42uVZjbeZW1g7DsIbg4J7a9c1XtUeVLDJOTVv6I8kekc5a0vf8QmDNFR+WZNMrXpwU4HRWbt92B6GkTgLP96Hqd1btNGnOC5D2cXVR9YlbwPk/G7Yu+WTOBTXLdLdtTbyLk8eZc/GQAtJ8V2bMErW6MWFVp0x7Tm5NwaurNCkemlIY8STsakKTiHcuIOZbS2oTCIe48ZFLIkkyTZnaeByhLAZZ5UAs3xL0CpXHpqc6cwU0WP2jer10DFj3+DDFX/uG+EaeNITFCHP6C5zPXslrm6nVuQmztDE4OvhMXNKL04R9x8tbLIlxfNdN1W+RPE+RjWzs2dzNawrzI4jQmLc5oklEHYDXkUuzXhxIlf7Nk61u5RxgYk9p1jhi1Dtm4VLobWto5UA5trXMUvkN3UXA8qXGZjbKwvoeVCFCm0UYCDrui8xeDcPcBE+jUEK7Q5yE2lJuBD0NGej4dqFO+rfYzUXAmPxIlB7FaT6c+1QahPuD6aOic7geOxSh/FmRMYdMa1FaXvGofaulURlLWFWhoiBAxfNmjkTcy9H02pWikx44nuVuNZcp06Ng9Ox2752KmaZOxz92fErHxO1Pp5SmhGrnccX659Dj8+agFudFve4sswgWd6yn8+e4JU+Mt3E6hGZ1bjBPhyxG8ATlt/9SHKbvzCskws1UoK0+AtsSQNgaQXk7ZzvzHAWVdAe3mCoMjdr8k82FglC1NvnCFdG5ohdI/4MpAOQUN53/+A070ZhdBm1NPt9RTqtM9b+zn2gnqi40CVZDz89lNysc9MjNK5IvcMlGi9zu7KZjiTTJlq6hD0ng/N8hqxV2fAtZhEtgam57Pj5Tv75GmgZxc4w3smMbNe2ursPmRZN0zlxMwvuPN7HZlOJdFL6o6ekjr8TgNCfYUzawej1Ree/q7DPkuMJbxBW9+48myTdZav+E+LeMPdK1J2D2ZAu1hxlr9JBTnZwDxZ6fGWbkdEwBqPDI36qdh1hD6oMwqO0Atvg8N4I24aT61D4ObFBcAy3jmNrX2UJfNJ2OKzAAZd1zDu3tl6xd2f4MHSdO4HwWM8C+Md/M3hsRx7kjZDBN4wiuX1P6opPXoR0FuZePyjwseYUKBJdjRH9pXsRJjCGjE5Xnrl7o+Ex8cbKeqf39Pn7ZXYCUfe/lAajn+hu+s7qzpEfn7uIQxhSrGqv3R0ifc6IYvjK5cWp7C8gOv3kM2ydIFgbhfSbsKw94EM16K559GfToCqc7q42eRFXwyM1bexrCWPSV0Qf94S0DnJOd0V1i+7kOjSG25AQAAGzHZS16sDtSfPxlFPJAnuj4myJhF4Dplb0FLP2MWNhrsAuLiKkBZ7YtnkrpgdZ7DViTTK5CmQ1XrOoZT6o4mK7GEiLmnyCLo9hYpkDqWc4v0LU1hFRpcmBCLhRao17iPIVVKlJOnIxNdnPE6KunI9F5WDTQ8FXKJtjYqIcah/q0qIBwxqXgokGly8mU2xnkfIyQvNrL9nP5h4cNfB+OF3ovbtieacojamA/NEWFmXrvXQgt07qsKctDC1s7bGagpSKcy1+by1tsHZPlALl7zm3H0TBcdGjrChxj28ETKA4WTEA0xB9HlpWv6TKCic4eZTJvFJZmlVAKTkPuDFPYrD5KxjmDb9dtrGOp1xthHK2denpzzTACWJjLPGbd+piQqx2NmbU9h+A6XhyFJlI6nuebkUpyMmg+ytrm2obLMLAPl06CrQvVDLjVPhwU4TaxcUSr/5C1k02S2yU2I9q4B/wdkPNaLvxp+FdcU/3pLn4NC2Jc6XhAi6uvyOvV6D1ERYlNN3sEwk5vJz572lpYLp9oFgJw17nA4mIyJDBAo4UcuxHRhCMh8O2WfcweDat5FVvLq225Vf40MltpX4I0d58/2zzQeTnTP+Xzv769P4njAmixur6RHciAVYO1RTV4gJ9Szar9gxzJXyemCTMGnqEDMiUSFzWP9kZPKqThjuLNcU3yW3+uCCg9XEeiA8NWwUaVLnCoKu2e6H8je8Bi/8ScRslV4WvoV0o/So7cwLHuF+oo1OYPUy94JBQ1J+Dnevgkdbg7pbCYjjZxR6CU3AJaFHDVVORff4U6HjreMPbyDcJ02MXDYe5zj6M0mzWqkrp3sQW+jwjXcBteoOOX/9j+sAR92IRH9c2MyTF70+gVuKFiHTZLC7Kv6izh6+bs0wDlOTooVydJ1esMAo8Cr2TlbQSeE6uq5OmsljV1LC099STManRBacx+Q4TV98+cStPqA+7pFZIBKukbo91OPKQRx1p/MG6zzpfDqWyOzDD2K5qDBT1tNb7TxK2bZ9GkTh44erQDmVzJAMf/r58dUC0G6+EG+AkUkh3B+VSx2nc4v+zYZktDH4r+FGOvr3cl1V2nLEDgJ8xKsExPD8GAbMamZgwZBTpIS/8Il3YypDltHw8ncrDsS4M+vkWQHkYgLTcSwtMcmiyCM27yUR7IHpOdqMinDRVVdeHcLj7zI5IvqiFSBLkXEfc7JnnvDy68CuYMn2DdBuN+EUVk3qZGowIR8A92B9M8nE2S7LtV6XCA04tqSmSWLwvxoviAWiZr/dgIPQ6A/4gwdpG+c79Kt+0rPiRYlg/UoEiPz+Ex5Kx5FgC7pOvfy96/OwA/wF4omE0dY72ts9Q17Vjtiuwp0QGSl8IyrVbaoLD3ymy3Eq5FCsHAhPkKyIQpLYrHtzRRHD67g8MhS4SRRPeBHLSn0sWsUFdVAOO7MWaQ0fYogUgJUI8Utjp3twZB7REP8jnOKYdWk5runoerivEGUQAXWiLILzRDbsw2NiSOeK2cWpfj3x4E9H/UUM7Tl+j4aiRjqkO4SnyNlIm8rQODHHMtpVyU05ybDO6s6wB/OF4C/EV/xiKMH/cCufUNLZuq/ikGuvK5DQb3R689Kl/OoluRAb1mKKRs4AZu6fmwKjoIGLQlXm9jWjkKWc9fDhnqBwqpPSqtiDeTlfiSba3+PPqZiYxdlERT5/or39jBQAXIgf/gUfGRFnaPdgI/Z4XHCCl77rXgjNGBiDfwc+pIH/BlSXtQ1jzI9uksyk2zWZt92DswRBqHKetpiKCjyuectmWppdASW2fFwPmNX+B2OlHYJGlaL4UrIgrvDlHLSwhESrbzQnri74KxCFMg07xv0Kp7TUFhn4a4S06/ssLPCECmI0estn0V/S47CZJQ5fviEPcnGOZE85EXbYWG5D+tKHlV1H3Iflsb6pm15kaiOABCpOiKTACwedrR/YnmoBvTKN3yIDTx9tpgi0+0J6RrSik7JRkoHyWEeh+cho3Vu46/wu/D41XIRIz3wwFDZaIG64ucXHPvurrOpyCHFWlXw6kZrnn2MrORWwg2+uznNNI7d40EbLeQj/WzinHnUDivnAxsd4C5qaPWJg+86FaZ/CSACaNmLpuzKHR1HJ3WXtmeJnA4UjXy/89JJ1zCw+AHdrSZXkAd8iV2WRyhx1sUb3kiGrfIDCxilW5UCrsteKWKi6UnOcABCdCur7pclJvfCcIInaP6hrAP7VsKUVIj1GwvAIHQzc4uVY0aBIkoA+I1E5koOTZ0RsPzzywrK4LRlWviK+JiMrOXiWP+2K1JJScrbVnHnQC//vyj6QXMK0dMB459eLE3NjId6ZRqjFC5c5nkOcfYDZyEZn4la237+mHisoMWMj1lVB92IQ6aKuF05NmLxtXDw9DqvKWPjMrGhvtGUuZSRDd/LlxaIgovJVtjkMSut0rHIFdi8hRgPxMsonJjM8+lRiBQ5uIEaMH5QxvoVb0Sxfz9fc3igVz7e9zlNlGy++tYAZz8NRvI++bvBJuq6Anuswgorx2MUzIYvAKvHEt+NRT0gWBzHdnTs5OLHobxxcjrE8MirEmWSCT5NGoHhbvvvYtaXgRVumDEF5lPMXTwXldDfbcVxLNd2kJI3LJphpL6pkcuIWS/m9uqJ3qPnXNHxlgLvl8L2fZmkNzd7u3GIMV26XMoUYA6bdYlX2M5/X9bPDzGwRApDuuoHkvZl8oe/cDr5sZDUKuqKEW39JnFIFzTW3SWgB8K5dSENF89bHid8QI+1Y+ZW+tdjkcX1rNEkdSrHMyK8YTjOJtE+IHY4OSxwzVfB0V9Wz5ibNVKl4P9713FF9D2XfygNpvp+UE5gqsorg9lYe23INnlsSYNOFTXgakbrfFtpOyLNwsVBYv5NKvxSv3rpxVWhqTpWf0FpvK7iba30/a0zy5aeR0FZMwJUkRs0IIS8yJRl5u5GeHIT/mceaW24mdGivImU/6xxN0094pSp9Xmc6WOaEYwfh//Vlc9UzrKs0NUg7a3a6Zdlv6xDCev/vRZowgE+Npr5Ifx+cucbVxxC6GwJYBjQZCfC1pMZ6LPP01q9lRVTrXtr4LqEMG1eIw3BSeV11GamsgZuoXlv0SEIi7UWi39xvhMX1ou/kprnPM7DAq1prFDP8VSdeR99+U+A4VO0pj2l/HIZo1q7FngAJZCGR67FNX78ZIFw39H4J5T+/12ZOardbISSX7S0s24CHJ8pVqGLgu9o4Z2gbJKb+VJFufRwqIaYmcW/GRqWG8D2DF1Ei0t/32cV2JgaQHF8lEBEva6A0hyAQbJJAf08NiSGZArdLVzOiNDLsmcQWgupbrcTND+MmqC/1tGuX+CC2rY69I3SkYiXBXXSWjpxDnYsW/UHWdIIZ8mr9eYpmc4pIcMHwnzL9WLBEaPan1VZRmU6JU0ob0OBEPSoDOmV7ffW9oHPgRnAxURnnXBSyWGzrGL25lgectcWtQ9iXBllzfeHNeCPhYqOB+7jgNTpMfCzGqGnGl1GbgxrqR0sGKxS1iqEl0Wonqs52qfA6x3y0eQnxehREWzoO+VFM/GdgrKqbnkqGk557TjkDzkCu4lKeA0EKtrVNpYDdEjnlfhxDfY/AA9m8kv1MnM7Ik2dKMvIpavXCFeFyPK1WP6ZAQifyiahxFJeWoKidUJV9jZK3eID8lmObiC/nAHZik9J+HYm6NDcLpFCiHJI+iULmFN1QN6s6aTFzlwi+1g747tcFX+CwEgomDbQQSLeKVAj720AZAv4TYrTKERXAfsHIpT2KEi2fvcKRa4KiurheH/vPxtitWqyhI/xhQb9ry7R3sXZzbEiowJd9VMi+T1DKk9ReQZaVj7KtWqmIWrfszi+l/7xGk1Yfsb5N8h5/MSHqidbk8F5Jv/80Na58KKGOFgsFHZ7aL4bttNE3ULb2Qc3GM+8otE3U8G10RUQbU7GUjeGZqv7RtVQh0yHfUJ3g5AD99skmy/Gnsjc8yagm0Foc/ZgCC5RPphAAD5AFr3cp7zzETNIvFzBreMulSRm1Bz1t8meKbJY3ljAOf0Ca7fnMHUAZ+FkGUahEj1YZILDl6uOZae7+CK3UIKy7O30kzflqm1UmLf0bJqEohZ4zYk5g4iC93P28Ijp/CORpbkc8Ne97YhNzdpCMDyrN9FK9bf5MaNXEjJD86pSrfslEGRTlGjskD4XQ1B7Oz1cFJX9Cfuq201rAuw9A65BY2IsUj3g99/65qPAwrgAFm4ezQSKOJn0wxMuN7oFDd91GSCcxrzf63ApzCzMvo0hcHe/Bia7TQpZyZ1J5SccdHRRRzvMcyQNjN8DwXKOmtPkyZuJsOz1hDyayNKzV1OOU1rxYpjkmjP9/5J4Lv65ORD1ScSBQYpRczdoPn2NWc07wWSttInKXJMgfbWy2pKNKSwh+XgnOTylssqmJyrgC9BHUdUH4Iet6eAnYltihXew7zTFCQPUYAL25gx0ybpEBGXxBleSsc7bsozzTLOjvLFQILwu+ACpE5Sv3CkX1ZfIp/GLWdaIpU5Repoztu6MifsOpdrmErPGzzZGJwG2LqIm7/yqdpeJ7JkjAxbTSCFnJwoq8vFZaCbMnGlHBjK8NDQDGSi8JIRw7Q/FyraDjWVmey+wPG8u7Gtfr4CesWKuTowTznYriHKb/MlBw4rJIYS/yFfTznNZkVZPnf2F5I5Ayd7amri577MsjSHm/AFqJIwvckS08pX3O7KeEnUJVx8gehnjNmgY5a13JbCMSnmakBXUKDhUHZyNRPX+omX7f9PIudAlShgOv/JG4ULVHZGS2UGResAa1pX7q9KqAkg7qFEZkEMyo0UdfurGP6iNgMKFT/6uMyqzgOCS3YiCtLB9ErGdM5S+FYAdFw2dyzsqV/A8DG8jZVWHdtiPZ1Eei6C1DcuMIxckfrHkt1Ao4SgVQWljxPsIIdLKd+JIdvg7faHt0/3I50pk/ydWONgK2cA7tTOk70PuDBDJodQj2RJk+5C6CEcjAgE4zB22HeS/51vIbPcDs1lkPH4jA/I+imI79JmWVcrn60qI5M424KskVmcxvTAN8qLuB7wxBSfxnLLYaVaC6AHmAMpF95M19/4LaYTygzAzWjP0Mbne572KK6ULaEaTvNSxMj2RfHAe/sM8rQzaC8+o6G2PRFsZOXDPe9WAULfs+25UqM3B7s4nxjyAU7GuQj2H/5AWJqTw4FtaVpSklmKLCoLSCop1oX/oL/6eP5DzUikB6wEl6PleoEMeOOv70CVFnimd3Hmv4Bbb7A9iv1xM0m0pENCluHAit9hDeqU2A/USe+odUzF8zCclS0JQv0pi46dUI61cVWzb1s6hcfjO4WTWe/k7zL6o8H3fU7r0basYWXLfpMjERF1d+5iTCauNdp4OS/zl4NCKlednqHLgFxxuDOUBTLP9xndKwUYGIgy3uaOX9fmbDjlbKs4dkHak373EzbYwRjrUEHsaAQxz/9Pj5RTLNuO0MgX9k8sR+9V/06VVMYMjt4Gmdgirww2SMRtilelSVWvoV4m3/Zw8s0oR8ObFaTOYkxKyJQjuxdzVsH8GMSZaF0h73kWCcFhVLA7XI4s0F8HL9JvCTeAzfhRRw66WcXHdi12UKE1+5EtwsAOaI+rWJuWwh0nj/l207PwQRcXQHRaG1zy5tIpgaCQWYJi8xxBMXMns/AzkQBiu/FxSXdpvV5vwnEQwBny8L9ayciCSAvkZEcCBT8SEG9V1sqr5TO9QweVTU7z08OPDDyYLj8PV/Jb3dFVlj1hjRnHemlTW6vx9C2Q3GhxSa18amhNWqONKlxoVnanJ8uOtYDFS1/eVpqiqCj/krQzDx/V4HXeo2OaAKl/qH/gtt043HTggK07xACuXgHvrBcKhtddoAJ8suFUZnmHArRrcuKmgmIUfEe7kOFkLgdvXYMA9sz/VExS5RTyC+1j0lPDc6J6jw2lBwMA9XSWIrC2OOx9o23BEmtOXNQYOJBw2JfhGL42gIL0+ckfr+UzoQPgVAl/ujRLSY7q/XT02OvkzPB9WqmygsYcEPKWK4xryvBux3SLV7hkfWUBCMR+7OYMTX0viqibbLG68cxEZzPjGSzHbZr/e/MeO/6oAt9f1i5Jo6wjh3RfSI1mPudbxHuvr4FqaUPXVYqvJPVl/M+tCHSJi5bHj8/Wg41BPBdNVLJZymNYbFwHH6jcsMYJyMOn238tufcZQ2oTp6mgvzwWX60K2afpQzcICvluxIJc2wlMq2+dEUVy7P7yKleRCiG+j19lAmzs6cEAfzg0xhuUZyV/i8IxipU1O+2qlEhD4y4rprhJLzvDauABgGa9/C1ZTzGUE7l+ZBmnIJadoREKClEj5xtC45+jB8a/FdrM+PBPNWkLnmkn/WbZpNugBKJ6TKhJ8kN+whE21i31HvF0LFuQ++Np3Md2+lvW0j2SalDyTJ7Niw/K7ynUtaNTvzYVdiqfIhpzZCnQbEqb+/EwQkr8mYAilYb54f/jQYSlLJJZe6tvArDZPbt79PNHEPJPnLnEQNDDAOMNhxP4cqbqCy9our00AEY5FmdyD7SPdh6blzat7X+0TcIkfVt85JrlmfpvcrxKWcDW9e+P6KfyH8Ti6Bp32I5wthminIGFlKQdyheK/z1hnuKUZIF4bic1ikCBTXu81jn2xGsYMP7/wZc4HiTh3Up+8uyWy8BtQbMTCMVDo20BB2Pd1b4qj7I5H7qZCRbpekF4CRWM3+dLuglTaTk+zoYiwqQYxgRIP6RHmA6ttu+cuJKG8EfwU+Obrfkm463ywnuWf/UcnYne3gMGs3L+cTzx5NR0PZB7S+/CPDNMyXo3OYQbIRREoWb5fUwcu2jfrzLRJ2SXIiXdDzDC7qomimD6L007ltk73NExD6hNZ9Opywar3IaatcH3skreus3VZkIiJo/AYCjRY+F8rbYkKAfTvpFaN0osy6eLJ4infVca6YUxCbGDxH7ohxxScs2SocDGJENTm5aAVZP5cBb8kwbU1GmV38HCQPTyQql0Hmr7cvWS2VmaViIM8HD8UKFZcuL/6oBR8rLr6BXdmi7XjNGFDQuuSBgytQEsScvnJ2AEg6oBD2QeWGtTg0uWjnnpD870GE+BzPWVgIS5KMYkg/+mgkbC0kdQ88vSTzDahmydSoD5O2nJD1QBoJ6HYiQv7Q2RWbh/FR5JMGIcUU13O7cn/bg0M8NvAteP67mb91l6iyjD9bpiPtgIU6HDn/ZGC6DEsLQ87tQaeup+iaebZnJ2Klo4EZV8lbjNEnP+VW3LVxjfstKYDjRCv1TfvCWSOBRz+tOrJw8IIs1JabURP9UGA0ZTpejwKE8iU+wFjEVepSMKEFED+MJvRrWMuoxRgzNbKHqCwvhuUVJOpUPxl7uD/uddRuWy9vZia484PtCbobovXMIQNdRSaYRg10OqKGWgTqJj2XM2JAqPHN/27X+fnjbxHZObYQEEP8ps9Dvn2iIeOV+WC4tE2Tipy9uXxKjVkwzoCnofPdjBS3j/K4Hjkd3oYsFqXVk5Sd6BhwMe42hIDChquqIfv4ONYcfo1/PDaIKgYqbnYYN8GDiNuef9Qy0zRVcqdWY8e7CdT9gnYZte+mMNIMmYMZwknwEQycgMN+3I4dOfnBs3wWOQA+n4fM/ESGpApHJlkuG+Jptz3Gts9BW+7m5yp2RJpDWO2tlzKug1cfr4JurX+WiMHL2IQCst6DYBesEJllz87OOIkUkwJe8iX7aFfd/i7swYhjXw0+aj3B/GSMtW/x25LQHUFO7755M6rbq2rY8Bg7LZa2yvIr4SyhVhkcbzG6GWBeRwlAF9tj/o7O3UfWHL6iB5HrMDX8JgiI7H5MeB5UoMT3FaSMwrmkVTNerU1YNt4T+WuH4SqreFpnvz14mcEaS6wn1Zok2D5yazCr08CFP1mTlIHB5VAs02I+L98Wm9Sr2ANUp+zM02dCUjPh4+9WPz4kXvIHsciFLuvjvfh7c0xVs9GmLXm0YqW+xBoYKoT14jmoFEQ8Rw8RAd8ooOQHfxlcyulHl2UJW1OVHMAgZUdYYisgFxxVQsL1olevL2bY5FQIWjG3ehTNc5ZWKPYvDID7VJ8wrWurNPihc43DNcxaFt3ixqrOgYGwRgEPM4RUq5PK9L7V5NMJ0z3XmUkxlwLga7SQuHSSnhUtokWyexAv6SmORXYo9W7RWz0oHVemtxN3vospUhjF4AZe2UjbKRtlI2yCFTrOfGm4xn84+NmKkZjxcbRgANFxA0Po48aW9qLZ8yc7s7FJSmppULf6YS07QHKz67FpB4oNW0TR7S/OfECLbd42yrekiaLcdWt01U7lezHj0Y9jZGNG/P678ue2bAXFsy2pwagwZ56K/sWRkLUKesqPZ6o732BZW4rGsjIZMUBxKEs2wOqGL6se0EPQh4PzT+UvJGlKJSxCkIsdvC/+QQ4VT3L/bvtCzTdHUlPz7MN0KIVgVyruuAyJDPYSSkN6ogZ7TiEVqFWVRmz/8QF0v0hHkQvTx2z6qALTF9N10HP9NzK/wb1/xnwJFaJ46FzWsSS9MmSybkp7BVR80SXKxrDPQRC93hPO0me5w+58i9jbm/SemkUeuyhKyhhKs+o58vg/+tx7wIcEv9T7oIoTawbgM34+yqQKWDKRJQUwtfG0FC/np0AxRPAUura4IJgAHCx7GG+zB8JlV5aVfBVFFmhFiWbXJ0dJvYBGreyqwqJMWtIaGf+kamHfHONHC9to85d/OAwtJJoTJMRUaa26W9Fxd4mxqsSqAobzuPre9P57D4KXGbDgNh7xueTzJhozMRSRt88zftqPq5NWz1vqNjBxYk4sBnRnN1y2Qc/qGYekcHr3ytW3iJI9HehyxU1m+FjrgpXErOrU3tLFTjvDyLhhJm+KtmBQe4srpg3MOCbccArRVZTV3B9zNT/qf7UTVQNqD0tjN0PdyEFZyAMVjG00zbecJij35DAFa8Qaye00WKpYFsC1yzwxCDdrmnimE29RBgdaVc3CvGfV5E9y7pt3flsEAncFeabahvJilo3bPm4fMQqr1TrMjOF1KyBkQ2YXn3XK1pGnj832Yvs3EUVZ1rAF3s5U/8h9iHKmdaCSmWqQlMkCsL5VWwXCA4OzcNW9NIsMJ+xC5VU8atU4DBjRFSGpYvX3gz85nkRGKMyHevIagK5rG/wvU9RAmhiBxUIO/FE9+71KJbVvqTTAO89rYwHRgcV0RvD0m64TDcfiv+3IibVMUZGlvaAFYyOglfThvpPvA8/xb9oeHLLLRNjznKajckj3YI5JP2TNYp31g3WyJuK+IvjcpM7mv9cxIf/hgSS+e5F7mnexDKph/zmrIzJGdtphYhhVVZnjcVM8KL/+ZwKww05lQ30Mm/Mj16k7PwACwfKurQTUDWA5kZz0MTbom226tqqmnCJmke0WqzYpmxaSucboFpsCJjPH2NAdTBp4sFB+M1l4coFUt8YDXGxJnEAE8zz4G/HbX+43Pm8haC2L+EmXHFur4/XUKJ9a5LCSmNxlmxA6s5dh36x4hv27E531/nVBozYAysJBvGM1bK5sNJ5yIiT53JiY+qc0ZkwEad2Z9daIIIFK6qi8VJ3mqPODOa6y7gs7J4vaZRZ3v96v46jlDrmLZyYoxlB4RtOxnYk9jNuRavd4HQcp30eOyC+1P9KKESy8p0Pdm8Q8eri3A1MThHffo7HYEz44zOKRvyqGh+aLfpMTsWCSIzP7RHTUkDn01v/SCAy3bBEUJtN9ugvoZoq8CAJ24YQB4S+I8uA7FwxylMzjd+b/S3Zs5d4ysAPBdccgxpmFNkVf3tT+JrFFXCbVxwsP1LpGeuY2tPYWmx6LrltUTX0FPpzMGjT8nVtforp0lJwYJXF1g9Q7i+r6bNmJEmHO63TD1GFbxQjIHniZNJPXPUpahLHPaHzsyPYmIGgMFrOr7hk6VM06gUq04LN+A6ruS9eqigW+2WxA4omM6NnMrfXKaXJLij/U25Ye3OpvZMPT2yAyB72QHuYZuG6FoAwi7lSSfZGzNpm06GzXj7qX6LXV/G8UKJBsl0rAhe7a+U31/mU7doKDg0WomDGyJ5k8LRr6UJTto/X7gRcXvPGI1W61+8I0f3Ptwb3tQKXu+KAh7K1coqWKN/T1BEPpmagyFILtgHrTAmOv0fPn0MPDgQgZea5xYg5pPjPXm3KKtQif6JffHeFfLn6uFj1zCdj1SJ8P1dNxrvdlvTbW8++yeHMhny0ER5rdC8z4iM0vxRNtAOV1HCATV9D0WI+0eC/5TRFFdo6ziTZ0Vr7dPyDd8Oy1iYE3o8UkfeNgcTgi2m16y96+v6Tw+l/m1KoBPyuLZBnvZkq2N9c55QrypKiG/myCoYPTElnl/zYZmUIUikvSFMaL0tl+zQoTbwa9eWMBq5J96rYwaepCHLtmp8O7rOvHz/UrgnTdON50fS5s6//1MAIZubBsyEVUcixAO7g+lXBoVAN2FDHWNKorUvhhlQgDCYQWsW/AEvFVCu6ChJ4m6xA+nMTKGGeH7qoEqOZoRCZien+MivAnGQh3fIyv7E3HVZBG9M7p9zPmKtU6B9RCwDbiddeerSiq2RVKNrb94EFJPxuvJVl3/r/T2gQ5+c3LvrO8NFINDOmjcOy00z9Sq+JRY/YRGkZSY19Jt7ifVysS/ONMEGUHqSokmbEqXN7atd+F2jTa67BuZyOBwHg/ldjBZkaJK7/DAh2xxtUIssYmo/cpdJcx6MOrM7Ljpdw5Xv6vIOfzkHmHOJyZbmmWKcDEsB723P1kcpJ9WCZhVXSgy+4KHEdFwUWcei/zmvmAMPmSaFeeD6IP2HDq9c5ixxht1jq1/KKU4R/6ZMR/CO/vOwbeAcGoPAVtijFiDxN0vl1Rm75UFOvlmXy20whzgmmFAC134YbrpCh6f/fGQsqYXLam+LmlwhhBEdD+Bo79oIyrsJw+umeJLPC3W8WhEi9DuRI/+lj6ZlmLI+zhDi0oDDsJmZPCYRmlE3+szAOWM/oTeYmHpjqeudqgRDZipfoKQx5O1hYRpwSRwBQwRj/JPtyrjVlvNCeiHRF5Sv9D20bCC+t1FQ4HjO+/+3pU5tXrx/YsU4+QAzl+R7edfpaClcGMM7dk4WqhuV5wrPaHbB6qsxh67hoAPS0cyrkGhwUClycCRUnUDiRx8FBd8l1lwK+5f2GSSkelvLKFV1T1f7qzZnbuDxDL/lSLie/NttR1cgEVE/1BqxnQs5H5cUogM/9RCKPgsZJMPUyeuLv1TD2v+2nh9M0ff30FTHwFs4TWsrqNvS9OfAoq2WrNXQDf8XJHtaCHTrEJql4sD1SSeJT6MTezUQ3YWtRibAKMmZLY0+wK2gQEVf1/ZreyVpB4ogCi9ui3W8V9za1PFUc2wJdrIYbecMx/zeTdBM2e0LJRvSRnzBu2O74/pakwDeyP+W1HBwcymR5Rw/sbMsIc9mA9akSV71UsICVLMU5BvVUIz7nDDR5uDyONV+rd/XzZY0GhkuwSczTWtifykbANQi5EgSZ09Mnr2HtblaMdymPv5EAFA4CqhgsrgPDWWB5nXzXdHvh0w7Yr2O/n/yW8bfAKy7aAGLFNlmiunqZ34/oemeUSnBtO8ogLpNt0uNITAzMEKQI0iNNdSQH46DeWxuq4TaxDvxpPZCPI3Ih6F3a6Uo7Dz5iGdMl5bkDLLCTxdwTEfCfWKD/CTabKC0sUynU67ubOQyvnuySz3A3nudltGAOouWYOeXbAOPw7ui6B350dpE9t45QMQniQcaQzsb5RHjJbmlplkYO9af1powkD0HBxamOb6TuJRI2z1SMUx6FN8Hd6smogJPIw8SiGXww0KJorSsOwfCiJRnIGawYX+G33GEa3XyTZDFciZDEO3ylNaBTfzdDSqc698AZj9XaiqiYvFlW6ZHBYMY3WDzKpKZr69yrM0UIB78+xNzDwul/Un4iMVmqZwmptXX/2oia7VSz1r3yoliLpicYGYeWEGvccQcTsTgA0BUBiCD9Hf3KwQSbAmxTRGVnp4ltF87FShx/rjXjQpxFxESV1jhzxQu1MK0u+8OFbP/EWbcb+zqIBtOjev/tcW+mGAN6d+VnZ0JDSU0+SSb2a/Bunmdw99eaKH1amksAGRE0nQB1WZJO0AXopprZGfnE6bB9MHoeKuAq7dsD0vbTjCHFFohhPw7236T6fIWN25zTvNYTqCZQU8Id13+4ZRMjdpLvCH5R534+SVCwC2mAdjKxzhVwKr5pO+0ON3n8XZj0oTI57BfGOBz9zxVh7NMeLx5gbim2kZSXEZGXAbMclaAsgY8mKCj3PSOBM8JXOsglJxak+n5e3yUCs7AiQ4pQJ9AMtbLEBy0U4FBcTHPG/sEdLkWItS/u0WQu8VzTwv2ix98iNuGmlmpn3mFbYmXg9JPCr1o7n5XMmijVRnepiEnZ+TT/RGCLIDGlWOqXdnnlR1Mrtc3/kad5EmT7bOONzfcT/PIRIt3d4x2LR5YTbYJMHLkTGjU/qsrF2Wu4/FPwnLfsgH/PBLQXiAa/kA4BM43OOS95w1xIFsO+I4JdWcs1Q+vGpiudKOJoJhsg6x+lhYHUv+7sKdKzohSB01jC2iTQlJicOHUjJQSyxOBOBOAQENxUHE/w5h4RV/XND6paU3juMxiCyiBdr6kTEBFg2ccxKYu1g3C/cYUM84033eDAzXIHMTyimV1+YU1ySH4oNiSHnkugfDwcJan6aPQFeatAgr/BXSZrT9VrMMY3byZKFan1IWJbKQq7umSQ9VMAEdrqu11oFSpSelrY1LwGTVa8SB+G5Zm2Qy3D0aqsOlYtd+5Kpv9NGJMrES2J9jnfJntPndI2CPS2CdkaVUAREjf7q7SBpEKTU6xFXZgBTprNhyHbnwV28Eu1aJKNDd5EtrPH862Za0a6gwYWKcjTvydtU93nhAZuh+W05qRa6UZhYPog8jp5cwkZwKLT3np4haAp98uo5K/UOkIh294hAyVJVE59p3uoWyjhyS75pAirDVSjxYvonQFQtjE4rr0Zc3gICRlQKIFzzwfcQ0ELVgghHcxLL7hbZQQejH0bLpttpdAPkayBQM+n/3u9T5qwNfxaP/K/jmlHVxEqZ2n47/XDBLoMNVxRlgqe41oPdYf8dWJJk99kCCt0Fn8bFeO74Mft89Y393S1S01mdaU+0SXz4PkAC6+x1bbBOYalI9C2auQFbO7NAt4YlCFocNIB1CIDZbfGN0Y45tO2kmrFJlfivc6HfsS3qSagf0STc5mE17KHwjoqmeoyEWdvwl1E66J4ebYtSbHWFpbatRcMx92vSo3dY1u6EcDvt7/U6iFwAxD1dB0UqaRgFrY1LnYXzHNbNvqhO8Esr81zJO1FCy971s09BttB5ZLwEWxGJ5M5gNUTjp0g9jHEfAesGSPwAO888Ru3ZmPTZIbZGjo22Q5JzEvCs3NRYnk72a/eWjeA1XYPj6tXIAixD2Ij5EP50dgyksA48YZygaL5ijq/C2Y191t0EeSs4OD3LABoVlvb0C+CNlsPfvOzTcsGYb4SQN+oDzmvMlO/jMUsU/wWbpeeE5Yd+lFPd1Bgu1vmDKZe6nnHX7NlpZeRIFE2RMN7EgjzEZcRIeZAea7PrjPhVDnkJ2X5b2QWEs91K5WPSz9mvQSFSire153OJtzMmlspQJ7CgxXMlTduqXUw9WVboXPTl3HB/uXRT4mltK8HsvxXCTzmCF7lVoMiLpOATJZ6LxqwWHSpyiww5G835HGJgErAwK6fP+37eix2QbeK1wecpgkq40wtX1QYH2GypSxqnK/PqhRK/nLVPy3gsgRKaJKbttt44RPeX/bNLBmbP6D6ONoj0RBPO7/7HUe8y05eynJqcdVmEJ4Q2ycgdGi1obINLlsBfskh0Mjpp9ro+3d/niG2315wVvv3IVEmjMX21pXNykG4X0Whi9hpgANSJ5ofwHTR31XHubzeAgKkcDIFHOsL9oO5MkQf3aWKwF4VEg7Z3OTsSH97yLYUAuNi7iy6RE2YjCr/C4Ynoadx0BDDyxzLysfsNU5i0LyZyVIHeYHSwyi+lFngLfNu1rnFoNxKJy9A5tHsbZYkV4dBX9ESWZB4JMQc9rxzQ1iXMqb6XGQ301LjqfJLDjp4pFo4Tjq9GyJfUrzJLeGFO+HqBHQprD9EyP9mog4R9/nyg5M5GlNxSrsglo/+a8RtcADZDNA7GgOXodg3eDbz+Hdc8wRfP/61cM8k76TPDVPMPbnJoT36Dnbx8BrB5REznOl5lllJrZmf3cf/r1JBM+juJbmOrp61FVRmmlxGsEpjBIcMsyzzk/ogrxKPikYyhUcdLkCmzsjFJRLNA7jkd+EMYon+A+2aQJxAQ25mrbunlOOB3RifJN9lMcz+HAnnh/q/c9Qnfj22Y3htfYT56fFScaZu3Fo+XKNj+EiPbc6KRrLA03Wih/tS+RDurEywHDIxyZMeH0LTDAftyuYBZOuyTCce2lZ5V00ZuKOXSi6DJdJGw1XhxPT1QX046esMmztuuDci0d3UQlaViIgpaiivCpdFjQLa17FYlwbaEnR0js7ZTDggeLGCXoYBku9NqMVB+U+WZqJl5cD/YlVwFrPLw7l6mv6IhXCWUY9xqq51Ea2gsZBdWxXID0lGtEmsIDsZH2Jr8zTHYpqN/RJvYeAOJD2Ut0svNni0VQCLGdG1IUrnCj88Qp6BnKHQ/1QA07cXIxf6KVqvg3kw/ggBrZS8jsD+O5d4OUiS8zfBzSrGjNYoMezfqmyHHhZAeZT8o1WRY7OPqNZgzi4uUBvx0RL2llGpGD1vLja37jZzCE/kVIp3rEosItvEI9lmJy3PDbdvlo5uIahXZWbbDRmkt+1tvVzFsRrUnTfsnyOf9LHrqK6/XUWWjIIEi0uzGvMq7ZLPAUqPahijKlcSL1QXlKbdFrA9dWn2Y2lfGnZyjzqroeUD0SwIFUItzeJXhZ4+H3Mo17k2EzBSt3eQYBpA8ikk0TAt2Bu2t6TTyCZ4YUhBr2BheGEguJJbCbu+odlvHAWco29ThRbiWzHk0A09gZAtIib/8yyU44gWx4E9lPOS8s/FrTzQ/LdHaXwLKikatHNzwC2R7oHSDjLLsdiCrYJe19r+z28ZsUUsDD61RuwwNf5JC+WITT9McODDR+XfW7nPg2w4QbRoB4tZYlm3E0QbPgsef6YmHC8XgS85rekxAq8zwyBCFbZjLDjF9mF3kr+EbDZ+fmiadQm6HOIypPR4LgJr2lbIRrRmxJl2aUJ8Oj0ApK9MZ+D/6kwkSNyMLVm4+s+Qsu/vp93eFHQz01sX3oQAqPSmyqpeBbTaH6uCUyJK9iSxxblNfl3d2qkCNaf9D+6NWdXuuqqj6AViHp8aHM3SzFsxApFGp++dAu65bPAKkseKCMiDy//vnXLQWV9bCSYOopnXQsAOBYvescGrMMcJKtonXjk8MmX2t0mvydPMvdiUTNcgPlp72v+V/cyQYqU773DKuqd9wX1A90LPP03JQrSC2sd/d3SyyyniVLrlHd/f/MbGj8Hd7xqEsenLgAKrlXPCVCXmvJBOZ2bhDmlGorSGD1y3ULLB5uXIRY8ax5gEysRowVn0HCaUqkgG7kOGgjCZ4U5+xIFAJmKs35K9401rCdhSeABgRFEY8iIUrtBD6338kdbEjBLvlY8ubtRBlvRem6SrNCDH5/Y6rjoLqoXu5MzLSn5cUg2Ixihrn2hSsmZt9ZfFESRRv6j4UPydHgrLBjy9InFpZJkZDXvsoMrvRPzGsePuFAfaugeaaSC+2U8G4hLsWvfLi7SMsRVOwIs69THlhTRkJ+7RTWqtWxVF6I+9Rygzu23wD1FhS1x0nsm7Pa9hktdu+MJbgfkVsuvxMD4zF3G2WxZ+PmYx7G6jNCJqsUtXZdNWVYlbv0zl8uZCAGEQPvqXFvpW3Zaf7Cpl6Wx6XE47vJ6Nca7YD5LOV5DmZlQym1cwLiQUGf5HN+DxWqtfKgsGJFswm9Wk7c/7gQjpvbm9MMYDCNiyPHqsaBdiQh0VxqSA/KJq9w8GBnaQLytFey8tOcQlQrFJZamH6POMYFK2exoR+88WD4uhGG7zp1+QIOWpUPgjkB1PZlXRdLsuc2VoNF+S/+Y4zGJ0jzmW+1BrBiWVKEavShTRzYipYkrwlRLxXabl7YmRpIrnLEgI+NfSm0hU0GCuRFJCHgJKZ17bKJxHzfczI2wjUMcNAJjWl8o7Qg/RDr6oZ5OLRWSFBfpTqS/CZCDEOtjfk8G/CBdOAPSTp+n8tBMEeby8w1GXSVhWerRLTGvQMGsXKBrF/XZxl7/ED24T852bSGi/Ula99cp3Af3PUKScaDfkfMSr8lbjjSJSU90bJBadoxtFcSZuUSJhy0Q4UNXanNu/XrIOnxsBzURi6ZOPJ5wHoyxSWeQjNgRORnP9crt6ptJf+eN2AVEElfDl1TckLTKwe3tr0J3k914P2cIk9lA40PDSjW/Qe6DYPjxtjwP3NKJiJUXxifq2R0jPmyJ42m4QDjgU4QSYKq3YxhQUkvO7SK1MvCeVbAY7sGmDgnwX8oGHZshPoFZrxP8oc+kf2aj/X31onaNXExm6c8LxIBNMLBg7/W5alolfr4lxdxsa0ZAWtedTIFWwChq+ZF8fSH0wIOasXSQJN4X7/W4qNUzlihzPuHzMXTloo50PZhSWR3mC1mNZgvjzXlUslBoekSeJll/3l9juKeIwSnY7LAxHY9Y7c8qOeaeQjYG/SzpgoNFdcG6oXvO130GJlsvegOotSf8kHoK6r8ok/kvn2EKdb/OOb31Ct4DYhfh7VQZ5CY5CWVP6hKVcZ0rAc7cZSiAnGZyytCys02XGOLWSOhUCnUsqxkEkZMsCBNF9En3lidghFaWytVb8q6xX7DCK117U+prAgCwM5jaB/yRVBoYaNM+wriVvnBXR4sD2pfaN39pjJDetG2vRK0VTZEvCNscspAi0e6QBHjXJeUcDUDiCwS2W7r2PvssED0elz4QAZrQ0IChTdWkYZqQdMHS7ryfnu20XbItgeE+u2V2J2PwCk9G/h0mwhPG0YI6NyAijfKCJ7/m22fVKKIxXeWN7Zj3S55GKi77SzYxXUatxWybC1QxdXTrYNYy1axmE07H6kzaLzoav8Bn/hztRpidVlI2eTLehj2Y9rkP1EtzGkRQg6ZfvMd/6pvZKISv6MiEic1dl7BFenfJiSkvFSFF8oy9y5p3qRuz6sDm9mcfhHLLukDzs4Og81YUDApm0iRBpZ1oQwu4FR191oB66yMNCAfYO2BHT0XGkANmyfxlVZKt5RakJzHjIDnuItZ9ftgllQndP5J70i+/vu/M945nGOELFFuqDPrGDXnF3rs9TpRarMkIhENkqxgFc0IbE1kYSBwQYdk+7qTtBUvB11JiNN1bATPP2RTpkSNNuf+J3uuEiqItQ5IlBgnVDc6+Fkz7vNRTcyp1zsAHO9izYVu1THAlj8EcRey2+CoY1I7HFN9q2KzzeuzuDRUmcdlDjTZTERxobaQveJOqxIMBjuBfsiEJ0ZGyj/Dsb7fUZhyUAktL/TroW1ncEVQqzRbJq2w4XE8mBG32VNZggMO7xdHwPOcHy3b5Yzb3Uu3DT9Q2+YoTxx/rzaogpwSNZhXmhoke3NpWSwjWwkfP0LRie/DhU2blWeFhyN8ibk0lvnClZwoTYy2OXSVfih06YWD2ct5EprqOFOONtUQVQasuLEi4zSdlsiu7RMYPJesbNsJBoHGas5EMFTJZKrTuAbBaier8uWRsS2bf5n+DAxpLx0Qe/k3pdR1FK8BPgU7UHNWThU8CzJbsMC2t4NhdC67cq+n/P/UAqNTmNw7uGR+7VpmGENVCJO9qJOySa74A65InwVo6iBh4OjWuoZY3SWoDDe8/HWKi0+DEjRAqPP/yndbhfJXv5wUfACTugPcg+V54Clqe7K1wxaQiwYBQBr7A/DvNPC9l3lVNRerpCo8SA01E4vTvVYvc0z0gMN1arE/xWw5dBnrs/RPD5jbPjLQ9GJtIqRMD5oFqXGr+0OtSdqELeMhNvC1w6eNFSaX2ObJLyEZVf2y9/Rm0ZfGRymzN6pwqv+XiFDhQ0F9hj1wr6oi5AEKQlsN+5dD5MkcS95GQJ91y+DSMXAU7buxbqaM63qa7MB2W7yArA+Oge2eUUq3i1R4uYRtt0c+4+wwZXW/PDDcZnEuJuApcM6uCR8Hn+r2VsuLe8OhhvWiNLqQURAf/Q7y3py16RJGhPJ0fXrRz02RiB43W8HxJk6C78hiGnLImAENlmUHf2YsyOBtoBSxbY+p9DTDV/ok37o4RZjJ9wn7gkoTVl55BgVJ2L8V5xe/ryD5VM5Wnjr8dzthrZG8/DXFxgj3ViNaFczwuNGtWrAskd1COkMvBTc8mjRs3H8UFkhYk/Bi6BjzCei3sI0nGloGLSqpsEhqE4vv9Jokggb4SQp/YwHhbp87NnzzLwxbdAX8x2yjURqJBZBhAhGrBup1agrsG6sUEBGDQ8frmwP7vN7YVYXUG0kaPwnIzLiB3zLAliQkGkas0Rh38D2hdGu50w3vKw682PSwswsUpzu6LRu3JWWltiKlWRRM8KIEvtrM3FxImz5Bf67Quy4k3j06jaTZ6PJn3dVAmTEOsDSD5i6hrAgZuJhA5JZA90jg98CL9+4sUDH2cluVpCw6NL3ZDPpLDJHNLnmRj1jkx9LBzcRQH8RxCdmlM8pC9UYLNryKOd3Jvr6lNZmUqDhA0N98BiUmCDQgT0tegirH+TGefD/fTxOmEdNA9KnomMHMQBYOwypAfSTBSX9Bb3zwqmhZabthNxABEy9/9m2j8ISFnnppsk6Ajg2aIZCCRS0wtdJO0O6owKalmRSRWIBgxCxcQIjfH8qVB744SrV3LuG89/ifO9k18Sia8rEBznQa6r4JUXycnLYiBAW3N8p4mXxz8iUfFAxsVBh33ggnVktPb+tC9OUAvr/ba5WnUNk/WEOCCqw02gSvJKJ8m0oOslLDbQgTgOW+fF/HEIPJMIRLhUiIYiC/JOKs/2TXJggHkWFdukYoz62KUJPLXpjALlsFcAEtfTmjWa9g8yerfDucixv3dJmAlPDc/ocqMImO+MKP1iZIUzPaiYAWqPGlJC40H7JVczN7rNLX9zVMTblLFaXEQdbPRUyTR9b1xbnP5MOE/lXALEokxLNNoaERGKwH6xr4Se5v1quMe8YRNTDYzlg/LOPz4hGeUQGcPdvf0hHHKZCbf1CM8omN8ROwhkAWNuUVZmEfVvgTnvoZiQYrbcHGIrHJ62zuCQE6YXYxiNa2za1sheym6EvduC/cDyJp9ebPJmh0VwfM+kw7UOHeWl+1GFYJ+OrudMObvEbHMvqChlMFJ2TROmPaxWYpoQa+ChJVHbOCqIbum2wyrQJjroRI5KEk+5pRVjI9tVpZyiy+MndrW46bYEd+kfH1uIoUtl/LfxRb6nAfN4M+B1yuTw/LWASjcSW+io6NYS+hAp6VjcNHqLO8Vo/fyZaFdqiGarpHp+n0VnCHKmjviRubAJ5R16JLLXA39iTZuLmfuozS7VZiIWjDErSDa3ejdZ3z8wR99VcDuIXrb/upI1uF51S8auLCMIp8f3bz4XysZIf8V36FAAX+hfamo7aUFbn2laiYV4ZT4dSs0XymmwIA9irvEcqC30G1sRCwHj2MGiSlv2a/rlSUkRWPUuEKLWfjSiAaUA0inBb+SGMMjqYQSevHeVuzEIvzkK0gOVQv4J+OsRsS7Il5wjmjIUB/CADCdsHxzhYNMIJMEeFsCHJDPRzSnRyGZwQRrmdWxFH+yLv9iJtZQAYhsZkUr9ZeC32Gn6l2rZcbfPlvt4iv2YKZj+z+2O2Hq9pHKpxR9hA8cEUu3YaZE1055yKq0lhBIR9jIR2bCFX7ExUPfkzbdguqwrEsPsEVWoY5EcbdUVoPHxV5H2f5QcXpEnKILgQDMMQbsNWIA7Zo9LaqYQ1e3y0Mpwd72j80a9oqkinilJYffy+TN3F9Dr7DZ7HiAUx/KMy2TN6suOvLzlxaDA0D9zzXnh0UzCOFp833ngH659qLRXUD17yTNADXQOdpGtVosNsoWjyQ9nGCGD8jwDJ4dL5wUMvocLCVvKvGVcKB7iFJ5snGZuUXhPQn9SSOOnSRUD8gNsnsTBxw2ILKGuBid6Sswn7eHi2M6Ws++7etW4QF+JET7yBPUlxvx8CRume4j51pF8ZX3ybnLplOLUA0In0NISmYYPvbw+AWFYMX9luxNdjw1/Z2FZlZZWC797Ls2A1A1QNMlOIImiRkDgfMiI5NzpIjYWER873z0Yb2scTGieYkNVTOSREMT6NX+Pv98l9Vy53exNbJ+BNCGCTku8VFkUWfE5ymZd7xXFsh7WyCAApJGgQ+gQAGUGFbKRj9tlIwgKjd309TQIgUtsjZjQmhGhCAG29QrIgoReRkbMIA1XqJmkZTxc0jP9IwgADfC4A9ogokiRhAVG7vp6nwdC8aYvId2gnp53OR949/CN/uB738kppszidoI34qXh9E4VYqRhzEA6qAdMF1609VG5Wr+sY6Zwuyo5a5wmNyDTlTamOc9L5oJYVHBzM6itAAPVgqgy8TMFhN3Rfx20q6rv6R0vOstHoizYo61/sVzXB69CkKawmL6EMNLRSR3el0neU4f6XKc9rOj27G9gGsTkTqUHlv9lrg6LRa8LBuv5d8OJBqgVjlsxfP4E2S6kRLGQaDLIjbZelDq2LQK5QA3gpdS+bVbOBkyNakL5l+7GxSKuzsFJHqu7sMdyTFv5YBFRoxF+KFolKkAbH+phNUjfJ93DYKGKTVD1aUP1zMdqMIPRCuA4fzWM2ck0+es8w15y7t+d9YBzNFE4FNWEkLHkRfVBxr+nQ+cTqrGMUS6xrIpCSAfmMa+jjkFuOWHcPaFQ3aSFjNJh10guS4SxhHPsNGZnuTJJAdKWWStne7Y31DTmZWG/OhPems3snmXbClvL3Quvs6IbCwAn1L7gvwY0unpopYxMPuKlmr+IvAD9ErVBLZq9MgpmsDJ4g1lKv/FrjFaeumK1U1HrdCBtIRrahCssZNAmIhci3Yd7MM0SKJJ5VYaCxDkjANjVtdn36x7kSFgLgGr+Es/EkvxRfwzCp9JWRbQkcbjAsAgY2s8L/Yl3plW6j93fRlZLQU5bqb5RlQgB2PUHsAF/USAWQOQoA4ITozxZV41B7fAbUhESFKjBA8kORasliec8u64ilZ0rT+q/jragXxIVIvuQUR5hl2bxfzl3l52hQJcwHbYmmqhI/K8x7Z69x1WtoFPat4cwXCY9lGRh1ES981CkszmXpWLOyiL94B+B7e41ek3OO40d49MGSJ0FKURuabuollVEmo0RRy8QDegueJrtXmQ8zq0SzBvPc/IISAPZkjWeLNHIw0jCJdolVi6P4poYeeeo86hhLs9xqRsoYa7ZHudj1EThaspzlCXggOB6izs/Jsyp5cnq5bLQa726dehy2jhz84A3Md1bX7mrDYf17TDAxHqYJpF4TurTQMo9HCpOsERKMsCvUHRYgMIbFXbu94GGqY0/oD286WY57L1Y/Rtq033OEKsXGhPqvf2hkTPzU1Da32ul4TJsNtYa4r5Ti4IiSyky6ATKhvDrL71R8x9p4R0tQ7UpxyujzLeHvI8dJlFooQvFl96NnMZj6d5pHLc7vqrjBCoFa+fYhWKfZ/zHPGnI3FCObH2FsbFD+zK9vzQsCgyhbyuvxLInjTgf1OxgohMfWZMszZz/Z0dzQJA7QpoRC3PaA1P45RfVMpkQMa+yDADiTZpy6jNKI0JDrg4h01pqVC/S7xtzeclP/oxX/PVw5+zQZdFzHnPy1uO2AEqqgWInSgVn1X9LK3Nhwx1r03jR1/mI77lRbOXca7YuZRfUURuDxQd3JkOdGCaHkbzJunSG2K/lsGxazkyZ02h8dJfpW88RmG/GqJDJHvuMY9R5DDkHcgutEvr8YaTOqV7Vw5HXJhFtA2LjyLSTLTRZWXcRCW+bX+iK26Pekrl7KcIAEr5Vye+isEpT+bydJ81ZfpdaQZNZGKcz7DI9EIbkCU0jRUddWRKQqs9Yl6BCv6fXTqT46xyOtw/z10PX9aWopGS/OsA9p5xAark8K4ID78721J3qCywK1l5TcKVFW1wtcECAcyQ9ZikzYEGhF/Yc09XIgpGROxte9zc98yUgmLZc7a57yJgb+AcKR4YVZGgTEiUIUXRsPPmIEW9ZrVjSFyo/TEbtLwxNOXqzTd440Htl2jCcDDAwTd5luN8WQ9rlZaeGOHfs7Co2qKACe6Wzg5KycZypKorEyQ+5d9Dsp99Wi80ZTk3MjOrB3EYYhIUj36yK3v7xI2BA1pcUrzG7AtUeW76rg3rR35iSisMytujuRHRKKqYo4eaSY/JzZut97BcEdAXcD7r7ijodX8kCM/07hWRykoOscqKRgKaXEwuoEDoPMO7cVRxE9ZrQbLcqcradCE4p+OsxtmFP8w8lKyZlcyJwsIAOMhzlvqrQ7JVCerCJ9IyBuhB3qJ2aORu9hxmuyD1idLAUGa5O0+IB7NL0l7pN9xrbdDfBKwxfC4b3ue+LtY1cPNQpjqN+0/EpwZVp+KShX9mDP0Ifyv9LOEeTxnvlngukwCrfFeRQz6CNDk8C4IvLBGRLvjpK1AGY7jLybM/FH6VqbsVmfD7PBrMO5fTD8IOeUOVRNlzQezQrSK6Zkktad+/M8vccCn1GmiE0z473va8Kcp+B8vAmaNpwEJ34Yi9jLV4jZa3F+wwoQSxAHqhOECqbF8jS81o9d/cBFHoy9xTmz2oFE7Ro/+3smGS8y+u1qy9sm4rfmsGY3eEEyB7kCJ5uKBdsAKmNHdyXiYIYJwkdBCANd6q7d05lN55/g+/eF76M6ytE2aeJ4C7ug9mU5dG8crnGyKC9tR40HAa7B0GcNF6qy1AHHlrp5f/t+8VnkI9B+VWJ+JWtFmqK4x4MFnGOOD37ZHsy8sS1zASpfTU2bwFU3LWPU8OJNstiQA89eMSw01fVoecTLBQ9CaR15+vUZgorZJdavZCjl6GcFOaVnbODK6/hgmTtfz5nc/POtinSuGITZ4YuzXfD3QMRUXSn73onbimEE1jGo3NfXy+ju+OetXIaB9g0OY1usLlIi6ruAtOwun39TU7Z9kDXsxSA2BFz1CzfIzkp0lo9AvkcbjBrAsmZgpAH/T1qEMOJFvo05829nmY4hdtkPu0Hj9OoTTOcy/O+d25jdtKO152nyZtyAaYI22RnvZ6AkC/8BG53nhbElxa+bEJiFy3o1z+0DFdGcufLa8eB0uP9HSAfwfc+X7o8CpEFay+6bLnYCRuRxqQ/cu+rNgcnbmbElVv1u/Ar3XlKwju7ebNntEnBl3vywmklRKa61moAZ0NW2gVNT9w6dK7lvLa6OHMWapHL5a1CKktn8rBLBxGEtqcWBKh6QzFeluurcULDCXdS3mQFPcY3av/HzxDTqMhCmCsvlqXdoKWzh/5oQ7VcV4eT9osY4lNX5P0Brmo728z/rG7YWTYmt3fT1GRbMLUMIAKXdw3j5p6NBr0WFM4k/lKjeIj2Ctp8maky7Hfl9uINo9jY7S24TNJgfoSQZGmAJ5BvUbGdM6S2vjxD2EUGzX33gqJODbly+3gGhe0RDZyejsjExPS6ODJv69dx7r8jt5saAdlULcUd/74+GMY71wul/f2Vq7KK5pZLevDgAtLwAYBLLJQD7XCkQAEyGf2XLiOutJUHjzFlm+XXMolOdAjlAyYgDhM2eCPNV30IHkc/eIlZ2IGoinDiL6KSvi0shE9qxgyUVkI6RKanK5IQw+V3UzM98st6qNGAZ6QSMmAfOJHjVBeWgF7gqBaFkXGXSnK7ncKytDlNoPrQXy3/m4zu3IFCFev2KJgqaIdiz4csDZTOormt0X+QArfRUq0npXvWX9ILg+iXBxsv4cVvaPxz+Hg5m89k/cCfkZpm+dyX/17AGsTk0JTbuXETfd09CAgD1EzU0z3ZXFTSXRabgv1Rc97XkXnLcfaluzK0sz9qhHK/VrE/0qC3w74DvtGttEVMOFyQUvSgd2R9FkUrEpboZDxZLC0WnrLelt50ee3awriepRziNtpZ2ApyekqnbItdvGoxazAS2GZkZlaEHUvwlwm8gW4SxGqLc7Ebv6CEQ09Ki5BdCLVqSNAb9ihvjGYCZsXj2pXNIRTovff+0F4ACiAAHfQyfDdxPbT0vBAYyEJu/bFmGSVlsZL4d+CQ4poEC+1A+VtQh09HKNLKJrl/4TEYteCimcjauRPMBCo4Ag4wzmMX09Lta7kM3IjbPwt4OOJLtP5kq9HSJVyrhuRCelfrDzbONgb4Dv04wdN6Tctz3kYj4YWMMXsi3UkxpyvUH4bLEhAAPMhdQzuLg5Q4DcnQsfY6L6wpkYkKzry/xrblNdr7gkYoaU3v1jGS7WQtW+ukJC5es7mJ+hpAC7pS0QYDO8Q6fweJGw4aqjoIt9mQAj5UOwg6AumBWXbJLh6i5FIPjxafNVDyE7ufM8OZ85KUzKKjex/M5anACREqviziULtqW8W5/tq/28Nx3Dafe6Y9IoffuCxywsjsUJkXUKc24Adti19tBqAIzIW9WwgiaS0PpZQGmrBI8MBUW/GhOTVl5XbeNTiqKWTrb38aHh9//MIsBw4KDrMIYTz1CgS23AZFoAAmB51TrNU0cC29gmtNP3hyblnCB2TPFePTQgQQgNcJiPbdWPv0gSmrbx0+fqD+zGJ1cV3weeQJ+YlhXuQUNEwYg02wUMG7laGqAKdsl+OPP7DMVC9NuUN/jpoejYUXLXAyMVBNPhn283U0SK4AegrfLeuWFqMzUKS4xhmOjpefu/7LnIvqXIUVbqH+cjAmvbR7aFTj6xAzBSUVeE89oIJR0O4U4k3O5cgm/5GVDTExzBBfdCPd2owZpLPPN43ZSIGfXl2bTBZB/5vgApH0NIfjJ6wGUdpVxSDZcZJHpMjrw0+QO0hMr6g8tqb0tbMUcdNJHbL2H6+XvKliHwPuXHbnjYtBOyEC4AswygSDDbmaTxj4VgAA17eRwnAAhtOzHwG+XN/B3vgVNJTh666eYrQSkVA1dj+6RHDC3CkqpS6wuZ0OLqtJLTd3hzFp9Ryhq7SYtkab3W4aSC2Ngn7u6sc5lgdD9X6okWjv233OJo3xhHKEV48pt4+bfpikGaSJbu407ZDHhBcfwjEp0gAOWYavrEvdwkmMasfjeVqzHiU7r3+d/Uoln6CUCXAn+TjEee9e7TyHcDs5Dm7Wgbxg/o/8zFL+hveaHGMUUSNscsRqF7x7xBSOVn/6fwx+xnEVFkT0ryjE8y0zHfK87YsoY+Yw8Oe2ylAVmUZOsnR/+InPgWtqjh9/efNun+oLRHSW3S7Zuc29FlHG3PUI1LmhMMRcwUmQ+OkI4W4rFtPHBxV53fNX4CQrAWX43plhyVL3nDwTI0H/XRB52UKtLcKfuue5taqygwaWsWVcH4OrkMHUwNCHnvIPhfItTN2DNq53R7G+XqlOQvUNT8AuG/5+y4PC+5wZB7cpQcfOav5G6P+oYA/Vec245A2Hc+OvN4rPPfJTst725esLhTS3P0sdPrp1oksE7QBAMxuDe/WC6wyTcmu8rl85J1oigeW2mBbNXPItzHyauE5il2J0hq5P/Lvs/hM925M1/WKCNWXyXSP36JjHpAzhXRVTK5s3b+nMdl3EIN1oPDTMt6pv5lMiSRtRq6vxmNDPMkN7iq6SC4GO5qprufQFXsN49P27EuQV3ra7NUmxcXH96R+HOfdY7Grn8DlzandhcKe5ETLFUr2jLJ/Y5nQ9TNLkMhKvH/0kaUoROzCBCM4wMSEoDzOrJj6ONvc3lkxVrc1M5GpPsF4dteR3PTXmkGV2AArR8vZf7hlRHKl0vlbFAj8pXbkcObRRgivmK6W8oqsItuwGeKaAqZX0fffLkHbRIhHFyrVH1OeY+vzRIQaxFvCD1KmPlG0fu00FpG00q+eRPd2d2ymbBoqlcJoLUcQPS1Tc34RqhPhUASpIbuUG6NvZfAe7q/iBm/6EMxaLaFV71r1bHH+5K15rIL5WJbZgwWv+9hfN3f/J/TlJEdmpgasmAp3sQ75v2894TubQMW2x8v0X+X7MLeEBPjObG+fn+7t0Xlay3wo6GeV6KfrktDsrW9k+1DjghIo2eHRw9tCFHSg7tFxdcgQw0ZlFrTqwatOBP/1NwtmCCGTc0BdO6nS3+mO7zjswpxaeerTK4uT9ZhjWsYx5dFhuzDikb4o6FZBjv2xUoRyNzUbtcSltDozJReKLVkcWCoxTl7aF4enOebTe/gEw+k91yQZdZZvtFmtDki2AwRXiKkCBuNLJuqzb/9qMuOPsxutFf6OzQkDX8V1TwkaMaTaVG3mw9aSyJHR8RoWGI/2HZl8IdXQWIC+G2rIxHkwkURq7VxINEuZShSfTTCmBy8osPkcYsGFPE+fH0bi6IBu9Xr9QmgIC5Vlr7EyKC0hHolQfFSLxZB3Jl4lLVT9+E89SR9wC/dRas1wwEsPqPC9//4md8WaH6tvI43FqXjIDYZ6F6OtObCaIXKWu3h+rfs7YhOZkniRZtZh8Uxf6wCgtf6izmIqnSZG8SXrGMXlWURSODOsT30YaNL+E64A0N6DTm1QcIMDuYy876o02/V2TFXjsqMt7AVWPMHgJllLH/Vebld0v6xI9y+T/6hPjhOkW+2Fh919+W2YP7wHp4tvFsoCNHEFnXRfsxKhw3kbModPhANFND38q7JigfOw1sWzkD1d0mxZZy9G92U4dwDW1+IsxsEFT7Ql3Irnj5sR92QHt5nykpK0tyRmtrFkOiNDMinhOxmclV1utnKJ4le3lPvwQkrLNDw8HnAUtEnxZWoDGdhZcGMc7usYQBfco00fktBkocMwsloKc3cITP1o2/P1gNKkZqnqzq+1r7EtZ+CXhIqWbeNGzk3ogc535g+4//9dBtNmS+QLVyrvlnVKOM9/ufVrV5rdQ/Axw7VtonZEMwg9P3fDn7FJapMyOmdEGpSoBQBj4kR9lWh1MPeHLud/K5CwH3Ux6c8budIo9fAVGsJoJJx2EXr+rZMPk4mtyu8tFsf1ttzJUgmTiSRmOL+2pwDWCYp8vBeHI8YPfZ1CduZhL3Zw2RogN5ge0VvGLm4Zh72VJXdIaM4EV4CCtvWixwMj2ScCW9S49br3fGsXxpxgozbYjXE80gzxE+aBF4R6GXkvXsWrnPgVPBAHfVuQC1hzUrDHyRndsv0GO69fwQJWx0hoUGJJJdm3NlIT8rDgNimLx/ZApuGTwq6F+3PKZ8aPJIG0bA8hvAOFRO2TN35Od0XpyQkzVfXZs5zTueayVtLuYvR+7dlniYsUfq+5oIxnc11jGMUz3pLevOsQGqQyH5mI7HF/+jl0qlxXXfmabs4Ry94AoYG8+deOLfIdYEv2sJn3Kpuf5X2yx2f+kJXSvAc88qXkpcC9vurCCkT8v97hYPqjHfBXHyPp1HCKSLAumfO6DRpXXZNGVvfAGBevg8VIEvcHGc25gF1LFMIUgAaBI1kuOjY9VwiXj0GH4xaal4ZhOGqrRO/ZnNOyNh0JFugCxYVY4/1EFnYFdifhrH1rkSJ3bMhcBh/W1Y51qKTbe1b8sFnQMbqKn9DOhUZdjUBzPxGUwNEsc3hwW4nSlbp0VGsGcmOIbKUXqo+lsEr2pR+r6vQXIBpanGLN+hC9nnFjEzCoY7CHC5iCTssSEhyGfWWggRZkQTtRCqKc2Y5BRgUk6zCo37/aO5Eczd8L/RGNdpDkCyGNZTZk0cJA+/TmtV4eVEuz3JJhEjNmPJ1K4S6P+CT5hu9bko4qVqhX0HOfTx73RplySKjF06m4Y4NbsM9QLLgcjyQODu00KnTHGxRyQVWogFPKwvqyr19malIX87nsibIye+uP12STCGyWnc6uYXQ2mFRV+Lo4PLWuVZ/PR/SFjAHe2h+L0savmEsJaC0kkmi6lEVg6Sx4chr0sbe1XalCuyXG7wl3A5tZDdxU2BtUzxT+VFy0hPCMPFqP4UvsCbiJW9BMAse5b01gXiMboqdmrXAZPHlpNK47XfdtRRWMEs7o4Cq/KOB7D9QNNeG9q7Nw5/LciT2bsx1lrlLMLOwepfkPe971FdN4SXbKOCNa2at5lbUWOPYSUDYeWAnVugs+ay0MY3jM9r2M0WuLhW8eUjEWUGZXcId5WCDyj32I49K08j/OqhhoWdQvNGcHEAVy7aa3v3UQcWVX1WCG/BrmYhqaJhDVEpEHSyB7i7PDW+om4Vrf2YU/bxyXXLnFQeAR/ZxDZqPLBU+6nVuo0of+c3bAiU+/tZoQj3MNfRM4cysSq0JvoRbr+Ml44YOQQtJmLWmXjo4QhXX8KvMIhTOGbm+ji/beDGcWKqNDQYMGnTPnKYl1ZkylC19havZgAXa+PQ7zCkwEEfsW2lKPIwaMEzPoKWruc2AlxinpkuuTq5be+fG2v3XnBYuJM3TTf4HFiSHyEoZkl3fRzemt3R+X1o5ryIpWXproqSIczXSFBqffVK8axkh56kH1f75W4OeK3n/2roEo99/0+XjUJ7OB4niuTwlfnlnzSIigU94HTJn7K4YL6V/+JUU0KNaArpqO1A3amNi5hmEgNp0+YeUZy3sa40twNgyT2JanuigslpBy04u+8Ak62fqVnMXgz1vgg/lwnu7JFOW+OiZEcsm02y6wjIaspyb5zwczbeQkaSIE7jFINr027ofPZ3T9DX8aqlHjKMPYcC4ATPYf/VBsA8k8sv4i/Da+yshNt1nvBslppHiE3hgCGf+BqwoImvy7nV+7W7alfci5vua+tpGBOCoqv+2vmPNVr2mcnoaGG+9JX4l7n3xZkOV8n6is7Peh3XesTk+ejzNEWugIlvOXstH3J4wD/s3TfchfzuiCq4900GhRewwoxLe8KA9LuTBumgU85PQ5LkLlrU/33MgqgZIduAEpChfVrnZ8hX5UFrR02RfdCAgxLRQUUpV9ECndMBaMeb942c2hk5NV1L6w+MRDXcFkTZnEqwDuwq/pMDtcpvOm7gmpI0uPtfMp+RSbcCm76DO/Ng89kDTUe+b8XljjJ5aWFLLla6XNpEFrTn/+FbSDMmsccB69/9u9YI88UFKpk6WjQ3KJcMQs/UbcwD/KuNbPI/b2PqRXQdoTHn0LpqiVY5CLvq12654iVsSzWP1RBrnQJk4K75JTxr0+WzXq0R3fq3OqkRUMFfi2zBVlNHw8TTDpcx6CHRt+L2C8ZYtiBOfBTQJbe1iEhcNQKZP/0cbAcjqmacVGhEkdX1GBbWVP89YK0tT2gzgOk/2RjysX09XzBDlkUG1Dstv8RsPf8xoO+Y5c1YiMARGd9/3SKk7zI/cnfgYo0AnWS57Jria5mDoBurImzgymcT9iKz4HuXeFN+bPTMXY/QrRi7XpJaGh1cZfoFTtxoZn2BFNFC4EjN5UtxBHOkj4OsHtzE5u2yWsitMfQyp35efMHloUTQZrJ9ZzF5aX8kTtMgwVZZTuJ8xCRenTqm2TpWIunyTG4aYG4EV29MojZa9cZ2yL95GxtSx7W6giJP4uzh+B9MTJZxWsweTervVOMNJh1rFoGfcgVERFL1ZCBwvfBSyE9CZLh95fmFKqWnL9dCNc+IaT1toBV89GGV7zem5ZEpohyNCnPhUGedfbAMjBI4omcujxNzqqry6id6+d9f4SjVbIyKSRjSbM0iX2rpQHvPsO0hQTGJjWdRi2TCV1YUhEXeffAUvtOgBHWzr73T5fUO1xtobqUdZQbuZHZMa82cQFMuacXwTGBGoALSm066aK52WdBP8R+yPCkGxEpuZy4uneGn9N1pX42TukeBNQLc6VKIvzxwz/Ui8PDxQk4rDfmGMs+B1g2X3gthydaGOV2L5a+JkinEeXw0j2g5VGjbt7O3n0dKJwZbQwqj6Lxb4LnPnCkklKUvWW/kWUfFXoU2p5UVsqmEYWJjtNbZ6iovl47YeLMPXakOcn+SAQl6f73rUTlJhRH6LVKj+7kKeXB6ir1W/Ep3DZmAq1UN5PUvd3+eSy/Am1lvFD8DJFke1xtAnX1ZKbIbCjiD4MG+vaSgaKYebppqcFCtQoP10ljjoMMjY8z3smWdtcSRW/E8wicU3wuAb+pC4lQdyS3bS8B46mOWDZkb8/sD8WjXiX3PlNKl4MyTqBGxWMePaDlUaNu3s7dSkHoNrasO5ubd3+ElNU4uUgwTvMp1Akkg4Wr1jBXfUNHIXAGzri5sYgNHm49z3q39Bm3Gk13ogm4ornkxDwFRA2u/RdHL8DCOKlAnSdnIAOTEvrFl9zkYN54ShRlJaNkJm+pK1BhQ/AyRZHlUtQwlld85bbonBo0BEjbnTANEdCiea646LBc6AyU01IxjC9o45pFcHkPCUwfVjm2V2+KcLv5xf/GnNI7yzAaN3c5sSSzxTHs6M8InsXaxKgTATaz9t1vlfO9bjknuROqY+qWTnRXZWk3epOy2UI7lGUbJQqW5s/icMu2+8jaiR+KvaZh1P088EjTG7ci8/RR8FhxksTqJaIMFa72kLR3dot0shqOZ2RpHrv5S+zckraeE6Bb4EFM8ieMIBrmLoGOr4mPqTFc177l8i5nFybJ62v2+IrI5i/nXTnCqRc1G7lIz52vPLb9GyLWOxaKZfWN7i2bdzU1ZSHq+yB3Mldq2uqpTaf4sEhpY0AUrVjvXByt94YyEV0HEurPOGxI1srt+8R41FfjDn3RbI0/qvMPqo7v86G9z0Rpb1t5z7j2WvqSQmruhPgElHiKCcb1/7QjsOb/xmR2AmT6MRwX4xQ/AyRZHtcuRslBu58vqHa31Lg2pkdlA5ZMfoCHRwrWmJ0uyXVZqNITRTGu9/3C6mK/o8Pxchh07eDHkixelNNkvvso44G3HGzJ2CqFeZVJU3EiffPUkWRuSETKid+vNc2jjMpKwZMCVo3FXwFzFazugtPvATe7q9b/rPuh7Yn0rrKCYo83Gl5xNUB0KsfrmJM/BnFreQx3qOeuv89oy7sMgwFb1o2x9zRvP87oZeDldKByPb1WG8gpDCOSI35uYpqW8Cj2p957WJo4Po2Nf0AL7WBIpxHl8NI9oIoWlwRwfkk36Z3h21YPqI3HSkMKcTE85IcqfcQ/L06s+lK6JugGjucBCbn/a14H3hCC9vpavJzcyG20Fb8WGj5qFmpup5gqtjC4Y7tahbL/lAo3c1HSrzBPXvHC+JKXaDNMWmUKhAqcvuJcOft6hkecOrgES3zT8F+N2AdIzx5AgsNf1Gj8kZcLbrjxJbPWUzteaClRgWUEv42brf8N7eSxiGSlQA6GS3mFVB4xKRTRhZzNGOlcTvw1xLFNdWW7YMCUFfwU1Sp/I23WFKivldjDgzg+qqBb/j5GwpvVcpNrdDZrqJRWElH/JY69q9DMSrNO3F7Lhy+hxiZwtSWzCyntlIz/SPKDuhAbAKzhsqQlAE4EFE4hYQFRQBHxZYWnKktkhItqLI+ZkIAA=" 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[ "Esri, the global market leader in geographic information system (GIS) software, offers the most powerful mapping and spatial analytics technology available.\n\nSince 1969, Esri has helped customers unlock the full potential of data to improve operational and business results. Today, Esri software is deployed in more than 350,000 organizations including the world’s largest cities, most national governments, 75 percent of Fortune 500 companies, and more than 7,000 colleges and universities. Esri engineers the most advanced solutions for digital transformation, the Internet of Things (IoT), and location analytics to inform the most authoritative maps in the world.\n\nVisit us at esri.com.\n\nContact Esri\n380 New York Street\nRedlands, California 92373-8100 USA\n1 800 447 9778\nT 909 793 2853\nF 909 793 5953\ninfo@esri.com\nesri.com\nOffices worldwide\nesri.com/locations\n\nFor more information, visit esri.com/data/esri_data." ]
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" 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TECH HUB Fall 2016 Schedule ![Map showing locations of Tech Hub at Sarratt|Rand, Central Library, and Hill](page_244_222_1096_486.png) did you know? You can walk up to any Tech Hub location for help with email and wireless configuration, VUnetID, and Software Store assistance. Hill, Room 141 Academic Year Schedule: Mon. - Thurs., 8 a.m. to midnight Fri., 8 a.m. to 5 p.m. Sun., 7 p.m. to midnight Exam and Break Schedule: Mon. - Fri., 8 a.m. to 5 p.m. Mobile, Sarratt | Rand Academic Year Schedule: Mon. - Thurs., 11:30 a.m. to 1:30 p.m. Break Schedule: Closed Central Library Academic Year Schedule: Mon. - Thurs., 2:00 p.m. to 10:00 p.m. Sun., 1 p.m. to 10 p.m. Break Schedule: Closed Visit it.vanderbilt.edu/techhub for the most current information on locations and hours. Information Technology
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" }
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234
respondents. While 25% of respondents stated that the socialization of the simulation was effective. The rest claimed to be ineffective (Graph 12). Ignorance of the community will be more effective dissemination of this simulation is based on that society as a whole were not given information about the simulation, only designated as a participant who gets the socialization. Consideration of the organizers may be due to the rural culture which considers the provision of information means inviting. ![Pie chart showing the effectiveness of simulation socialization: 25% Effective, 19% Not effective, 56% Don't know](page_377_420_489_206.png) Graph 12. The effectiveness of simulation socialization 6. Effective way Of the 34 respondents of banjir bandang simulation participants, it appears that 4 respondents believe that the clear direction is the most effective way for the successful implementation of simulation. Furthermore, 4 of respondents believe that a short time and impressed in a hurry (suddenly) become a major factor to considered in preparation for the implementation of simulation, 2 respondents and the committee believes the committee must be able to give the spirit and belief in society, so that individuals make decisions easier to follow simulation activities. However, there were 22 respondents do not have a relevant opinion on effectiveness of simulation socialization. In principle, the village community, always trying to follow instructions from village officials, but need to explain the reasons, benefits and impact of project on their socio-economic life. 3.3 Evaluation on Simulation Preparation Evaluation of banjir bandang simulation in Desa Pace covers preparation for the simulation, the form of preparation, participation of participants in the simulation
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" 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[ "respondents. While 25% of respondents stated that the socialization of the simulation was effective. The rest claimed to be ineffective (Graph 12).\n\nIgnorance of the community will be more effective dissemination of this simulation is based on that society as a whole were not given information about the simulation, only designated as a participant who gets the socialization. Consideration of the organizers may be due to the rural culture which considers the provision of information means inviting.\n\n![Pie chart showing the effectiveness of simulation socialization: 25% Effective, 19% Not effective, 56% Don't know](page_377_420_489_206.png)\n\nGraph 12. The effectiveness of simulation socialization\n\n6. Effective way\n\nOf the 34 respondents of banjir bandang simulation participants, it appears that 4 respondents believe that the clear direction is the most effective way for the successful implementation of simulation. Furthermore, 4 of respondents believe that a short time and impressed in a hurry (suddenly) become a major factor to considered in preparation for the implementation of simulation, 2 respondents and the committee believes the committee must be able to give the spirit and belief in society, so that individuals make decisions easier to follow simulation activities. However, there were 22 respondents do not have a relevant opinion on effectiveness of simulation socialization. In principle, the village community, always trying to follow instructions from village officials, but need to explain the reasons, benefits and impact of project on their socio-economic life.\n\n3.3 Evaluation on Simulation Preparation\n\nEvaluation of banjir bandang simulation in Desa Pace covers preparation for the simulation, the form of preparation, participation of participants in the simulation" ]
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According to the respondents who stated that banjir bandang simulation used supporting tools, it can get information about that type of instrument namely most widely used is the kentongan (44%), it can be understood because rural communities tend to choose the tool that is easy and cheap. Meanwhile, other respondents expressed using sirens (18%) combination of kentongan and sirens (20%) and that using the speakers (6%) and other states do not know (12%) (Graph 22). Use of a kentongan is considered most effective and efficient, because almost all societies have such equipment. While the use of sirens or speakers are considered less effective. Based on community experience, when the banjir bandang occurs in Desa Pace in 2009, sirens and speakers do not work properly, because the power goes out, so that people using kentongan and other equipment that bias noise or sound. ![Pie chart showing the distribution of types of tools used: Kentongan 44%, Sirine 18%, Speaker 6%, Kentongan and sirine 20%, Didn't know 12%.](page_420_420_609_263.png) Graph 22. Kind of tool that used in banjir bandang simulation In addition to the use of early warning devices in the simulation, participants are also trained to form a task force, 85% of respondents said there was material forming a task force member function is to provide flood alert information to evacuation planning to the community affected, while other respondents expressed no (6%) and did not know (9%) (Graph 23). At simulation, the community realized that the formation of task force considered important for communicate information or warning in anticipation of banjir bandang. However, in fact there are lack of coordinations and seriousness of local government to discuss and form a task force related to the handling banjir bandang.
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" 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[ "According to the respondents who stated that banjir bandang simulation used supporting tools, it can get information about that type of instrument namely most widely used is the kentongan (44%), it can be understood because rural communities tend to choose the tool that is easy and cheap. Meanwhile, other respondents expressed using sirens (18%) combination of kentongan and sirens (20%) and that using the speakers (6%) and other states do not know (12%) (Graph 22). Use of a kentongan is considered most effective and efficient, because almost all societies have such equipment. While the use of sirens or speakers are considered less effective. Based on community experience, when the banjir bandang occurs in Desa Pace in 2009, sirens and speakers do not work properly, because the power goes out, so that people using kentongan and other equipment that bias noise or sound.\n\n![Pie chart showing the distribution of types of tools used: Kentongan 44%, Sirine 18%, Speaker 6%, Kentongan and sirine 20%, Didn't know 12%.](page_420_420_609_263.png)\n\nGraph 22. Kind of tool that used in banjir bandang simulation\n\nIn addition to the use of early warning devices in the simulation, participants are also trained to form a task force, 85% of respondents said there was material forming a task force member function is to provide flood alert information to evacuation planning to the community affected, while other respondents expressed no (6%) and did not know (9%) (Graph 23).\n\nAt simulation, the community realized that the formation of task force considered important for communicate information or warning in anticipation of banjir bandang. However, in fact there are lack of coordinations and seriousness of local government to discuss and form a task force related to the handling banjir bandang." ]
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That is, the participants will conduct banjir bandang simulation material is caused by several reasons being their consideration. The most dominant reason is that they assume such materials for their safety, a responsibility as participants in the simulation, an obligation as well as humanitarian reasons. Armed with an understanding of materials and willingness to run the simulation, the simulation material from the material aspects of running ability can be obtained from the result that most participants of the simulation (85%) said capable to carry out the simulation material. The rest (3%) are not able to perform the material and 12% of them said do not know. That is, the view of participants on the overall simulation materials is that they possessed the ability to run (Graph 30). ![Pie chart showing the ability to apply simulation's material, with the majority labeled as 'Able', a small portion as 'Disable', and another small portion as 'Didn't know'](page_367_427_670_246.png) Graph 30. Ability to apply material of simulation Ability of participants to perform the material simulation simulation is caused by several reasons. The most dominant is that the simulation material easy to understand and easy to do, this is a statement of reasons for 47% of respondents. So the simulation material as a whole can be understood by the participants and easy to apply due to be executed. Related with the evacuation materials, it was unclear about the role of local governments to provide specific location of evacuation for banjir bandang victims in Desa Pace. Previous experience, people chose the location of evacuation based on the altitude or the highlands and places of worship. Election of place of worship is considered the most strategic, because it is relatively safer place as a shelter.
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" 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[ "That is, the participants will conduct banjir bandang simulation material is caused by several reasons being their consideration. The most dominant reason is that they assume such materials for their safety, a responsibility as participants in the simulation, an obligation as well as humanitarian reasons. Armed with an understanding of materials and willingness to run the simulation, the simulation material from the material aspects of running ability can be obtained from the result that most participants of the simulation (85%) said capable to carry out the simulation material. The rest (3%) are not able to perform the material and 12% of them said do not know. That is, the view of participants on the overall simulation materials is that they possessed the ability to run (Graph 30).\n\n![Pie chart showing the ability to apply simulation's material, with the majority labeled as 'Able', a small portion as 'Disable', and another small portion as 'Didn't know'](page_367_427_670_246.png)\n\nGraph 30. Ability to apply material of simulation\n\nAbility of participants to perform the material simulation simulation is caused by several reasons. The most dominant is that the simulation material easy to understand and easy to do, this is a statement of reasons for 47% of respondents. So the simulation material as a whole can be understood by the participants and easy to apply due to be executed.\n\nRelated with the evacuation materials, it was unclear about the role of local governments to provide specific location of evacuation for banjir bandang victims in Desa Pace. Previous experience, people chose the location of evacuation based on the altitude or the highlands and places of worship. Election of place of worship is considered the most strategic, because it is relatively safer place as a shelter." ]
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THE TEACHING ENGLISH TO SPEAKERS OF OTHER LANGUAGES (TESOL) UNDERGRADUATE MINOR Program Requirements • Completion of the TESOL minor includes completing all 12 credit hours of the following courses: <html> <table> <tr> <th>Code</th> <th>Title</th> <th>Credit Hours</th> </tr> <tr> <th rowspan="4">Required</th> <td>TED 335</td> <td>Language Foundations for Teachers</td> <td rowspan="4">12</td> </tr> <tr> <td>TED 425</td> <td>Dual Language Instructional Practice</td> </tr> <tr> <td>TED 475</td> <td>Teaching in Multilingual Settings</td> </tr> <tr> <td>TED 490</td> <td>Community Literacies and Adult Learners</td> </tr> </table> </html>
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" 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[ "THE TEACHING ENGLISH TO SPEAKERS OF OTHER LANGUAGES (TESOL) UNDERGRADUATE MINOR\n\nProgram Requirements\n• Completion of the TESOL minor includes completing all 12 credit hours of the following courses:\n\n<html>\n <table>\n <tr>\n <th>Code</th>\n <th>Title</th>\n <th>Credit Hours</th>\n </tr>\n <tr>\n <th rowspan=\"4\">Required</th>\n <td>TED 335</td>\n <td>Language Foundations for Teachers</td>\n <td rowspan=\"4\">12</td>\n </tr>\n <tr>\n <td>TED 425</td>\n <td>Dual Language Instructional Practice</td>\n </tr>\n <tr>\n <td>TED 475</td>\n <td>Teaching in Multilingual Settings</td>\n </tr>\n <tr>\n <td>TED 490</td>\n <td>Community Literacies and Adult Learners</td>\n </tr>\n </table>\n</html>" ]
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4. Some Deficiencies of the Cache Model Although the attentional state model leaves certain details unspecified (e.g., as Walker notes, the depth of the stack), it makes specific claims about discourse segment structure, discourse segment purposes, and shifts in attentional state.3 The cache model, as Walker presents it, leaves too many details unspecified to allow a similar level of analysis or critique or solid comparison with the stack model. For such purposes the memory organization, replacement policy, and retention must be more completely specified. Some key questions are: Memory organization: What is the structure and organization of main memory? According to Walker’s cache model if an entity is removed from the cache it appears only in main memory and must be retrieved from there. Main memory contains a vast amount of information. How is the relevant information found? In particular, with an IRU, is the information found in the same way on second retrieval as it was initially? Is there a claim that long-term memory in some way separates out information in the current discourse? In what ways does this structure compare to the focus space stack? Cache replacement policy: Does only a single entry get changed for each new entity mentioned in the discourse or are entities related to the old entry removed and others related to the just-mentioned entity added? If such related entities are deleted or added to the cache, which semantic or pragmatic properties determine sufficient relatedness? Retention: On what specific basis (e.g., which particular discourse-intentional relationships) are entities (preferentially) retained in the cache? 5. Some Problems with Walker’s Comparison of the Models In Section 5 of the squib, Walker compares the stack and cache models along a number of dimensions. Although her description of the effects in the stack model as participants shift between different discourse intentions is mostly accurate, the statement under the second bullet that entities in the focus space are no longer accessible is misleading. These entities are accessible, but access is more complex and less efficient, because they are no longer stack-accessible, i.e., they cannot be retrieved through the stack. However, they are accessible in memory just as they were before and just as the cache model requires for anything removed from the cache. More importantly, the cache model is incomplete in ways that are essential to deciding between the two models. No definition is given of “related to new intention” (first bullet) or “related to prior intention” (third bullet). Without these specifications it is unclear what material not explicitly mentioned is brought into the cache. A specification of the cache replacement strategy is essential to determining the appropriateness of the cache model when intentions are completed (bullet 2). The statement that the cache “retrieves entities related to the prior intention from the main memory to the cache, unless retained in the cache,” leaves unanswered two critical processing 3 There are, in addition, several well-recognized problems with the model. In particular, as used in computer systems, stacks do not differentiate among different kinds of frames, but interruptions seem to operate differently from normal embeddings (Grosz and Sidner 1986) and there are open issues in explaining pronominal reference at discourse segment boundaries.
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" 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[ "4. Some Deficiencies of the Cache Model\n\nAlthough the attentional state model leaves certain details unspecified (e.g., as Walker notes, the depth of the stack), it makes specific claims about discourse segment structure, discourse segment purposes, and shifts in attentional state.3 The cache model, as Walker presents it, leaves too many details unspecified to allow a similar level of analysis or critique or solid comparison with the stack model. For such purposes the memory organization, replacement policy, and retention must be more completely specified. Some key questions are:\n\nMemory organization: What is the structure and organization of main memory? According to Walker’s cache model if an entity is removed from the cache it appears only in main memory and must be retrieved from there. Main memory contains a vast amount of information. How is the relevant information found? In particular, with an IRU, is the information found in the same way on second retrieval as it was initially? Is there a claim that long-term memory in some way separates out information in the current discourse? In what ways does this structure compare to the focus space stack?\nCache replacement policy: Does only a single entry get changed for each new entity mentioned in the discourse or are entities related to the old entry removed and others related to the just-mentioned entity added? If such related entities are deleted or added to the cache, which semantic or pragmatic properties determine sufficient relatedness?\nRetention: On what specific basis (e.g., which particular discourse-intentional relationships) are entities (preferentially) retained in the cache?\n\n5. Some Problems with Walker’s Comparison of the Models\n\nIn Section 5 of the squib, Walker compares the stack and cache models along a number of dimensions. Although her description of the effects in the stack model as participants shift between different discourse intentions is mostly accurate, the statement under the second bullet that entities in the focus space are no longer accessible is misleading. These entities are accessible, but access is more complex and less efficient, because they are no longer stack-accessible, i.e., they cannot be retrieved through the stack. However, they are accessible in memory just as they were before and just as the cache model requires for anything removed from the cache.\n\nMore importantly, the cache model is incomplete in ways that are essential to deciding between the two models. No definition is given of “related to new intention” (first bullet) or “related to prior intention” (third bullet). Without these specifications it is unclear what material not explicitly mentioned is brought into the cache. A specification of the cache replacement strategy is essential to determining the appropriateness of the cache model when intentions are completed (bullet 2). The statement that the cache “retrieves entities related to the prior intention from the main memory to the cache, unless retained in the cache,” leaves unanswered two critical processing\n\n3 There are, in addition, several well-recognized problems with the model. In particular, as used in computer systems, stacks do not differentiate among different kinds of frames, but interruptions seem to operate differently from normal embeddings (Grosz and Sidner 1986) and there are open issues in explaining pronominal reference at discourse segment boundaries." ]
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questions: (1) How is the cache searched for related entities and how is relatedness determined? (2) How is a “prior intention” determined i.e., what memory is there for intentional structure and how is that coordinated with information in main memory so that the relevant information can be found? The stack model coordinates intentional structure and attentional state to address just these issues. Walker makes two problematic claims in comparing the two models’ treatments of interruptions. First, dialogue A differs from dialogue B, in that the interruption in A is three utterances long whereas that in B is five utterances. If this difference affects the cache content as significantly as Walker’s model requires, then the cache is very small; it could not accommodate a very large discourse segment. But then one must ask what happens in the cache model with a discourse segment that is longer than three or four utterances. Would such a segment require that the reader or writer explicitly repeat material that is five or more sentences back? Second, in discussing dialogue C Walker says that without (22b), (22c), and (23) the inference required to understand the discourse “requires more effort to process,” a claim that requires substantiation; in particular, utterance (22a) followed by (24) without the and that is required because of (22c) seems no more difficult to process than the fragment given. In both these cases, more empirical investigation is needed to determine the appropriate model. With respect to return pops, Walker has misconstrued Sidner’s stacked focus constraint. This constraint was postulated before Sidner integrated her work on local focus of attention with the focus-space stack work. Sidner’s claim is significantly different from Walker’s. In particular, it stipulates which pronouns cannot be used for entities other than those locally in focus (i.e., those that we now call centers of an utterance). With respect to most of this discussion, Walker does not discuss the potential cost of checking nonfocused entities, but this cost can only be low if very few entities are checked, not all of long-term memory. In the air compressor (not pump!) example to which she refers there was a room full of equipment that could have been made to work and that was visually salient. An alternative to the explanations Walker provides for the IRUs with return pops is that IRUs are a good way to shift attention to a prior discourse intention and segment (hence focus space). Finally, we note that the cache model does suggest an interesting research issue that is not clearly raised in the stack model. In computer systems, when information is moved from main memory to the cache, it is moved in blocks larger than the individual piece of information that was initially sought. The guiding locality principle here is spatial locality: programs typically need to access information (instructions and data) that have addresses near each other in memory (Patterson and Hennessy 1996). The processing trade-off that computer designers must address is one of processing time versus hit rate: larger blocks take longer to move, but increase the likelihood that subsequently needed information will be in the cache. Implicit focus (Grosz 1977b) and the treatment of functionally related entities (Grosz, Joshi, and Weinstein 1995) respond to a related issue in discourse processing, namely, what other than an entity itself becomes focused when the entity is focused? Although it is widely acknowledged that various related entities become salient (e.g., the door of a house, the time or location of a meeting), the determination of the scope of what becomes salient remains an open question (Grosz 1981). Whereas computer architects can depend on physical proximity in memory, discourse processing requires measures of conceptual closeness. 6. The Psychology of Discourse Processing Like Walker, we support the integration of research in psycholinguistics and research in computational linguistics, and we support the contention that human information
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" 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[ "questions: (1) How is the cache searched for related entities and how is relatedness determined? (2) How is a “prior intention” determined i.e., what memory is there for intentional structure and how is that coordinated with information in main memory so that the relevant information can be found? The stack model coordinates intentional structure and attentional state to address just these issues.\n\nWalker makes two problematic claims in comparing the two models’ treatments of interruptions. First, dialogue A differs from dialogue B, in that the interruption in A is three utterances long whereas that in B is five utterances. If this difference affects the cache content as significantly as Walker’s model requires, then the cache is very small; it could not accommodate a very large discourse segment. But then one must ask what happens in the cache model with a discourse segment that is longer than three or four utterances. Would such a segment require that the reader or writer explicitly repeat material that is five or more sentences back? Second, in discussing dialogue C Walker says that without (22b), (22c), and (23) the inference required to understand the discourse “requires more effort to process,” a claim that requires substantiation; in particular, utterance (22a) followed by (24) without the and that is required because of (22c) seems no more difficult to process than the fragment given. In both these cases, more empirical investigation is needed to determine the appropriate model.\n\nWith respect to return pops, Walker has misconstrued Sidner’s stacked focus constraint. This constraint was postulated before Sidner integrated her work on local focus of attention with the focus-space stack work. Sidner’s claim is significantly different from Walker’s. In particular, it stipulates which pronouns cannot be used for entities other than those locally in focus (i.e., those that we now call centers of an utterance). With respect to most of this discussion, Walker does not discuss the potential cost of checking nonfocused entities, but this cost can only be low if very few entities are checked, not all of long-term memory. In the air compressor (not pump!) example to which she refers there was a room full of equipment that could have been made to work and that was visually salient. An alternative to the explanations Walker provides for the IRUs with return pops is that IRUs are a good way to shift attention to a prior discourse intention and segment (hence focus space).\n\nFinally, we note that the cache model does suggest an interesting research issue that is not clearly raised in the stack model. In computer systems, when information is moved from main memory to the cache, it is moved in blocks larger than the individual piece of information that was initially sought. The guiding locality principle here is spatial locality: programs typically need to access information (instructions and data) that have addresses near each other in memory (Patterson and Hennessy 1996). The processing trade-off that computer designers must address is one of processing time versus hit rate: larger blocks take longer to move, but increase the likelihood that subsequently needed information will be in the cache. Implicit focus (Grosz 1977b) and the treatment of functionally related entities (Grosz, Joshi, and Weinstein 1995) respond to a related issue in discourse processing, namely, what other than an entity itself becomes focused when the entity is focused? Although it is widely acknowledged that various related entities become salient (e.g., the door of a house, the time or location of a meeting), the determination of the scope of what becomes salient remains an open question (Grosz 1981). Whereas computer architects can depend on physical proximity in memory, discourse processing requires measures of conceptual closeness.\n\n6. The Psychology of Discourse Processing\n\nLike Walker, we support the integration of research in psycholinguistics and research in computational linguistics, and we support the contention that human information" ]
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References Baddeley, Alan D. 1986. Working Memory. Oxford University Press, New York. Clark, Herber H. and C. J. Sengul. 1979. In search of referents for noun phrases and pronouns. Memory and Cognition, 7:35–41. Ericsson, K. Anders and Walter Kintsch. 1995. Long-term working memory. Psychological Review, pages 211–245. Garnham, Alan, 1987. Understanding Anaphora, volume 3, pages 253–300. Erlbaum, London. Gordon, Peter, Barbara Grosz, and Laura Gilliom. 1993. Pronouns, names, and the centering of attention in discourse. Cognitive Science, 3(17):311–347. Gordon, Peter C. and Kimberly A. Scearce. 1995. Pronominalization and discourse coherence, discourse structure and pronoun interpretation. Memory & Cognition, 23(3):313–323. Grosz, Barbara and Julia Hirschberg. 1992. Some intonational characteristics of discourse structure. In John Ohala et al., editors, Proceedings of the 1992 International Conference on Spoken Language Processing (ICSLP-92), pages 429–432, Edmonton, Canada. Personal Publishing Ltd. Grosz, Barbara, Aravind Joshi, and Scott Weinstein. 1995. Centering: A framework for modeling the local coherence of discourse. Computational Linguistics, 21(2):203–225. Grosz, Barbara and Candace Sidner. 1986. Attention, intentions, and the structure of discourse. Computational Linguistics, 12(3):175–204. Grosz, Barbara J. 1977a. The representation and use of focus in a system for understanding dialogs. In Proceedings of the Fifth International Joint Conference on Artificial Intelligence. Cambridge, MA. Reprinted in Grosz et al. 1986, pages 339–352. Grosz, Barbara J. 1977b. The representation and use of focus in dialogue understanding. Technical Report 151, Artificial Intelligence Center, SRI International, Menlo Park, CA. Grosz, Barbara J. 1981. Focusing and description in natural language dialogues. In A. Joshi, I. Sag, and B. Webber, editors, Elements of Discourse. Cambridge University Press, Cambridge, England, pages 84–105. Grosz, Barbara J. and Candace L. Sidner. 1997. Lost intuitions and forgotten intentions. In Marilyn A. Walker, Aravind K. Joshi, and Ellen F. Prince, editors, Centering in Discourse. Oxford University Press. To appear. Hirschberg, Julia and Diane Litman. 1993. Empirical studies on the disambiguation of cue phrases. Computational Linguistics. Kehler, Andrew. 1997. Current theories of centering for pronoun interpretation: A critical evaluation. Computational Linguistics, 23(3):467–475. Kintsch, Walter. 1988. The use of knowledge in discourse processing: A construction-integration model. Psychological Review, pages 393–394. Kintsch, Walter and Tuen van Dijk. 1978. Toward a model of text comprehension and production. Psychological Review, 85:393–394. Lochbaum, Karen E. 1998. A collaborative planning model of intentional structure. Computational Linguistics, 24(4):525–572. Nakatani, Christine. 1997. The Computational Processing of Intonational Prominence: A Functional Prosody Perspective. Ph.D. thesis, Harvard University. O’Brien, Edward J., Jason E. Albrecht, Christopher M. Hakala, and Michelle L. Rizzella. 1995. Activation and suppression of antecedents during reinstatement. Journal of Experimental Psychology, pages 626–634. Patterson, David A. and John H. Hennessy. 1996. Computer Architecture: A Quantitative Approach. Morgan Kaufmann Publishers, Inc., San Francisco, CA. Polanyi, Livia. 1988. A formal model of the structure of discourse. Journal of Pragmatics, 12. Sidner, Candace L. 1979. Towards a Computational Theory of Definite Anaphora Comprehension in English Discourse. Ph.D. thesis, Artificial Intelligence Laboratory, Massachusetts Institute of Technology. Technical Report 537. Sidner, Candace L. 1981. Focusing for interpretation of pronouns. Computational Linguistics, 7(4):217–231. Walker, Marilyn A. 1996. Limited attention and discourse structure. Computational Linguistics, 22(2):255–264.
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[ "References\nBaddeley, Alan D. 1986. Working Memory. Oxford University Press, New York.\nClark, Herber H. and C. J. Sengul. 1979. In search of referents for noun phrases and pronouns. Memory and Cognition, 7:35–41.\nEricsson, K. Anders and Walter Kintsch. 1995. Long-term working memory. Psychological Review, pages 211–245.\nGarnham, Alan, 1987. Understanding Anaphora, volume 3, pages 253–300. Erlbaum, London.\nGordon, Peter, Barbara Grosz, and Laura Gilliom. 1993. Pronouns, names, and the centering of attention in discourse. Cognitive Science, 3(17):311–347.\nGordon, Peter C. and Kimberly A. Scearce. 1995. Pronominalization and discourse coherence, discourse structure and pronoun interpretation. Memory & Cognition, 23(3):313–323.\nGrosz, Barbara and Julia Hirschberg. 1992. Some intonational characteristics of discourse structure. In John Ohala et al., editors, Proceedings of the 1992 International Conference on Spoken Language Processing (ICSLP-92), pages 429–432, Edmonton, Canada. Personal Publishing Ltd.\nGrosz, Barbara, Aravind Joshi, and Scott Weinstein. 1995. Centering: A framework for modeling the local coherence of discourse. Computational Linguistics, 21(2):203–225.\nGrosz, Barbara and Candace Sidner. 1986. Attention, intentions, and the structure of discourse. Computational Linguistics, 12(3):175–204.\nGrosz, Barbara J. 1977a. The representation and use of focus in a system for understanding dialogs. In Proceedings of the Fifth International Joint Conference on Artificial Intelligence. Cambridge, MA. Reprinted in Grosz et al. 1986, pages 339–352.\nGrosz, Barbara J. 1977b. The representation and use of focus in dialogue understanding. Technical Report 151, Artificial Intelligence Center, SRI International, Menlo Park, CA.\nGrosz, Barbara J. 1981. Focusing and description in natural language dialogues. In A. Joshi, I. Sag, and B. Webber, editors, Elements of Discourse. Cambridge University Press, Cambridge, England, pages 84–105.\nGrosz, Barbara J. and Candace L. Sidner. 1997. Lost intuitions and forgotten intentions. In Marilyn A. Walker, Aravind K. Joshi, and Ellen F. Prince, editors, Centering in Discourse. Oxford University Press. To appear.\nHirschberg, Julia and Diane Litman. 1993. Empirical studies on the disambiguation of cue phrases. Computational Linguistics.\nKehler, Andrew. 1997. Current theories of centering for pronoun interpretation: A critical evaluation. Computational Linguistics, 23(3):467–475.\nKintsch, Walter. 1988. The use of knowledge in discourse processing: A construction-integration model. Psychological Review, pages 393–394.\nKintsch, Walter and Tuen van Dijk. 1978. Toward a model of text comprehension and production. Psychological Review, 85:393–394.\nLochbaum, Karen E. 1998. A collaborative planning model of intentional structure. Computational Linguistics, 24(4):525–572.\nNakatani, Christine. 1997. The Computational Processing of Intonational Prominence: A Functional Prosody Perspective. Ph.D. thesis, Harvard University.\nO’Brien, Edward J., Jason E. Albrecht, Christopher M. Hakala, and Michelle L. Rizzella. 1995. Activation and suppression of antecedents during reinstatement. Journal of Experimental Psychology, pages 626–634.\nPatterson, David A. and John H. Hennessy. 1996. Computer Architecture: A Quantitative Approach. Morgan Kaufmann Publishers, Inc., San Francisco, CA.\nPolanyi, Livia. 1988. A formal model of the structure of discourse. Journal of Pragmatics, 12.\nSidner, Candace L. 1979. Towards a Computational Theory of Definite Anaphora Comprehension in English Discourse. Ph.D. thesis, Artificial Intelligence Laboratory, Massachusetts Institute of Technology. Technical Report 537.\nSidner, Candace L. 1981. Focusing for interpretation of pronouns. Computational Linguistics, 7(4):217–231.\nWalker, Marilyn A. 1996. Limited attention and discourse structure. Computational Linguistics, 22(2):255–264." ]
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STRUCTURE OF FINAL EXAM • I haven’t written it yet • 2014 and 2011 finals provide an excellent guide – this year’s final will be very similar in structure • 2007 final is also good guide • Can all be found here: https://www.ugrad.cs.ubc.ca/~cs444/resources.html • 2.5 hours long • note 2011 was 3 hours • closed book • no calculators (you won’t need one)
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87nV12HdycN2WyJo8uxw3zlB239A1snj/BvNLXDmMVBU5tdwHqYqCpza7gPUxUFTmnxFTPhmKgqc2u4D1NUFFbU6zeEh/qMGSnfz48N/I3v6vQlnsa4y4PdA8QLW/72cvBBvFHm7TcF2p4e8Ze3/W47VEsg8ncKUDIG1vRFgcUdScgqc2u4D1MVBU5tdwHqYqCmKeoXFquGmfDMVBU5/4ZioKnNruA9TFQVObXcB6mKgqc2u4D1MUEySoKnNruA9TFQVOf9qRAkEfoC3yhJQI9qD4/Ba89NUSQYc8NKyiXqJuwqRomrI7v3P6Et5oX7TadOlenTKMTNIu7TQPziKzGedqVrDpoARxwSxi5UUPtRbWbRQvd0z4ZioKnNruA9LLnGYqCpza7gPUxUF56GegdGTO5FhnAqlA8r5uxrVE5QND9xBYw/9BFJ9l3gp41aAf0l/C10dZtSe0AFFzLjKWdt9DOHRdl6ge/geAego5gOAYCBOGAHHDUvdKuKw3cZbhdHfBdkyiKC8eNRtbZhhzSbcuMvNCIPHmKs5e3gcxCKWro+UeIKpXPG9DneYQcH9rC5+JqGnMxpduYd/zbDlBlhKrr2iOdiv+9xgwCLrhv3VM8NRqKrGZA6S2Ydz2kdTtVcVgrhcZjll7R96wW5CwgA6fMRUFTm13AepioKnH+15tdwHqYqCpza7gqHNruA9TEvLE+eYwclQVObXYpgnBimKgqc2u4D1MVA9lTm13AepioKnNruCoc2u4D1MVBU5tdwHqYqCpza7gPUxUFTm1xnekdScgqc2u4D1MVaAPUxUFTm13AepioKnNruA9TFQVObXcB6k8kHJUFTm13AepioKtMxg24w4vqYqCpza7gPUxUFTm13AepioKnNruA7uWU5BU5tdwHqYqCp61wzFQVObXcB6mKgqc2u4D1MVBU5tdwHqYR96ULi1XDTPhmKgqX1UBjJdQCwnBi4MQNOJhKfb5j9BRw++scHFvYGTxzZVYgacTCU+3zH6Cjh99Y4OLewMnjmyqxA04mEp9vmP0FHD76xwcW9gZPHNlViBpxMJT7fMfoKOH31jg4t7AyeObKrEDTiYSn2+Y/QUcPvrHBxb2Bk8c2VWIGoPmDcri1XDTPhmKgqc2u4D1MVBU5tdwHqYqCpza7gPUxUFTm13AepioKnNrt3AA/v/8ybAAByUq0dDZIInylkk4AAAAAAAAAAAAAAHuB0IACWf4ADReYzYPHqswD6on0K3oOcnFKSPxBeatEIxKMpBu/SWPbtiIUgq2kNLVRBDl6IubScbghN6vRAV4r8G5V1r2Cx6LT2DJ3UbMQJu6kdWmsUzzuqKjVLL9Rq+PLCbj5uBe763uVg0ewCNvr5ZaxQg5X9a74N9Z3dxUvIG5Z5g+OUfj8ROv34ljchCl42UnWAC7B6VNbtRMovkdX6xNJxeE8HoWYYHHIHXPvi1e0cFeYfonfh31sSzw7NdFTF0KkAVftwuBxd4BTItxAYccAuIvsOWc6MzWK3Mzx4W4KcPc8fInHjIWIGWMAK1qxdcb40QRynm9NMvIAOdMOXkLN3EmRsLeDx5OFGRkYgxnup2+I0FISIpBrClNkBAX/cd60lnl6OsTe8vwCpxuICdDSpuu8THWL9sCpkfi8pkjQdr7v8geVG5D1vMpY8+LXlDSYqjz5ikjsTdzngax1bLZ/gV67IBzoQvNjwcy+tqwFChkyGApl6PaFLOKC+phRMm8L20CvnVfZ7R3iLMYYdoeMhdMpsESryyagS2eTS/VkTyV1MO1VlWQu3aAVLPmm4w0Six6lnD7JsJUnsHOp/TO2sVJPFgg3grrWqEVU20TEGy6qK4WlwBxZGCvj9NcvKhyqKYKrdWAXzrSKaYRKErEzVsuEuWt8Vnklu8HslzcOuphPxv9G/dI+REmqbhsvyOwYfFEr4E6JyHovrNGUKGTBacMYyUmoadw7Ci7mKxcEILJ2CFmfcMP3G1MJiwTvR7VtzmZgvsZN0uf4ZtV1tGbk3fGII9p9Ju1P7tWzdOT2dpACFPWn2B+clFmX6nynGBbD1fo0F9OabT8ttZUGGvRcvQhb546MzsPIpxH6bCMRmdvpiliyRUKZ5teOCQkZOubHY5LQB/Brh76bITmHOh435C8tl4b93UpoXQQaOleim4A4BBwbrM1xDxvUoI6bVuZCfkZ4cpMa6NV2SRkbnb8BmnT3zhVg/WtJRCsJGBE3COSzAOgbCGjWU0Nz3wdHzvP1Hy7Sir9UXTV5qHPmV0ljbAv15i9yPEwtTHCn9wdfGJRwliXF1veKMPY7o/Rza57lBU8imh6mml7Im3GJrpV8xPqaoJ4uh7bEh5rtxHdZ1jYhX0Q5WBQanQ7PvXoNmP294KRiywwvFEaqVnwVDjxmqdQZlC5BicR+Pg3ambuZFP7F0LDOT1r6VaAqgcNpUH/gwYNe0IKfoPqkT7rkSCXcPttJYBYxrpci1GWPK3S8xPzCUzHY5kKorPJzYnKxVMFgYd7MHZzeJQEQd6txpQZoreNqQVXN9DFThTCN4hVpkspVbTWKCAD2zKWIrdzmj8DwGkLu8sROpZVvcIqml0V04Z+uzzd2Mvb25hM4mjJ7EyCcFMmcKA4a2lPD+eSlsk0vAU3FKKHfZTsHh1t0P78JoTpdwtKKBzZR4oeOrRe/Qv7Vxo3Wd6avTBeJMe/wg0BNFuxc25MGNDlN9VgClJZIiIxSPtOZj40cbmqJfH77MAXFZ/4pOelS6yj01tWdfDOj0E++4O8DrgvpOMoXAc+oG27Foks7f9KnmcCMoMSVfPhnm5dH2T/XLCSra+0fcUNJVww1LDlXfYf1VEBad/dp28koC3S0uw5ueVoaEFA5a98fuL/ww2AAqru7JEcyj86EK2P+hmcikW5l/Y+uPPvnFQjSD8CDcWk+qot8tIkOQuPR8dfWq0JsRwdmRsakapMXmhiy//w/9MoAvnxBo8IKIt1bBaK5MdAJds2K4Z5lJBSbgadJR3l9wk0z5EUnH7KpQkf02I9b8WC3MbwYMZsB8oFy/RF6gpSmiI8lZLsOdDzkdol5afMXjJxWi/hnx7OGIuVyq7laQUgkrvY/3Czm1rcGXTg00xW7pHHoKJrqfsj4B3HscW3JTy4wheKO84miVvcLJorGBwn89uy+0XPHti6iG2yAdiRq79XFoOpM5M8cUgAlR9ba5dZL4tvLHqmvzu52PIWOhQkgPHnKUaExgxH2fK07oLUAhWXeklFrxW6O3bRPo9XQ30leh/zMT8L7Lm8g995LSymdRquo2BI5wvJzkKyz9O69UmMo/hxhuMDUtNxMvFDg1wfxEa4LzFYsbTfS/796ahogAYvX6hQyXspz9MFilB6ymAyM43H+JSzefb0iCQKB9ABXpCKzAs7F7cOdb9rWEgd5lH8Y20PPHBNcjDBqgU20Lr1IT2Usyto0AbBj92eGwJDqkIy5koDeYWmI6RSC1rsYS3xqsmQMSet0YNcQc9oMl01gzVxnArk8lbSryTkQ2Rtak7WLx0ZNrDfpXXjuQPHRdEA7+LbM3SoWcmq+Ew9x0Dqm3sQFaeSURP4lWrPiMYUW4Y3CtHzIAvI84k6eIdXWnwpk0+TQ4A6AW2WCJogWDdLfehlsQdQHPwdqkYb5FhPZbqSdVgWaTB+q1GaDAj0RNPOPDl4tgi9b5Y+MPvA9IlLl49rWccc/M2xLkPdPTwwipKm7+T3vEW25gFSEtF/BK/ILhmNk9ue7ECJuDnfi0peTE13cTO1uAr6Icb7Fe1M01jQnoGYzoDv8EY+VqbnN867DApknBjdAG2ZS12V2/JiomANGB2+PNSo39yUmoGW7e3rwFYg3stK95SgHBFPgTFWptSF7abdV3jRJCAwNxPwVuybAG4c6Hjpb4ie/hLGQk0iGg9ocHkxvbImanmkBCc+3C4hZqyDtmnU0Hm27Gy59pAprdiRKvNHZQexzFso3jBppRNcVJ6CzrSTV98Lay286JpzaALRxqj3HB37jGNXqqWmrRjliM7gFobulAAvzPh+ZSe/YnIfwiSflFGPa3ZXy052m25g3X77M/V0OPDyB0aeAFLUeCM04x7jr+qu2xk6dgGm/aKAjkUkqm1kCKY3fx1SE5QmVJ9LC8FRnJfE+xrYtB2z8FEiHT6R89kSY6EoUqt2ULiIuEcyFBsj1VEA6MAxxctrWTjh+8SpDPaehGDh0iONjrbSCEr+0O8kIhQS1obG/kB8wSbUor74PMYS8mqnY+Vkh6JRK7l+ksO52x1XGOsRmEudKKKlqmEVw++p9feI4MOyS+G/WBHvLaV4+X+xT12bRjSM7NCHQOaS/1Nce+d+1xSEwbvdmGpDRm91k8WuwfeMPXkiBZMkyUraxeORQ41UQvOjp5kor2fpps050GhJS89gdZdepw0lb66DJ34Jqa5vv9t2mk07FJTosqO3MtG4dJ4Qu4jj8q3z06CJhCMYcDv9ecBaLmaktZj1Ps7xlv7/JC4PA2xjqgbJNL1sVnd+SO6rJKicM0fnAylKz3DioUCDUSNoJ0RRtSfHyhIa+BY+N89xMtfS8jSs4gJ8tcVbOJb/vw/tnGVAohZ6g8PfQUclrJ2YYUHxTusnBQ6/7ZkjNYRhUSoVbA0AMJCobaCW9ckWW4RYuiykgLhzvAMZaRa/ULluH0uoVmsID0wBXFNuWXEJucLZnfnkBUeTh6uqYOdaA3IGh4Ve8TVFxMFp6+XEVyMScNdhNe5bEMFfi+6Wa4kttTyRfdMCtJ4qoKwrsbJrzSDGNZUqlpfCGgRsoclYMAIx+SykPdsZcPtnQI5LL4fq/HnEhgR30ZZBbdu6t7Lyu5enmdXvYZ9xk3h/TKTL+eslb3ZZ8r21dNaRfoSlmNysHHWePyS+WolmjxC1pPE2caZbbivQtQWUIc5oi4ugyLTAkNXVGwTcJs8ithAJW/VxhvW85HfE8p3wQvgeFxcKy4a5iIcGurRPJveXBt0oeWaZGKK7+9JEJUWBoZW3PNoLdkxAg0GTDyh720ToDihlSxYvGyj9gIfh0deI6HbynRmpdvKB/my2NCN+BZAgza42Akfpgc3ByEXfUnFvR8/BEIr3klVp8uERQC2O7B73vNP0BWYmh7Ko2NaDyFbZsmaj7kV59+k/VXjX1Aa2+fcxGgZrifdasbCTCEwU8Ok2XEWpwE2al7yR5HwM7xzfB0pSUgNbTL+0XS+A5A1iOKQDtuGK5zB1i35AlNK+9skXN45hBx1Ay/QF05k0FIgZjZZ35z6QPP73JgzF4ZnYJTuBGBwGNNJtyCBArEILOoSfmCxBUedCra9vJdfdky3W2VeBR2pULy6n/sP1TMXAIF+1vsVn1YefWiWQq8GogqbW1/ekpLXn3EL7umXYgEtAwcigN3EEw3zV+EdPAYyfKppgzdIJuH4iGNAwA+GOk5odd4IfxDTDIbyaO6NuKqRyPVJae5OJ1BozaX8oziH88+hRaPZ+zq+WmKb4rn6QNAM71RkN8cyfB3VUKMvYkqOTXsD0PQsDNdVk/9JTzcuQhWKTkIwL5PyopuCDP3CQov3BIJQxCSC9l6DHRtk5tdjivNyT40pDHVKQKVYIke3cFYmlFWynxGPFkMpYWm8Q/SIoZNCR3Lk7lDcD2qPL3n4GUEnIa81xPS1DiOPczQA1nMLUwvN2sYFjVQEPp4PH/traRqyngTDjTCvYn5tLhiakqDNZxDAQYpkGmG2EISCiLcxlSSHw8i4srnLHZ/fSCHRQ2+Ur6YxJsWaL2Zz4YPegdgCDpYu+JjjRRy5pEq3edNmfndmN3hA9MTuNVgyVESRmu4OSvKQp6USqM2X0oBRdfcdJkbVKydFBR6NZYktJJCt0qPidO2oUIbFCc2Njnz8gfSbxtX6pi5Ii+vZE0G07EObdePgkObvNpOlZX0QvO24fzERIlch/4QXNRU93tgCRzi3EUJOYfafacPQUZLqAs/VphFgHqNVA0N3b2qXBOI7fbLq5PgvQjjI3VlWfrlhKIYRK/+hBW+0XCmeEvMJ/0dP4Iui3+I7wb/YphUjpDi9B/otPTj7fPuC2+OePkt1MxFjn2wv+fUMl8nbd7G0FTnVi46NA5qZnjMvsHTSP6nEJV8p983IaDfvEMBSAGaiWZA/cWXjbj4lVuNV5Xn9IGyNhrw1wNyEy9rEVRwLY+FklS/lXUemgRX0/W1qvIZbo+sRomsK1YPJ470fP1i6tnbG5dGc3ZOhBCeHupg9kL/6MTTPlHXMx5x7ZzsPbTr/UZpQ/K9EFjBW7FP5gANRFtPp1+fsJG8KQS23WSWQqHfwzNNdbVUmG0DFuAmtt5O8662HEAApnHSyR41iOIBKe/wIKmMr0dbQQvDSSDjc8E4Mj0vXfak/Dta8S2pFSa9540b588VyT37z74pAmRSL6HvJlmNe5RkbuBkfD55mxw+fb9p4ufEfEerozurz0Ujbc6AdZJRr/y3JqPRf2UKLawvZairXpC2eFKsDQ0hA8IiMR8jdaJJJAhfxN+ip49/Wtsu1XyTjAMYrYyDiEU34FzS1RQrqAJXgnkOL2wGbRpe4wtBsRcLds5ZQ4c1xIJI/QMkrIkDKItQuhYcwcX2yfW4YRDGmcNITjuZnM0Q4CR6EER9uTMy5+8v1P4cAeq/yP8Heo9GLObhRBrMPoKdlm/ccLbdsMYZX/yqQ/aaP6H8PQvc22xLFecBODMnlKYVFzh2pJDFttHTrgrK/u5N7+QVRXyqTvw3q9zBtjqrI4MsMqP/HT2JO7fmcT70gPZI9UvLpmb+IBm/QCQYERfrJXvz5Qz3vgVztzyv2XYjvZm2WicNbCzOEprxpmXUItSzsRBDMHE9w/5HH3v18VnqZ4YHH0m+YHd6jGsq3yU+QQCuV1RPkr19MyJFtGxchqqofYnXOwVRxL8YueA12JKeT1yguGBuOmCCaTkBuyNa+tvLua/MBt6FRtsa/DXz1s7n58LPoKhZpQcdtbh2Nqv61qhjiz852xJuquWceOGHwSVO1iB04EB7bd+mkkhmrjEsc/vpSyJaNArZZBq7U6RAFYdkENakYbBvUwYBpYAALHmiewrlwJlWDAJRt0OqSlEPhFUSP9tyozv8QNUAifb8ZKyXuRYp3aYtFfE5Gk4Bin/3mNKtJMWWvUSgWSM8Yx35ipBaxlBL0Y0D9mx2sm401LuDPkgwQrgh29uwriLnbSOYdMXp5XnkqNIDjMfLWSk3WEmAkHkNsuY4KtkL98HGX/nfiZqjVcnFsZXPN4hl587BYAz+XK4BiWM8Kx7u11j9EAkyOLn7CbSFoZensLApE2u5U4ZRhw6o8BKDJqWVwAc+iL475GmWd/koZxJ0/m4sBrsZ/D+u2qTZaBdyVLpgRkN70WRQyYOITrmQy5FS+XcLeSkyqbxROywQnJG8Iqh+es3huYlOnzPPjxP7dk4AH0DiCyOIJQhqEGibKakwa/91k76nK6alNvdDO4sk0mw9G5JHW4ksgxZuVIWEnqRJ52mg0zxARUzGUb3v1JGoiFm0L7UQDVidbDbbfePiub6Y89aoTt802TCYbEfhIUkv0PgF/Z/VPEVHA3vLOhQlYvRRR42Cq9/XBnse4VEntJIBB4jDmc6slRrUXi0feVvd90TI2mOieRdDxwu5X1QzJjl/Fhh3XdVJLRESxc7lucgmsJBwz2rLODbeuih8MmROG8XrxCZg6lfgqsw4V6mFFDlS7UJB1afiYRsJ4TTf/2YEZy2/vbufYCEYMGkw5W+iVE0BF662DUtwLrpwBdsJuqzzxA65JTyg218nTNLRxPr7pMRlO3iqCVhrJXb9sW35alAbpYxhDLL9mI/hiltJEGY3nLrlAtuhWY7lenw7F8N53/uGb8bbTgJV+ECIiOh1mv64rgDS7P+RmqJgFISbSk1o+DoRrarhtC0MKDAvgGUABFpfOLLumczCXEHjcFkF84Txs8GR6p8WVXiZbX1mXspddTdJT527lRpU6QIdLes+j6mgT6N1lfpw1Hrw2h4lF11KXRLh/n/4h+VGpTQoAonMJHlAj4FkEUqkoVBp7UMXMcjM+FTI4tqsEdidd9hgvY8f1Fh2QZI04b30syxgUeiunY92tsBtySkKgDr3I2HO9RPIF07/adfEjGziMCuDSAAAAAAAAAADrHU11vJPlYRE5HJhcdRaAlkgZlu8Ko6axRnM6Jk/JV6074S4NUuuprJN30zxEjVca8ShK+a+eQPvc8R3CQzW18/j9spIV4rjp6167sS0dvo92bu7dyAqCmCggwCm44mTreaC5YR/IWNkJ03PseSKsrgstrVlPdmU11AMoeW2exWq5WN6b1ylyeOIQh6xAr4fbBG0DmZpJy/I/gvO28/5Itgir0nstj21TfrqbCuYQQX3RaHXOms0uHmpkvHhN2dJS2P20cLFUjM20JqU3H3RQ7qllel594O3ogNKz290ctq5aYmKUg4soeUxXbqz9/YULW7J5dT11H0LXIIjCIkIrR3hUuybDTE55SvHrZcL21/uStGwzFD4rhL6uwo9eWFowav6STWiwA+5H/qJSSfov3x1Nrnx5SshtfYuGwefPrCBIkpY0YoQrKQqpxAaXKG+Oik/akglgsyw8tCpiifKPLATX8sah0Z+3vvxiQ44ONmpSOUYqstsWXxkPY0gC/KTBraIuroG6lmV7JDHI+HP7JwhGNn7ldHbYDCU4VmP9x2MDAtO8eeVWNZvi0j0lS2k3rwcBeMmxflGbv6eTyftWc8Jv6MfnMWoQYAV4Yn6Tn0aIyKaRftZdcliF2rEdVIGOOBt+xb8kCmVxRqiMqej5SZFwTm1HxaWe0qfupmdBqK6vXb2vaArZ/38pLAIQ3EWgbTXiq7jDTORgS27SzOCTAFtIdr0JOkC5pDp+bx71AyFkUTE93rpIONcRTUyKfkj7GrEezYE9cTX5JwsOQMAlROW2qOwtkS+6HhoO4wQE20CvIonZ/8B80/CGq9ZTW3Dlfx8Gn/DYIDXEdjrn3VVQ5InrjcFGvBvOE2ELL9D+yraWe8ZEOnlfgL99EPCGRzJbYfGzkqQTljVNLodyy5sZw//Q293lBKFB8Iu/0Vnk+pFqC6D1niFOzYB5LpfT3jCPytFPzUE3ARXkoO284vyJORLgPSyGrGphp2egp00Q3F7eqSdAiJ51NaNCE15qmLNFzncrMtGeTVzYVLHjvn6ePmIkKZoq0ERRV1Mif5Vmx5NV6d0hJkXKRYO3rcAnDWVzgR5eq5wkeCm6L5OH8zcfNeJDRxy860QXtcsvdiNnjL8MZw5QsY7/kECm9tL6KI5A1Ir5970Seta/W2zziDmgGtFod5svSq3Z+H6q+ov0eVTf1NLYRoky/LBHE9hHZqE06HefY1WXN48fx47lTqsEUD23wAa2umyZ9T/mBZtsxijZvf6pg5MYT7kBud+Co6oNf59ckNETOtAb34Jg/0fnsKYIEU1SQVz4fG2109VYFzpt7NuAso0vgAEMZML735kBrQQGQ9+hZFZsI1E3O0SMJ6ik1KrJxSAKkWYAl2GelgJmqTJ/DFY2GcPHernubNpMEzovOO7T3Sj7UaJiV62IYh7ObBs/Iv1NZxnka5CnrFIerRUfKteIJQzkuqCGZcJzD9k+rDtXBS6BsHy9oIF5EcNBcUo84MVKp5amQ8q9lnEHmCSE3MRMmk6hVZt3+zNB6mMmDXNAXaakWiFztSNkcWxPCXdjkIcb1yJ2ju7/4C8jNa75LUVyMEeAIgF2J1Jcvl7Sx5pt4/gjxHLqg3quY9d4cp5ZMX+ch9BY/lRSN4H5dcGUoxXVYLtmB9nZ4AuRusRRb+/e11sjt2pCZ91DjMSOdxHHuSL3iekYgydSe64mfwmDmmuEKL0zKKldq4cEAhAbLpgR6Qqxj1NfJ2FulPWhqQP2w8Q2NeiddbJPigB9fwTljHv+XRqZtThqhpnenZbBAQcn+tJ422v2dGg3qPmqM3mUTjxj/VGWYpR4H3AYGDd8CGbaxU7Q0czhwD/bY2L+cxKgDLntJXp/bm9Ts2ZyPp5lmA+OTGY0ahIzE/yVwq6tl92d1mqTHnS5lmP9dRdOZyPlhNs0a8B5KC74XY9M/pdxytC5pMtYSgSkK9rGVtNhOt9YeVG3jc77kR8b3xhA7qu6SfGWn2NS2FhZ0L8ZTrmYzQ+ITcSrsAcb5XU45HeYSkcUv9goxcD6w+GLF8z0mwUvioYlgAvWn1atCcwfF1UmI8Eozvq9MvTIhruyFHF5M5LVJSNYpJM4hkFE2f5dmEsreJ1LelIqLMYJsl/SO0oQMZp0noLUzObAXJINd7fTvLvbqniUU725LsUz3M52xrejz1A6V38ysPT0gH4oaTE8rv6nEn0etlvV117FJ392ebTfl7OsA6gi6na541l5MWYORiQ7hsMkUmg3HfgT+bibaByKag3ZwPXMRHczpaW+A0oX5uZKbqQ29zTtwNSRLZBt+Vb30IWs48xE2MgMjDrXuJLS+yhGXOCsfPJFqnPp/SOQB5ylbY4W+BDuD0jnfcA9XMLtOHrgm7uJgDcneWaNCKppbqe83BL1ts3XCptddxzeV1Exm2naZfiFyy68y6pSKQsfrZ9/A2HZUaAUGeBlVF5tRQBTIGa+OneWmeH1QrV0slO0dbisQfyb3zd2pledPV+2nSoT9EmcjbWyaeQfzmhepqVUAAOGy5ABEUp23JAhz5UWvmzDkSOEaHJpiiaWbTCB19c3DcAaivL9XWynA82kbXQWIiG390+eYca9OmKNLYQ6fZjajxhYkgA00jWuY8KF10LGoGDc18SJfOEcHoPwMoZqfrcihXUmdytuO5IJTGXq226mhdOJGjualOsx37srqlF3bDX/PORyX9JxJgBX1rRWNYaC33oncHHMoUkxeQWNk9VynIQ4kjZjkcTqXosXTRY4y0Pypn0XGI1qFOATBysSOKxArx8nCUFG6DyTGY/YCVWKm7bC/MJg4dCyxNA4Qnw5CTLTgNyF7fGbuEXgmxvX62cGm9cKfAz0gTNZ5XX73iZsqe+y2HsWKl2F1MCNSMEtJnIRdp9iEyGIIQ8Bx4S2x52nOhq7omNw8qeYitkmgXFZb29WynOZH9kCrnHU3kDyrkt+xa+We0xwEdD8g4L0VKFIXaMjvH5/NBKcyrZc09nta4vxb14Y59tgJ07PgnR8dUsyAADVL6g7U9pD9PtDT2A8limz358L4olwYXqfs+Db/u+t6SW9/rPfCmaaKHevB4Pb9i3rVS8OavU+tjU7qzWE6eAOg+rrckZL31Co2GiOeRMRnmZfTTRFSJojYAC41ng4T6+XT2lOyioiy6sxcmD8m8rcqC496eZD0Xc5chQbqZAF87zDsBtej98GY1zgjwWIcEQ4zvx+DNLbJ1nd9F09te/o2mdS6onEsyv6HxGHEdUfCUQed4SmFLkxT37sRSN4t1baXfHJ0/KIC5Kk58Lf3bAAAqEYRIgAmu5PDn+os2sPk31Wk3/W93OoNQR5/qIfuj75dVrLFREaLP0FgiuLqYN+RbXuOPBbG0zN7DqsZLiwbKI4P6E1DSYDcSCauNcUGf3SYokoxkqmdTztribqgs4Baxznx805AYWan9iIJptKV9yb1EhJ/xiiq3BA8EwmJ2FFWFS3sXosVZng14cek4Pq53k8qpNmCcUvzivWTOCQVnIilj8cBzFgH/LF5IO/+zvqGmwcVtdTQXeMnnyHvptKtfrC7bBg0+wVXqxrnYd7yWvDkO25+palv0z6wYL388oT6LWph+PZHk3gJHN8GINqijVXwdnzjioqijCjmdAoSUGfWU2kKUecD9UtDvkP6SQT8yFsCsZ38FAeJl4PjsR+/tdIE6Qon8lokRuvaJw1+knZNgCVanFuzW+E4Xc0236a5FRHSpKCyw29UnB63IBqnNVr4fQK5FeQCTlx8vgNABBl7YZtg7sp8ZC5kE8nNqnxCQwSAa0ApGaGDL42XOd7EGipu6BZjtvUdOwVURGGUy6tm8TilTm/238eQJooD8kJgJ8iHU7YspPmvwIU7fvClM4Y0nvaSm8MC5sqkBQZX+m2bH6ouNaMvlZXP76GUTcuCw1Eu1B2dwj9d4dQC8wuxTtcHTaVwTd6lLpHUK37WuPax7AdbuOmCSdBWakQv4QTgsYdtTVGZdG2VZo8RkGS71wO1/z+xUIiQr/UpHruQrjc+gC9CEuDZvUK1kg6SUhrZAld7TvX8YGfKMtV2TmtWH1wpQiX2cBTlorSy3vUI0FztRls+ThlBOiSx2NFRgoROmMEMHIPcup1eiBfWXgHYQFD2xdSxQ3PPwDCtm7w/KAObPHa7Os7Q3/7ZBpijSAyQZiypLiFstMuONPTRSYY/hUnxxYgNqzuKuNc+ixFLyJCP8TgPzoOvmVbDugFLptIot8a81h8eZDUvFMBfaUtVVAmoF0BmbTPUFJvh2/WHhCPoUmQnO98ePE+VvxpqhX+DK81U1N9tIH0qG3OvO/oUSNbec3JiY2wYxH0F/B3QLGda7gQ3ElybKQq06bvwjpay2aKrsgiFnwUdl5qEQEtaY+HRcdpPLiGpvNPPhIZ6kAmIiQfzDFzU4Eos815yWpxuba0oajbkJYppih5hrtseBvZrnMlHggUVgFYJwyoJbfmRH5Q2TjV7BYqT1eD9YZrFyOmMp0fjpbc0Z2ea/8E7odGaawyunV6Wr8XID2xz+pma4fUIbc6m0p+3YsqSlCA/xaRJgGISQ5BYbE89QbnmY+lSc+HjTS4olZgc7DrPV/jLkyseKP5IYeuADhReTMMlqvj8GyhQ2vN4QPSs21lo/QQiKqmHHPOkR65Lwly3iEcZxGuoa6Jp0pkXNW1ReYe+5wZBEmDjhkdpKhJW0E7dlTqMvsKKCcjn3Bcr97Nb5T98S+I/f/rYz+hdltbhGpNnya8yajSL4a3/YVndGn9o6ClTGwAXQfTNXKmAGTLTUdupQkZu7P0B/csI1X2HQOkogGC7U3ZTH2ZOnDuktS6SCWLC7WRB4y5Foj2IKZSTRsdsC2Yq0AEmw21wdmr79xgUgMbu5F901sxdn2L8IGLaOWx0G7EBNOcZ8WDp2TXlQuQWP9MCbKqpZ3oN+KKT9LVCXe4OlwaInHNPS1L6EoKktGQtK/jkdYbFn5kTThFtaSwnU//xohKCBjhiV2hTcoPzR9JvNBVrs331gTilBIbI+DycV3g7mpe6RYBZCim4WQGzbTWIOzog7aurwNBTTQ1p0P0+kVrrd3QZZySqJ54+ffXW3Uu5nYd6DD0EOZobhfAAUYbRszoZz5ykhwAuMPe7nGtH1nPHgLFY3nlAlKZ6h8NLdUe8qX/JNJ2gUegfoeMr4ek7tOTLqbYRdQO7KhxjYiAw0+GXUu2vOFGnh6xr7x56quNmRsQOGi6Ro0gNPvb/n7pZfyCXNlTaE1GttXrNmz0m+9+XSAhYu4F37bXnoDjVtNlvGoH2N+pjIJd7V4bO7eAeaqtsRb34r361bXC6R/ZgwnvRHV2DF9AY90DPqsPPACQGbFiPZXwZsjqxB2gNBO7OxRKMxVSEEe9Elh1fV1vbATdO9rvr6BvdfG4oUbQW8wPtl5YpkQfNgbryLlbcoeKKlx//kOvcaqKhb4uz59WnGbD7nGC+ILVIXGDnp4cm6rmYGx4omuGe96BIBh00R7XVS47XDPd/CIqm3/RzdgKYZniYL+0vYjUFOTsnOUJUUG7QdPP8D6vvzojlAKlA7WCiYaZTENuMV5h0wQ8tIG2pha9sgeVXs+6UTG+ifV7wxiwBjbQPtF0WPmo4dvMiVICB9HPUrv8g5lxx1OtwhRwV0llHZwdlKsWMjB+GqkAy3sQXZBMzkVIaGtKoCgRfgk7jAP5cqu4pIQ8EzzAYGV8LKPLry7ly5SL00WqBvcENHLb5Ww+qSNhSocHfiR0TLqaJsEZL0v7YgAY6tzPa4i/VO7R1KXPv/dQJ+A6CmQqXwaM7OJOqwI89er4eC5VyYp+KGBbyS7qzq3myjkV0MO5T4bKYx2Msl309TdZPWBiqXJsQuyEWfKz17OgM35A8RYIjJ0dgJTLFryvZav6TKliTjTTXiJS3DI0z3PDNdQ8V27T2S4nLhz03kdIVjIkaq7MlUNxoUQ2cSPDhJoDub9K8ULtf1bNZgOr1q6n0nqU4klxNG54NU3hWpWEJIKNZA1eDfyyDgc3eWtDI1E1cnYgQVoQeQjKM/RwdldEKtdMekMYjAfiVkuNvGuAo32ImR1aTU/Kk2khxY/yMxUrBKP+/0PCxmW2QEZhq9RwyeDtnluheNzXE8yzCGJ0pTDdPd/QYh8kHftJsIarAt78iNe2rQ3Gp1kB0oRHZWyc9LxJ6j87mHJgIm6wWNR/A5U3OV2yv3JmvKLkdBawgASIVUhwBtb/4iC84xzgHqmXoiW/N1by+wFIFilCcTm2uJrV0RdjJxlVsvBmA6BNqFMczflOJteAhZtD0TeM0eJajHtbm6FCclEuVbJZ/vdHTix2ah5/Ac4REFjM4OVVdeCyfQD4F1RF/JOLCvaOAYFKgbOsTanfMRGfuuzVl3GsarDB6yDm4ZXD6JzAIlw77xXLI1+ZzxJI1Ihv9pUTbLAvLDS5BEX2x9D4d73nTJ9zUt/ZYDZbKHAQek2QaqXCUz+CcjcLGe69AQZzLoBv4lNDrercSnh7Hr0RRFpgC3LaAe78Gx5osBrfKOacFK94qL07Oo0DBN0W5WOnsz7C6auiYuTAURIt07NnqVIpWz3J7bY1KvhHtytS5JnGhodwBIxKreKxFcgKf8Ggeh5KNCLspvDDrGBTC8KfkgPAp/TbpoHKHvSpT+rwRqsgLW/ysbbPPeysaKTb/xTs36YDpgkOaX3rcTDgmtkNBT+R6zQ93dHgUcnTPrTSHufrov1w4ejVy9ondOapT6IimN2oqjBeShl38n12b3nxLyYSeiIPbrt1Zo2geqYxtRLlHI2wYT4g0WjQ14FR070gmbyUGjK8+ZRxVvT7QdStFwRFOaIKtYymV/K28QiNXLSWmkCJ3rMePUrQpBsREhZctKBaAWmzjUnzH7mCNJbQdC+OR7B2Rpv/QXuSMAc69pWumq2sxKQNuEtvj4fawdfblcFfOzWGwuy7G9aF1kxXOJqnGXX5BHMua+CwHd82gf5ckN1smq8rMkcqxeEzDpMNIqwfoUdfLUP9vZzxWDvMltdVmlDmL0Msj7Nyyl4yYowPNi7SIBau4ICnyrvKkvr+63IttwXYYjh2CWBfPGtNFwf2UCG+6skWHD8piBT2jogIuJ15+c4gs+ie69nnvbAAV00cOYaXx4j1LdRjDQeMa2cTQH+Dz5K7bO+BofDcvnzH7f8vikohR94wzRa6I2xbNSNdUUKTVdaRWyOWhKIV3I0kobU8oFYV+M3DYNBWaUWC+ucueTqfyxD2r3xNbhqpwBUBhcwqEDyOc3j3nL7F9re23lIA6Bs+SWHB3qY+7BQRcjo65psr5TVxle6B7QbOaSe8FWCPe43rFBfc6+u0EdC9knU8t9Lg8r4EzmTxBIlFAZsBjJ9RR07Ay6FfHZk+VENSDiczK0WFgwtpUkPA1M0T1/M6IsnBgwVvNNS2cFwgbtTXOwoKgRoP/zHj4eyebzhvsjW5FB/pePWWCT7dF1JsyQFaiYJ18S9OblCQN23v8bkIc9TjRZuyHbFj+qdh/+4bIr2f1iE8AWEMw0LYlbmW0YLxZv6ajjuDIu9NH/6t9iXBn8TrYjVGfPrk5uucbI+O19a980jQdKrlixfW9rTfutBk8l4yFdEGEG4e1/DoYIg6NEF/J4X+RCkdt+TteyG5+pTb6UXubFk96dq5nj29v/gK4Lek02m6qWMkicAYE/muABUc8MVOVI05S1tTYPGBAGmhtLZ5yBqzHm4IFf24hr3njn2c0xtFhUbm9KqalHyDYe2kXcAnRGXkN0z102mfBwQsC9IK7o5/goZI4hT+2zR3+gpWeei/zE5fv77MLdAVaIH150+c7pcvpoIuqbG0LxvLcFYCrQ0+Knd5A8yDcWIt7KQQSavlVTXgbxs6+ZEMRGrEr28m2wj8fkffJ++enzS6HNOdb5CLYnEhY0iSymBvcWeo3ZVlaOiXToTBa38kwOk5vGKClc0PePCP3V7zTbRtmgffVK3QG/xOw0uNiPKrGZQWQqKlKWzFzfJaT8OjtuS5j30NVIMBWdOP8AZa9QQA00C/HOQT/JSQadRIsKeGlzDDSPY2A075CXnle5TYSJe+xuLvrDXx1jbI1SA74cSVu72KovJu/GcFmdieyUmQAInlJAv/eNTBgO1QBrfWCv4utSrtFHQ1iHuv7EIWihvzopMKDzYHS9ZadvLI+ZaZWE06mdEN7/Zf1qNVD7kiBQ852l7chzcNtEd0QLWaTX+9rpPBnlb5ZrJDzlXvkaK+2AXK6e/aoCPwIyWS+WMQsCycx2sNGH1lsc6TOAuY5kI1gkmsdsqwMX+NHugKeWiFoyF2rCHnudV+FJWNlHt8Lfymvf7ucjxLxVUJnsJbxVIS8bUpDVUVkQhduWPGuvRSmNIwfN9nXd5EjHv5eO9S7yXre2uiA8Yy40Ut2R5elR6Oj2UUhYGxbePIK7vyykIA0Rz+lz+ftBAh+hYbhN/QeW8dv5vHHPMiRxlaopGA9zAWbHbTKO5aB0V02qNVJv2Zd3BElexKhAWX+EYK5ZtLiz8iidJylZ+uVKNu99v4ecUiG8Gcp6Uqsng/9qCnyDdzXrxMbUH2P0HRuZDxD7bSu3kGlaydcs77o2bUAku+uRcy7YDnWhAJHMYDxI1WTylsGzpOK97lzhhNIt/2nvPm3zyurnGsrulikIworFWDf2INcBd8uJJWGLJ3wIRoaDhQtN+ZWajfMmXZiiJIG8CvumhHfAKEFbjDqZa0F5c5CdiY0gvFu9r58od9WZXdgKfd9XwlQvWbLyRTFYhvBmuxPIAMfKNZCSAU4w9+HD2W2fm4tOpo6pbFf0T8w6vvpO0f0JlRF0SfaMJpD9NRUxhw1y57G0B8vbg6nZyAdQ9WSiZA64pCSQn0AL/Hcu38YK0bRUdMUvocXuWxaA9OKu5e1/U1iTiV5SlLRQhyrefYXy+KKzQ1z0EZa1+A/GAjNkr9854rs6N1BoJTjVSvkLrhe0ll1nuXf9iEXkewwJ4NC8RIbuA653B1CXUD1siCjeP5/6djS5kZy8as+OlTQ5I5SvHnKYBuAwzW9iTZGVYyyhqwF2NCSp9CxHX3YdAXBgYzpVWefMYOb2tEo+1+ELNf4VnUpjn0S+WJaC9kG7R4qwxhu14P9Rd7c5tUv+JTrvlPB+ED9j/b4v6+F9mBaLm1K5yaICY+VInwNqmcf2/dcBM7ZEkUlNMATYE0XZdFcqF/v3Bsz1RqdJeGU63IkMMO9toVzsL4wUqZccr2frcZambwqfrHu2rgyXyh0FtAiognIJ+6ViwfAmvwfpyk0bofW+tO48ZFXC9ecyQ0Glf7CWI/Nto1WFoZXHEGJcFd10OzAYsg8Rs2zZbYmjh7SBe4HRLvqQFgqIG0RCvQ9gmp/jgrXCIDEAYiwV+597tvFbeRaN0vBQmR3c4PxVzqSJwxo+4teBbKSgHN8zSkDczd48F0hVqzu6lMzYfS4FjQxA/35dt/HnFmiTcKndfCe8MJ976rvUWeg4+iu4smCk9VFGGDFCTXKTTh/LhoXG+EadnFwc3AcYpJzowF0p1r1MYW+27vLEBDGS9AiRoFOrRjcS1i4YilctPdcqIcBPjDZcQx/8pp53wVenKp0e7TsQFoBvAhuNfhW/98YV+sB96ijN3NvXL4ln4E4zIxfXjaT9VOkNg3e15TO81VIwEC/aXKgo+zvReL5jxrHov20T+9uIItnISOsdiPoF+rzAV5eC3B4U6sf+O8iGgeF5JLVcoqFTU7acYbsofIluhT2TFUEGzCI8txa5EbKzTZx+b+6GrlV9M30NS+Eqt5OYSAD8qwKokTeS3/Ne2Y5NGgmZWuqmRgvcUOl2pwwlGjwgqSEgnAWR1ADACJr/zIPWrOVLANIkwEaqshBZ/gYG8+9u7CHCNaUHPweJv2+FPhJDNosrfKanKwbxomjKyAi+f8UZkaW27gI7zLRexYy8+Y5+0MjYh+Rlsbh+NPRjRPAulADNtA5G6xCbsyWFKpGg0CGK4PVGNB8WfZ1iJnuAUdP2raI3FeEfcXGsFC8fp8jSBzv+Yqf1YRpzFKMugnbqJsOKGG2f1ME3Ce1n7oo+b/iNMhhdNQ74jfhA3bqdAQlnYril55XceJwrWDy0taCttf4YsB1wGGczJG6DFgEHHtiql7LKa2qWf5wcoY9hxOSyOGXS5khYEN6g6OHKugW2he4vb8cInN3GADBQghjukmDU7S2NOHUUzQTBtOrXovKBvBbgci0rWT3BZ/mrEuWyHBBZZTTAqmi/qP6t0iRFPcLx7BMiBr2lkIxuYp2LFNxDLTmOVLgDWNjmrayMipYWGeaNGAD11muogZtoiHB4XmKJ6h5ivfSKXB/+ysrDYQvJU7zXWdpP1LewaXhhGj+91XIx3sm9CrK6mTza6rdy3TtRSFlV6PizA5HZ5gMKtVPmpXLKRjk8T/OWZeE10zeoZhU+zof1bIsFUusVlLjrcNo7p7cY5/Hkoq9SXS/w6VMB1TY1jagbNfCUHGlRf9u2f2RTAVecaaYUFPjjNdUvCLzMhDQOdWRyOekAhhw/RrSmFLS+PaliX4dFCvTB/1cSDVr7hbDONII4Ldx4strU9/KhS0OlLxKSUEyeb8aN/3RJxN5gtyS8jVz6qjnn9856I2/KXP/fR5L5kxSx7DYuCi56mhJpNgHJbisTlKeceOnqdiUB41F+CSV71Wf3bg/88RHh8kp8EHmUNn80FLGWzxcxI3TKeKyurrwuJZKPJWkoh97RvfxFDzGVSSXXfVIyO0UKHiLEZkB1OJk3mu9m30ZxV0QQz6nDzwimlhJ2FNjjlXaY5GFVjXPGd+Us2FWCTQhzXCviCkdzddIf8cSrQ8R57Jr9qsQM/fcDkhQjhtffr/P086oZ7zxUXE0qp8w4bEW/+rNSCRttvqQRosvuYJvQIDvz4udLZWw7U4W3U1DEHFhzgzqerS/4tHccW1QyOTtW0XrgCTcZmMJxPplU1c5lP0cbrxptXIuBihzvJ/730ExVzV2T95J8q1dQyWlguIouy9Lqjze3mJhmR4DwbIMlcCm+//YfInu6Yn9c8tqixVamNO8OUHng+C032ZIHq8Vaucp4dGTfXuOvNW/tfP5Wa+RVdP2ZRPr2P7+7n89P7Q550tBv4ePKmWavW43ppRj+1DqiHjvYykOVb2sMiIsJdW6HkX4Evs3S6lEjJeVyOj65Tf7C/9sjEUTXO24ywu2yE8Z1oI3j7tO5rGLv2GG9u0Sld0dQB495Z/z6/CFzsNiuCp4HpSLGfZCejEQoBb0SlHAHZyO002crkh8K6fCA3MaGryTBKuABxg+imTyqPLB1LD0ljwIpBmjcM6lCxUvfEWRtQl6H9eqr0LHEoCAXYOxdxXh2bHVMrBKFPySbP3d57P9jhlNv4Y+cxdJ3jMCyOxL2FDjVXBL3sNCN4/v2Jer5feqOVXRwUFKLeep9O719go4LqQuEORngZHeZyz7VDztjPREV6T7Cm8WtCc4BloiZhLRdGtMi/LcSxYaxQKZg8E0+IS9lfBJMDZfzOybnkMyWprkeMPfMchdg5lj+qTYOeG1YhBtgrBo/qcuG5Ip2F7CBl4+k7IlP8iP466he9ptGRJ8k6hTlfkdAeSh3etE+airHHfg9udcuNBilj51FGMwgUTLzjuVHeJHIXbopVt5tz5M/zQ25qjOzSiGpNZgy+iMRJlLGKylb8/dxMyRD9wGdeBlIopWdJkEqEPM+XM5yjvpXdwf6LBCHFpSVvEEpeKVgNmNGrn7K6oEY6Tpn+K/CL3UsqGK12jZKFCfWziI0bXxRd2gE/Jng3vOrFmC1KkTRu2wPxoTDPUMcXAUs6tTBy8j6YSHtASlYGg/fU9k70So3SV8f/Hk2wJZUlKALHUbmpRRJ8IodAbnyu9g6kPf6snfgA7e0ZMGJqvLxs1DHuQV+3v6lv/jTtYPTI5qFLZ1+N4hSA8aO1R36Gztee+lb47dhj+OdK99LvvBEbJGzq/pECu3YS6LMOe011doxLzhF3+RMfyUPQtYfmQTsCfotHXoDwCScCdRGQlffW1TPSV6gn/QkBLkWgMC/kMps/qoc6k6Hv6B/cIyX96yrO7zF4+HeqGzxs9DH287IxfQ7iqBJ3F5mZ2fKaoLWPaxA7AVTeu2NvbFQSi1jijPBY+JQ3SF02LMCne86hAMZof72pmTF2PswMbofHmPNn9EbE4/CZTmTdPh33floxrBDyJ/Mvzkb4cyO5x1kWayuoEj+kLkSPFpxnMw5E96iI+NhIg2LPPGEhz+ZNEA/8MFvChgmpgcCKJnF2Yo4fMLNMdAMQGQZu9Ea0Jo8FVQXRgXxBARDRJqvgA1oBoIGPepRcqO7MVcStGYIiKq96mCPCGVsdctda7ejGtutdC1cte3m4ZeW6Cjb11rWuw9jt6CJ506A8Y1IJL6mjo7yGj9l/t0a3bZrgDX5blefQ1kbvGqlVB+KEvdGcr0FuN7F5hkf1MS5z43sxGtjZATVGEUWI45PaM6r45gu9QyseNzOzuYIp7n7CSOGGIhP6gLz6kxJZE3/VnrTLP9IT72Ym0SbKWI5rHUiF/VLmhmQQCWYero9UYg3X0D+tcJFbe6o10tCmOB7jX7b5brX7pG53TSkI6Yt7kUyVB2mafD9d7OvkBKqqKawlo0H1IploEj0To81gm9Srowu7A/moZobXrKNmezRucShF4ykTw7WwOaAljJQ1j2GZtKYiD8V+vj7eGlPMK4GfsakfI9DRlhwurS6wxU95RZE0xZittsRw4+Oz5js7TQJXvh3cSAW12E0agTi9ldqCOvdCszoFzFTvhNoOc22sXHUrXoSvrylm8NnW3jK+7ldCVGFJHvbkzrBW9GHZd0bwsYxJhG4XM2z6ptf7yazpPZOxYf+VKe4m8BPAS4Y4QTHte/0Xbevg+MP7Mu4qKKMceANalBL0tPgYWJ3qpWShO2XXgV+xVxCENrTWjRDzaswW69AiBak38GzHaz0wRz3CFtXF8QApEkwZA1q5sDK3orvHoYUVfG4TlZu/3doNd69oB8WTtI8XxQJF+qPCIG7QFgmQRi82ecw+ruLbo5zUFJWn2VRH9rhKsyL28TPL+Z7d+nXHHJIaJDK+fEdkw96OSzFwJhobV0ME5+r5rXHEKUrxKgtIH9ca59FhAc749MikRLAMrPC+lg1LwE7XRO3c0SXP9lDUdv03DCj5fzo016JoHU2mLa7b8zGtqB2cygGghKAFj17o0EWz+FTt3snF7JYkVw3EX0p9SNNbrGgvzqMaQ25dRQAHpom6l/BF0Lvxm8yS00FOxpb1Zu5G8ToGLsg5J2pLhW98dLMDOVtquF3hBYBefnATYZrYGi+tKxjwNuu7JtAwiv2+7CF5mgfXs4eqcCajzUAD5rOZpso6H1ZbsJA2D8GKGRphCo6lVIoEGYHZ/LYJMGRnb4IkAgxfV8FnQp9b+bjBftc+w+2S10RC+2Wrkd8uVjJ7TYVdXU83Ajx1aj+qEg6+httXwlWw6O3wOMt/8eL/DAU5d2iJOV9iZfYmU82GxvsmPDBcXPojKSDDS1tob0gOdKMnk6cRAqiUG5jX31BxhFxk9RNdUp8+nRruWufzCGMyL/2WiJGSWdYzWEU05iWKV43pHRggw///Nx2UgB/ZXjTextE3eBrBuEkpyclHRjTNs3cyov+tMWutMDq7PjUSbf90LcxD6QJEy76+vgQJYs0468lXUOepVqaHzdVBrGO1bxihSG4u7a8zLCs5OS+1hIU60P2OG/0Lv5XO6Y7dgdmwZEEyGUycQGrV4MFB8uMavb3YdhMyiWHJhQ8oopOa3UPNJFj/895gB4eumJ00AVEKOy/4U3xVTsDeqo+2HIUmjTMD+CAJvrjBNN2ufYfU3Qsnn755vPdCX3EmnFo6h8m+yhxpi5M1H25RZkwoaH4Y2uBqhyTujFAtv/urU3X8+XGILGmkzGhxeEXqAj4Jl4b/2d5u3SavCwIqfWfTYhje2Mw32TpWPpSXfObjQhiJGgHSGyPRl9U/kiGj/jtikF3fAmUp6Cnic+/1y6Qu09Z2Eb0sAZj0MnWpdA+OAjB+YoxyMBsKgCq3vb7lYa5AwwNBiFf2CINsY7ONKJEXzvbrfUFM+1aP0F17uBCkKrVXlugHW2Dumb7yy/ZigtkNTvefa916PMkNw9xNPpF+WC2VFIdWuO1zjMY5J76EI/eAWhSiUgOk0wZp/qK4zVWueP0Jjp75oed09xLlXWVPApPRj2sOrYGqWg0EmVrUZAhYgNUXmelIxzkdoGo2Bf3iRmPpIM+4JkqL0dFuzDyZElrk59hdTPuMyjd6V4dDxJq/gfIiFB7Cvh+3aOcfww5hkKjXV9OEBxf2LEsmRZaVzjGzIgVoh7P55rd/Y+XCxWE0H/FjahzOvuuVmSbkrMHp93YZDoQnn087UFeIKiYq/u8nblXGxhn/ZrN/j6nO7qhBjohF2yf7c34O4sA8q1KKcZkFShSWIouHnSbm3gFvQiYEotBSJmsyjHtJpJqSN2nax/xQEkbNei6sM+c/lwbhPmOzyVsFZczxWXVNKINnf/XLWYfps7OD9a3xvEHWYNM9AQtQ/+ByCG/3gpt0FP+x2a+9pwypbvN1xas3dlhVT+NY8dA8V5NaUGSWSgZjLvlPQLzfm5ETFR+/Ey+nH2YUTdBl0JZNq42cmdyDfUXuT8v6zklqZhbXK2zwrpPg4qAvwAKgwbzlIvkId44cb5n3SSB39GD89M89VnA+2L0mf5XQM6k8zfq4UOsKss61AKfrdx2BT7mIaEgC9kJFLf611cMwJ7e9FRqXK1QgO7y3MhoI1XFfeMAescRTdUmxv/YGo0cVxir46TBhwd/aeqHKrgNMiJUDbGOWAOdWNTacszRKPH4V3O0kdldGp8MQCDW9IJpiQqgAFNjShuxVHn+XQUz816rzmVHZNg2t70r8BljDzhxITXXSmTQjuSaz7zJOyej52rSDiRbZGjffjdDsW4gEDx4H5zmKorKqgtvDZebCj+7/0z7+CYXxFTO+U6rp4RfIrjX8d2NQY35RsXPxkYHswpWlp6m715n2NjOBd+9OvrREHwpUUUOcOsO3CRtkxZdqvzif/M9Jii9NLwap8VeKKzOFPwEBhIXECP2XW0pGs6IErB21EsR7+V3st+udWZhMYUVcAECTd3gTZSNM+3EdfPbhNQHCYLTVqWPIHtM1Lt67ALZZZh72biwSicKIcpqxUL4bgYdnFngeXqkMsKjN40iX4mCYxMnNX+m1xrs579Hjou4kmW9HTTowsIzL4II28q401ZHNpHqlpBsFrECRtlKzPI59VUm3OUmTnWtIrUPXr9DMvvjz/1QPvLyzN1I8MK2VNYdededDSPF0ESTxXwLXzbDf67Kr+kcXuXKXajLAzSNOwQqOBcg7H40aCWdenJjcWTF/vZn8mf5s88Xh3x0TMB1DBejonaC3UsXcBO/ea6EsCbFiI61ZT8Ipv6OpgLeLs+Inh6q++IBCcnYgyCdAB4ro5NQcylukxJG5NZSmX8Mhb97zPoRShTKfNiSSg/SgRr4wCgCzPgMoSgfwOLngVhmQlqb+ydMAYysxoh4lhJvJjJfGSVicJ2HmeUOxVgPQwd2oSiE58lhe6y+TlveeSMB7GOG6lHTGUhDyOfanCr7JYHYpY2nRTqSHpobrDGqpah+5/PZLaj4yXUdAp3uS9L7ZERAX9FpIpsUL6NuRvmWNXPaL4Ya8CsTDPtIdSdF4PD+kDYUC1MSR80qhhq3WTC9c1SYAvX11SlJg8R/Py9ZUmZhMr3Db3Fz+CZQT5WyrBeifY1Q2Zh1SjOM2vnLVii0WAxvsmApy1PZBF21W1wZpPHgcC/f+tCSyWYN20r3EL9Ehf5M7wvkJY8WteUF9OUPwjIAPTdq226rwLTV15oNpP3orKb1ZcncxRTgHVNlBbvS4mEoLBvY6fsgFbRLLNdAw427JfZTl5Svexk/o4uVevtQqMdbKxEzMpyAvmb/2hWZc6FWWRh18styZlooBJpijjyPNDylCYCZHMU1O3Gk/+IO6IiWJb7+WtpHBnGALj/Z2kHyzGWxpzSqkagGgu5HyesMqVzkAHckKI9crXrdDkw1qFTy4TPG4r9QgSJOajKrSCDPFUfx4MSSiOnliNMEit4GySww4bmNeTCji5/EWhTrFJcbx/YPxDSflW/4vjN+EjRvWRG12agJ35tRW6g1pfa0u/JLC5py80zTRXWnz4VMrzzfw3UhuK9NOJYP638guzzgLq1CyxDILChtv74I5/mv8xKSGU1AsnJk/U7Wh7ABpy+in9Y7okTTuLHMyjoUlblZ7MAHxi8/fsd92ym0n8BWt/NJAYXe0Lm72lcl82tmqWGzF2ioayewyM9ICIg1GgJK6hvdpalD2EoTMEovuu1XnY73gu5ydzhPRMjeWVM6gNStqao6PCTCXVfJLDYtbsRkepqAYIXH7bpERCc1jP1aXgyd5hpv7vIas+roPivjjD7N5KJ6c7n4xTBrF3fGfJXAXGceV49hbQG37BYYylQfKMbHpDBEOrYe3hJTKAwH6MiSH0CNW3UT+GfC7TPHvT5ABe9Ykt2wOwd0oJB8aQ/9Bq04Qld/oB58OBGND4G0n5Msz6am1Mv53KOSutaGBG23sVKh3wKk5CKyxh5hPy9HCSt2LkbkGDjhosiEMColBGMQna63pyFED+aRNVK5vV2jbTLVEWNHPvJRURY2ubo7h/6Ecoqu5yqXvsq+nq6n8nH82HSGZJDc3iYSc29KtJpvPtVsSZr8bBWHXrO1KzfhbTrnupSVZ2BebMm5YcS+TVP9ZxA1bwMeA87kltj3LPwsbPmfUkqo0NI9anW0uxakMG57lgmVhLctT/AJCb/SVCSMGd17ptLCFj8iDV9Y5A5GJNf3me+4Cdfcg6b7UhSpPngoncmDc/1nOiOFvRzsYtd0A+48Wt3Q/LDQn4kwmjcA8Fb4wlH6kmS5KGU/dq7UQndvroE0YiANEOpnc2LptUN32zLc+aIqyX7I1aJrT2iP+6UMB8yGukrb2j25zuKmxXKobSirL1rNxr8b8/zvGjDzKsn43542BszjY9n0xE8VOIJ8P+m9y0mHUEk77lzd21n7DOlpcYTBB+x7Iu0KjcCqFs6PjcPz5lWVIkW5bhLY5PdBnfR+VVcmZMaom7YyjMLgtTFfsvm87+yTBqI79mI+0YBTlwbAAWurwIdKfSE9h7j0c/Xy4ZnhBwHEtsDzuKT14oz06KZ6VgbBk7AjsZwNH+NL1uJyiD5zSPGf9yBuywvHRmLzuy1t07MWf9kqs0LD0fPgfg/GZMLiC0XIKS35y9tAAi9GXjdjniGySBjbqA7HQia3mUjwpaoVQApsjdTM2OAS3op6gK+nWvzrVMbaCgrP9ab+MT5Ux61MwwF2FhpueBfOdmvNq92MXN3AltPrk93CeryfXGXqTRj6Ps/wNUAc+aLK7Remi17Zen6qT5wf4hcrY3P/yumgnX9khFNDKxMntSdb/jacnj0SSdQCPT5nBjVend5lHhlo3Y1JXtjllVgA42Y7uJyGg27jCSEbXpymr2ew7K0G2GXnCpAVIAC9Y1ovJuW4GNKOr5XjiJEiEkumWB3AOaATEYWjzCyzyQsSDjJxLosWUcMa2pWheGczU07JyhVl/JB7Qt0bCwD2/vvYrzNQHSGcrXqMioxkb0Etu4TBMheghUXo7iZpZ0MD6bsiEuF6b591qbS16Y6v2bAwizh9vUOq2uj/qjW23FTyfG+wcA1ey+tqoRpLMrERRQn9Y2rGTHw+Fs9lH/jzCGgOdNDeH6A972EGkRyd51IVdRx59YYH1/D0Yp+xNrD7nFrJjgQtpPiOY/T32G0Pm51oG13W+l3O8Ftoi+NzzjE7mbJseoC4WZ7+FE7pxzyr4DimEtje0hTKUs0KR8Vffc33zA4s1Lp6xDrJsdaS3j6WIu9eCony98xr/LLY4wigl33ySDuS5JgIvfvcG6bHl6dBVFBSsp8fhw+yeIqRKSaMOetnjZYVFsyB2Kk5xlllz9EZ4PHgHSpjRWCKVqcBIr5rlA3Oya0zkruqyDs34gd0yioWRu7SC3R+7qtaDCVd/7HVAlU4GyAAp9zn2qO+F4T/RJcfbkLFV0laBB9AVoMrmHxxcPCRLpx/ccoK6wUVQ1tDXQjSXKgEM4oP5gaHupWvh0lJoQ3C/5OSt3oekAidCWpuwAYAlmv+SpxiwIEOan0NZUjRmJNlbrQAR7sxUn510/1uHOr1CbAHwDyJbif3Va1ZAAFcK0KtJJKR5Wtgr7/ko27Eeo0jFR0MyuS3mP0qPH/Mt9zdbXEkhtuMYbkgDa2QB/LIGgxjTsToD/1rsM+v3EMwkjwnBxoZYTHBr5amXT5qE5keiZKKcqRqiIRL2iMB+TCXcGkf+u1ICqDQu/ihjfF1s43ex5+u6AYhE6lb+DZjHTZYp+EX1Osjszj89pV49ptMIqhUd2t1t3eD2qAQEuMJDnEUhtTDm0ZXKLsGQK50fJNh9r6hp22lLdC5IrARlxIjFAriPvvUmoDtiIfEWqNpEq4+4Ztd7dVni2nUtEhRLfSb600UH8LfH87DqQCkBRpXsmbmRQPsDTVRYqQ1kssdkr86G3qp1yFyPPdDm8oCgFFbXM9mn8UIy0ATmfJcBdDT1p7iRCfSaBP9H8MJuKD20jUPtdogDirHEGha3IzIozdRR2KyYMjVCLGdnicIKFdwWLp4UMKxr0fLLm05YzemU3KAMFPIaQbKDlq8CecjzAtqfDT92ierRbYA6tjqOWOmtEItgRaRrfbtIRE4g7g4xQVDmif+oSJdz+vBP29ogQwlEJJcFmz9gCkTWswuRZG54oOcMhaKGML/N2o9DNHaymJpjQxw8pH9q+CKDuLldn4Qc46/uThpiIcmqMuBHQNxJO+21k4YU7nJn4mCWj0hybnEKIg8ME+G3u9qU0KtQ/rmaHlgbULlNgJ+xVTIjDR75DDbozoqaQc/ZuyU/6HD1Q05dID7N/eqwSdUM3BsnaJ3vc+Td2CfhEdSRo7fpfGWnf6FZl4HUejbwMpLJb8sZAnApcTT4g0TB/wVNdFmegOXJhbVqDYWwil0Nowg/PIhEZsseABXsN/8DDhIQZ86SRcaolTXV8Ti4FvHEAEsNlD0CXvLQKJysF2Q4iMLWBKvBVfV/RM160/bsBSPrCxGq1OTRJcsdFbWisFGSzvccb9G2HEoaU2W5NogPmWkElxtdcjhGu/H9E0W4dBPyi9fMhqajuUW7yir/GrcP10aYtisQhfhMybKmlARhba8zCuAAZRHYT6AmppcbCTs3WC8/cJdOUCJORtf5Nukyyu5FiLbk55G31Bdmq27HMvuLlSug0qGcH7OAy857wua7hIEXC987J92QVNPl6lKWWLW3OAzOiozjmoUz1iXd8+5eRAxOabXNwt9Mk9I/HizhyO246rDNft9J3fU/0TlF8CrXuiLtRg4isjsxoZfW+NnzbfJ6cVlcDpKTB8nbdXJAOYBRzUfBL2vrGAkqBD3KwrhbDpF0TdKbvsL/u85sANigx7uC3oMzj9drsQc58al3ozbafUMAc1/vYl/1EmbTJn6New2fQXPKgB8HhYOMtznZI+9sTbldrIGNlzN1ytP5DIFDnFet4Y2yXEKu/pz/g6vSaIhTuvTiRZ2irkZuef6O6lmuPsAM+YVA+vdc+hbJ9APEOycUEHGVokoSgoOjCP77henOlJrOPz2n0N7m8v0ToF9nxZRBP4j0v4lytiNUwaYC+dXo2n1zqy5RhW/c7q85cgueoHFjFRX/Ohid3alZLt/GuyTlHGAQ07bsPU5FvYX6SOH+3EGrfzqXKE1GBXdD3qzdJqB4VwZWYup/SL72q7JvlxkXBdHdKcWe5ZF3hb2QEhcfNBuISBYF2s6ZlF6fyb9LDoSN8DJkYhCHDUkCnM9r+9IsQNwWrCdXKPdEcTtg6i8DFLLlUTrvRnR+3rfSVSWkLbUkeOzMXRKJhlz5mj3dg/8zBD0W82Xy5VT7brENGkpqeDvZASOLWEDmv93ZyVpcR5+yXFyEvZzM2hltP5Oc812NadfeV62V0TZo1w78zaO7LntVG/OzZIGCOf3ripZ1Z5WOZrIpS9VsHsQbCT9635fxN96QdjxIHbXx/qR2X2e2G6Hr+Z1rwcnFkLxA/lhnBGxEHfUxlNJ1h34D3hMBbNtwmlmoI6Uq1+7CzRgx34e0i/uNT1BNwbKRXH+7yaq1dtYxqKuqi1iZPN4n13DctaDuOlAZWuI1+HeqvGYAM89wPCjk3K9AgJiz9zzm2sTM4rujpUbOXUa9uHSogOczyf/2DgxGWJOGaSQgSyuyRH6Mw8wzrhn/m8xGbcFGYQq+WdkZF4fKEwnULYTfYzfCFYxARuOgBikP1qRxDmAfv0cRoAhkgwqX8yJMjBEPW+AsKH6T3yaZ7ufVURmdGhLPlpL+8MryaJBRv2fi8H+FxtHeqT1202kzOX3AV34ccl+RNpqBjyi8Ji/G7obzKzZBMhufSn3mG5KGrIY//d2+SEskt2A/A+a0XfNxOY1oRdahX57nECMnCCLJg/zprCRO4xg4j6YikAf6Eui2pjBl06xYUU1bBM4hfUEiLtD5NDLO8L1l86+XbFxkNNxXvVf6nxnuEDABdGnzWINf7xvNKP0sQmXu1khjOz4hODqHyXCbAPrU50fjlCOfXxIc2gXsBA7W3HhBmjrgeohZeqVIQw8m5A8an+d7B1DgdVD1WmojaI8V0+pY8J9/w8DYdjr+zrYoJmi4gq0TedkHCAeRjo7beKogEgpUCB6RGYwTnip/PpXEG008lz/wNeHs1GQiez+ll6cvPwVvuIMuaC+EE+np3vNbSer/eNA1iou1DvbmyH1CDwmvg4LGxqMa30t61EVrs7vTSFgUJzQLnxuUGpbhBFCPxB1Xke1UakoaZco1EO4bj8Ulpz7I2zKZ5zUxI5+sVJAT/QvVojPzoKS5BmsWKYEqOgQqTj88/EaoFLA6KJCwQjzYwc0/vJoCPMYR/dpA9gyBPoevPqXfYs20pP+yXoXEfEdXurcT6whu68fNxZryD0AUiQhLTDVEumM0CGK8YGwXwVARVOClOUmers5OJ53q3Y8EGbScOVwEht31A3Re2EgCgodA1tSx9ZGsodX17MQLYX8N8pEWk5K3aUEU2eTGhXtwdqiv4Z6UUKVzMc/ofIheT7esIilPDcuL98q5U06oBSDmo3I89qdwYLfvTMiTOLEudY7w9T26lvJy5MiaoxDkEN/KbX/qsZc3w0XSBDLRY48/rbAaVtTrC0972qu1cKRmaiU3jUgO+jirwyXq/c7V6mqOpscTS337WMlh6+/xTd2EtLupdnJEPw+8uAy1bP0HlIvC0QO/PGSRlKnQt7IqPcAdHL9SrDISfGzX94nWTIrIFpxAB7v+UnligeHcxECDuIsbQYfL6pr7+3JKhcH+3QYTFi6Fed3RY/XgmXybA+Etq8ZQve/c3yk00v1duAAlbEASu+BXo9Z0qA/oE57nlSkV0UVT1SNc6dglv+KP2e5+uPPR6iRlrSVYaeGMkbPQ9wYae5FJrEDN+c5abNsWwujAktcn+TyXwwZKj2SJM4Exl/X9PGJtfLtTQZK4yOUSwS8orGEiwof9LwNtLgugQVjyReUxAb5nYlieOPCXAIm25FuHkLK0X5Wk40dHVU8/rXPONPNCvmMnlLN1aGWLB2bTZ/Yaw7eE1EiThwBtvsfbd2zwaFxUYKU9RWXwmxsdM1NN6ZBl0KKJpNUSZ09ZlXVWAQeEcoQFKLJ5jLfVKuDEcdbZwYVH44zBc85f8LP/sreZkSnpZEpSgcup3e4S0Q74FKisPpRJb63oNyQ6zYnDFacCmxbEW6DpSfT1eMR3GH/9d8bFnrTrwVGuBtLMb04nu3fI3HbEo2KGG7m7tghfSrBNMW5DIjEsgWmdjAejPHGnUoUxjNtGE5Z1TS2293uQHkxBKYA/0GJDBnUSr+Wg4ASeQZFFiJuEI4i2rcVXBGJ4xfZYVMYgTz9OJ4DJJjgMwqzmJr8oZj0uKD5QQ795DjC2wTiMx6OYzElek/fCf1Dxqo0lmnmYLP0AAAR/SKewR22KpnkehbnWffFBDuK58qAJhNXIs7F15XvB5npwqDXQBhigwwuM58DZdlV0547hn6p+b8suJOR5dT4urXawPHeM+85Ubd3jSMdJ928S3DzhIcfuwM8c3CHu/kvUheBtLr9HEo9j+ACysZM1IvRt6+4t7UpSnAcuWB77lRZOAeV0jDrotW3V1pNnwnz+A7APhP/JgVIdWAIW+vD2cmL7mu3isAb0l3SErjoBcPkDZgstYefJpPkoQXGI8drXF9to+udCURO1lgxUeSpdAudj8kLIYRBRQDIaAAdFa/0lo8rncRpwdbm7PEtSyaQBQQqfFoMplqwE/fygkLGDSSlpGo9bs15KDZbzI9I0vNw/+ydOPR0SB3FB30GgSFTs58btOVP9T6imeM7EL6YP33u5Lojg+edMI/VdhLBliBEa1LgG+eeEyRdWTh1rRd50/xv4zQBqsCKXC6I+rY8cK6INF0m3d8fK7FyDFiKGNyztlQs6qSyOO8XaRlXs7pLb1lgo4NAKIKK3ZmVCQvtDbL0r0gOWKDt4qfwMUZycXZixEvD9UEQpttH4g3jlCymHeUtUADwfVCkJTm9SWZ93vjqHBm/N9CGF6GbCQcxhVa8DHvgKfnJubLAKYkJ0LouQaqF7iekPz1BaGjaiDsmklPCFiu/4oRzrIITHvzwh4gCLGMgN4Jy5nHcDHP8HKLPw7cA7GghydnA2AXpPug5gw2UfYFRMaG/c2l8VpvipxA5kMkzggBLPGRCNzEfIQ4XikQXeW5K1GyDpXqsFADotd2NtYFENt+M0ooGJL7ir70rL/kETmHhkLy2JWu7pV6ADYxXMdD1XcG4iCSr+Ryt2Uoo5SBlR12KDOg5DqvW+DTO0HKjfzfGBmmZLhZlAKo76SLbTaiuhOZw9jNiPOT4ALrVyBszDk9/nvI1pcPS96zRSzdrfSFlH8KIXyoj5ElZ+ttH+gp6Og3AQJShtawhLqaGYw1lpat/9lo/1LZjeEmh4En/UxYeRHc0hsh+icjbYdq+t/qhECU7DiyPxQi6YRYj++c0HphijH9+rKmXX1AKfG1PUx/uZt9Gil5OKRf9v6CJNJvM7iaC/xm7pZHFZwyaJsWpI73YSTO0nZs1P413V12OSRrNcRx3GFClk9Qr9DX0RBtlRGeeLNf/sd7GvUGLgibvi7AtUFwbrI85BHUwYFgamibb9vvMRdwI6bFmggjloykbgC3SPn6FVBQzxIDJ9Dzbu2+nS/nF8mr5td8x6VxygUdTVdTMc02dPH5OqH+ffPbmKwfsNoAfI65woMuRC4q/gQNE8fQlvEuwR+H+BZxHmheFtnQBiVbyphvQJT7e1+ruurESw1PZaJUTaTEnO1guR6j17rN052YAVkMfh/Oc2uPun3lLa0cqNpg2kC99smr0cE5OYiqtQHFmTl3t8lEsipad/3IWNBV0TrRHrehoK1aSatrd3e9ITAYvWkVqx2HTE2S7yP+26Z191/rzu7mkLqiyAYm6zoFPaQfj0s34C/MGylvtNHmegU+QbgsPq7xJI+vZTxwRdlDFpV3bl/iScmMRSqFtZvV6YzrZBlxMQe3eTTRReHEsGpglDzKrZavlkUoeol2+gsr1RwtWSaM8CEY6bbFVHtw4kYqejrwaeRifxAMfZr+pOzAscS0k9pdo/MSKUqQvdtRq7UTFdB1r9rA3bJeYQnwerlpK27+AliQin2RC0Z7R8q80SLVL2d20AOnaJq5fS5pL0Mx7hBaw8a6HzJyrtVPz03xYDqjOWuFW1wwuaCeNRGCEQZilesCzMu9GAhmSf9j+mDOsfGFKbExkdyQrONAAjguUqImvIbnRMQWgBk7yPZnEvRZqxUYTE/LCOcJ6hKGWa4B0YpSP9tmrWGgwaJYXLLYoyG4AZPMzn5hh8wKlHxtiT7Y8LC/emsamIvv1GkX8i+O9rt7NL/B2oYD/QjWK4EWDTo5qyXfNUbC4lzHLvGoid9f61tdE1z8jyHv8mHte8tJwiJ0l6yyEHBVoNzqk75a3+jsivkyPBGQJJy6/HMUR4h6zm30GeooWDLMC5VJAThSBNxwURIHU/uFZJNaazAoBdMna3p9iThH2Bos2QzP67R29cCInEh2oWb39INJdBdKD0OK8asYx/KdFDSNWpEvSjEJOnYCVa57VcRkpMggNWTf8lQ9+60gjdYTXwSO2UUUZMK9rl0qavnYlMtEUhKr88hL3VT8WBaokcx17lpIetRqLhu+RMXt0KJUNTAdzJsQheXprP2xpEsn7buus7jdFetsX7qr6olz1HZtmZV5zc122XBTsQfLJm+cjB1NAoPXqKVaNBJK0zyKIkYKYFWcctB3xjAtQxcg+pSu2qNVftgfl+mrQ8Bg+iVUJ/d12jxvuhKhyEh8uK1SeIludvqPE2OJWrlPRL6zDo0Ve1Kv+DT/AqgZ3cDsj624UhQSQveFJYg/uYgt+5VUg6FUKXy2qRbwsWOCUAKVxHyNrBpJOt/vSvlUlsueLqMfNeJGFo3m8d58xEkx0ZxMlXmSlsis5dRIJjKJE2jTihqvQCxcIwKYDrW4Q4A+k5exI/+peouv8HLqerI2RB5D/9mV4ml5/Z3CrP32M8MObV5gAQqUoEGGTj0NT6PmJpERI8S/GcJLCZzpv9BwjgWHN54gt0PF/DlW4GVHSiqIYvHdzLk2hnd+KgTF1GAE83xcl1eu0NEBEbFUDR3PlAAA5JpzAyszX7UwZx7nniYj8tun3SoY7ZJv6YW4o1Ky+Xnp2OtSe3ak7Z2HFRdzExNkZ6XoA1eK1qhzO3y7QDmGmBnE2/MB5GgRv4mE5lmEi8hS3bCYFx7ZehPOq1DLED8yoAWVnbwBXV+tJ3e6JrX57nxtE4IHJ4H8x7y0IuHuHmm6CYJVOibZN8qmGd6J6NbdJfKw2ny170At9XixU1pWc1OOHBn+c9yyiSGWYj0+TCPHn4M//kgP5KaU3kkRejkuJ4YfVYDCu5Qtb5toOhyHovjM6CMaSCCwazzE9tEa/VC+ceEgQ3Hh7Zsc7VFpAvE0EBbE0qVaP25JhyXN5UB+Vj++hXbg21FyFa42mYNKQU8h2uzNvu/oI1mGVRlGOqiyNQkAw+ZbHjcD+TfBjElM/oTS2TH8WDWev1acIVGXMkf8Xs5F7SwWKPH3QA/XtRczan7gWh6hbgQNCBfVmaYEbPVhRVoBH9Wq6m5aS4BikuQri8Lrwj5zkEamUvqS5Eyph9BhIJwjnYj5IvNyKUoq9AnvueP4cQGhZsXXV7Ra1fPrP/t6CVHutbaTTccyO2GZ4r5fU6onfMRDe3fsgp9LEue+X46ZSd9dZRrdnDRvPiybJ7/nO9q8LJbnxwiokeiVphBoTPi3wX+sitTrpLm4tgQ15TYWLK5QnodlCCRh+lj9MxJSnPdTbJGAjM+5b7kMsGYVBn0yi+q7A1HJtCk5/YmWtquWh4oh19J19wMi/1BzRW3Ax2zR7v0CzgtODmGJLDIou4kDt0Lfnfap2BOwiXnnJG38BEY95fcQjxnIScvThAmq87JvmhDr1KhZDIaTmR67UHw/UJoEgTRipHRjOESe6z58VdFHxUXlQvZSEehFcKVoZddzzyPCuEbBSEgKXRmvi3D9n7+pmv3qANWQV7fEKT/BC/D0GwC36zeE72FTiCP1yl44ok2UHSk//Z5M/F9AvcCV3d2uXZh/3EpYhsLr9F9JuIp3xmtvp6eZU9rXWpW9j9G3RCJiqK8g1oT/qbhdc4DqxU/aVVstt9XqtrVzSh9VojSmXuxp+natiZN7i7hPsWRd+3WvZ78o7oxoMfgws/1bsl27WUrCM7x1zgmQnoETGxc/L3zaEjyC9ktV2R+oNphIJIeTHY1ik09Pxh43ukmIdqyQWSOYbg/pWzHT9JAAICLl0RF/0cSjR8KuXTiJAweozUSqGq/KV+kJZWETqDijmiRJbqzlzM4SNY1N4AzbuGLVigWBsjySS2un22uMR1jTlJk4LCannOyR6zUnOKdzX+0hM1aMkWH/lpNTDa1qGKStumTN5svadHEnPTE/DbYEedsfHRSIj10+AAR5JvHDpHbgHqSHadTCA6HZV14zmMro6c1XXfHRKEmcK67zmlGnyDr0jgnYRvQ69vHiAaxnIDwFTUAaGZ52ObSpTT38a4dHH6CH0drHBN8aqkj/WPZxoW65P4EKxfAV+g/HWChGxA4n9GBzn+I0aIIMwDn5fo1DWa6ohKRNR4t9YCSryJYznbH9dvvSkx4jyWAutO5BNDwWwjvj7WFwDJLf2IawiVHlJ3F8JLryzJuMutJC+M0EzlWMtSfAK1x6qzBsIZLePfTWHO3UZ94jNuYKw/jsup3qjDA3hcIt7bYuyGjRwx1mV+KXIlThQgLVqecGOvolyzA8vEWU2gUHzF3E5rH0vqk9kcJnpyflUYXjZKH/PXjOWH8elHUiXsSXzHT1RY1SE260TwdA4B/Adcw8oYuFRiCtZJno5XhEKgdDQPygi8CkEhuTqhl6thhJ813j2kS78qEgbpinHAixsEUoksHqFF3ileZvHvesWWHvCTVLSEYEL8N/Ytlg60bKshVOluF3Xi3V4e5tdF7rGzEhFFgKj52LCXSO61p12q5AlFHdGZn2jKy86spn9KqghSY7oiiIK3AXQbT1hWC7mNZ3ohXU63vnpmZChMNkz0nnv4eHggrh+AD7ZjlhyyI1r/JGE4knjzcs3ovKhBp8KOBHx8jGP863zSLKmj/dEsvppXPUhHJaPQKWrWEZ71Qqg5+8s+nQ6GsKodI2mCweUrffTUemGOj2KEo52jTwWBNu7YyY4oD8h9FcTbsHlXkkVV/BPxLcRvp/P8bV6/R+xDEAWEHaFrdkUNcmpQA0FTZ64YTOrB871jwLsampNz0jovDJb0o1v5mzs9LTbMKcCCNvoXB0IXaSa5uTR95zIl3+hwBzlPFL7qqcfEFWEPCQaxNoHS4hUsXGZIJ3SlKCdt3vKnE+ord6LDRy88xbTw9gKJA7fPGw6HHiWdG0XepFp93pT/o25EzWMwZHVQeladQHca3x6yFXAfIIw1IM9iearPPNxy3pRkJJlS7Aym6JTQyI9M7p3QMY6MDpAG9kpF1e8XtWNV7NQYXTlO6YxKSu/8Oz5nfBi+uNLjnjWX0pFW/ZY/KWff/YiyAG0UWkSo5CeMQblmPCdnsZfEzNKgJzYp7eg0WqQZi1W9ZTt1kl2UU/4z24iHIMVKn7reaNjXZiHUBrPyi1Uy3eO2dobwpKN6N95XvjRKxXPIzPo0fSC6e2+c2Qi+55hy9d97CpNM1cZQm0a3WGJbGlphr6TDaO6Q9bEFIA6CNza3ieQ1SmHJaQqUCHHgZxZpgdamAEWFuKfKw/O27e2dKVTXf+EY6l2wsq+X0hOc92Q1AZJPPVNHPobYAUgTkFajmX2fEuLj05scI1QQ/4DhDRUUNYFESgjYzp0oIY0FPCrReQgkgHcCF/V1a3CLBDo4eyM/NLzx53JIfWu/jRCr4inpUK1SA5wLIUIxPy7QHwQi84JrVpNuRTf/f1rHECZHdUAZSq/O7YXI5L6I3UTHKm4nUZjW9gjmQbAvWYJ0dJdnQ7YYS/C2fBO6R357ffgimBv6ck7PKyb0Lrv7JB71WkUgvHsgYuVXzCiJhzgNXes8jdyBALWYxpayeNLjkyNVnbblXhwVjlWuy9yxoCO+5zNmSgy1sCRfRLFQclvVPvppy1a3oL/+DMrrItcT2L1VlL5XDnznasdcu90z7y2f55v+xoLj+XEJkl1XnECqMDEBS5vEM/BcF/PCLCZAcfmE9rhByE1GkONBq2a5hbZtzI7GicNkwhjPlGhL4mn1IVpwELz1jq/ii0ZC/2ITDZVjswf1Ya4d2VSDJLA3B3sz/PLMBvDzBjTC5YRtSsJpKrYGWX5Mjsao7ouYBZRhojfHX2c1vhpTkEAqy4dCGAtrXM5TtIBDAfF+6DUFqVv0dZZ4AsC7aDzeJVxiuzko+GQRShOAi49wJSX4M1WEaQi1DcmRwKwF1nWulZ2uKFQwQS9iFL8X7pJRBufr55vn/BjW+wiPyH48wP+IbWm1E8fc16GbzCHmak/+i232AiG0TT1g+Uf71awgNsvge2Cs9tY7uP82vMzL9bqJt0d95CwkZb+TcWdiRcgBNv3adKp3IT1vD6Yol+G+Yvfbxhcu2kBt5UQcfQbD28Yj60oPW4rzW/W2EinAUnSouyQXaFRz7FTNKRafA8lxpzh164sas8KMyozLiNgUVR55boZOHV0YUEtTCE0F7qof6WMjx67xFSLcaO/2tKKQoWiYBVnbLWNOcwkc9VaV2wn88wIuGOQZTPEJ4A++l7cPl86Kt5tyJMhl6pdNOs7Rvv1yS7lC+IVlGk1OypsuQAKTlJ4CH8keI7hEPlhftmFbLEjLfyS22C7BJaVMd3zAfGt8zaGrbtlIvCi/0pcTdSkb85lUPW+ISH33SNSTfFGovGgZdOl5UtBp04DShgX6UDWa/K5UyrFWOiMbwWfuE4TfGhU1D3gdx/tTz4Kl1W0sPo0UfrEtUxC0nuDF6yLs04pY82X2epj6nIIhnb6qrxKDrdmxJ8CY7Zt2/sbjtHPxFLKIjt3QckG4DikZostVZv6xP71QP8bDkpk8JoM3yf6m0efiP1vdvvER8q1Imt1L4UhWiAmhPbxsGc03eRfhVvwcqTtcqCm8y1qBrjAQLx9hqxhz1tn9uHbxv+rh2kUYvVwKSsS/+8tyyOxZ2XjO8WeyGvT5ezOXb2SnBScTHDYURJdGQfv2Y0Y1h7vrtd/wfBFr27QAK1lEtbIXrl89eyKR5Ke7uIiz7yiOnIBSnwzAh+PufN6Mjtn7F0TURJcIwEcCEQPI0obOc+2kZu0eFF9U0trHcg3cYxS7rf7G2pwqzhihWuifRrZhdIJvEN0Di3xcO2g9NEzStm4CB6wogQjFRScOTUeVYvXCuJShm04CsxeHbxfuRYKi2Bu2kBtLI4GEg184GvgbEI2pcON49FDueY3wCZjKRl8xcRDCOczyPYwZ3KMbzL/ynUEyrGtSmpDuKecPs5Bv8QG6AC7Ba3v4HkjuP7yPys1hVP/k5t82exG4eHP4wXWEfpmxqH2IIR8WneGUeLEIWVJHkOBGtQKyf44Nu2WQlVzYK9Vf8ojc5o9HAEQM8wAWxXwNuKCi/FyK1jS8EsCtPEGKHNGTe4ymfiSn7gIhCvwZvjrkV2+l30igw+2f7ZiFFkay+qK6aZdYpy4mvqXZRITw0aURfYEMk1imuGeTYhXjycuVwi+1V6rxKgUU3lZa9UedzEgY9RilvTtb+hzcaxD51MWiks8nBoIWayWg7lnf9M+EdNPBhi4x4sJ8/dfbftU6YxUtAxcroHiuHmczX/mb+l91cCKwlSg2gQiHPQNFHAHhmWJnkp++gF1QrR4La1vdGuAnJ31E2b4tW2uZuZSQQ8BYQbm2vryVHXWgONBVq4tLXHvOCdLSMuO4oXy3/96kfy2E6UgjFfydUb4DACDCpZG9RxG+/ru5FiHw2UhXzrou/mTxlfoXoDRz/D8urrjW/HUUC5hZ1MbumfOIF3mk4JFh3A6RIbjFhX8wIt785HCs0Nv+eMIpYgDC77Q7DNOxI+S1jruxAeimFDZstQ0qYL1fk8Baf5IRhGJtb99iRwPf4HzvrFngeWlfidGdX3J0HqNX3RmYigFcH7dyYiUWTRkexk/j0yL7nV6EnnEKX7xOmhbfl8fsXSV/RL1MTs/j9IhDX7lUbLImNLjRn+SVhSH7Xw/f606HH5m+DpkNnhkP6jhtpevabgzPuJ7VIafRRVoiUp4FsAOxZ8fiIC/IRtb+k2Sz6YnApvoL0DcvuhvB0IonE2ArIUMkzRTRu0TvEHJAj3sXnG5bebSCgAlwgovu9N+goGus5H3u87SGUz1uq5Mm/nfodjK78IaYuy40rhmzgsGvAXl/a9lJaI92FSCV7stASemdPhuTc4zV+Cq6PCkwtE2/5vvZPXUdTVL1i682MOZYnkHfLvn++5Ke42ARDLWF5CSorPUhgf5JnZEJ5AYml3u9nHrle3GNRDA3jeI33KMzTiq7HkwSXKJFO2kE3eFubCJPGIyF9ky82wfHwHvXMnizXRhBgHbIpRvtM041TvvyPJdrNUTo2BN5a7K3U8bUfZSXpuOxt6qPuFOf7ZUdAUrC4F8DpBvDGzCiPuZ+dDVJab4Nh6YoHoDwjwwU0HtGWdCpjhztZOUZC3kMdlHPKiIBY8ibioPVX2aeVCYV2EjsUEuWjh37waaDyqkp6BX8xcWCbMa16tsF5OixsehSo4FVIaVdEATw+1BCREHkg9zPv+DTFlHFec5hpOclfz0a5lr79N/MLJ/+dtyktKlSNdXX2tYUT5SKgASji8hHzA5VqDRplyg4zA8SXlkdUUQC8SGBdaK/wbBrC4vGfI0KPMwjrYC7NLs5vfdi6igZL9ZVE+5D5ihFZEYo9e93WfHFjPuajYzkJvdXIdQTgMcBo5HFV+Y5dl/f2xirqazSbQFT0tTQ1F1NU4eCTV4A9ytcthPZ/IkLbsk+zgXx7k25rM6xPYmuEAHba87Gnjhq6wIYIukavCcq9aRS7R/Xo2HRMtIee1ui61wYwNb9u93AkFWm0KxE09HBZCd7XCVM/yxsrOWEKbLVSCZU9+6PH0m55EIGToCGsKFffBRioRQEIEF/x7PCVyVhSz6E2DPXMFXrokAUCra7WXj1B+EHH5x8NBrcmvaaKIGpK4pB38UsizIf2jCj2BjtbtEYS/p1KA48g2svR7F3Yzt1VQopFNiWRx+eNJE0BvGgvAm+zM4yeooksnSEMbqqmiVZyCX9WZcONhomGSdEBndC2DbnBXdAO1tp2vGJK2Ookx2AIIagF9iFuBpK/8fiLoKERYWiCNZ+aeAOU5G1jZTkk54nTS0IPcUqK6GzTUsXmmZ7gMt1LZxJQmGAaG78t3X7o9xJv/H14RyQM0uTmx0X0zCKX0d0WSOe8DPoZP7ugcogo7pwdNI+uceXXZpx9Oiukq6ZvM5VxRCFEeeVo6ybKaPFkpgtXqyjJNCZFzGv5tkqu5z5SGEh8HsiW724C+gaG44A1FD11BrLBENrT1JFHTGjPgOj6kBtYi/zsNxaGabEIlwUlEF4u2LYEzSHppufSJFxSY4zQK4G6XG4nNwXaXUrytiYoq5nUMUYEOUujI9FiOv3oB0Sau82GJHa9QwbltEmDG/XmRckPSzJJXH6zEmqo8RLNmU8Xk75wS1mlro8Xv8zB0fRgZIZtY+uDx4B4sRwsHSL9ddxew6Bg/RwJBn64tjxsdpe8AGusprr4CXkCSM41lpDaJQ//LQBjybAFn1dzgLO0MHrmFOMDpn1GpoqSLmThvKYDBvMJ/Vm9l9dR5sP7VyxUmf7Z0aktNuli2RHb+IEQ+kfRsG4cPUoLwtuXqsamt2fIStlapH5IxEQ8o5GOk6DJgUiQYkHIGFQ5vawITYfTFvp8XjkKBrpuyGBJvQQb07kGMX/IFJ7c3ZtDuzHBd6JoipvqVjpnJENdr6sZjPOxnijcYHE1+o58ZIIfc31smCUDzFSzE1E3FP5wPyTiySmhg0+/jwUSqFaBbQH2lG0Uw9Fea/u7AOSA3NJiVopiwlWJ9pW4giKMDWaQp78yXP6bufybSAkCsl+uTCftIDmvouJa9l/xRXuyp2+rO529wLK6UE4bqbwM7sQ2TauwCTzyK6liezT6x56qSZDv5cmJLcLJGHHVYNKAZmyidduPv60qWd0PGBkSTbQD4wk3olC8MrZuKMqNHOEdavIw2gRQ7NWlyck2kNwxcGilIfMUwY83ut2Z1eZI9EFwYkpGY4LBjBZ3x4kYTini7pRhKsM0jXLT4awKld1bKp9LWULKruAAAACcVp16NRsE3m8cLZUv5qd9LnRFu0o/FrolOSnrV6Rl2a+S3SvO66DFTzLXlajL+J0ARrKmTbZsQLv5lyV0d2k/OUEZm1SPBKhin660TvotOVI7BOH+noI0BNb1BarlXE6newRDjItHm1fM9ikFfIAf/mqguYveEk6MlN2cUtTLSJ+bfEEt7U0XHRdC995LdltwryJucqs5bfSyXKTV6/Bi/1NIE+ZCPMw7px5gN3h7Rqz+MfvlWXsiN+1qmoZ5Y1WbddPTgATVzloCqU95uzpbpronNh2Yg3+322Wjw6V1YdQnhVR3hzuTkjJ53uyN61sEb1p4+6rF/HYSIS9JrAmc7hcTDHfErrZcqVE7ICsKJPi2bmxd5zEqVxOw9Va8cOlkZJwoY815c+80sIipfduf9yn4bKXp+8nvAZJ40uLxH+8vLaS0h3uQOTZgKaeu0kPzWLtUV62HZ8/l5Y0DrtOd22iFZfmzTpXT3GTQY1N+fDzwd5K2Y4gAddgRb5Bwa3NTU6i9HgxjHeSXQ3w6bC/SuiHEj7DKpD7TYJHXQrU5Hyn7juHWfvMWWC4lZfH3HlWjGtTaTF5tfGXAx2ohoKpFPUD+xI9as5mQtX6Yt2d5M5Oq/muyz3sdtSSaf2/GEe/tyNiiHctulGg5k5sLvGdfAofoA/3kKjblF+A38RXHrFVvHRHzxg3PZ9clFCnDX0M0abGNOkj1FqkhfnfZVv/2/wAVDrnhvXyczOpMp8pK3x/QYcXCMpx2NGcD/iNSgi7l+icrfZSbWxJOAiozxDlQwYoqbnLn8n/mLm+cQo/tHrlTiaU/UOTmBdevXg+cmY2YFj6/Z+KDUCwdz+3QB/b7dhPVb8z9C8wcEF5/Sfh+5EJYVGWnN3+OkEtZQXq/6G6/rY1xVpdxio1QsFVwz6FW3EyRUSnzLRNmHTw2S4jJUAu67KDPB4VK8oHQTKhyQnQBJvheN7PT7oBwAuFoyebeFg6WLQ35XZMCgEOHrhYFd6qNCFCZwwOortpZOeq2EC9iyCP3jiWcbcNjZXBmsC4Hif9y6GtlAhd2GDUa+TxMStyzXTbMjjK8AvG+TXg4shbbOiUd6xmZCiY/vo6uzdSwJJfHRH1t9eQD+pm8cbLSQa/cpHQ//xjWdputl9sh8VHM0UZO4oWQt3tRehlk0Zg52yX7LqsQ+0C68LvJH0aoW8kTQhQHX526DY+1NNGh4K0J0ppH9cfZ8P6SS12tAY2be+HMC0YNVH4ZxMB43KuttVSt06Eqv0Y2W9ln4CnuwVWQ/WPs4oXaW1MmfuxvR4J30DHefmBQY9kKbv2h1QneZQWJkJHwd4TYfSGiGldj2HzHq3A0RUyuG4ah1XVpQ37S6cEPxNoE47ehkseuio7tnbirXtwpPWtUyrYNp/U/YgjXWth0P9pejkl/3gIv8u0zo76+CvZlcWQENNAOPx6iZBzMybkFiv8/pGsprIioikE8eDrnjpc5NGuWKqEfYFYKt9qP4W++qxydSXpZZtP4Kfq3DQgDXW+pTfX2L9XQ3Lx/6h5/dRUqKddi0YWUzAxaVXQUpOdzShyKOAZ661iIPWulgJsNC1h0AdHZHAgxUFy1TduxSxtigFMpz1CNAe1eTc/b9lzVt+8DUfT3t+DZoV3oaCUa6VGR5EDVgN1NTHH7vEGQbiSyf5GNhpr39LJ8EkME+5BUvya1Wcs+PH/oIvLZuqyU8x3zHgGHobDNaFEDeENWrgHN4FJPO+B1kBI4WuuuGTUJ7hLgPyBUMv0dBj/TPL5h5Iv+9K6/qN0q9AZpKa3hLD0W8el9VvqAshn+8BzUpZm2uUHSVABcK7d8o7wJs50RHdcpiOJMCrQ1TpBZiDKJ5DVsh+zLerTdjgU0pilvG1aOs+fJPZGuOVwKyhXrmwo6lKQvE+hdU2uanHT/4Cpgdoq55hw1WDCUtvR/uzERxOnIZpjIDNa1voVTumPKbOl1n5fq8Ygxf82fvSTMrlF7V3SzEhbKIPNvNW89rhGhDtGI4h4v3oOhgwotxMIkZjkGmjmey8tH5DzG6e/70EfhdmmBZfOD+glqZWYJZz3+THV/7CkXeYg42rmsfxW/wImhv41HictZQsgp5tmBSx4qknKYIsh1i0YMaEWy+H4jyQekmFLtnsDrH7ODOrn9TJjeyaKEV2t3FQ3iDqZviHlWAAZ4WhchrILmcUUhqIkpvNyCyj2XMWC4wri2HF9rtNu2zlK4N167uw2X85EAKIs1AANt1S2yY/k4N0Kw/pt4xvJgUOTiZaAoAAOKSoYtvsR//A7aXbjamGztClYec5Rw6mTtbf7KPaf0Re6gKQk4GZEpsKSaxUqmgJNVpOgVLGLZonP2XUK3pSdeYjOBSIvU7rXEEnb9M2NacroLFhSwfxdjuhuUEKjHGv0Mq8EFflDnYPPvGciceBG2O/4ZB6OqdFFBWHoib3PWMqPv5NUhVL5Wnxww4vgG7DAK/Xr+v9XEJCzMolXHbiNisBtJLAUN3ils7cIELaa6qMaSBgJgdFsX/pl0BOe5tF/lx43iPqQT71Kpwe3GRdTqUCXZAQu4DJupxCG0u9Qg45q2gpz1siqbh9mV9yK1ibA/Qipzn+BoFdzBfAg8/369XCNLlLcG+2RMf6BtALuNjUe0e4lJ97OPLYpnDIYbfcb7a36eYXQd+cj7D4ycWiB3J+PMCi+5lePBDmoD9PTihECJgQRAtytjXVX0mQ6MyNILM6sSYvHf4Nudpxab7NbgYoGDaMqP5mRRl3Rq56WaHCzVqPZ531hqflEMOloclYuIv4xU9FnfBKXypNhkhcDZeW+w45OGhTiRKhLQgvs0BtV3eDdSarNJZzfSOIy+9VJU13ngOO8nZcdGumA903tP6W96pc7g4VUs3OdnC/OzWEK3nfdt3NfbTS/mYhDnl8NVX05DLKyRl0hz6o+hWz3qCv7tMvunASDTvnEUIulNJ2A6vyEGcV9JmfYYWaivCQV5eOhDRcrvuNMLUoTRKCyHou3eGuW9CwBSaz+j0PHKwg3EZwrjXPor7J2Rp+VWc8hZ5exjz0lDSFOCNMZ/wA8iDkT2z+pBImW4VQQtpMBy1PTc1x9Ktop0KAnXHbq50UThQPno0EqtDO+hX/dO+XsGSdT36IRym8D3ZwRlXVw1fAamgAcjokMghXAcZRh0v/inLXJ+uOKXIRL6kcT+qV+YCQPIRhyg/ke7Ldb38ZX/ym5314slhSLgV5nVfszYbARvzH0BMzaa0hYX4wW7HjbddGoHXWxB/dxw0ibTXNg2QokUjgChbjSAkbX8gXwOeJXyHJduLf5fhVkukBV3mQdXxIAYQcv1nE5Qbhx7gtMIjiVSLCWdeY5KdHRLnBsFmljbAziedyBDLVDnR7jowCX/l4nb6wF3QC1rkz9u2Be+LiO8v82JaJ2eYP206fZ6yAdBcrHe3JipNheyKKVjVkG0tKs+dYxbhuZ3Z/lHTjmB79kC8RqABBFb2Knk/3nourwQWPfnUnN5CUjzOeayZ/nJ+q2fNaLSfqgFkzr2veAJ5ix2vifehB7mBDbry1++L3Pioae1ZmjM0wuoJhU6Kyp3MaptuLdM5Y8LQ6lPZ5D4YFOWxd1d1X0ClZ9JyqwH7wcnH3QQOYvXJag4Ro4IXr9wVL8yvcWZa3blzBc/egEUnTirZiSQIPlMFc8u5PwoqDLfG/PEfspk9A4Xpu1ODJOXBKGG2k5bWGXaR2vxLOnL5Pk+YPMsIDyoQmAy6t4GMhgCkByx1JX2T/FdYfpWqYXwAbYCsII39+jzsldrLMV34RMCNEHQ332nrOeyfG5dJyyFYcIplotui9XuKUwllXUCPffG01yuTPyL7LacaVGaNz7YWdJ5BduY3vwDZ/pGqjFJu39U1gzqpTDKYxZBqXMhrJguImCduGKQUr9rf90jdhBJS2zOxm+Ocrye0PSZIdenQMOJQOBt2wHod9dYIfzwJi7bc/Rif6geBLnKN5CfxHcdanbD8QgS2BTf1I6w5Ujk5EQLMJMIpdxnnIrA1H5wVH0yO6c7sk/STZ/XD+DxKiHrcSuKwo3qv8UOotLc5mHKyEW3Lmkb0tYo9KxDJdIlM2le03/0hY+41gp/JQbpGxGAdIv9SScLW72u4gbZeAMvx1J1q3wT6mJBsurE3fw6Ihg7HYjxEiyQtW6ZBplX/um0VHoYPl46C31ZbpLcOen3C7WWPu5BCBt5yP1o9/kLzxzY3upgmV2BDkQBKPs0YjeVnQaVLayIT2r8QXhxUi9QP0biCJ/R2oNWpEwCJ23Ude5ZmC7eImJ0XScr8+s9C9ckW3iitDiOYwUwxO6XaJgJ6bz0Wy27aE6PJEzOpFBFZS8aTwYBxlaM/p2SolNPR10TEI2iuz11EKyLUF4DKNgkgsV5tkWr+MJKec0EPDlMvoSzoX1pvmbQf0kF/YehXBQkUCM+hcoJkI2r/iSrFlNCNE/Xpiy4B4P/53J0SCeKxd9dm868X/a1XknHUfCWBncNbV/m31uxLk1ySVYe6LEaTEurxb2vzs7W/FVpdYKIHHACHjpbFtjqONdWBRQWuVRpgsFarnfY8xtWCZIv6Dt1ziDxwCKcGu2iv2lNJQ9QTAVlN+DX8L7FDiYnwFz2v0wbZ4f0sTUWwEbJpjllmJKfXQjIertUA3ReTn/QFSVcOb+H0zvabzs85MF+Ffr3gV0iqgyxMPteBvzrOjcL43IX/SzIgzmY+sMxKQw3JREMbHT39ag8CeixbEqX2Y1WwqEPcS17s7DSjS9Lg10mX8NDsT9re4dQ2nlQ/YLkq0kZYPZx4zMnsq6OypIjTElPjLsE7KjROWUhIs37K6VDN1fzkiUs7ceGnRrvtD5X6gbqkNEk22mFMY75ncsmhfdnCUMAzcLzYspdEwbY54NMm0vETQKjTXC1cjNEj6p5iqFSS1fVNBdNsj/ksLaP/Ha4sYZCza0JktSYzlFBowcVmj+26++bJAGXQyR9rhZk6YvyYDr+MztgsGvDaiu8YVN2Reu5xyyqn0Pb7VHdI4zW+f/B6EyXlEAKOibJw4GjQiPAh+1DGI3spvst7gRdmUyx7FOLV3FXCeUaWFtZ6xkouKZPORpbRB0vZh5f7aziGAkEWV/HZuQrEzSiBCZ6HgkPltVIHsZPxX+y52/FrQBffGz9v2duH6r8xdANotQN8M8EByrs/ZkyhfplQoxQafzB/I5UK/DKy//RtfikknGZ8GbgEk8SQErN2YQjSYlv0KRoVygtjw0+7rICJxy0E3uzIQI5J5qm2Cyyw9qHeSwdxPjYAAAAAEBbxmuG9Rl34NCB1uJTfYI31YKKjF0l4DFFLPZakLtIKfsBdDXWfjv5JFXOLlOa9BuKJH9zdvQ1OvIBDOd0yLrtmOy6hbWf+cKZLGpYgit0DiT+cWriRBqI+Sl+qNC2SudGy8l1GOeLOF/M2b22ZSVIHP38B6Hinm4YI9vX5+AmE8O+/vNylWOh8aGWv2SLPvDoPt9XEf3dsaXYPVbizCyX37RaitpdnMgv0NVLemdYlXUdMw0XCFvWWgMZJoVlFyiDhhfTwQYWh4nY0aGmTog0dm2DeH3IJFbKRqsAJR4OsPq1oT4hlYF2sJFCn6jGYbDkpYw5N94ZRnlNQZ0CCrEdnN9CfVZCM4wp+xhS/WDkMWEkugQ5ZRVwuLurQsmbEJXnZctXoB033COqfVp+dVInYU8FiP/Ey8rhz9HAAcudWQHu2vOLfXp87bwrUA/f4j8x/J2f1G8J+HNeVjirKfYu4UqyX/VIHLCjEVTN3gZgsPTLdp1UB0AhOa32ntA69f6TDridPxcsw8S8sogI4iA0+HDtXw02eCb78Bvkm6wUZhH23NoX6/hx0JLqV/LYk8o4VFqFBf8yxuSelZCcdNLGxTm2tc2wnQMAob3ZwP0J6Z9sLrsk5UJ26txopVIGKOeo9HpolY3Guq4qhXfjOkGz+hJhtOXISjmfaDV7WI5zM74wSdNcUag8oWt1k3ZMLFtar4MQdWgZljdR4sR4Rz0LdhCQ1H982vM79DVBN2DJG/hlTtd2sKH8DhRcmZvJjXRhjHuYL/7i4YH0gn7TK9WiWb9ly8M6HeqkL2oO5RcqOarEFUHojaFgdewHJcFoZCdIKN5m2aqPw5boAAVpnukil8pJ0VaV5bDPJsiK8xwIs2lVEQuF2Ir4wOJFZ8L/A2G0pqw5g3i1fxwl3Ij6Si8aAgT9ArsEliMSiEEJME0/XEPKL9ixsnD3WLj6Z8QnHQViRXaGJhAXxvjSl4sf/8gF4rpJEpmbUjy80+JJAfjO4/OvOXIoQz1nEIj1hKezX/aKXxsC2HcYR6if5y2z57tGNJ7hxCroysw0Kv36TLT2xcH+45KsA2jKyFaCELINoWxoiVMrla/hcJoO77cmTfaCJXqU6eINHKhCnL8t6bIQsKe5YwRBoWM8djIUtiC4pi9A7eOpGHIS4p7ca7BVKU0wDXeNwO7gyEKeKbQ2SBpwG5UEsyURUGlnkGay1/pXYA6oGpeLS/lRMD9fCxFOx2QVMT3lFbEzZQ9KOaXC6X9Mrhbm7AN0p2Pf354QUmqDJHxKUeSrW8ngp0ifdi+jdo6/ojHOkrCWvOM2YbxxciCXbcZ306fO+aIoZrXO9SLUMvuV8oPUjt1mFp+Y6ocfLyVNQmvE57StfSf8iED4uRvlESRkDAXIge9GNLd1ykTwhYuCswQfh17mJSboi+1gSPGgouKxxEDWeDILSltL7LzkyTEZ9PKQOK5qx8cggw+wAvvZbK9MG/6t0i52AiJNv1VxLmytS0s/yunMyI2nQe5UkL2v4PgEKpUaHxq56ipR0s9meOTCPgIEIIypqF5bKx4cEGDWXTiaCRDFcTC8nixwo9TmH8sadr88+3sPPEmG2n0ZzT0EeHvFXO1G3f+ln5Obvr8jHcvPEvXRAg1UmMrwuRSHiUVwrrPGj7o27ujguPudlP0QndcyM3zlDl68NLDIMloqxrzTARxsLjuoKs3cxKCyVqyuIXY0qi4z9MjFMfHo4V1aanETCbGcG2eI+K7/WvDjn4WCLozsr76yJ8qlSyma55g13izhw5/E1qTaCnFabOFhYii8rCrr5NEgzkSejxqgH2oTALGzhYrxcQdClgD8yigQLJny9ds6SpahQVlZMDo8g303shY2zeJoN92NihtK/x/bzbqM4Pkj/0spv5eC0HS/LSciIDK4w/ZGnGZE15StgSdfRQ6NFVk7LuHf3iY0DUbcOpVR3PFqtq9HgttfyT5A46/jDK0GyUyYm/ei67aiPUpBqJ8CGQrvx75ESZY447BwfgMb8J+q70fCcBzP8njhCUROrV35fI+WPt8LPbInrqADSH9RUDX63HGyBDPa7dFkTMxCJjjHQXuj4o961Hw0Gk/zUWwZFHVeR5OqU5ct8IC+XoyCW7tYQAfVPk29wkdAy1mSJEoPCdHSQgcEk4KdXe8fEpzepW1YRnqGtUaKf32zhvVpIBOU9KaEMCKDnep4hAAAAANfVrlg/wRiHD7nyYuJqsvQt8z+tcjoT5iYO2IwZ0Rq7m/CA/6et8j7Es5E3F9PQMCdRWCutog1jVVuF7EXDWFoLL6D63iKTmMMZk1B+mTidSpqs4EQE+XQnkMzxPyWH55bVFcXWGt1Yzp0m0TkCpDZUra2RcV+/K/H2+0q3CxxquaiydXUfLSX/+ARFPzL5h1tNHsaupHTY8UZ6o51tzGIOr07lbfxHodHdo5Oe7F0y3cvUomo79JLs8+B/wChahn8ZNl82TP7tr5Ts4FxOh/l8VPtM4noqwKt/2Wcue5wksCW+4TKvBVpyKT4a8DgNuUnerjR/x/6sUuEJ29FRysLL4yo5sRNHy/mDBWdtP5uPN1SOVfG1T+8ChG6bj7P1TK/2rWgZBw7LkB9vwr7u4rDqoNlTsm9W7SCFSUoLbAF0zTC90ryBX1wOwoBGLOp9wTOZnJ3cXVmbZgI5AeGylZAVm6SlseFpxHagFUUahFBVJDZOCaYOQL3XQd8XHasSRJTInFrFnpCO3yDfaXrnaOEnXHH82vjv1+s2Ln8xuPt45zysenJL0t7v6hYeJeEliktG42O63J/WuesKPmH8L5BHrwCavq/Pe6YWuoTQVMnhcteS3nVrCnVj2sV/RhrG5xLImSezlgA8sFOgdOA5CBpxU4ipksOnpY24Lhe4S+nASi/9a6dlKx/aQ7psYJHxLIbomQx9BVKAGpsD1orfq1FPZIqCVzkoOzQiWeuLVSIXxQfFWfi8Y0m7IG2f2sKFvTtk5kIaHpI57IpK6+7VvzVVkqmd9AL9UfwSRCwYssHrFx6R/riWA1IBOGx9uBe1uANNFQ7lfY9TvhBcgbzeWcD0XWKC7dY+RAS2nY9IZD1CWPMTZN51FxtaIq3LGHx/5tw1N/1wqBfo0eRpLaSw11tV74ITICpItz4E5ugflk1ukyEkyp5T8oxluuGpXbtWFVvqyAPUq9XXsxpFdXvhFqZr+sjfl2eqR8HNQKO5LpIo08AXPN9xn6HTGwg57eZTYJGsWch3X370oYPjjwJ1T0+sKkZRxreKJ+IqsFYztjMvgs54+qUJ4rsiuPZkD2fxayJwQ5D1cN2HO6P3UbpfpaJkYg4hs2yA/1ULjyJocHJvYurBbeImC9xTCkT26jnwysQqvxTbvltyJBOzPfIN43h+dOYBiWSVCsmC62xEslNusMwCb8RSdU9OABd00YK6+f2FiZ81aAeFh23I28BThgDQU2M/ajjOu+35nfZB4bBtxnRdtYq3XaNItr/YxG0p5oB6gg0xlzKVhDAdsZOD1jDxGlX8IBFC/XLtzPlvONnHgmbQkkPKcAfUhhilhY2yMMfwhYCpwM+bQqIc22htdbf2liVSllEu8BaogvKxBU41rGb2RWRxDTPXmaNXIIeP1tJWSE93z61x5P0MRCAuYTF9HGZ+F4LAPFF/Ltj1QqOaNv11co1PjH9SR638CNuql5pm+QFXcJHG7AAZofF7fnbV/g0H8NTYjsczMhzMGa6D8qa/BI0lgY0m0SookoBzPX/4a5ycwyW0j60jpewehK6lg9ZvCRJEXWcFfs3KJMFpTUDaU/MhKAgqbYlwb1R+HFgeKkjhEIF+0IwLJW8U3Tlwm2KNDyqpW0UoHiRdD9zLDG+tOSjXpSGq3GJ3I4MNPF2q48A4jcwXOGhADbi4gdtHmhD2LsMptmMKSWN3n002GLX+Wer+2PRiUEF3SYFAfVD0bLkUsLJ9i8TiRk6C21ATltc3m15FYR77kZNRWxCxob89JUcAB3hCNzVTCPpBcHtVS2FytG6DBaQfcPN0jBLXJW7EBpmxifXzv0yCsRSNG0TMtgwKxk565mZ/RuYTkp7s9r1py2Fiy8hCknEDqjW8HJrl65xK92qrARKNn8LFNRXWM5kEGw2phMJuwzoPDow9zmVeWf4GjvakAfTGpqEAW55b+ikegDaKyMUCGWdvyZCy0HnTJMYzdWsbiY5jk/KLlCO+sH3S0ytHXdccp7k9Bpl9ahx3eYl2HOghypSlgD5rE1jl0kab27yIkdw6WbrhMDys6KlEyH9TTtbshJPxu7HMdXTIAlv67CSPMgT6gGukEd9hRcXKyJdoJOOGI3+bYTmeeyHYcLBRm5dLxfVkgRfZm3vsJpLwFiR0PZWnRu/grIW1EqLfOrUwhSuEIUmNxm457BCR3AMYJ4qSP16NLBUHaRE7GmlhDV2pJiNfG1LCfeTLPuD3yXfbbGHZ/YwhetxOV0NBoug8pyGrS17iVy7H2+2zMrK1LfrDS3PbLeWpmnIr9+Coj1w/kq6569Lx5M5a4AaZKO/SFc7xCFU7+cB7mD9IvjtPhSetxceSy7v/wxQ1yBIqeWBQFp1cBK3MSL9CdpAFnDSQxdG/2TIDZeLONXZ3kcfOxfULSaHY3CQvVIcAJgoiJRGclzCRxptJSVG9w1fJpCZxaIKtiKO0DMPgXpuJUjkJynb7DKi60Zg1ueB+CglPrxBLzZIP6W68X2FVKDA9WGNSYdMwW/hRfE1pffTWn3+TWJEPFH6eZ5Q8LWJfUSuRoG9wypqV5sQ+75GhIwK4SZKcqO/xFovHpGsq+6IXHZEYxkk0qFSW9AUrJHMV3z3O1HLnvBZYEByly/xKi9WzPkAiAdEF8GUqm1WriA99cHHbM8+pr8IdhuhNwXxejv27wY9PJuCkSj4K6TbWCgJ6W3f69YZ8pKOB0IkAr4QXGzh4bQx+fK3miMFfje+mliS251JhyfBsxSP4wLHDLVwt3tnANNUZxcdGAYrDzV00A08X4Nl55nfVEZV83FEGMvbMU9PvCTVr43sEbyzdbPYzl9Srpp9ZrSbVgZmKj4goNDIdUTJWj1aWGwoTK8YBE2UCPThm/Cpm8zWqhytMGZ3Lgg1N4tivh4twzYzEodXP9dFm57qXA7GKU6O3v3zFwB9+kytjQqjpYV/vPBBsKhpSzgXtaFWRiim8MfXXkhT0vVsEMQxUdEvhIn3Gm/5EF7tAoJ0BZwDuVCYFuvXm5M96oxfUCHofQrZPrbDceZD2Mx3mDSx9KoO5TEdb+/teOzlwVDALveThXNWm9WWNDDJ4TWKkP3aCi0IebtIay21g7e5Qvw54Lf0T9603lYHj1gg9pfDCUFcy7QV4WDxnVWlBc777SNYghWKFy48U4BIoDTkBSI/9Tehok0LvCj8lxn/TN0YaatOGk80e7rA6d1maJxHYMcpypfptplh/m+74rrH5GcBHy1o8xQOzGzaC6caMqclQlZi82UrAjPl06jFN9J/GNvM2Ak/mkwMcE0guEbbK+Q0KWWEN/vBT5Wp4yHTdF2ZfJ9ZXnDmCKJaAUPoPCgpAum5njroXcwgUScoamXNxU7frQcESaEuyRmzUalN13q1Rx/Tzd8YQNF8dBUhSlWNpalBMo2y9iHFcFMi/h49rMrC+QBbS0rfW5nmiGIEIuuKQbQvtj1eXxYHe874oVK1ZhlfjRbwLCArQXHimjPeY7fSKtcJx1mc85xrEzJVIvylwVwuafYo5PVSPqyo1Rt486yo++3H7S7giWTUcDgBzQG4DQRsVgIZmchOsK19reDT0bYJFHr02l3y4ZincQthiLAXod5a598Ib4Ek81xakyTqm5eePJf6PBIF5KDRJWeQXhUAApHrBU8EjRJbm6VkDNm9Gu8S47CcGTvke4kUEX3HWmOhftuQmPR28191Xxlur/wENDDyJoaguGLhNFpEFVjEPTG6PS7yYe19O/E+zKxEgqIRY7FPAsnI474JjgzLmrg1DRbHjPgbDl/SmFuCWzSRxdNBVi8zVrq2Alf7hxW9qc2/UOYR/5wT58BLYypoet7mlb0YqpNjvvC5qZDx7/iYQQQTXBq6SwbYFoCHG4J6hSMWddBFT6QhpfwWr2m+ZVum85owbmMsIGEldrCaGz0bS0GPkw5ID+whF3TCJNnkooygGUTIo+Cr2sTrDizfxXCgCrJTZoTM8O5fpLgmzQrAiRGKnOUoiQVTlHIMJyWGhswoE2dfWf1tLyaNpvaQgGHioclTawKx6AVsw3z6DqgRP+RjLAs9UgzFDN+uPbpbFebnxHe/isGW3ZmxkwI5+XdUCc2HINHdVUFXDHGrQ0nLEv2UnbtRYvoC0wskJzokmRoKcK8gHOs2X09evIl7RKCp4WAGkSJ14IQwiLAJ+4Ij8emmh+5Pjeewp7i0zZaXgLzI0OzbPbYvsCqgRfnwlSJ64zbeaZfsNcJreClp6wo6et8t1uvtU1NVYnaSFPKWXRtbUVa77nH73wz7c6WEPFW0CItt0eOT9vTZWEytt/oGdPiBRK+PYtU5+LplZ129jNb6//lB/pDOgPk3/taYwXYrXKbj0rfzuBltfFuoKjlPLp7fD6AmJNZjOos0YcmBuAAgQNKVMIRbld8K7UXMGqO2OLTaD0JL5WIl2FEU7LUlVP3o54n/k2b41OXxyRPkbz7Y3q2RKb0awODjHGmhtt/E4IZa+QSk99ilHUVoo7NF+aFAM/F0+NdUR0vEkb0P18rJNaCpCgM/AC4/cLBMyNKv72UodbqBu4Gi7vvEDNHIaQ6/DK7xD8/5LIGXk9tFNnnTNnPG5hs+WrDJ/xdkl6RGipSkTmZxQUcuG0ZaT8tAm2EX4e7+umnKXyRp9S48EtSB0YCH6JS4plPRM+O8IG+vyjfEewpCswH3NhlLiilhU+8uX50SGNJ7qZrQMchGLFNcXuPQbLZZzviwKDURKwnB0X5bDkTVjeVN1TxMlaK786Zv38W4GV3oGB8HFIJFtxi7vPuXWBq9hzdYsQXWFPOsjHUmU80lRp0p1s3IOQpnR18tm/3qddLQHid+8n/ukRZp/sx82h/DG76etkzaM9aOin02szN5DO2/EKIWIbTNpGxnVIOxZuLzjOXfDImn4ORZvl73PQqGFeIGcufMmnJPiyTWyxS8E2UjTJQBEtDuwrbPSdoUJeFghgFbK4TprKMtbFekO4e5GBkuq58H7F2HFIOYUSnVqS6r74JeHZWA961LjmEM9gs9I9FDy/8JD+y8PIpgb2jXn4iZrQgCXrqMpUYWwcM7Nudx5yTHAZZE5mzWZEE5CYFE44fPE+XKQQvRhI/0ninoYtAmADwUPs985O84Hxf7ky7qrVcCwF1D12nfjEtOCbwNUpYULDVdAv/yDU1uiZev6W9hCskW41RLGkaE8FhzHlH3kRddriD/eXm8OiB6z9b+XGrTrlb51NqN37soo28qksIrbipwVdlZJLHKU39yWUOSP/Szk4Fpd1tf1m5s943l3+1kWjGDLUMx3le5Kjw2yqCTVS6V4Ly9Wdo+T4UrEmhynlA3jF/vgpyJJdYrYgxsU3qK3AtOka0DWzo2XfzcyKQeA05eFKNcbRV9bP0+iK5bmuddTRvoaofZivLkLbqugSZoRHDwWCpUrV17HVS+KFF8+IAClXFjXR694sZHz5W5UZ08MwKf5uJKtEai6sxHmakgYCv74IVGMKOFA2LctuqFXutyAXhoSonhhc/yEbxIbkunuABK9DXf2Fds5dzIA+oS7KtuPXUUlwVmo8LusHqasbz4A+jJ43NpmnJ2z+8pAXd3WL64bL/D/9Ej05Li9CG15MBqlOsyfPUeLX8eYISHjy4JaqaqbiKpwDeV/5oWIhxlOKpxOFzpjlckij/LTC3xQM3Yc085PQGLBa7JKFj1Q8Tbp/UzhV6RFJY6bKYgeSViyJ7cg8lXnpZjbl1LF+lxdZBt61FkoFKKaRvChZ14kB3W5tixd00t82hLAmY6uE6gO7Amtk8h3N2JrdJkOAWKt8cbDYvNlG7Qcssw/YDKeGEl2h6OIT7LIq6lQ1RUxwY5oOpkkioQAI/8znt49Hc1PtdJGlszpCaIudAeObyCglQDAvtfXfiWZrxPKiO1Di0VNb6Zxn3AGHhVvcAabmDJ8Rh7g4FkwQObHAAAAAAAJxy96oYx2sjmpOlls3NAu53evb1mf0bGNvXIZQ+IouX4OPXPrtZBBrWLhvoqNbm/m34t3pGMeY18w7ooFwAAAAG68vs42+4AAAAAAAAAAAV1IAAAAAAA=" 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[ "STRUCTURE OF FINAL EXAM\n\n• I haven’t written it yet\n\n• 2014 and 2011 finals provide an excellent guide – this year’s final will be very similar in structure\n • 2007 final is also good guide\n • Can all be found here: https://www.ugrad.cs.ubc.ca/~cs444/resources.html\n\n• 2.5 hours long\n • note 2011 was 3 hours\n\n• closed book\n\n• no calculators (you won’t need one)" ]
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TIMELINE FOR FINAL MARKS • our goal: grade final exams on Apr 9\textsuperscript{th} • submit final grades within one week
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" }
[ "TIMELINE FOR FINAL MARKS\n\n• our goal: grade final exams on Apr 9\\textsuperscript{th}\n• submit final grades within one week" ]
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COVERAGE • all lectures, readings, and prep assignments • readings: I will not ask obscure parts of a reading that did not come up in lecture or prep assignments – good examples (although readings may differ from previous years): • Q7c on 2011 final exam • Q3 on 2007 final review questions • exception: there may be a few places in the lecture slides where I’ve indicated that parts of readings are required, even though we didn’t cover them in the lecture
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" 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[ "COVERAGE\n\n• all lectures, readings, and prep assignments\n\n• readings: I will not ask obscure parts of a reading that did not come up in lecture or prep assignments\n – good examples (although readings may differ from previous years):\n • Q7c on 2011 final exam\n • Q3 on 2007 final review questions\n\n• exception: there may be a few places in the lecture slides where I’ve indicated that parts of readings are required, even though we didn’t cover them in the lecture" ]
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different substantive laws to the parties, counsel will need to make separate submissions to the tribunal, and the arbitrators will have to expend time and effort crafting individual awards based on various legal standards. This duplication of effort increases the financial costs of this dispute resolution mechanism, and could be avoided if a single governing law (such as the law of the contract) could be applied in an enforceable way. 3.6. Refusing Joinder The least likely resolution would be for the tribunal to refuse joinder of any additional party with a conflicting mandatory law. Tribunals have discretion under the institutional rules that allow joinder.96 The benefit of this tactic is that it avoids the issuance of an award which would likely be unenforceable, while potentially preserving a claim against the additional party. However, this option is unattractive because it potentially violates the parties’ right to arbitrate against the parties of their choosing and may result in multiple proceedings on similar issues. Despite the conflict of law issues and the attendant enforcement difficulties the parties may still prefer to hold a joint arbitration with all the relevant parties. 4. IMPLICATIONS The point of arbitration is to generate an enforceable award. What good is winning on the merits in a dispute if one cannot collect the spoils? The problems created by the application of mandatory antitrust laws in arbitration lead parties to engage in inefficient and negative-value behavior that undermines the benefits to international arbitration. Specifically, parties are incentivized to engage in forum shopping at the enforcement and adjudication stages, and to waste resources by spending additional time drafting strategic arbitration clauses. 4.1. Forum Shopping Forum shopping may occur at the enforcement stage. Winning parties will try to enforce their award in jurisdictions with favorable antitrust laws, and in fact may have to apply to multiple 96 Lew, supra note 36, at 289-290 (describing the standards for third-party joinder under the LCIA and CCIG arbitration rules and noting that tribunals have final discretion).
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" }
[ "different substantive laws to the parties, counsel will need to make separate submissions to the tribunal, and the arbitrators will have to expend time and effort crafting individual awards based on various legal standards. This duplication of effort increases the financial costs of this dispute resolution mechanism, and could be avoided if a single governing law (such as the law of the contract) could be applied in an enforceable way.\n\n3.6. Refusing Joinder\n\nThe least likely resolution would be for the tribunal to refuse joinder of any additional party with a conflicting mandatory law. Tribunals have discretion under the institutional rules that allow joinder.96 The benefit of this tactic is that it avoids the issuance of an award which would likely be unenforceable, while potentially preserving a claim against the additional party. However, this option is unattractive because it potentially violates the parties’ right to arbitrate against the parties of their choosing and may result in multiple proceedings on similar issues. Despite the conflict of law issues and the attendant enforcement difficulties the parties may still prefer to hold a joint arbitration with all the relevant parties.\n\n4. IMPLICATIONS\n\nThe point of arbitration is to generate an enforceable award. What good is winning on the merits in a dispute if one cannot collect the spoils? The problems created by the application of mandatory antitrust laws in arbitration lead parties to engage in inefficient and negative-value behavior that undermines the benefits to international arbitration. Specifically, parties are incentivized to engage in forum shopping at the enforcement and adjudication stages, and to waste resources by spending additional time drafting strategic arbitration clauses.\n\n4.1. Forum Shopping\n\nForum shopping may occur at the enforcement stage. Winning parties will try to enforce their award in jurisdictions with favorable antitrust laws, and in fact may have to apply to multiple\n\n96 Lew, supra note 36, at 289-290 (describing the standards for third-party joinder under the LCIA and CCIG arbitration rules and noting that tribunals have final discretion)." ]
0
245
that at least in the context of statutory claims, we should not assume "that the law that may govern the performance of the substantive terms of their bargain tells us everything we need to know about the merits of . . . extra-contractual causes of action."52 With respect to antitrust issues, the choice of law applied to arbitrability as well as the choice of law governing the substance of the dispute may be determinative. The lex arbitri governing the procedural issues (e.g. whether the dispute is arbitrable) is likely to be governed by a body of law that is different from that applied to the merits (e.g. the standard for evaluating a substantive claim).53 The topic of this note focuses on the latter: however similar issues are also presented by the conflict of laws rules applied to arbitrability.54 2.1. Foundations of Mandatory Law Despite most national arbitration laws authorizing the tribunal to look to principles of international law55 and to supplement the governing law absent express agreement by the parties,56 the 52 Rau, supra note 26, at 65. 53 REDFERN & HUNTER, supra note 4, at 173 ¶ 3.34 (noting that since arbitration is often seated in a "neutral" jurisdiction, the procedural law will generally be different from the law that governs the substantive matters in the dispute). 54 For example, many of the arguments made regarding the multiplicity of conflicting mandatory substantive laws may also arise with respect to questions of arbitrability. A national court could potentially refuse to enforce an award with respect to antitrust issues on either the arbitrability ground or the public policy ground. See New York Convention, supra note 7, art. 5(2) (enforcement of an award may be refused if "[t]he subject matter of the difference is not capable of settlement by arbitration under the law of that country, or [ . . .] enforcement of the award would be contrary to public policy."). 55 MODEL LAW, supra note 4, art. 2A ("In the interpretation of this Law, regard is to be had to its international origin and to the need to promote uniformity in its application."). 56 REDFERN & HUNTER, supra note 4, at 235 ¶ 3.222 (summarizing the intention of the model law and various arbitration rules to allow the arbitral tribunal to select the governing law in absence of agreement by the parties, and to allow for the application of individual rules from various jurisdictions to different aspects of a dispute). See e.g., ICC Arbitration Rules, International Chamber of Commerce, (2012 Amendments) (art. 21(1), available at http://www.iccwbo.org/products-and-services/arbitration-and-adr/arbitration/icc-rules-of-arbitration/ [perma.cc/2YZS-C2S5] [hereinafter ICC Arbitration Rules] ("In the absence of [...] agreement, the arbitral tribunal shall apply the rules of law which it determines to be appropriate"); MODEL LAW, supra note 4, art. 28 ("Failing any designation by the parties, the arbitral tribunal shall apply the law determined by the conflict of laws rules which it considers applicable").
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" 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[ "that at least in the context of statutory claims, we should not assume \"that the law that may govern the performance of the substantive terms of their bargain tells us everything we need to know about the merits of . . . extra-contractual causes of action.\"52\n\nWith respect to antitrust issues, the choice of law applied to arbitrability as well as the choice of law governing the substance of the dispute may be determinative. The lex arbitri governing the procedural issues (e.g. whether the dispute is arbitrable) is likely to be governed by a body of law that is different from that applied to the merits (e.g. the standard for evaluating a substantive claim).53 The topic of this note focuses on the latter: however similar issues are also presented by the conflict of laws rules applied to arbitrability.54\n\n2.1. Foundations of Mandatory Law\n\nDespite most national arbitration laws authorizing the tribunal to look to principles of international law55 and to supplement the governing law absent express agreement by the parties,56 the\n\n52 Rau, supra note 26, at 65.\n53 REDFERN & HUNTER, supra note 4, at 173 ¶ 3.34 (noting that since arbitration is often seated in a \"neutral\" jurisdiction, the procedural law will generally be different from the law that governs the substantive matters in the dispute).\n54 For example, many of the arguments made regarding the multiplicity of conflicting mandatory substantive laws may also arise with respect to questions of arbitrability. A national court could potentially refuse to enforce an award with respect to antitrust issues on either the arbitrability ground or the public policy ground. See New York Convention, supra note 7, art. 5(2) (enforcement of an award may be refused if \"[t]he subject matter of the difference is not capable of settlement by arbitration under the law of that country, or [ . . .] enforcement of the award would be contrary to public policy.\").\n55 MODEL LAW, supra note 4, art. 2A (\"In the interpretation of this Law, regard is to be had to its international origin and to the need to promote uniformity in its application.\").\n56 REDFERN & HUNTER, supra note 4, at 235 ¶ 3.222 (summarizing the intention of the model law and various arbitration rules to allow the arbitral tribunal to select the governing law in absence of agreement by the parties, and to allow for the application of individual rules from various jurisdictions to different aspects of a dispute). See e.g., ICC Arbitration Rules, International Chamber of Commerce, (2012 Amendments) (art. 21(1), available at http://www.iccwbo.org/products-and-services/arbitration-and-adr/arbitration/icc-rules-of-arbitration/ [perma.cc/2YZS-C2S5] [hereinafter ICC Arbitration Rules] (\"In the absence of [...] agreement, the arbitral tribunal shall apply the rules of law which it determines to be appropriate\"); MODEL LAW, supra note 4, art. 28 (\"Failing any designation by the parties, the arbitral tribunal shall apply the law determined by the conflict of laws rules which it considers applicable\")." ]
0
246
imply that the nation promulgating such laws “has some sort of police authority for international trade outside [its] territory” or that the laws were a representative “expression of ‘international public policy.’”90 Thus, arbitral tribunals must not only consider whether a choice of law has jurisdiction over the parties, but also whether there is jurisdiction over the present dispute. 3.4. Finding the Money Alternatively, the tribunal could choose to apply the mandatory law of the country where enforcement of the largest portion of the award would likely to be required. The benefit to the plaintiff would be that both antitrust as well as other related claims would be resolved in a single arbitration, while ensuring that at least the most significant portion of the claim will be enforceable. This procedure however would greatly disadvantage the defendant, who may raise an objection to unequal treatment on the grounds that the plaintiff would receive greater control over the parameters of the arbitration. Allowing the plaintiff to forum shop for the jurisdictional rules that would result in the largest enforcement capabilities would impose a policy choice on the parties that is necessarily pro-antitrust enforcement. Before doing so, however, the tribunal should make a holistic assessment of the various policies governing the parties, and ensure that any implicit policy choice comports with fundamental fairness. Nevertheless, the procedural fairness objections are not the only problem with implementing this strategy. This solution is problematic because the reasoning is inherently circular. The place of enforcement will depend on who the successful party is, which in turn may depend on which law is applied.91 Moreover, it may be unclear which party faces the largest potential liability, or where the most significant assets of that party are located. Choosing the governing law in this way could potentially be arbitrary, and would therefore be subject to criticism.92 90 Id. at ¶ 156. 91 Rau, supra note 26, at 82. 92 Born, supra note 6, at 2615 (“[D]ifferences between national laws and procedures can be great . . . the need for predictability and stability is particularly substantial and . . . the risks of arbitrary or discriminatory legislative or judicial actions are especially acute [in international commercial matters].”)
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" 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[ "imply that the nation promulgating such laws “has some sort of police authority for international trade outside [its] territory” or that the laws were a representative “expression of ‘international public policy.’”90 Thus, arbitral tribunals must not only consider whether a choice of law has jurisdiction over the parties, but also whether there is jurisdiction over the present dispute.\n\n3.4. Finding the Money\n\nAlternatively, the tribunal could choose to apply the mandatory law of the country where enforcement of the largest portion of the award would likely to be required. The benefit to the plaintiff would be that both antitrust as well as other related claims would be resolved in a single arbitration, while ensuring that at least the most significant portion of the claim will be enforceable. This procedure however would greatly disadvantage the defendant, who may raise an objection to unequal treatment on the grounds that the plaintiff would receive greater control over the parameters of the arbitration. Allowing the plaintiff to forum shop for the jurisdictional rules that would result in the largest enforcement capabilities would impose a policy choice on the parties that is necessarily pro-antitrust enforcement. Before doing so, however, the tribunal should make a holistic assessment of the various policies governing the parties, and ensure that any implicit policy choice comports with fundamental fairness. Nevertheless, the procedural fairness objections are not the only problem with implementing this strategy.\n\nThis solution is problematic because the reasoning is inherently circular. The place of enforcement will depend on who the successful party is, which in turn may depend on which law is applied.91 Moreover, it may be unclear which party faces the largest potential liability, or where the most significant assets of that party are located. Choosing the governing law in this way could potentially be arbitrary, and would therefore be subject to criticism.92\n\n90 Id. at ¶ 156.\n91 Rau, supra note 26, at 82.\n92 Born, supra note 6, at 2615 (“[D]ifferences between national laws and procedures can be great . . . the need for predictability and stability is particularly substantial and . . . the risks of arbitrary or discriminatory legislative or judicial actions are especially acute [in international commercial matters].”)" ]
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<table> <tr> <th>Assay Name/Specification</th> <th>Lot # 10103873</th> </tr> <tr> <td><b>Ligation and Recutting (Terminal Integrity)</b><br>After a 20-fold over-digestion of Lambda DNA with MfeI, >95% of the DNA fragments can be ligated with T4 DNA ligase in 16 hours at 16\textdegree C. Of these ligated fragments, >95% can be recut with MfeI.</td> <td>Pass</td> </tr> </table> This product has been tested and shown to be in compliance with all specifications. One or more products referenced in this document may be covered by a 3rd-party trademark. Please visit www.neb.com/trademarks for additional information. Penghua Zhang Production Scientist 02 Apr 2021 Michael Tonello Packaging Quality Control Inspector 02 Apr 2021
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" 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[ "<table>\n <tr>\n <th>Assay Name/Specification</th>\n <th>Lot # 10103873</th>\n </tr>\n <tr>\n <td><b>Ligation and Recutting (Terminal Integrity)</b><br>After a 20-fold over-digestion of Lambda DNA with MfeI, >95% of the DNA fragments can be ligated with T4 DNA ligase in 16 hours at 16\\textdegree C. Of these ligated fragments, >95% can be recut with MfeI.</td>\n <td>Pass</td>\n </tr>\n</table>\n\nThis product has been tested and shown to be in compliance with all specifications.\n\nOne or more products referenced in this document may be covered by a 3rd-party trademark. Please visit www.neb.com/trademarks for additional information.\n\nPenghua Zhang\nProduction Scientist\n02 Apr 2021\n\nMichael Tonello\nPackaging Quality Control Inspector\n02 Apr 2021" ]
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New England Biolabs Certificate of Analysis Product Name: MfeI Catalog Number: R0589L Concentration: 10,000 U/ml Unit Definition: One unit is defined as the amount of enzyme required to digest 1 \( \mu \)g of Lambda DNA in 1 hour at 37\( ^\circ \)C in a total reaction volume of 50 \( \mu \)l. Packaging Lot Number: 10103873 Expiration Date: 03/2022 Storage Temperature: -20\( ^\circ \)C Storage Conditions: 50 mM NaCl, 10 mM Tris-HCl (pH 7.4), 1 mM DTT, 0.1 mM EDTA, 50% Glycerol, 200 \( \mu \)g/ml BSA Specification Version: PS-R0589S/L v2.0 MfeI Component List <html><table><tr><th>NEB Part Number</th><th>Component Description</th><th>Lot Number</th><th>Individual QC Result</th></tr><tr><td>R0589LVIAL</td><td>MfeI</td><td>10102494</td><td>Pass</td></tr><tr><td>B6004SVIAL</td><td>rCutSmart™ Buffer</td><td>10102966</td><td>Pass</td></tr></table></html> <html><table><tr><th>Assay Name/Specification</th><th>Lot # 10103873</th></tr><tr><td><b>Non-Specific DNase Activity (16 Hour)</b><br>A 50 \( \mu \)l reaction in CutSmart™ Buffer containing 1 \( \mu \)g of Lambda DNA and a minimum of 30 Units of MfeI incubated for 16 hours at 37\( ^\circ \)C results in a DNA pattern free of detectable nuclease degradation as determined by agarose gel electrophoresis.</td><td>Pass</td></tr><tr><td><b>Blue-White Screening (Terminal Integrity)</b><br>A sample of LITMUS38i vector linearized with a 10-fold excess of MfeI, religated and transformed into an E. coli strain expressing the LacZ beta fragment gene results in <1% white colonies.</td><td>Pass</td></tr><tr><td><b>Endonuclease Activity (Nicking)</b><br>A 50 \( \mu \)l reaction in CutSmart™ Buffer containing 1 \( \mu \)g of supercoiled pUC19 DNA and a minimum of 10 units of MfeI incubated for 4 hours at 37\( ^\circ \)C results in <10% conversion to the nicked form as determined by agarose gel electrophoresis.</td><td>Pass</td></tr><tr><td><b>Exonuclease Activity (Radioactivity Release)</b><br>A 50 \( \mu \)l reaction in CutSmart™ Buffer containing 1 \( \mu \)g of a mixture of single and double-stranded [3H] E. coli DNA and a minimum of 10 units of MfeI incubated for 4 hours at 37\( ^\circ \)C releases <0.1% of the total radioactivity.</td><td>Pass</td></tr></table></html>
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L+SpOFTohJcVDHCPKpUQD9dsSplndzOcZrncfKFQlFU57zlaWe9RF1E9zB24knGjnHX/pQALt/oKi2YA8daVRbMAeOtKotmAPHWlUWpNsVT/qNZuRCiz/24CSwosJ8Xc4/ebujmxt321OAqbvCJ0GjtBD8m5mD+Eer8AqaUEIIDLLkg5K4v5V/Keg3G2ARgo7J//rAu1f2yxx37EUwgnghaNMX7thB3yFxtU9+tKXxMnDDgxfx8v7M+ADBG4FpVFswB460qi2YA8daVRbMAeOtKotl5crczaX69GqU+b9MuPZqH4fC5OhgDx1pVFskrRPGRkDF8ywWlUWzAHjrSqLZgDx1pVFswB460qi2XisnNlmIVCJuOyKLFO2uDgi2TSlflm1nhDsXHo60BB5r6riCbmGmFo21Z1eELAOAxx87lleN4bFdpevaWEK6fRQNdZqOSa1E7yFTPI/9WFbPpeFpmIbcduA861XJdKk21xTd0/fCg1FxP/8FZHPBEa9HM+HhUk2GXDLBaVRbMAeOtKotmAPHWlUWzAHjrSqLZeK5USZ57P11D6i/kYQ0K3MPuMinosyHQRSvCDakqeznyyyUVSNVEv3Iq4r457vL2v8wiSPawPPSMGsZimm1ErcfwvQ42n8TFEsIGbgKP1dSlaDAV2xOw1axwwx0dw/q8/KRbfhhpGxy3VK8NKqoIuMhFEdjRnOA5dsAoy1OQ2s9CjvhqAln2Op0M55B7a9sYkbk9rhaDsFjoR92ixulO1m8A8daVRbMAeOtKotmAPHWlUWzAHjrSnOikPw4oXSQphdy/TFYhcWCkSx8eke0eniU4Cb0rYLY2FvtfrWvayatx9LW5Hbxsk5uCKns7z0aGSt9bzdHqCmlobd9cmm37DX2RLcbg8C2qFX8z62U2/LO3hQVCMFg3+o0qilwcwykl4k09mAPHWlUWzAHjrSqLZgDx1pVFswB40brpEZFDA6MQ/C2eQWVYgkV/fCeqEveA06OdT2kYCfW3lUvZkubPfzprHj9Rl+/TTIGn2kuhNJDlJScMCPpVFswBmdeqacKowV3B8Syk12FsRbMAeOtKotmAPHWlUWzAHjrSqLZgDHsAWMv2hYLN6Jzr+zo9ldX74zzOsjqnExf/juBviR8T/9ar+Ugzm9ZHD8Pp/MCBCOGh3NCysoXTDatjF7ahbnmWlxAX6fMpM0MCgj8wf9mIocqiz7ug3pNK2reoMNh+1nwfqntNTADmijJN5I8sgaiXxeJD7q11w7YHiv7Q3LYCd11RozVb4iDXK248Qcn+gqLZgDx1pVFswB460qi2YA8daVRR2CAL3a7QBBMXW09KXaBs+y8oQ6K5tDb29axtVt+pA6T9ipMxGBRHlMWpC9huFQwiDROIEp8LlEEP4trez3V4wkcHtb+4//cZn9VLo5Eyp3YEch7j5Oupx/pMLPlWeNMWHE7V2uEnGSSkrHU8YVQhH2TMmWKjMEtDZDFwxjw8DtHuV1Vxtszg+omDKwFAZT8t8fKwjAHjrSqLZgDx1pVFswB460qi2YA8daP2yCEafBRp8FGnwUae5D67wMgStBG4DMbgMxtINhix0ljtMYoq58CkvZixtp+3+gqLZgDx1pVFswB460qi2YA8daVRbMAeOtKotmAPHWlUWzAHjrSqLZgDx1pVFswB460qi2YA8daVRbMAeOtKotmAPHWlUWzAHjrSqLZgDx1pVFswB460qi2YA8daU40HR6NKhuzoHRp7go3DMJ/Pdwi7C9DDCz3/kyrd420/b/QVFqMkuHPDLA47riGuWuFyR0+oqgPVCN7TRunp8mND+M9BUWzAHjrSqLZgDx1pVFswB460qi2XitXFHGWyeBW+XfFlOCQapQthcop7zGyxLi/BxJfPgA1tZ/QVFswB460pyPwUZIPXe+9LelZ/kqPN+fGelWP4KmXhbh2L52LZSGdHFH0okxpVFswB460qi2YA8daVRbMAeOtKotTG7tJh5i9a5xugJ+nmse/W06pYhsWOzamrd5KAx3FEJgJh2B4HjrSqLZgDx1pVFswB460qi2YA8daVRbMAeOtKotmAPHWlUWzAHjrSqLZgDx1pVFswB460qi2YA8daVRacAA/v/5k2AAAAAAAAQvAtWXubKklGpmCYZkHo3duFk7egWyV2/0zSxq6Kp6/KdO//XeS48mJKV8F+eFNmwXHY0xgLLZf//oJdPJTNKDtt2nWSvhMQXCrFzqRf/27eXRcZFxl54CDyenop9au8FV4uawN7oB/Zaj4ukERRqM7/uTEdXlYc0WYlEgAAAAYnf8Cdno6j7gK+kVnszSEURNMbLTlxfS8tcM0H0eZWuzVPSwd+fHFRNEqUdVIfpmP21TIKWXTv7B1kbNqrCK2JrMJuAScWGHaAc5mD6s1c/oDN7tlkU4TrouX+K2+1hyjI0clqLsz+iBogidLUxJW9c8llDaK3JdBXTPvl+GMjeplDwH/15wzIY8VGjJPbGuNxwwVa/FWz/D/eFiyBWGAd0AcYvIf/lFQaFvHkC/cXpu/LN/jYRnM1VDMYKdfdLDJX10IcS9A+ZSlv6G2XyMZTDYjigAANipZT8ONex4VpzyPM1Xx5llAvGDCsqNFC4SC7KaF4bF5ua1RHPk7bzpM2/lElrWHZFHbuH5hvcbmsd9lqOmkejNpdZiShcRy54VB/WwDQ6+twNZJjJSPom6YKJBlHcritQLKjHuOwTJNgxJPrClkiv9GcXvqTZt6PyUqInkRZ4bVdXAj5W0d6K5Tz8Vr5jHqOQd2PwHUAwpKi2P87DpNblHODkyYyjNTnFNTTpiL8Ub25oHfDNyaiQQegA6JtWX+tH9S4ETXw4T6LPR2sBqEXgGd7LX8bpWNwkCNkAkVUIaVn0WHkIbFtQ5s6Uy6Kg+T523bqLAoNubT6PKl5i8LgNpelQjFvz4ni8Z6qK6A6sAXpVFMD0ApQrhiGSMIVmBN6z0CIKDsZojpmfCiAQQMY2kdWo8cpzK2MpH21AdKiCCthFrrcxlnV8Hj3oGMBQbG5Iuvr5dsd1YfJCIg9i4JuPWAhLC8S1M5xnLIC8Z/bkBJFgG/uDwKcXa44LlIWOYWiv7JOUu/6jYBn15wgxOAYJmvh0todErwN0RvO/HYnNblZT9oNAn4zYKoV6daglyXXeW2GAoJuc72Z/jze3joGp35WkK3lErUjdlZlWPqUe/q556JJTGh1JXsaJLseEl3q1cWs9OLjvIAVqN6yy0Yt2rd4leyEGL1pMM23pjC2hkwGRfcT9uJeit4VDzev9HmgWYW0Za7wg5l3rcIvY2HzISpNizpLq329BiS01uH12MBjpQGm4Kd6icgfokWdifJGWlATAkwSXQ2oy4tH+tMCs3UfopvF4EA7kcHO+hPvNDhCpWcfSSFCBeTOavAd7jt1H9niTk85mf+WgBUL7MWAkNa/IKtny0yPekCLoJxp/NkRgCY9fRWYwVP9BImcQtDNqeTeslyT5qTwaTWA1vl/0rkkHzOIavAa4JE9pmLT3253K+56fjWyuVh1Lmv8tRBL4BNWL2FqiKnI0aT1NxK8BvqQjqsKR9RZdoMvgjtKLLzbwmKMuKoiLecgrMsz1i+vHSGJZ3WgD2Uzd0I7GVWTMHo6hxEKx/P9eYb4afwWKdlMBH6Q0DL06rMC3883QA+63A7kvwSbNeOYDu7LrTebyXIOMyTLYjhlg4DFRrt0oNDIxJSTHov22323wFopf+zO0dDw/VVlBIBdFPETz7Jc0AF6UiLzu4mFtu4geJRX+38hFeC57xoDBBFkJ20gjNJ2Y1Nnzk/RE+RU3o22ZfB0tyb3InkRodXx/sbLVCUOLCUpJduCv2qJTCo+2nhHk2V3MV1UIbgqMl++suydbpe0ezSB6ec1DoO4BYjNza3qOX5N6seFM3e+Ij6Fs1jImIZ1BLT4hQN2gE4draXZtKK3yzFZgY0NphxnqJhwB464g8YQn8cNJVb/kWNJvV1xpD3D55qpRPbZ6QObxNkuJ8hKidkOxyyoR5sQkJJ6cAWbXO4XBogMna8rw/VVpD9NH74WvmTWR2AJ2ennYf7AAAA38Mdns32pXrwmCkbwjSNlND8ldW+W/J4pYHm0s7wHnZyKLXZz8IrYoGMIISGopa2Y0X5SfR75ssMXl3Ptz9UD3D/JfgmeJ4b//d3WspOfT6Dqp6SlrZvnyY+vr8XI4NSJWBwiYAlrxBhZvLehJXx4crlaIBT6XUqh1TMCnSrsJSZpeKCoy0hnTGY+75g88WJHyTbKumxDgUdkMAD+lhJQ1/yMn2UuZlC9F7GQEmXnHgzjlvYzvfj+dvOz1PZuX3SOOxF5BrtzO7IvBXOVGaq3KMNGid/ndtvLkiYYRBuMnNmDQyeJSNPUfyH+AOO1qB1BGe5pVzMvmFzOx30zYjjjJTfrXe8xEIMjUAleOL2sm+sgot6VoJoIkD64FpmcnYOpI8d/sg6ni03Qasmzub6ICDNeMRLTd8eLufNGxfjkQLAf5zpeAGtgvAqGgAGJ5+AiGBlO5VAFQQ6Sl6yTFZ2xwOGqTRO2EOqFi9c5MUv6RXtqfhC//tiobVrnrprmvfPDCkplvn5PIj0yN1HyfE+8Ne0Tnth1JOTPsQ4bnLcd/yyy4rFORerjIE1DPo1mw9rHzBzdCZXQV5mb+1N2ToqKxe4TGb4eAKnJPBvAT6WezhT79cH5D9kSK9B0vuuxlxSMPwz3sDG9qtVgn4h1ZH8AIh/aXa6XClGzSido+NjSLRvgiuFxrXr6eqNk2O6MNgXUeu57fRqIEGJGs8UUNQDr+JRnwRXtgH+Q6JIbxn7a29/IPY573ybfra0VfJHWDvxE9ACfCraxvEtTHOnKPjtuSSC9ggVPMaVGbBA0wk90vVnfrQjGZtamDGCE9/ru4xF+V9YLqnXAyKvywpA7qmLnQNzXIiDRDc3AV7cSgQ5dI97RkOIO4jaqu8s58qeokyxmHl0YpOQ2+60JnMBOV5ZcxcQMYsnmVanbWVWnhGS7NffjK2IZ07afq6NfXbDz9PHA4ppoYjG+TYNNyrU1nw6WUBgefjnef+KdViuLFzrbWxn2gwrb9/x9Dt1eWRmRAsYKy1j4zv3HT+OA+Q5lNbeapBtutGlYJEk1Qc7JJgfMakrz3LdiTyuavjGcYKvbUxtRDdi/MBP9me1wqaDVRqz2JX5sP5AC57yeitItKl+noGohXYn2kinzRClA7fwTme0SPU6d8iNr8acce6G/SSpbpjpXx2VHrpYOjzfe9KtElJG3HdCNQU+/neH9HtZmYw3b2XJeqfusfvS9WfPybEX98F0LVA4DPyV2qVv4CcZz3zNNxEUqF6GDdZI3jgCf8FOFn5b+0mSrsSnIP9qVpNyadGPaTt7zSXtkMHt2V0WjsSzREqUax5OoQMsZJmimv6622NFDQjvfGD5napshcWcoSL/jXU1zXsitzGjvv2fV+svmswyopGN0p7Dt0RHmTuKGwp+jWk3XUbjs+K9/D5Hoq5UiwG8MRAuvvGLvPsarEGV3E6FvUD+B1cpW0hgKnuFWZgqxpdh4y6kAzgyt2vzASw4MZb1Be+YGz3M2o1frT5x2Y5t21vRoqIunJlEFIcT6uf8elu4hBR7nYyOrcHdiQbbvz16gbSpWNyhr/HWnBp7eu8FqHjtoDhs1CeKrel0hA3d+fHJ1xJ3gcWlx6w1VwRU/h9LJLUa41f2X36Xzyo0VqlScZGxb5XmcYd2Aa2Ia7p7sp0NkCPFCEkTjJcGKgriJj4i6fIOElxNkhlsm9P9eOAHMXKuk9ZrGdyzeT+JI8gLYwuTo3ZyXDUb7E3VLPuqXp4+l5WoqTl7IV42spki3dS6/9XmExDpc6m/8yFB4BDN4PB2rWP1DpROrFtNSfPAr7+YUCXsg9yfmLQo4D2madtqKKebgR14OVdmBSvgIQxqluWQE7vfSHIkm+1N0v80nwkvY4sW11dSd4SwDLgBvXpOfqD2xsRCFSLja7OTXPl5gfp+xIOlnazxp9eTtHpvlLvm0t6T7JpMubq3sWrf/68nezXrpIRi0heLGQfi6Rnbmj3QsTYgx48/z6MLWvF+1urEPnW8/7JzdhU9J16sHCm797KDLlChSDuwyzAVHaCnI1P5q6LyYh2+a8Eg7rqMjCIXz7SjhdTZJ+lhkg96OW0Zd3HND71LwewObN+48msxJq7//ArGdUvO8L4HLF+jureaDlm+uw96NmU1OAHkhhKZrNg4hCgr9SI84ynMRmyw7Ua8KEUQG7WHGq1ZuSdGp0ALi/UirDKpDGWGJsShyY0MenIU7qWbjwPhzBPfp0Wegv02qA4KmXlh0PD4ZAP2Y78rI7+cTKD0boSqtFFCnhfic03eDLjWCFFpOjmdYi1fiqPUX//Q+Ka2bak2RVpwyjEB+SHbgiBfuIiWENq5+9HAWT1gx/xUH3b2ysqtaprGRyC4jVebvoYPSunrwoo6lmjCw/lhxMtJfiMhw4QQWb0r2U1OblbbE95kWdv67K1tPgDkgb+x3P9LGhbJPvaFHeO0n7BZgeWqa44t7/TVR6ex+1fxygS0Opxcff21OAFDiD+PeNUMwNcGj/pJw6C45IfoCsD+sgb0mylDmoMaEKzVbxUvciIdUF7yep/b3lt9XJenSTLAqtpBmMFuRB2J2N1FhUCJ+hMoZwwU1TF+1XgBK1avcu9jSi3g8DWakIUZUz+21zj8Ukgv1gPmiXRZTgTVZPuMLWqeJW78F6MGSbLUNk7xhJ0S462HkzaFveUqIoLVTM5XLFZQ5hWihYkah8C15krJu0NIE2rAM7x43AG3QpXROOeoeTMymQq5l5m0z7LPsm3ggfyH4T+Yn9QCTtXIPZx6n1AXAWIYheMBVBrIJH5AKHKHNzdi3uF9+ZRQlqNEpxAseSXhS35/YNUj0NQ3Yfw6a+aUt/vmQfXJwPvrd+Dt73VitLkdzNrpdCu+vU5rAwDAoYLKKts+Rgy/6aAQujU7aM3Kk0fKpm9Hn4wfIjj8qxffe3qWfBbj9h7Q6J5vJJ8z6cyc5SN9AJ5d8BTaKBEDXWBXYAs+3NUe6aAq0o1NoETtrscrMllSk3MfRPhdnO/UyADJm5wF30arFwbIC80hJgtvxACszhT34VAUor/VfUvD3b/LGvRJ8QqWX1UwNB3TRibl9hLB3jHGHW8dvj3cr5wCRkMRG3ZNW8oQ2ilub0+NDZh34R08Kc2CqwLj1A0HPWteTJAykjaKeFT5ueiiZbgxEhqAOTfpJLeafxiI7od4kRTANNwdsvDy7ZKzBcMwBMBhJJyOwhypzpTIsQoPgJKrpqhtvjQZZ4dfw6W74VaMmb9qoFDAjh+C15cdshFgTIoVyqrSJRefa761oA1xAFwktJFUPbJs2vHUHnctqECK5lPLf2XgbOOO22Awb4G8pW+J31+GXiEthvDb3BwEdZriTXO3jvJnJtyJB9RfjgyNnpljHRL/O2tVCxK0jRK+VoptfiknwuXW6RLZ0z8Pc5WEs76ByUUCmbS/51JX7iyDOzspsL7k82UhNIG30YjVhLauvEd1ll95ynMCoPzgNDEm4bOtpVES6wgKgoc7FDmfe+bgVlLO58oPkLxe0/UxTLQpvnFJzWTVUAOD8gJDvljS5N7EmzR7a/T9f8ryKiXZH7exbsgySyCPqWPin96zkALtCUgmbDOgL043QtyUsk+FRIB9vQMJBt846ZWORbQHSfvqp4zzx20qaxzfzRjdw74M2shtKjQMCuzbcrKPB+KJKmAQcmcVlsF55gvcFhDS0OW7TZYXy4/dr8LS5WMPzKq5VnidAMxv9Fjo1cHjbrNiIBus+gYsMcf8NRUGksEw5U+uvyH8bRzXcWl+5MI41+s55K4O0pemJo6OQJRTvv4oIzuYLIe2UuGQy6okA+8dM3jKQKQRuPbvnTBelib5ETCNh6gf2nepTeX98IyJtbTIAV5WEhuRzO8hzx3w7vurLgTHhk6/yhrrfMYJheXkX9IgDQVTSUmgV4nfGULMGHCJW01JNkg2LVv/9eToHVk7ZZoDVzVbtPWjIg+aDO0ciSwJ6MKHmPjY7FnXOj4eTX4tAIWlEvPby8yyqiFtQAAAOBTFD/m0ZlwhckTRQi6euzbKlN4rDcIRCOOc5B+ySvyjRsUV6U0GBb1+yH3pZ8s3mznjPqMaW186tOukJR9clR5d73jYL9XNYj2QwNP1xxN/TBQlU7Jlohe3wHh+3IksHH0ElzYM776Kgi1DCXwvj2HUzyvD81PZMwjxBXzLlrmfRKr1i4rnOx5zWzNdoyFuOzphFp+j9YXhXlJ8Scrw2Og50PfTfTwr5JwP+obXzpTg1pY4QGUN9MeNGO3rIj/Ar5L6m5sCidsnmYNUfHEpuAsZ+b+k5QI9xeRlMkiD556R+zk1b4DyFkUxFqDii7hcJFEtKEqWLJAGkxHXt9o20i7MIosyMzN0EOuhuOfAGdLVruGnc54JKGHuXLWhTUjh8yPavedTG6uNKH7FIZjOB+a8AdHCEbPGA0YclUioT64VTZcytTmH5LPkrUODvQX2IlRXrP84x9QGol+Ypa8NzLEDd4KVH431ki70+1IFAbFS08t8UKfPGDWps3YKLwBoAcMpW/bOtKPsWICNqAl8Hjdk0oQ9HICpWVXS1dHTODiMukfCn99fkVJB3VL3C2ofeLDOwYOQPn57vJUCCSmM5jLKFjaBaBWUxNKbUZs5WHPH18spvydgQQkMh9E99qrqlXM9e6HgtGLHskti7hMHB+Yi2u/03+3ELGFh2GQkIbq1dmWjtt9OVlHDrFZu9M9sQYZBUwKVQgpLzSaJEo7QLpoUIuJmPzLSUt3zhcekLFI8KA1WfbBuCMMjWWxWZnzAoa1lTARek+baJR1TuCveJ83bp3CfhDg7ZnBdSR6szob9nlILVoQCA7Jqc/FXSRt5DNE4tzkI5h7wn2rfhLpFoiWAX08ogVD//g3Jc6keHehlde+6PK0NQeyGWklGmC2ecry/nUTccvvMEuxqZsmykOPcgvuOpsvugGuj/bWXhe/QxT3EpLZ8wowIensipTU4oqOgFsiBlPl82lnKcSErmBEMCK4ek0q/ySVDdTNv789fysyWP0RumOkP933i1nrBmiMIJafzdgXR8xjSR/C32m2kN4Z0TLG+0iFXbf9aPZQ5XjwqiV4OknFTvdY3iS8IKVHeiPu9EfdvQAdcxGBTx/7TDcK3VRPt2qAxaGn8kJe8reP+o3VSqEJU6heKI3ktaHtP4LIyW7g93ptp2PVcYhl5cxDutxItIDsy1n6VnFy9pK4hf8IcEVYxfKTbSMmByOZn0f3/ozAuvO2H0H5BBBtaKNh/B2QEM2akn5SvHZIjGpOmsPWXjdoCOIfB/ErdxLICPz34flfWyp596dIcHze6NyNpxOfQ+2BYrKOSOSvZxfA5mrcwtQW2DfjXWu2Vv/D5Q2DcEfqsT2aG0eTr0/1v8+6mDk/kHrPU6OYopcCGnKs1+L0gGVM/5yCkOxuAfZW28aLg06MPJeNrrVdCSA+p9rRTcDmnQIj1zDAuBtkcAPTkslcNY5MBVbmA00fFYZAWPceECnhiaz0sAy10iiQ35PaaeE6cychJ69tXF1kX4vkaulV4sFdq/h+GjkqcYpJ8vR8soWYguDgPcKqgpgewjEpVE3VDUXQzd2L6VB1azf4H8jVCyEEq+gLEyHEx/KxIK3rUfu5fmvsQYWFuL1kSamIY0QfiEfd/jffdKi5+IJg/iOer1AKKGld9XfOyUg2LlEUMom2QFEyJPW2MulWKoDpDBqPa+xNkrXY25TIEOyVteJph2/VLK7wUPRdJwHBU5bH6cfwBZ+cxcyqwgUl09HwBzUBwHdMylOHN74r74xtORTYJgQQsjrB67RK7TzoQfuoszMgjAnV6C9hFz9X7fiS595Na45iqYktPngEeptMx6FX8ajbfsT3iZP2LuC+mpnhh3CUkiU7KavE1rK3731kDzvjslyQHpHSPvp3cwpdP7svixMicReEQ+uMdBFh6uktOpwk5k0LmMsFdIhTq3GNmTfuXwmEKMgnkK93aJvyteGERmNUBYpeflkDZ+TcwbC/CAfKHz+0kHM72Op+XHVyhAErnvdLfT26oCAaa7q9iHh7RJRwvGA1q/CZzsdK65Svsbq0k9mOqGd8xM9axRz28cxS2MNeU2/LWAD6lkslkr4AOFwU1ar+4es9KKVH6cCV/SJTPSJyYSdR9cUTsON/YJV5EL7E5vgLdX2wNKf6OhXW1qwoljpAYSug1K7Y4/gLVAhNRkd9bZxUNboOXxQKfbbtuV8znudHrVhHkLIn3omdjIG/NqiUGHUvo0XTmcVf/cOYReJBf4L+1DGCse7s15U9vgZ77pKAz3nLsPfeHlOeQu+rZ9g+LqkqO/BvDgPHKAlKSX/fuo+YorIw/PzaTOXO5dCR06B7h9UgoNKGyVJ6SW1NjxaAT25CdkEEHMPEoMPJy10TrdDP6jXW3MISEyfy0R+x0d4e+QLGOwB38AQTERCoElI4V18roQiKHXaYJ+hnBn31YOBRKeehBiPhM33Rz1Lx8D0W1bpnLyek7OxWZvWPNKZVhN3o8xwHzWTEI3K8VKcTBLxbN5q60Q8v7VQjeGIgFeGDAA5w+leTA41fldg/yWtVVCXEVMzgO6nw9UByaGLZYBInWBMQa/c9XHvjmAV7TC4d4fdNNkp9wXVMymLwUiNJAvEGALUohILVHPHkazEitaBgYoH1mmsYM/uPxEHYk/H4gD6deg8ANZeLb0bcX/hhWXXQ+OXjkQM258PWTgeImhmkZXyT1S19VPModYCeJghDj40M8gs5jkWnNou6IoMe6xLJwEI6n8OhF09l92paCGM8GBlmKzjdrI1E/N1h0n2umrzhXAZCRltiionpuRrVVHUh+yqf5GXlONXX4nn5rmzNkTpW/oGKQvsSifAD6B57+nchWb+1lTwIN/x1apIuN2FwwFPXUOZgwZntD+4cnFumlD/Cue7veLJE3+1amv66fiPnWaq0b5IEtP9ExLk0oDNoKttu/hD6mjEWOrKgBAYr2H3dSu56QT/4OWbEqJC8T5qjjaOv3j+SpDrVfnypLrUiVHORNNbwxEpHbZGs1DObsuJPlfdlyxVFiOlMDb9YCRSTa8+V9ICJGelCDTBpl3WXBXOAfVtZLUTVyXBYR0cWgXT4v2MOb8d5WzdkXWAAUXoNDnIFUbRKTpLmOu60Ns+/Q/jS2+yemtZwfeKPPAeD3IdgF5XL5F/rvoliL+WQ8N1lJu1LHyoJpWsj9hbv6mn9Z5SiKBjn+OFcGFyMmQWmHsmN8ZndLJvUaqFWEef1tI/wg2lqnj3RrMp4xJCptdSRC2OO1kWBMygASi+Sjx15a0YCAmbfOj9HnIaD6LfgeZxgWzVfuRG1RbLiWr9978+WxcvAv6bKeJ27FXaHKRC69kW6Bj7H6ndCavuBof8JyKibZm4yED5qZGzv/2RoDIbWMA5tW0+Mkt4xkomsney0AnuQisanBmZB5qan7jPdOz/g/TXZrsOIancgFUe0DGcD5jxKZkscssHjCc6hMCCmTxaZihTobOw/Vu/pEn2/0wtErtKWcDRUNSNHXgx9PKJsh5FHXKRbBMj+ncrK2QcSMwZX0kNzhasJMUb1PXnafcTbrkdX9oT/aO8nxvBv7ICXU6iCrnVasL4wA6vJG2AWuzp1RPkcE/YVJTK4YdcEIoI6UqzTACpEKa9JVZjjPN0LJX48BVXUf9ihhayy6/CZt1CJF9wlt3BuCQqYluoMP2ZAfsLcS8QeAhD7kYnSakhFlGmwrjoEGm0UzkJO0X2ZkWlnzvxORjcUUnnMqNcDvsFpNXASf0PZT7NqGp9ORf50xFK0T5u5nVyjVjGEnokQsqIA2vaBKjR9OqpBbLce/fjWNSpo46HP46hHw89ljWWhZXVlX+D5qR/q3Cf0sDWsvLCtTF4z+Okq1FjPSmVRRoLwqij+ou44BmvUXccAegDmq0bCD7GeQDdZbEco/B0rowNv6dqlJzZ6V85dLapczcsnKhdCo/Ro9IHgHSj7JIwbh//FiRwEA4Bef+YIVj3zeJwGV+2bYk8KvwvoSQ2SPfSLDjwBhohUvLvL9lP/csPU6pp1es5zRHiDded3Q0/24KXpKsV+PHs1TtLCZvehoEkKMjSd4tuMkJjzOW7n7sz6SD+Mv/m1XH7AsGMinnH726L32AJUUodLW7uxd04G1zWtGRm8ByHcVL4uc9Dqw7zQikEYDuYL/ebPmK9kmcKduUmo2qU19dPZHkSac/GwZ2eOd03taZU1cqAnOOu7uP5+GZ+X5G09sZLtMaACwGK8tKMZQon/24S5n4AMd787SQqKLhLG3sSsRZp0OPw05BQ1nULGuC+098c0Ushd7ZClsYcffpToqv8GLF3SF5bY0kmGUmRSEUgLTirWHxVGIvvCFghmzShQas0FTG0j67LEqKDz4fwxHHoV7DwclN9zPcisH2Mdp35I4Mwa9JbDkAe9tYR9ZBxbWi8/8ZaNuOki4qvMZwGySkOffsL0dK1v61eRBH9YcCrqn50wwGZ7uK5OY6FX3fWNo/nRY+euWA3mEad4WRSBEUWmv5GhW/koD+IDaPam3r6qDv2QS+IVpjhrXKIPHfbgSz9+9mZrArii5P3yEJMmltrZo+JAPudflD9WZIUdl2UiADx0Zlvm8NiuYcUJhrOhZC9FkiJ1hfxcAJgeHaG89R3TT/AAdua39vvmZ21Cr3D5QnP7D7X6qx8iebc4wBu2btWbw/6uh89Fhy7R5dnV0mR4k2thZYewfFlAD3EVk74W35IiqMBvBhs/HTT6FxXxGRJPaDvPpFSrwYYZ7J70QxGUKlE2l8xuUVNOgIUfh/KQEqSHtUL8H2HH2FZTIKO8gJJGSQdUURYaWTO2rjvCg/s5E+Ty19XvSsJ7IsoGiHoo5ss/mDOCBnooHTCKtpWVAKTsRuTpaztMU51OB7wuJBkDxf1ZdtuopOUOJMD+0Wa8Kgp2A34Aq4ywuDk4hF19TB8BOlIs6eSz0ymIdlMJhOjqULOU/n04gNjct9302DOzO3N4NuKd9w6GiJJ7Qzqu4viZJCoKytsagsmCixQeC3uwbqAXQtO0DNnLbRh/dBdGo1HyqpB2ZZaokSxbkTLFfD4VjEJlaw6odGATd5yVdj1HJESc2eNnvJvvlHpBJZDHR4RDIwBgpoASmKbrXaE+rdabeTx4eGOI4xyCyF/CtX9M9WsuUb69YMOUPCLRvty9LfvfTv9k81BD9KS3iBrJXuR+NChgwi9MLaEaJ3uF0zUKjzfCVN0v7Z0qRY0SVIR4fmeXID2xeSS2geZ5/V6S1sd92iN5qIQJ9p41ys2+aM5TeOCnkmsdYjkDEKrATn2E6BGc3LIj0gOXaLdeoqMh+U8z3fWUNwwXNndQcvwc5zvl6siBgQXHSzXCdtWHt6y9ahyYhzVbV5VGntJcyR++EGyH66bDfcUDftSqyaXSbyrFXGOyp93+UhYuTjMMcKwjXN8+7Kb/ATEQ8lPhMtgP/wmp34QV6kKGIm4Hi719EBPVIBKOFe0vSwq5BnVahxvX5gkbC5rSQjleD77CB3gzyXSzC4tA9PQy/uns4ILMJQoU/lY4c9VaRGnkqj8/KvqwyyMlBZT1fz4RL/buMj8b8qFQOn+v/ifDD+4PShomBSpGX6KMj/HEC9Vz2ozjCVvaCkuYYxTZxundO+TDTPU4G9rFl/XEzMwPXRg/kIvwEZyxOYr32AcUDJ1bN/EQ4aiOVkJx3OkjeeO9B7mDfKaYLUk1w2ShcEQXYDfwA3gOSxiwvyVSDRAlIu0OfendSa/L/6OVf6EQbQv4nFgvv/eX+ot76hqM7Hi/wAziF7+QzIMJbzp1ccERFiVAf5i6gylA1ibQ+k6Huj8pYYU7bMrCT6iMEP9Uiallsdb8WIuUZ11A0rEDEjoNgpkIOMv7TAgBOIHtVe5xoUfESP5n9RUT+7su53oOwrIWlJygOI5XmSg+jUljUm3Mo1OtO79i3sCwtSspaDOZlEqpbuUMNHdIW66g21quUBHIeFP9GaNdrG8WAlbeu4u+bH/mW1khyKvm19wlMkp9V2IJxUUFNKWfhuhBmiVR6hXWyEB5PCRhmI60bVX16TN6cfxKq//Pj6ID2fiHWUx0GhYTdEfm9/o06IxvhlRkQLCgYCdw/ExKwn+DYl3bMI8ijSfpQRkK1HsaYDZQ+s5GeN1SHKmy5+Thpx6Usq53XwyWsSCwI6n2LnyNsdAo2QP6e5NW17hoUyMK3g5+xnSSEfCJ9Y5OgwptImiGt9XzyNQGtm79/nOp+3q+Z1/bz6HDIrfewE/AylGaR2U3J2F3x9eO9Q0MLTxccPoD9ymW8Mtu6CH5WE6gvcJj/kxriiZOrpTfUjYbuxNK3og6HS+VFSaHnvPmTNylNUarnHMblpbAejot/+rIWOLPf0m9j22e/008EsxqdzrrscIvLykbIpd1stkCl5fYNEVikacnFd+T4THW+jmUlcnLnH51xYxv5amLSiYj4Lf0PC9JTjoFG/iV60gcZ6XZhMwVhwthZdvfYMaMWavElxERBH92rGvBXhllodJanf4+DedFRO4XCi4KsgfRypAgNAGC+dX2ZKh/9budPZ2PZWbznhTX6ek0CtuzGDArz0cqWIx2+Db1jXTALYroCw7f5gH9Z1WkkMY1FRL/FW9fxd43W5LnXOnIOY/XJTPK2q2d/7yN/LCqlFeaIwbE7xvBVQZaLuCsiVfQBlPEBRdO7KpjWz7QMbOtGML3XudtKZt5dzAbEIV3lpOTCMsLuphqt/bc5xO+e0KTI136rPx09nVHaxeVBpqlHnMIRc2DnDcUlGmeLWWM1IfxbKpDIYrASM96swN1j+v1lCRFdAQeTIuMzo2u08GMPaughV8Pc8iKZj8N5MK+2HDSiBElTlU2gftbbaJ5MFtVlPRdSLINuA0t/nYD316dFONf/2yt49bxJVGuYZf3wtfrwJoSYtbopCmRQvzB8FgOzKOxp1+MMwZktghlikHT6ghKrEkN0Bfi1Gl2HGfZ72UXSgzuVo/qKGlMOEaC38Be3cfq2zVXGb2vBG2CuPeQl/2fQbi74FLqZUtsjpns6D3b+u8Snn++EmZCibto9xOs20OBH0xEaR0O+BHJnB/FYevXWEN9ZgtMM59M1jXlVMwIPYbfjoEolm18EiBpbbL5qno5vEPTUoMzHwq9VTdcK9f56P7sUI4EbLR4eL1SRAPQJ5d32ZDv9btI/OxCdFm3eWdSDmQnKff+JeGeBIysx/OOiyRliIGUXbmT8HEQYsI+g6+hwExi956mVQy0/SO2Vv9JuKsv0+up7nssthOUXvxWGSmCDvwN7bpvVGHbDtd299odGGvO7pyDzng3YGJGB0/l7paVca9M+fL0YMiMSXTC5rb02VkPDHkpThpF0p6r8g413DTXz91x+fSRnMNCHehXfhRyl6dkvlLLECasmGD45YlFI7JWVxVihfcTo0WCfTiKEnuA19S8H0hywIJrakB9Cfj0p/KaM2M9pCuAxoI+YoKY3OAmr+Z/Xu1SvDrGgdCLsflbfyroVPzjmL/NtCweNB6akryXkO2s9zKBuD38fu/4Ze8DiWDpl3hZ4d+/haYcf7uyTVYlyhrfOzofqPP/xvecuk7NEjVcypewwO+NFQvyRLC2o+T7PB7q3J5wGzr1nIX6eFjsHdWJjCPUon1xnimM8lMbGkKVFQ5i0+ChJ/XVd4+Raj2M98Bd9a8zsWEm5N/r2ARUiipms9x0BByOvbj8disxPaof5G6rikRwzt5GCEedXnBh8Kj1BcWsIk5AMc0wRUf4QtYSX5KgGCMd3SldeaytA8sXN+gSicwwgRKccbkqV7DVExcSMwM5XxNh/uWYLJFFpkNlbZ3OV/OZ7eKSbaIeNdTPVbNQSWBVc4n2HWds/ou0GdNqF6sJ+CuM4JNI6QdTloLNuqNu3LaJN6OjAxlTRFLZ8zgidVClCCyDr3MCQEffcJFuMFQjwrc/dSSGk5JJ+zYNRjZqvc1tdRIox5BJ4aO9/0boqSGSUWjKIvejz5zaIDrnmqA0Xg6X87ky7emhe/yIJ94auZhig4CGE1plj2g1hSGaKFIw3QBBsmSFevCs+d2PDmCgKZhMcYFcnC7I5P5QiwZqhx1opHFwwEI//pbBZzmtU7tps6PJEKt0yxwqE3xnDZsoNiOLORmQy8YFBV50IMN4TIlxhw3S7rIVA/AsJTo7FshNACMM/ikXJQgTFjVloK4+0tAN7ex1Ije6/y0h73rI3cGTcGTX8Urk598zr6WbwNtJKpW8blJcQcpGtOoB7tYJnXmRDvZE5CRo9tIuvFDk5S8wl7zaS/2zk+YtXYVe1OuIHLg65QCaCUht/KiKlDBcW0tC0TNIjeG8cWw5YxViO6xaKVS1Afc+9TkKs5eZpTvUwB1oANnsagpgFJmfrMtFIE/1mYVZXYXf60ONl2Df2KBjAl58ryLPVxJJ8Wb9D6NrpgWCcopRGOHCfeSpOhFD/nQFiXfyMWL7y9QoGG+7RWjqZRVMxf8KojuZKDL6dgNleaQi44WrPxoI4FOm3/Q9zpMoUknz9r4Xg8TjlijrcFbJ/4tV7UakpWIFQdoVqF+NAFIvlUoZLwUGSSTI038tvF9zDwud5ngT7bT87L520QhV25S/BOwhn2Z4GyinoDp1sS7CcCuAX82aZNDiycjcBGlvCEaDPawY1wO238Rqp5+48NzKO/cV8bDy/M/ULsVJoe1VyNc11wg1TZWbA83prwC/4i1LyjgjARRBlQN2++JEdllu4uVmLn/41C++m/BiXF+Zu614lc7w69Vq4391ZsxVrFP/mnUq5j03AFArs8ixy8lus5S6TLoGCvTJcauDMij3ZLM+HXq36KBLXHupvQlIw8vpRBgnRoh8Gxj0j57oKNOzlRljG7j9P3wRnGNrp26ipa2tF7AJi3jqxcDJSwnXbZJdG400XROyheNFu2w+vkO5Zw87EL41bqmgqd8ebXSaSqOI82SH61zN5uCmDe57zS8ImnfF6G0do/+aZ03B19l9/lzWNx7BGzrtCxM6vuMp0dIaA71zVgAGire+NoplqQ/ymd6Wn+uDuKHgwP5+5Kr5dXnOnsRjr7S9ABMQ4EtkTrLVHQbycD1ttzkeRH0gSUf5YqBJsYxKkKtsBXC/SIRU/ZqK2T4snaw1rFQk9S6rzj5Jehd1JC5qwnEx/GuI8ytzrjoyPpOrTGNXEmbXwEqngc0gAk7pzGwa0QO8UPSE9Rt7zSawUSU5BsE2lpgb2ugC0nMtVPYSHpJPbtPV4KE/OoSm5m58QTrFc/b9pN6B/OBVz7LX8qdQs16DKgu59pU3T2fCIAlHbi7KjDvA1zd6tkDuLyNodym0FgF3Aev1VSBOSGUFkm2BFDRph7/2KCWiQIMnyatfOYcA+Mrj1p4Hg7gkvRr1f83lhMIGLPEDjclIByqGQCsP6i8y0/R7ynzQx4VQ7ea5p6fTH/gGd0EZUvMlFLcQkigl/Defhj/TIIM7DhPO0vJp/l9s1gF/dcqzgG26+hvfZKaXQJds6m6LFCRVwhPqhgRQL6bNNly+ZWJojwRKgwKEe69WZYCMG4MmtP0BhNJVwJjQ1mGXh5Ocu3WeZvIisu/9tCvud11XskOtZRbkW92LED7v3Ld2uG5uWJDzatgCTlLXSPwOGbcvM98IM79xdKhnG6dcQ3ZwxzP+gDdy5cZc63cEeHc0+NlOtNkm9VRT0eCb9eqolBKEc9NgW4RjqejvOPmlIw55eGLi3zKLZGJaE+2Csd+DV4nFTv7tNbzWtIm+R9zDU+bR2RLJXbOvZJ3xlCTuij+x/eq6/eA0PWi/p+SFfNZ0VpEJ4k1e5BayynG/PNWU2EShYr30/3Nqi1qBjoh52F6cel65s5Zz4IFklgCO8VImnQV+BbJ1qH0DE43mjIeD9C2DI+PdsZYzSKC1XupIi0GzUh2FVgDs1SdCZAv8/Mro+IdPxYBJXmM37mxrLmE4/p3gH4ncT4ubq65yePYK7I3yZ9zGWyjJxKAyxnSZS62gDiURfxusdVRdeCcF4u/Jeg6k5Nl6yy+7nJFzKA7ftcBgT//drXQH+q/zj1a91dggG41XXtnGu9V7iprM0yZ5CVMZSRY3L4apA4ZYZXtI9s3/MwgUKonJbiLkjSYC1GFdWbONfgwNCRjw+r0nJ54WZxiafr+vnc+HnoCWbrj4l+dEl/O+5pmTNQGbY7+V82AVnZ1n97vhckO7Dx9jtfFSaWGPBIlw7MNPyZyfFt4sH+9S3EtyMX+TynxZ3TubFXMcUbRsvMbZVu7/4CSyXYbOe2jm6LfDKCCbjwJ+aBB5nYT+RTTxaDwQUm24ixS+YiXPzQeCNrVo0+zF0C9+kYdkEwFCXUrS/aNOnALxxbCCD2+yTrXTJv499q9Ea7TMPZaEV6HLYAE2xlgcbFfCOYNTSb4eZWq6kOHCVPellGqKZROlw7TAyirPIeb+4cukDsznmP89FrEp4XrFO3jmw24MX5vt5jSyW5gxrWgjpfUUeUc3jO+sDzo3QrfcULYdy2ry7VKAfGv3CBH0YmgKnuZ3dNK0O2wk6usp7eDrzGVsPoN7RVQDHl8E6NINkTMZX+V9Ts9SHveuaCB56DkFGinvjU+gUjyCbDEITdKiI8lEnkbZhZHRnJjfnR8y6gHYVTknYffQfvQNzKBtAQJeoS1ECb/PZVRLJMIpRII7HG1V37fjlcxoKM+Psg36gQjkH2pfmfm0AKZ1mOM9A7f6/ahhx4t+8NOXJycNjibL1LH5JqpQ5o4bUFQX0NimkBXMLPOEDryT1ETmk57kAj9Wkjzc3tRDqfZf/dVv/Z47RLCMu0dSqnN9prB/tKI0tvS8WeRenEv7eVCJcEf+rAPzdQkIfDO9IrvCn2WG/wFxjflLax97GBYDv//QzNWzbPfqSN7E9zVS+8ZWUOg77lRHLidtMn6YXEi7Dtc1RYxVgowMDoytrfBvR8Ilth6F6HxxdcFlKy8ip611n8Z/AShgVAdeXRiX9dB2jGAqtwDHwUXjeUhrMGemfcZYYWQlPca+o/r9mQ5OR4EVi5v0OLMJ6AzdtZE6RvMAzFXKjrnNKt+BO3+iP4t90yFtKbcBC/+mYW14A+lUU1U19kwxMj0otwvTROMgSG++OSbjlqE4FdSsrCjKEaw7lQ6ykwO0jSce3alzsHcss7DpMNSqRCJ3nkCqSrSeIeBiuEnJcfooppC/HKcGQRwdwJgu16yUj5qExpW2tuxMeqmaNEV0R5YzocmYzhyZ7avH61cY7iqTBQ52rnMniQBPoFMthbpqEukrtWx+ad6rR2sFippF19x2sNUVhgVI0wN6nsdIr2QOz/Q0n77hvFgliSix6cNUGZY1YmNOXWINO1A2W+5dTg1aBAMirhJQ7oCpDXhqLFOAMTg6gCGFW+H47d9V8kL9LVfNAYi1ikWW1FnuWz3jo1nyVbrv47ryFwuePovEfOBSS19u2hj1v8J69vOWI7ZGkWl3OleC59e6f1a/fvljjvfiiq1d3mWmyKmG7oaAVNcs8a1ftWR8np5yDAplFhWQNVoIpx15I3mjpIr6i0ezU5tVVrn5BMTszY5lT8jx2+Jn2imIJScPlb0kOu3U0VGBmvYpGBJ9snNac/7/FbQRDDQhSalKRnHoGN0zg7pdrkkGgz15QMIvHy4iu73FO2WS1vRqJXTvupsPaSsubeGZv5gExzIiUp9Pdt75kKqry6tBXSxDx+lWWlgiZOjeuAV2wJ2RHmJNpfiVyaB/xMaUN9CoDsUGwqmQpOi9166YZbrPgvdgEJAGzaB6porinkaVFf0gTCew38K0Zzkd6WO9/qrTw05VvQmSCUXSIKiMsQggR5uz9xoom/eiBensHklp8jZwm7/wRa0ys8zDvqE0EhauQ+A3C6+xXGdHbT1roreqyeKC6xvs7CM65buTH8jAMgW8/GsyqM8xGAp+BBOZcq3/Q+cJubQ7+z+D16J9Q2l/ZYwLe8NHXobJojsm3psaQwxGhq1oq5+BH6wexmiOnACFBJLids0kTIk+ujlmnFuUX6ZF5cyQb3w8JSguJ7N2ssBd0mkW9nicMuTlLezwcBCgaYAxDvaLFkdzV+XJDw66a0KY1BG7JDPif/PToSGTuI7tvlCIOcCZ7h0q01nozY/aL77be1eAWN5m3Bo2xCnrRGtW0ez05pPOHLffPsSW7M6X3j9TE6pxzFzWkY86mZfvmsNoiD9czJ21V+/i1wfWGIFspdwuptoWMAGeNCPwLJwmqdcUlPiHpYyoXXyam2cgPIm7v4Pxen8E/AO768rXpFxhJcrp/JX6OhKhQlh6WaW9ySBr6M2cDcWa13vZxPKbnuUGz+6F+YtqPNQ2AL97+3OkVKu4fc8wq1mq+kkf6V+EJE4acvXPcO43NHxe2owQvZHGn53WlBDH3SDOA90sNxwxqe1XtSRPcT1clkBjAOQqitmCVZDffBk2q5JNcWTybmRHTg6kjOkBGKUDiEr1VlBZdNkA9yVJ4pfFD5C/TkOcrCwuHaIyVzSwymHUk+KM6RahNIMATDdZN9ZgyvDfH2/y/xou7th6kgV+LQk0cyGO0dB2CX/gknWHETa2eZ8TYE7w578u6B9v3wvKOS4u516lZ6FzHaaDdnoN6nsjmMiyyTz6QYoABCSxzhL5QhOLJhv2dZVB/AdI1LxFw4Gxq6BEcS70HmK8nfSgVJm74CFM75REkgLMA/piIjN5ZidHT0VlS0IihbIcs52Ps4lHKwovzI8AJ2E7nAtGZeI+40rU6fYOIjG5hceCtf2ou9cvkpo9kdHNKqkFprStIOVC+gRXnYbE6CVjZqdqr4rnbwpu0Xt8X2CY60ux780TSUpcB+Vytiu1ov7ToDpg/XtrKFijB0U1RDvdOEVEFflZWsOyr2Ws9v5KQLC2BQgObNgqC2YnxfNLw/8fu9o3HBxyp0e0nY47Jjdygq0VJ1UNobj/eixHeTCF8HHYKWWYmf57tPB9nrTGsfwbFecKoa7w1A7B0Zbbu2gcG6izNKbkM0N4VA4AeDElmgNnkqpuwCpjR5URV6F5z9ZAaFME0QMyPhCnDLXH8OCeyrSbroDQXFw7R6QK/mh+HKQFeShflTo8mst7qePTSO+gvA82dDPqgzaie6Gw9cv/o2/nSCE10ggPFxIe8Qd8JAPcMQb4ZQTb7l4G30I1BbNVLV4EXhP+iSXBEEyqde2oCN2PDBIm01KhwJRBDpWHADb4GyHFkc5nz8X9dCdkyx+8mowo12j8+zuZKjSt0m+z1uYMk060fOa5woh/s53sftSXsU18FwKdAXANpwzpxhsFx3+1SsJosdCdgo6H8tD6XoBlYyIoideP6Dd4+ze2TpefO9n4zdB0sATHi3AubPP2PWa0iUyknhkGKqVdulvBv6oaOVrGkFAKQId2iTVBnGNd0w8E7lM4i6CFi89YCUrLNaAWvP0gted9Ctil/o9zddwhY4e8EIVlV6A4ij6kdHkH2NuxSL+zZI67vgOxLhOwd9hThh8ik2EiXA4wsbwVVlpGpxzFHVba6TEAtDT7Ay72FF1d2gpFic2TZIJbiZhSPbeUE3RHbjM6uvoW14ku6k9EFwEXwC7GuVTHxyEk4F0AjYFjX9HdSwUMogEC04Ueo9AxoGU1PoejyFlEM3vXtKtbJvKA72pq5nLw19n7S7Z2PR8TydR3UZCCmvklzNfUDYDpYzq7eKO3Ol99FYwFRELT0k+xIRa5FVbAaGfy5USM8udWLcP57BY0xmD15pFt45iefFTC2h0qkHv9gYpjUZIa2iRYq4COVP8qqjpB0gvju/BztebxFAc98oeNiiJ0ecszbYJdJrTC2HsxdxSFjOZUWEWBkE12Pq6IAQhPfJxE2Uj+AMN2sOIsjIC1gN9BXUfOWqzQAeI3xapiWjIVTojC9u9So4zfk0Gmpf0IzAnaosCzgnXN6uyQrlBnjY2hAIkSZC1uaI6X6zC4jtiWHaMet2m5gDJEnZm3Kt7QVuUoQOlkDIOdg825wUfU11b1fr3HICA2VUyGPMQ0uhLqWcwhP+rKRLKMfypPREOJ17JIaxMmyE2oMYI8upOV+IpHv0GifIvIzDABaJOpD8i0bzSop7YCTmpWkcZ3WFhldC/knUSUVvbcSTM4LJuXikRbR7S4ZS6noKBlPG46dlI2wFJ7BUS47zGrC+QkY/yqEzKTQVnkJxIYKqjQu+u9dlIKVvihu7j63fKkBg9XcIOl0SxGJBvDH9vHYLVIekyRkip90OQ7s6rOWkkmQ28jXbAkNuIuR5s1euX0MAles6bo7jufo+er1jB/rdVK6VS8BiJKNkQ3jKmowIIC0EfAHX5B8NzWAUXMcHQxYQsPni3TJLqL4mWfp5S0uE7ZcGuCKg1z6yngq0Thg1ONaqe5YMHwWlCRTxlL1YeqfNDqZl+BcEhenudLvMGA6hTRtPSPT8RhARrxUoRS2x685/+roIlMkKqoao9+PJs4Ojzn2EgBOrDQAARu0mG4xLLPzkDKGJFe1bMhlFrzIK/J+G0m4MR384uTmrQsGKDgl8EO3cTo0Qjc++f3j9LXoLwX9VIGhuj50BFf57N2Y/gbdjglVwDIkXiRm6NDJ2Go8Y3qJBYybnnoEULhjEBJQp+VwOM2veG5bf1zjDlMoeAf2je2I5ygOmr3I74QDr/cCgLZBDOwf6eUVZjslwAF/sxYjv2QvLOkPlswA9QRee1gxZxp32SYtRNjHWJgdyInd7M4kgg6H+QAJbQFYd0EhBfJ7HHhtIcCcqtOaDCiExugDB9pIFO7XDfgZEv4PG9I7unFfUxRJVF52rrLLuxiFFilnkX1sVKZjrg//t5L4y+eFQLUSsa3LekrJomWRnlr4b2lXn0RImzL327B6R1YGtcHAMDunoOw+bCJp9mV2HRftdiKrIBzg44VGGTWIWo0SeQFvaAD8JllAXNujWWM+TAQeJLS+yoyMJHDrEPtumPrmstG7dVEdSOXpyCuxrZs6pYBWBli6Ug8AvZYxkttGFUia7VSqUIwPR8ysdeZ59nb347E9ovCg/g2xnIMu36yfYnIRyalVvJnz5mYalk9uX10xy9a0FQ8u5xnXu7KhMhhaPCZAVagC9+5Bwj8lQg0BWt7OGcPsEkQqKqxBkpkAFd3teGMBL6cfbWCKU8w0fyKjtV60Bqs2EFgWUW8+4HlduxlADrmpun+wbtApBg99vA+2/EOsPH8qvqDVV9cbX7YZd6PMp7yMsUUewhVOMX3Fo/777meedPPYNxOdaVAH8ixHu06WeBsVmiRlSHL5wCD/gfAFaflVXunNr2hjg/FFRLRt3XWQUDMokW76rl4epRVUqMubIsOsABUAYyi/FcY9EwiLvGOJTMGjtf98mKkvcYWHcA2EX5NVjviBL16WeKEfU4ZCODhIQB0dhm98z6Lp6/5VpVcsDTc5QssKaQgLfj2gb4sWBfKExrlbuQxyfY7rnR6I4LxvdW48XlgADeAJh8rvFBKWLTcDfXuUZPSCDI7Leuwu8EpeKoSQAd8lFKao7AEsyXVmjFpa22pSWe+NpZZQePa8tcRYTIlSIx+z9qS0BckVUJaDvVfIKrWsdOsuGxi3yv8Vxw8oifcrXlOXCA31zMX0b/iXtUHb2lPcsEMxAQLl/FrKQ9YK+NJ42dSEFhLOVqfp4nvw7A2ij45AuV1/WyKEvTsVY80NkTPILRhPdOjtqT5oqmdxjhPbAhcLn684nlDVOdt849UvFTczI5VGM0cFo1kFTL9pHFE2dIAhgjvsuN5wJm9iqjgli1mGLSY4k9k6sFJSjLGkiTZbEIJN8bm3J3M9wH19sjKbIAL8ScVSXNphBSmmYpqExG/b/3FUO9fAF50mKADubKhyVmOZ0qjXOiz4k35UcjtEZA1hGqsOq3MLKxJaeyIMG7ku2TSN3Dv1Xb9RyCJcTzcy0rr7CTTDcyQY6BMoT0bAVq2syvY4nal157yxFHvnGia9LfBxFxUU7CaxVLn7vJafo8uPNhv3HCfdXAkqYCIcZIj2MEXj+gWIK4K/FVX8n4Xne/LB5HXLdpB+j4NuYwMQrzw5zPVZLahYdyVal0zhdQliesNCrdpGOHvsStFwkm2FSLxLugywE9Guq2JcHyCrhdveVNCRjPbdYO8wv7WcUSmmLWGXYM0oCicEEuAzCNFfjL9HZUfMCQ5WTkIkP1INMu0kRQ1DZJTEIAzb5gBeRO2dIrBOjaIU+iVPci/ReEO1tK3ZByY5CF7QjNOYuuDek2H4Gp/D3rkEMC7f2n6kh23pEDR9SorLk+CHWSyb/0QZ3ihW8wuNVPed4/bdVqvThrG7QxnUmwHE591XrNNH2UXWWCpJ2C/HmfDGzbWIwz4OMkOdyuaaZWkzPMRtNCaF7ZPxBvZ2IeTVek7Qw2GHPp/EH8v3QQBuVYF2pTm/icesVRo70UkJYLnzrVvNdmmuEVRxBwZW/MTQ/gk3rEaUKF/jhfAS63dJZLku0A/h5drJNDBBGwMXlE/tPGF6q73vg+BupY0xUfZomSSw3r5WUyr1ALKr1+ZYfw4TVpp9vq9zVxK6u0GAjEELXl1RHXOsDPp60nGHDwVhb0ylMxjcqqsmsLYuXWWDmWZF2eMVtA5bz+Ao8qmXqyR6LSjLm6d8otzsxGVF41Ry2FAvSn0Y8dXZCZ899ToN1u/WVXMo/ysvuFjmnh7ZXyMJVZdhQomqKcr9zYjIPgPJ6m6muKu/2xlRce3+qNWJbniUC79AHL3VKqqncMR5n++c59bLFUy8Icwa+/Ba94XjTqGSE10NnDjsN+qIXZmHe/VNMXboBo3Fa/KEduySWaR8NkoWwbQGdgv6qp3JpGVzLDqZw9BN9UIXRUTfNxJjryJV1pdvAkW7gLtJNR46Csw3oHpm2pWk1D0WFPyPAjxd2e3/FIkqfLzppv+d5EZmzLDQPgRp0M96Pe2Lr2tSnYzEq/npAtyPZlpgkBXx8QfBIPwPuXI2Go10GX3ZWZEg/AldrsL5GUVNNyOiVWyNZW0gpQovHPQ05eFNbUmZyIdf2Ta7mbTUpi8qHVCZva7ByuuglEbG0GAUrDwFSNvdMkNSLlV/Esop4sTLUeslILPZ7inRUEaVFY8oAgyRhg/hp0A44zPOOwEa8TXUYPqc/iSAqsL2WpamaTTKcjbcfX5FtbdgyHrkdIWLvHp/YpovdWckBxsKtpeohGyKIcTEuOB03d1UsX9zrH48RxaP18Eql9R4o3cc2UnYfr1ABoAS9bUlv1K0Lb5x4lmdCJsIGQ4At0adWXwE7k5MK1ovoq3htVhy6o+9EPSPkqTP3z7bVeDh1TEJbwvcWiAEeVAmxPnLQC1DQpxZiCbKn9mnuhK2L9uyesszZS1l1EbuKfXcyAggAP5F6Vkw2MoEiTCbAETulfgpkQ/lMqoJvO9ijk4yoostDF3UWVQoWRZmgIWIBwXB8ustxQajwJ3tJGmv2jszEn7YLnL0AksQlvlgwML/hpTjxzKHh7LJEr4Dqk8hLjZWeVZ+EeHJGk+BF7AT2x4NGAItDdnV/+Kof5rUibGwoH2fFVw6gkJdoeYDVw6IRXcdGJKKGFcgu02/OgklifNC8sds0zE8Skr5VrxebPt3qS1LBxtPfXibTzugxXoG61474HHVwV+R/n8nw3pwev13tzc3+Udld5K5iRPwhj4KVQJSJQPHfPvDA8j8OYLZNKtSpjSXaJGQtDvXeseSMLSWLwLUYacPwvGRjyWfSzzsGxhtH0GIXtzi6kvOsfoyHiTC+DpjKFGrp+XCp+YCibpyqo62YGzhlXsRoNNkmqVIvrP8HHWnaExipP1692gD0SxC2Q/MCyaYaB7jsEwhC8fryLFbdHyj6j0vJzT4lqH+VSI4fKS+gYCAdRaju0FWC4qmq1J2eBv2Bbv2gJQgv6IrCQbgzd0LXOSn85LOD79/zoqpbxbCxmH0bbbv2RejEviK1U8yjPkg6ElhU760epW/ojvUHEvZwdg+eZ/eP8djh2nWz1az5uOYRV7bhijSbhklrcyNVOElNCi9dEC7skYDfle7P9kcHaD9BRVnckTlVV/yX+O7P+78wWWWkN35QzcBLTkxaEjTAtwS3FDRcBHBVW/jitTzx4AhZtajAAYq/uQ6rJz3XZXp8W61KqOZpi5D8tSpoc+aSEAZtMqVYqCM6KVgookA+KA9RGja+slZRuzdQwzdW5K24nEiQd0uqW1xxHCUZ8sYUKqrSXMSEWY8C2IsDoQkw3Vb4mcz62tkgxUwnfsJjwZSkIyea0jSC3ORaC15EdMjRv4mb1WVfaaObbFyahmse5A9N7MQaJayMCmWS13td7boAg1q4oLTjiXnbDMV3/e1g5W+UpbsE+RuXtdfvpF7Zf18fAsrvj/P+d2CL7Boro7MrOxGVjofqLByawqy3eimQ//0zf6YL49JE2kKVdcpJdEzA0N5Mk9ymQc2Zz4xYOpgpdwejreHZIo9O7sl8JYPjraAmHa9V4eA98gAA2RUgpjq+g5N23j8PicyOigE21QhWlqpTkbDs9wP4CMhmVF/j1ckA80FG2bMMbCF4ZGP1mb7FLsCFyOOSLkic/Skjks/5d53+zgPBc1bTbHjKs+qGVZ74e/PYmi0xwoOj/AVnEkJwtX1uo0sHHTbvVlc+5Fg//ebO4riv/qyOzNtpV8tepk12530JzRdiLtWkvmPY5b4xtR1hZ7MfIdMLnWeWfXCPtPLiMxrGYU5hra4c9tv0yMhlXxWPWVnSa2tbyjwdIuZr2F05E6fp9uSw5AVeAIXGDxc/jvpncwa78W1/uorNLTn/P1teTfFF0zkKHA6cd5NKEhJv4YqXOaxu/KN23PwDWjFE5wNam3ihomRZzy8qOPJtKRA+p/jWehBeLBmcsPFC6WzE8D6aYgqfiltidYbEfF5puNlcUlDmE3e1u6pBe3bVJuP+rPNm9vam8bNYMSpWuAjhvm01LKfMqxPdD4NluB8OObTAoyuY1rAoOgsX+2HGrUQnyP6/mlICBkoM3Vp8MnCGbpNnuIzkHU2uGlYS2mHyx8xX39omvKSl8K0rbADhdY88aqNDoYguWS2Wu3Cwxbyjrl3KOzQub08THb+6XnvPIcPEgexMXesSRg7tjd9FCsPqV+P6daIt2ShrzrpQLZ4MoTT+F0RNR7Btl3bQyAoIcwwxkNZxRtwJtXvJeSl254h6gHJdnNA2HFoLcZcqkJs4PRGn1RDkc09KA5CB4Mqx7hhVdHOMLq/qbFLXSaoxebfufpizOAI6FeFgWFEn5JNzlSa1b2bqao4z4mYBOmcKfmO35QATMaVSFfalR+/GuJLJwjdITePUYRHG84sVseWWzQEUAXLlkN+BW7iaNaj4Rzx4TLG3ndGEglNQ/U0lzQVIP3HmFIUGEW1/FQRWL/wi9fwDj/PCqI5hr7gE41Wu4IiCBI0XyexxUCrSk0gHCkdmosN873F1Z5RaXH4xNHUFwahGQZrS69jKCahAyLAw5QA/84RVn8LYJRMLI3igvpG+RMGRo1Q/0kdBYnv8GyhuVyzExMCp8SScz57lWROKVwZCl8siS9d9UnHsIY40TcueJPvmbISSk7NAmKii8RtF0yKIj8qCTRA1m5fsPdwxwo3zrAcBNcT1AD18NH4MD0Do9bJEnePwPR+ZDki2HlBsmRKGGrHiqqg+lxPadWLnzuaFnA8/3mFqbwWMK//0lONTBv0OKU1/etalWdWpKSmrl/uW1wOQGJ6WnUkQgI8zIFBsZbu+s35Y6LiNAy5APO+37xwJ7VS5Up3vgkTNdslpu61Di+MnSgQosYUb81s51MCc1h6WUtUEGmw14iC1gMtSCNJFX3HyUp5a8xl3YNiTLyL5kZE2iqVNL51Ovs61MJzo8ZYzRxQt8LYGY0LZIbL5ATQKS+miW63ssu33W857zGPtTjmiirX3C+sHRC7fPADqn4gF1rT9OR95zSTwkLUgRAiX7M5IExV3ZielydGVSoJKMcjwC+9bC3W10D5SBEnzu+YIDYIBqIfRw6Jn7pijCB1ZUGQIZgo418aVP0ScxaDHdPIUe85pa8HeDZaAVg51ZPvERkc6C9gIMzQosTQlkFIQ1RnHTf1RmNkS5Mau8esyZoAIzW9HrwAcSAPieVVPr1hCUd6hO0khIInD59wCdo1zJykfI8NBN1JyNYkqOVoFVdbSwfWzuc/NU5AhQTJ3bMQvZOoZJaARBTFTS2bZS9EuiK1yagS2KYLsNfGbGNaQ1Nba/E7r9XG/dOHevHIZWadGTUwLqvRtKLGRCxQ/TQUBGJ2uzSX4q5ysxnukr79O4f0HF3rEdHBRU3GZ9/zI+sODVXCzBJGTZTpP2O9piq+FO+buC7Q+JgnT/6VUhvHm2rwmsZkes2cF7nZLdUFrwfUfevGjCz6swj4uuO01oXAmoiHp/Ob3OWmVKqnRlbKUwOmnzuNQq7JboIqulAk+lDDurIMPddjQm5XThtoaCdTIby1/O4d0H6oJJ/0QL4VUYyf6zzaV2+IOrGVQV2gtxQ9TtEAwL8iC7LvXvInUPGPwjeLXfoClntNBAEabGt82FrlO4tfqO2M4pnOcuwjYREjVPF5P3BtW/y4Twqw9bsx7oX7C++7BhZbhcgVg3UrBAwclTccfXt86DPcbQvz9TALevpKnbgc+m6/CxLJiy84CBpkKQuC7h2ZOs63D5+ySlGzchDu/juXL87ZSzl/zpPhloy5eBxhpZWGyltOfyrJgkXBO0XIFtS/cf3jxFH98QcOWtSossU8cgBCYRbs9oxwe3XeY3r+W3sMqvXke+JgrNnCH7LEpuBENF9YtnftLhXmNvvnHyeot2gV+YPHQgobk0IIeFyJnuu+4O4Rvn1Pn/zayxXE76LB6oYkp7ypHuE9joH8vOF7Atxt+yMshQJ0K0dN0pUImrsxG4cjgZmh6QenohsaYQWjvoAbTG+nywx+IW1Yue55cY387qIrJKhbOWfp74QsnOOlL/YZvbjjLyhaM8daUZHaBPTvEladwKBokA2zLFZo6IQPUgIJNFgiwB9zL6vaYdKwGP548TdMAKfugWN5wVbKQQjQIo87IDnP8cOE9IJW1S6K8a+i1Rm53ULsEC4nRKkGTF8D+THOOSfjJWsGdk4eCm8lm7oppXoqq1hKfBU4oqiKSO85GD99bBzyhgNfWl+u7raNQS+M2ni4ns+lWZfXq+HONpSWezCyI4x8260myOm/BWXSmEFmfgXQCOglqU1WcUs/rwD9U2a3mCmQ05lAeO2ZwpdNXJzwKqCUg0G5hkA48ZqtMBo6JNOXGrMw3ArNLZTEwQWeB3/TrpRzGh8ASyIqIrpWK/9QGAAAI9AQulmpCvgCZApcAkGOFqpgiX4ClAJrT2CyMaDe/1avVp/eHjDURo+wy+5zJFKL/sGO+rUyvy1hOXOqwj68opbex2GqTesnQJ7NvbrEq9nmcpUT26UGFIeEvc3CdJj6hA0xudk809DuEEiyMlUiB4Senm5QSNeZZ1MKJtUpGDkqUX9b4oI/e9fFno+GQ9S9PBcGOcBOEn37daIj2nzANpAbsFXFszDHXghDtwBFqb3f7k+FgAFCCNjY9jgFh+NxekLl2WoCbc8KlQBOsikBW1m9VGnaSjgm8OCpImlGujUdTdWK0X55NfNh/TtDCsSq6c8jQ5/RByayppR0qPymgOxChzYJ7nOxpFT6M1qF8whDkIMaxjNQHjbex0rbL62hnIlp2tSZW7pJHG9SzHRgWWo5V24NmSih+Cq5Nfa4+Jq14HLz0oo85wZKPqsxb1TINS6ccVDjVqUo+/MRgO+Fi5Grd1ohpyZVD3oTsnYHu3MleNRlNFkqO8uWyMXa8vgWrD/JCEvEhusv0xudi8tG+oyzRehw4QVTbZu+QiGT0Ln0zFLUFezCv6Sm8Rk7Mb4uNkxfN6tCKWpcOenx7ZCJyfcqMu0rz8nwbTQCCDWBlDbMUArom7SseonRFEHLxp0PTv0GkaR4BH/zvAiLMciEGmH8HgzXJGJQot0ag+y/AHjg6pp7+kQhVu2ipafSlU2BIr7TtJfISCY2wD5X3qq3i8JKUCGfC0IPY7QSebg4N2E0jRMiE62h6BysVDXg6kC/sHpRy0clcaLE5nrtn18O0mmu7pX/4/Sebbouk+wbG2QLEnOtUbRB35FZXnzd15UmdAPA0Qr3zkZnixu5mQQCgU+r1MMvX/AaC1RNNDQwy/naELkjrmyDj2a+5fVgO/YRsn7dp+rJ15rUIY2U+6fByBp72BDvRHMUbOA0hMsk30Gjq+P2kxSWm0L8ij15ZFkfTt6j2jG3tRJ9yvjbcTOr6KSTogKOijNBizYmq2mwGcmJbUjf5sv0p8K5RHClKxZewK7CmwynJBboG2O98bJp96tZrmzDlzTawWPL756NSZfxptEPtvv8YuVipdX1tinJH6wXrqcbxviMQMRUymp3tukmT3hj1NYhMizDMkxaWGvq6s+ar2YkRn9vwA9PNCikAd1UHSxLZuHTr4XTPtSBQTdAXwO0xH0uk2m4xvb7c4VQnG6w6dE1bAqe0V47v83msSInEkpOErh4YZtsn+9nR5Uoqa0kxSv3v+CdKyaNvsM90Et9SjgQQk6CIbHJQt8QLNtl6zqyk/3cVqtIXILr1OdpWR77bsNnLd7DnENWBRCYIWADVFDyGD2PlgkfZqwDmKNMiQUxrmUkfdkxlC+p5h/P9s5LlYIZy2D/zjUy9O5HtO9cQQfPIiHVMLPvMsrrreyz4j/GVPiPSnE8wJ46mKkgXNqlUctFN2YLscm6G7Ab1FlLl6RcHRmZM3CGH6Ti4ypGowsbci/EkhxpcjBzQhlS6pggWMur05rBtlbhBDf3wE/B9TNbmPuEOhs+tCq6WW4mnSn3AzfHPSURx16CwU3HPKS7rPz1b/0wh6EDgdB53QoKM9kEt8A0+1e3NWleHysqSlvLgOWg4qwVCuz0IVRWoV8QypyG8RrpcbgrIVoy8OTbdxjXJiRHV72dMg3DI7U5+OOfdRNp3UmnqsDTCwB/qxnbTmMZ/PejAyKYvK/F6dYNx7Nr4ukZsWYUcZnUC+0eWrmMPe+aK7m7ryOOSaLf7gK6hOnaySRjSJWSg1qsOQjg0lxcahaAE+1cAAoeyDRL3R7es/3U67Y79R5bE/4WBlv/COCgc60MmADAI029coCJj12rEe60wA9q7pW3EZWJNn1mzUO0NaaimEMCRVrb6HDozy0IbrWFDnbATHcZP7hdeVo01r7ZXa3Kx/Y00xDMN4ADmCAHa0n7LCc+OdSEMF8p7F6V0PgBs65+y4YZdJgDobXjOX9CQKvkejkvPyaFefaoJrVQLV02LED3THmW5ygqX/F78D8O8DfEHlx6F55BwrtAIr2SUcy1fcchFv36JM/8ZOzm0CA97jc8XPuF0PqWNVv4HbZZ32jxGgwDUB8BJM4699ihKEzlOqEDjiwzrqU0kpcstDhZ83EkUfb7sCiBkBsiNP6Xipfhmwxx7s0cJJEWzzsZ0qe7c4e9R1iNazf2z5Mdp8CgAOXcAAyXfWp57Sx0RbLt4BxpIdKXpqmTWOg0oyPOnOBieb4GytuyGWUtKYLZdft3pC8z7NIoXsl18ul5eNaeuqbhVpDDE8oxMMAzf0feV22UcMEvu36657EjOP6vH3VA8hKYweW/2uABBEAB9oAIOTtuWWv6ugIbmnPOoJbJlB3BER4ku1E2WAcvgjtas2Op91bNCL3bPxG8ZZcoHKBReQVr5BZcgAu7rEuZM9x3oSQVdn4YupgJoMWTuAx7GGcVwgspCDP0qVJSbyqAzrMdsEANKoA2vAADumPVKnBMMFiYY3XlmVny/xGY65xHnmyRHEJdQSgzT/saEyEOcoQ3DpsbsxY8rliwcqF8wY7muFpYiVGs4pVVufFrjK2kjtE7RzB7I02kephbpN7rIAG3cUCSomh0izat3T0RtsJAD29/ggybTG5VZwCO3L3il/kY3oxZiLI5O6na271WfvyDdpYA5GKIyAquKh4jMt9WBPe+9UqZFBsUKwwe6y+BibJXe/Ds7FsQe2H2FTxbW4PJVHN0E/hN6+OoRHL/r93R0ZNSlCfzwd2AyiwBY3xKWjy5ZVXDvMuzjPk+zl8QXf9lS6fbG1iCce2tNSzd/ddMiZyZEvG+0hs0O7Vgtg1IyVAGPXk8s63bttKojwNkQUV7HZ4i110qA9UV5dtR/Gl9VbQUOzgQ96bSGDJVCpq3KTqNEEyAZxx9gKquwmC/bB6Tl0/5fuaw0qwEGXFts6xzJqdk0T8+v3gnWCRVcdXl3k/jSnphjOZX36tdQ1OPyi/oPNLRho9jR3SP917volBkVhaIam/uDx1YnFBEyG8r37iTIoGsW7sonb0M2wXV5yUsLyotZylgVg8J7Ygrr8LiVsO+K2h09sqkpyxtT/qcr/bv7KVyNFg6WZUUTBiyHnpEDPPVnHWsB+yN0Uj+K5U3uap3xSHxZiuwlxepN6OMtw9ZEDc1+/3nZUWcYITd9xD4knTPhxwgDE6d3F+WbPeIjr3gaj00wc1pI22zXE+AGQ0/bL9iPs7m8kkcCrNF46zziDJnlGyu9BSlyCAWYozC8TSjyfWs1przM0VENsPDMWVWOre88fln/dIyQxCMU3hta5Gru4pyvw0o466LB1Xd253TC9I47MuNjiPEbdhzWP6FEoe5Ji8tstCn6nCbCRs+X/xRI4ZydXhlD3eEspJ/JBdDhCDMMDCHDZY5wCwGUBy5afFN+AjjgvXlELa323831BSlQ/PDvq7CMqiJKfiHKbeyPJPbBPSMezg31LAU+JtNq5IaF1HFl+3eN9cRxFAKnYawWVxWCTuV0xPmPzYMKwYCRAI75Px6vz6dBVWuwsBTI76nBZy3gd2mnuj4RHUyqksHrT8vSp/wHRmpeZY3U64FmkqhAw1JRh622bETFIIc4iyMYtFAINJr53gADHuAGTeRddNPku3VixuptydIhIFd/4dM3m8IdGQjX7dNil8lY1H1p+m2x4CbWhkRU2KHn7oq8SG4FEmn4R0mOaeIjFyaySv085g0LYhYt51I7oDCy8x4rftefq5bEJd+TCZqdvP3lj8dZZ7HwzQGcVUI2Lt3r0+oYMOAOVZhTUJrEwXcWnMNnlflv9CPjBljVD8JghDSOB2SAYPeSx/on6fe4L3kkVq54gWtYdCqlrVLVO/71t2ELPFna71oeuIbz7KDu56Ewspboqq0hd5YMmacIGHhFnj6FpJNIALLVvKPVYzvxBJ4MPlCji1+14E4AsMu+VPu4PNxupI65BdeAQ4SWfezkfO+xwflSQfo8sTjfvw3vvzaF1tsQdrNKcND1O/3R2Yt3bU5Zz3Pimm56lBRtSnE/y6XOcvq0rX1yu7tDwyDmZNX1uM/ZMAsmPEajT/cNW5+jqSN+zjvrjkuW0tJBx33Q2BrR/TRXjswLs+4FG2TjLj22PnF6+MSPML2NRsXhk82h4XziqHJyUnhe5WB3FIgTYGWUHGOmRlWQqJ1CgzqyzpjElCRjBehzhVp8C8i/87ORp5A/tWy4be17KBfa7jx7YTgzIIvOApbJqG08t0eWNbG/9uAkRYWfqzYTHo6iTr9Pv+0vL54+Z/T9LifPTAR08uw9A49xNL5KvaKWKrbIw0oWqlDOQr2WdkQSGwtHGlDMXbwQjhucPuxn1L4StSSR51kDB0j6KKVsEAxZ1mOR2sgMHtsMCjIFhvRfALF4O9HZu4QSYgo+W/FuALZHjtCoAJksue8H6H1NGFsBCbhvlhLz/mN/s4RvGWzSeIhVzVDlo3l1ZRLABLZw2FqImjQ9YpXLWVHZ+0Y3vbWT+4okr+xQrzRe59Gz9wESH0I5m1N/22BwHH+OBsNhh/W8V8mmwY/vmSkBY1ogGFAaSLcUIhgumomkKHmNo+SflJ3hvcfF5gGEGglcTiWyECRVyCdSi9aI16GqBlpuTFCKfwxYTM2+qIWCm0Ts+nCWXEEDS8JTfL02RQ2QW69ZuONXsmAtG4Gb5+LSgaOvvWft292cNF16JRj00Ri9+TErVzHe1WvYemQtlqqHlXjdIgrU2S61AiaRfV0yuTvIAWfDCoDasZwz17SHK4xa/XQw5j90/Aua1dEubninI5fJCKILhnHgxugW2TU8+BUAWNw/Q1UBrfmWMkfSODDPIgr+xQhZgFpJ3GUZR4LyKnp3A/YpTQhIoLxmk/rMEG3OeDxSi63lwG/abOtdCbs/iza9DOyN0aEHMgn6wDubIitVDQnqR+a/AYBGjLlwMCzglHgp6oWkpWR2GP53nR8ohtlTLkZ6P5AMao7r8mmkSzjQyv6QP3khPH19cf6zIU0Y+Idh3bIoWahRRkTectQuxnwl++QzDet/jYjBei5HkaV3O4r8c/BaK1Kn9f0aQjb4w0IpJgW6MuLjOqAWXO/hdFKr43LxsVQSsCyQ26Ly19emKofH3CsZTTkK0QMkMGaIeaOMHYwEJX5QbsugEz652e1Vys9fV2Iaq+Her6ZGqscc7EohJt+JLDoKeBPr0/d8lwmQTsjJZu8e4KIDndeCzFukBC38eEilrt05y+gwF73YdflQsoEPNxJwambQvQwL5GI4TKL/Ts0gdbex6ANdu2R69lZbWKJOQLGNWXc0NKgUfkT4ojaqDSkvHGtRhknYi5DSbNJzS4vfixtPmrTTYxziDCovQiLrlLXKdVOEIHux28NqW8AEarYZ7AGNqGc45tttkaVgNvTfHOx3ivImBL4brymmGnUSRj5N+utvOc9JtANhismik7uEJB9Jo7Qb6NOHEzGMC4wzvT7UYzVpMA/YoWSiUfN7MPmmHM3Utx6mNQbvIIekE4mnX+C40yLiCboGxLV3U62qQth7Qiwv/P7jt0aHpm9Xh6GX1Izj39tHlGpDVihkt5IDRC8AXCodjS4i8vZ4qizt5RquO16259Dxqm4bQ4PnHSskf1HDzvTCCh/wnE21btxE3eZmQMh8yQtG59LvF3r7x/+kX7pM/LXAgV2nOQidAcNA76rLA33bvcchokq/AQ0mXV91zTqJRj2WrXpMv5Bvn/o57Kj5mGq6gY5ifzqfqA9d02ZnoNx1dWLoEm526mSmYR/kx74zJ57cnuxNR7gxDg5yiFyars6pQzY+LUKbsfX+lqorEZUhLAojcOF674AEx4vACDuDGjh43+EnUT01rvIUijnuMgr9EtP8yJEH+Rb41+TMeeQYWQvgSuqY8piEnbCPUSr3DakWQJ1S12Y5DMWAiMxWjG85a6mZ3UhKrYGQccDO1+XGDA+xbmAEK0AlHqsQPdjEIP5h5dF8NxZzMCuaemEc3y5tNOCDennCIGeMeXgolVponlp+C6qHvI4vG+URsCXh/mx4nh5AoCdWexAO6THlVrEjvmzhVp9pIMVpfELMbB2M3AUQ4j8lPyxlGHU+JGT3dgkfWoNTKixZsPVopaVKWT+wF83EDQIUf12PR13/dxFFfeZL+XBJk3d/gvfC74dX/5W2IqiWPTvcgEtpGwWySK7rSWAoXnwUJqLCFKFpUfWs2kG0uAbfWwe0uE2OsPWYs+yVixWCPEk35w1Bmb6c+vprjmGFR5DzY+okp6EuPdMnTXHNUNA4j0eOhg6yGtSf4eZKQOkxTcjOPq885zg+0H8OIxsAy/mY7mi2i+XDHMmaatGYSEAKPXgy+lNBMTI1G0E8F2q7KZXevTX7Yz1W29kAKL06qQlsJfsxPOTygw8Rnjwhat5T/KyVKPeZdDpV6OZtoSHrrBBmdFzDulP7EOAHWj6v5fOsPd1LOCC3NmgiD73hBHs2oOcj2WBuVOZgTDwrRz4YLHZfqrciWnmgZokxf/wdKRDPXOctEWDBCezYvJaEn+UJ7Om3UmCqn6Mhg9NbFPKiVBwvFR2Bxfz5bqoBgw8DxYzB5ODHxAcuc5lJNW6hcJMfjtXi6OlGW+pAKOkI0nngJUMnEus3EnMfZgqE1qYmO1LNQa04Rs/PZhWYBFwOrIscMkwZcT67bgp0LjdAu/2VsS4BL3iEg1qGR8CKVVjnkZSGPF0Y9EeeK/Z+daRMioYEL5kJAeojiI5kdHVs/LyDBK80I70/V+QaGKXFOHjSzfiL9u82inQDmDdhO33ecpptsnMklJPsMqOyu+bAxpXJBxhizyaDrnJDpbM/6QBYSYcdMEcgCL30Z4+IQ32SZucTKtuWi+6YvXRtmwAN8TW6bDUbs1svJIMKu7cI7tQNXntPNxJl4JuwFG9L71dIMkjQE4lCIQVg/0jd25XabSvRS98r3v8sq4+GCrStEKao/Z9veWJfByG1RwcGpQogovRoKlAXjfPTSs1XIfAukUrtdemjAKN+l4aR9J6QxRr0u5yx7wDZWIvibAPNBThdXJD952yhtlViGpurqi3JpkzQwmwNJq/VfO8E5OrLP9/bLLH6GcpPq/H+EdaSOQEr2ohScyZpEJLFkFtGaIbkqsIBNsqhpRUsq0lXtiU+DJnSUecHSs0Y396lE2J05H3JbO7Q+5aJTji24TSG3VdCz/6QnoRTAJQwTEZdXViR0dAZ6A8pSNp4FpyFongbpZ3usGeVcu3ugKnvVUXhnqNeTbBANUAifKecdoQNgaIpGoihMMRUTNscL/SfDE1L9j/ryqf15tISHMvw4O+lX0Z3kTxG/NOaL4GFp4QkclkGOBKhf1cu3Hpuprx0vtNm9htK5cBGPfM0pa6VJZ5DVwQRBr60e0huc3BC7AZXE6vnbG+Y4JPpgfCVsYlxTUJefdQRdhLr8XBF2OS8N67BfzFqG/1/yEfwabY9h4FHh7vJhI8G5dtcigxumqmxx1e6WlfI8hofcPb74Rsh2e/LIfdwDSqqw8MkW+qzsJBCNQVYaKdHDm5djYm+oPI6mhKIUaK+Mj4CbKWTv0gEHgv8+mDgrzAkb9ZKk9jdcb5ENJWEixhNTm61mh4vrFG7YJIj+JhNH7OLtnZU4N3q1r6fCQB7koXr72zfbDsmbPEhlPqh9ck8RY3gc7+7xVFhhPIRrh2utNpVRvzjUvPlG2MBHASyD4CdbB33H5hDusIV0TaJlgD1Nyg2YO1lm2oXWlRowqKC0wgfvm1+b4YJnNiVU3IFUlvCRSmJaBHPJUatw2OJH0QIbllNnFL2At+Vxw8cyb2/rHjMRyCXE+j6Kg+sKcuu9E4cZrEOPVJu/FBaMw/qNlaoORtNRe+x2jOfh23cVpzIv93lT7/FsZD4JUWs/CMyCbBnJyy4oqF9pAre7rShGQLT2oQ6Y0g1EW01yd01qX4BlCGAiuxCbChsTdvAagiwxILO5NQ6nxhhTV3YcP5sSKILQ6njpQRSPpY/DqLA5IofshrxDF+WMnY/Ya+GVwrGuib7+/IkI9T6JQbpKOv2UkXZiWxugCWSyPEpC0RuArAr7nGrRrOtxtU9PNSIB9Fibp7aMpKebIcWW+1kWBHxeoXNFntr4hcu7fRmGiLWFCPYAPWC9icJnXJr56AKQOTCGZzw8+peJ+hQRBQJje/rxGwMAiNYXk3KAs3P3D/pKH/JMpodSUfBQ8eJufB9Q7a87J+C4h423sZ0QdnMp/6BpwOpsRitChICZh/NSKoudua2cZS2b+el5RcUNFZXiEWNjeoPLbDcF/mrM4jhek8VXFZFzGaR7e6dHTUmPUhgJT4m86995YWcOit0Ie/AUwWL+670u6vaL4qdGUhZbDHmMdTW8Rg+LDbveoM4PBVgIaEcgOF6PSLYnBSF66L84b1GWlSeM7Eq8SkyEEVJ3YDrkmuZLxyBUM2yywmDvU7YC6qj3q6tj8Mh62l1JvX//0NpRCjkAYAKBcDJEtxCB2AGgB67OyhQDvMNAKmWbjS5gb9H/pUanPxP3oUGCdaamGZEOtoDu4hME1raNRjSvAAHW6OxUreQyLdGkulUwG3ad89Kgx6AjTpJbpfeWtFkGafRsjNvZ5gsqrKNChNtc2As6HYNQUFQPiyEUFHyTyjk6nQjRcM6rnF3ljYAoNxNXhUMUe5MDklgbzx9DydC3P52+J5AesorKR+Da93w2VqwcG5SogwSCKHt4SCKYnULIkoRNNB8DoQ63wBXMl6VSFYlYQp5uxWhO1l6Uq8Undpi4yL2CjIOK/KFNS47+aBynwKzqU0F52ewJbHw9pipPdrsG4qi234LwC9Z9Edsq7akn+AoDS1aOeaNv21PdA4ffjBwiLoLDCTxS8c5ujMUE9NX//fw9Gadj9zPQOsxfTKuS2OFS2+I8MLtSk7xuo74ZAZyCzxr8lzUMnAIPt+xxyl7uqhDzkp+GHOJ5jLk/lAt1ZKVFEYra2r6Pbar4d4mQRvfcLzjUtKmqhT5nuxOvUeFLp/FwEdlVBPSXpWWB8pAdt/DAI/eNSQgWJyHt8xbxmRkP5HBdwVoB79XMcqpxGzJthTE2Bn5fMnHStbcfax6Od1kOsL3h8FVr9tFRvUBaSf/Ibw5NZlcr+36hsmeJV4kVvTwVwWQT8bYyflXhE8QRFLGszX7JaNNVykqaQ0/XUCIi5FJKmOQ9/sr64UU9HXtGJnV6llRL/ae7FsAF2daDJ1Y/G8JGneMI0NRfDsA0l3qzeob08V4RPn4J9dOaNulspPTUJhnBQqT2r3Os5q0IPQmxcQm8XutD4+KX/uIqAn9yQSQRdJaWyz6o7vF58tKvjGKhapHy72nVvKgSvDnxJzaIOcPiwOgwVwWQRAnJIWRTmSVOQ65D5l3YhGuv9R431j1yOsi3c0bBumzhRpbJczby4eiGy4nYhpMslJ2lgYVu5+tzLDFNCJ1He33p1sf2UiP7AM0aDhjKDbZ7OYzrPn0G3yLSCg6yuqLzsI0GFY8D0FpbwiTLdkAGPFBauwkJ1znxe+ZNgOxDoZN/GoSvIgAB7l29gdbgN5Tq1Hx+ozPXeeq6VLy2+zxJRlkL9D67iULTbLhWXHvJn635MekWTGt6J9CnQxz5Gdm/WVEl8xF/rwc3sH615JWNw0GZrzpk/MYnZx2clpIpXGcNGtaRL7N6HEa7QbNH+ooRmGiq/H3f9zGkMiLAnRUJk/PCbXaE/SChpHLCkVxtQS6SQGhh0chaMPIyIKy3xR6EWKTIiLaHdCE9zmdPBivUKkHbdHZnmIA9IZ4guCSBNm31o5uehkpK/4wm6lqdznYTkaBHV62QsdA8GqW/uA4l2UpxIxZ+aSFr9xoROzfzLrYeBQBrwTnPLBmu5QUWxZgeD2/OY4O5f4UEVfY64ra9uUaxkNJ2FTnHSZKIUHbFW/LFIdP1GAn72bycOdqa8MugLaFJiNYkqnQbgu8CNAfdJnNTqxnCgZABOhSedDhG+EVtDG7bZj6YDT8GsZaOd+/SxRiE5vS3reIoI+dnxvrOnkBDjhAWhqpqnXzlp9yDkAVAouYJcHAlr393HRGkUx28exREM/wSSCaa9ZFpsCgzFiPtxifXn/X5rzjDOTHYkHt/Bo2PKwYc+j4648GmlArMeGnYegPjnvsY6YBISg+J4RZcYOeo0Ue67BudMZS3Hfpvi2tszqut9JaOvsDKVgcwMuyFyjNFKrmmeGLBnKBltEEC/ru10owgp+ztv82m2h2Oi6acoQwmgSqldJQt3IMS92Ros78EHtEDStNYlhCMZfc90inIRGolwjw4MkDd9KZiDXVC+1pRDbW739pnnOlrc/IphRp6/vti5BPZ2FxMj6q0Dz+C5B3toJIL/Hu9zec/AgCg1SbDvXbvzIAPCqlPK5rG2zDN0CyyeFg2Q7g5qFad0Y1uiQZrt0S9so7+ZTzg0f5TT5ClVlucYr/QFSu0/EKIskZzcWLpPDXYALGCZ+k0smJJ7NgPAvcEsONvwVywi7X2uOFNYBdRVydoo+HXtb1ERUrpfAgvEt4zU/WM9vbPRbM06biLjF8Jpg9x9SmZ4gx+hIhvh+Aq5k4LI3I0YmHWOCWHGoe1TQbosrk7KIUeHSKM1BZFlJEiNWFBIhAHISixbOJZgWNIiYlrvaUFsw+H9uCtAyWvtotffWL6w2QlzFTGDShcgSQXp9V6J+2zY8Ss6oPdElop/L5Ee2pglA6lhQ19JL3c+mlRZLT7f+Ii+jbKX5HgE6oT2Rc2BIDBAEOwhAsIsLYSN0b3ekxCl0cCFWHc5cEvkMWblTHGhXIqJEa/AE6tSf3MLZlG+ttLbcpGGHBibwoZBbKzOxFaSituR4PLnamncV4v+sipNLqyu/VnN0muNx+lO84pUkum/LhybDW+bOAGQrj+mvE/n2SdL6VcmBwd0hpXlpNYg7grogBguQenAcxTSQOQh70L0Vkx37TscIYbe8pvKTPpEEReSvG1yv/zaZO6sMdv91zqygExJKp6+9Yw5IZhME73byPhGyuOytN4Fgv9zeAuSc62zucFxXDOsQJ8iWFzIUmVusQp9O97KDWtZx+lr6Fi1dl1qgVwX9seQXCgFoqFrKoyY8EL2YoRQbJ/IjrTC42ZFXBG+La1o0qEjRKBTT8cpwjTk1EuWT1B4cRHrKvmK7iHN6VPjYv4w6nLQUN3X4XV1adLp5d+9v45jjLxI+AKAlKsLgH9lRAz8PTa4H4oCrRTKDRV/zuhYLbneXt1tSt1JRzrL43xYHtmxHtJTuC+Obk6HgaIDpmT9OIjWHTNEnJw/8Fj4sWzuwgY4QFkmprbtM95mKRkIHxSqPqGUzypoGRLxknAmhlt9fvwxwAVKRo2x4/UwoEpM/CW3/ndeQxewhuoSCEBWjU4Hp0crFL7nu5cQIOtjVrytYPCubbUw9J239cqbiyZPD3z/dorMtUOG207la8utorRl3vTY8WfRAAmkCeZr8XXivKkUFLD1I9DHOzKI1NndEBhRPBm+yMMpbeqttT3az9k/LV1drcyNRigOhV2TZXoP261/LQSIsCBYntTqvi0Dqu6u6rfntT1Ul6B4dunv5jkNh2SJDb5ETBHowtwMmbl6jyzDaxBNW0M7hD18lAJI/gRTF+H7KEVPd5/arD8D7tAXcctcOeVxsfRYoc1GAGreCh5UprVftthudZbmHTg6COS6smSQTrxKYGx8chcJ7LkJh+hy5R1h8GeZ0BYD/+SSzlzMavgFK3x4HDtWwvesVeEyPrDW8WvBOaXt8cnGqq3yLFtB+u+MVkfjoeg3sV03l4yckvQvp6VT2KoGmfRUNOl19PsSS8YXoLAmm2qCxHxn5sxitNhwY2M3nnZCpGVNTQjBDdmRTpWyPLM4yotduDLMboREp2DOWjQ6Opgchbo5dOzmw/C9FmfqJYcu5DNm/z+qMxreimTDNMov9zMn428SQZP0af9zh+p7AUBWjmlDAstF945G7Qfp6GsoGeNNDRowK3JhegTZJ5tIRxehdyKgp6a/jgHUlGLBDKDonP30/a0uA59/U8mL/jactCHSYfRTPqoTA8sKMk/Ac5DtDUA9cMSWKjvqDxglKB9r4m7TAVQ6BgyI4KJ5kiOfGKfMwXegs1oPv/o20el0xE7HvvImA+3o7xneGt9UIYHzW6e0Mf/eNxd6DxIgob0Q/+Tnpuy0s9BA1cP+aWoH8TSqiKRm6lTXp8wWkWAiP11ESN6j2Ir7A2zWX/k7MuMDsM0gK1pjPAeBeTIj1QgRHvA1J/zf3QX5quIjzMyrAElzCOGHfnHDMS7NRPNMrra9rSIcTWOiZwXladPObk7563vZRJM5Dh/xbAoz2nWbReU/JDAA6yox7KF6+KcrDoySm4D4V1f+gjCfkdosU5gzDQ45bo0+ynWbNvg9nlaMfa4qazjV2I01u6Hko2VjgGJair0U8tXMbZxa8YAlIz3UCE7CfbOYUNSaqIIn4VKrebLNj9n07aSfDm8LdI6V2zD7uM9TDC6JZ56QIz09mEfQ8dLCwgbrAgRMLSkdy2cJTGKcB4I86Kfe/Fbfp692N4Z676dXXGY9DkjN4c6fbxVusiH7kdXDokJcK7ln6QItqHY70cgr8njuqRlRK23yQHs73d6Gu7xcLTzTWPUW03DfS3dFFKbKnB1tIoFJ5qOwKjFkVkEeRg7L2OTROATemSlVOeG3BUO9BQKUzT8pu4XIhsQ1bG5eprk/jlEcndiarlZQpVL+G9RUWF4fMc2pUhtcCd6ofT4S/uysmg1qoqTAJ2YWbtHG+P5K/xgnDwblyOkFwVNieNgHLg/Em+KU8oyXLowPEJYO4wefh97CWZezPy9nZIJLffUNhdphAAzD6p3weoyPPcoIcQ7NWHx9o7avnoFObs5cGJmFbFIgGBFNiPav0PTglT4w8RxvMGXZwCR7mHTAYvuvz/C9nlgW3L14z1yMZxeie5PRhnYOW9jLdi9LoFuPwqccTEyIv0qgx1DWua7nQFTGoB/Glu73RMTOyiyrKHN9+hggsNwAUgZeO+TPn77wrV89hDdlCZT/woiJwAMhToRWLV2Wui4xK/YAAL8gJhV64R6M8bjjq8uVnqh2AYtsgof+AJix0+KQo3AvoPO4tLtqfCpPUFhTeTGArpUxCrsrQVXrGKs75RUDDKC9lxGLlIU/468gbfFuWqUJF8npuSmjs5k7B9vfElh1zGR+yjr/ueK/6888zra3s72pCIfJvmu7gANpd6MxPOhBvtzgmLg50g93WTUrUB3sjiyM8JGXp3JiFfHkvBNc8mMYhx86HPdmZVfwwtveO6W7IjQ8w0o9tbFu9Sld4SEkYwNiM5Yzen6cY3Toi/BR6JPajNbxqVK3Zwj0jNGO3zYsCudJ8X4ymmbjFdoOi8Ath/pI81kw9D733QM3AF/wOBO+bnAh1Pqm+U7t2GLh5wi+0Fo3og9vl17jDLHjB1z54ymyUXns09+WBTDxkHT98nBzwO+rE9xgh6Inz+ZJ5k9XuqRVmOauFKC4E2DMECR0IED9Qp2+RMnZuk0E8q2l3q4UYEQ7X+9HL0BsBoo3KYdVjgcPA5waHIvpc8PrC/5rb4kIFLn0dg/f/ShpdevxkVa31O4ajQ2cWzXmyD2hUMgMKuSg87SNQ+3B5eJbTjSBbMntZWLPFF6UPEMoh4mxpKGh/RSuVptLm+f1P7FLSQ0sGXqWGNAwpBFXujVoLgPkSZIfdTXb2tysB6YwMdJCQOSP85TQAGiSeXIm08IK6znLZPKRBaC436dRZz//KYVg2DqOFRtBtuKXfMbT7ZedI3eJI0GrPJRYocibqX/JmKcl74NVMcllgBqqI0QQVa/UPGEds2SRdv2xgQ12P/kRf9AR5nW6lONO0k9cVJhi1YQJUuhxSt/faMK2dp3EPhcC2ZZmq3Kx3hofPWV0gcEoW/5WioQRvBPrJk7uKqpq64Oeq5vaT5wNz/wpNF8bdx40XWItijeZxTLk/Kr9QKkskszS6yPLhPxbqt2tTJu70rqXlmpLiWYpKNLq55mK517KPcd/EURKUCduH8a8l8VOKa6pgzliweaO17Ynm4tNe5ivsO/fEQRjfVc6Hf0LvsxcEcWt6gQiDkGNGGAzswh5BKt1sKGKiD80RafbWaY8TGTsNFMM3I3QE/0t9GHra1Ci3zp4tVW9PVdgL2fFYyfiSZiBM81v/3i74yi9Vqzfg34CqPnesyt5ekDHAqZvZaOUuMO6PBzPIbjFCVPbvPa+z5PZraZp4tATVJJ14nQfyVKwOKH5E9TENDOfRcfAyDxxuQv0gZPN+SSHlt6k6DEzXT7qi9dNLh/lsZ0IHCM7EcTyPDn2Uk1yN0u0IDgBhqICmQ1WQHU7yL4J5z7oHduGenZ1fahwbCX/0vbm/yz/zPF1fBNRzOVVXt3YanOf6JBqJXWFlKzNCnzX7vwAkKq9bp7JUrVHhOLXi2VZIfq5x2rA9ZvhvdAidw7h/VjlxMScz67N0vDgntmCthPyHrNvxeulfKfJy81w8pbfXqssQ6NMYe706AZSyLtveADVDV+1HorgzsRbzeB5SPEIJaDTSHmh/LBXx4D3NVG/uDfgm3iL0xEqo8RycI044h78jceTiW+EoWOdKAHm85OFMt+X4I96u6RpthDkS+u7xLXqU4OQRJw6mUiNxnXOgEOuM59TQ4zWd6EROF66mAWK3/y6LnyNuisgqEx4rMweSVunDMoLY81kclX6kMwd3MqdRaJGA3+ydt/nAnOLYrwe9gsxkCCCHdEinGklcCvOFdA2B1RSELPh5Diwv1WRnIR9szhTid5nsfl5owD1HdU/z2Z0NVTl28JqERciQne8WSQ3muVYSStAHREKU+ALS/+OPj++q93sHGK8iQSgyxIYeg6bpC8TKkpSFg2ks3VOX1p4cDdlZwY0S9Uz+utrGc3pQmT4Z3CrGSz0JUA/CIDFdd8PIZwp8x+hmPvVFonCmz1RfneXuBWeGBCZRNuvoBQxs8pb/LsxDFblDzrCE/6sq1ZI8/vo4jE/MPI+wY6f1C9QeXHmkT+zThNHzBaIsV/NEZ5tfW5C+zqpmdtSq3/rwcVsy7INr4dHbK6Mq+ZksBJpnZML+lz73ef6lP3rtSHs+lJhUtGWHl2/wdR21nHLx3+mClZjBOnZblHsNbR5UABrieWMyDwHtlzDXoIjvBAxZ3xpmxX3TBn51uRFmrGkShtPkpoGQ/p3WpNZMeMeJ71SFVOWhmOCUpO2xTKLuQUaNkeASwRysoZBmf6xDzWSP7Kx0FKJFvyp515GyciCToUBI9x9rhS7BgPHWcn6p+76QPCaVPyy1Hd19C1FU344RV6rmIzo+A8Y9m3UZDmca0zVVVmbJ/WuXxJNI5DdV/rqpQXE945XD+XWe8nY/vnLvjNlsQ7htoXWncduX90ZF65yWr81B2vZ99I32qzwEv3pd2GaH7MdIXJaZfXB6JIp55ucckjTnd+khWiNxFFE3PfeaTuQ8vG2Tr6iae43m/UdTPSD2CPPKJx8k11FqfI/336pij/nhTARcOQrgy+4YOCAJuNDBxNd8+R+dsJLj87BXofpFRsh0CO4NOY0O9eiRF5J9tfkXmxOLRT9GXF8uz8R+liaqefLzRhLx87BwmIt/ebLWjptgIAph0P/tRwzONpPKDHKajAIARcXwcpu6jZWL0jzlv1P8KYnNR7xjCBRZInufJu2bJMz6jBzNmiT/PtfZscaWFx0X+YR4NfMpuW6a/gBRxKJyXpF/WiUEgtXugWrh1NFnKQ1yJN8b6QynucSAsrdlFA3QKZSrW7YDmfaMtUfbi30TQ5arCWzzJ+vM+DzB7kTS4a8bzMGCC2OJoXMO1gUvpNf9XAUi6LJUkYcgyIvLuKkS3dHzFA8L846VRRkITbLcqNAPQJyEXPZOCGo4sJpmW8b9+tPiRqwBtAUrpPecomD18BdGS8uY4O46zbqXaSfgbUuuSTUWyvfN8TUB08kt66o9ZKwiJ/unGudgexJenWytyiBq+KLeSrIR7NHsj24RLIRdunAraNvAnfuJiw5wCQlA6IJsbeQnUuLQ323EhupVLmLADzn12j0njXMncXL5pu4xqYwpV1Mf8vqP1KpR5lTGUBQYkxB/IB1SPPKJlzXyW2nNAvOmh2NhY0OPecDJAITIjz+Lvn1dB4SIRGGBdQPTBzDSOCjB5ZQSAUZIHrJo1dFdLfgWzTJmgjUN0002nwFIfnb3UE7ulRJKhGVkLM8siOjVXVoxnLQdAUgSi/dIt/Ity72fvDhaCU4UZt42Oe2Y0o4LMNAEYFgzpGG3Hy0/u6BzAIgZ5w81eTjYwGbwcD5a0Q4tfBEtY+IE0UjfBYUVLxSvP8DeXoDTtoH0bf20hGYQmt1xO0n4FNs2dKtcG3rlWEBdk13a18vmtd3YyELTDUPT5uVjEM32Ay0EAmBSrbaYJOHCLQQQmJbZ91xUiS+WEgZr8aK6+Kpk3LTTUeu8UYPg+m1Hp3iXMjvrT5vk9DYchom8A+yz/fJx8kapcH0TZvnDvoQe8RFSgXl3CyP7fKjpYTrzIjS5WBUowXRoeaI5wc6XZNEEjilb7PmflEuyNxrPFWZcqWjcF9YbhJdLtjJEAVNgc8SgWQy71SuJwxmIYGm3BeDIx0L2z9WWA2qFZAvWhmKo11Yf5Zw+D3iBoZ1qHos0FgJ+TdqZKCEkpH7LcGpSRyVgwWFVTMZ4L2rU9cChkVP75z2u3493me6VqsAjxRb0nN7qumYz0K8MpFcIOCDVIZeCmVIAEqA6o/AtdJb6LJ1KdkxoJXbCWcpWkyza33yiv9Vam7SLQbVX9mKmcFbVY+RAjQQybTRNemoWiEX/S7RMqirXtKbkUe1AJRzbIrqzfJGQivxrtqdfXtxfWrnM/vEq65QAQIy7GdNB6QD0W6zcAQA0xovPFxR4YpK8I06jFCJIaMWZQZlfI8ndBu7Fq/SF1FPzDrHaxA9u2HYaclZNb/R9EqjYuAisiRmnZdLJQ6LcH3lCTARenMiQkoyjdKLXyCxvq818O9N+ByspsSoNL8ZGszV+fLE7gEOvrHGzoSJ9w4vTHxFNSXG4eLDXuVzN3QifcdhO+E8uyfsjHCj7RRTCzwOCZVg+0J5o6ASB4VihXVYx3jkTZkY69rB3HQ84sgvP9tSl+XEwMs2mdcCSm4Qx9FGB+JAq1d2h1P3La0zIXPRZcq0l9f2jej46ssg/nXDF9008/k3EUEbqZJd0I1XKPJMyUav/EAquYZx+bV6q7wKknV+LihkDOnv0DsMC0tpuTPNmwoDw0kPaGqxTtYmEt/SxvTxXLwyJvdiSVTbUnF2rbjMUvcbUQUS4Ss9U/DuDKJQ6YlN0aPkjpg46Qt87lWYBWoWdCX6PMUronKrnAa/x3IgkE/pQoE+oMvLRj/tWv5XHjoW95ec7Ha5tnYXI0aRYgbS5+VpY12zc861Fbwd6ZKViuqx708XHk4mgOqVNt0vE4XNrmPZ4ucqREJH0nSf0jFfJJenyfJ821X0AyxZrCnEUpLHUKRvc/PLBhql196pX0nVSVqfekBa0BK4H+qpyFazOQRM3FrV0TSSNAM+pQMRvuC4c+10b0GnCZLb0Va8RiBYD2LxPbtTDPpvVZt2fs2elEFjNvS44SSKmsOD10C43flkz34k2uKy2cMtfT2DM0ig5U0oJ8ODkV/lNtztC+7WkBenSke+5nI5FNQsn4/nW1o1qGAjxolkBTBbqwCKE12ePxlBhvNe3zihJ11d8sX9cx21m/uw1ffXIngp/zIzdVUThCvTMrx214tpnuu0apOw6JKREXYrKt3BFyWyrX0P72rws593y/EhO080bNhQYAHlPbcFFqeT7T0SxuUyOOOe00cEfxlmrGRp3luYMe5Rf+MiBAK0pEpDeARKu4zvgUHzqXbv/Kah/3lS54AJL7ayfl+V7QsqtU0gtgT8vOJdyMJYhi9WXjLRS+Z9/8bPfH2f6H7aY3TiIT8v/HwaIkJclaRSKRjiuZ4h6f3PldK8SOSK5cENWHiOwM5JGrIWJgWKGuak5JIPt79DAKkG0Vbi81I8a+uO/ly9W5Rg1Co0XsWyfcAKNsU1e7NP2q4i3yknIq4FKiDsDAWZQuISHHyQNSRk0m8cWGUYLl7f+gbloEBXuV7fq/MzAJhNMQCniWEwTb8zwTcfTvgIUCk5PECO8306lBGegBoU/E1pOtOYi5mbBAC5EanpOk+usKZb2jMzU4j1CV0OeqrKiFhUeDkydJtJ/liyCnTkwMb1dEQVnBzjc+Lj4c93Gy8FoSduhol1SIe/r2k6TjwWS0t8nmP1qvRlEkPZXpYbtEzAGjPzUSBrs8/a1DoEEmLm0p7NV3syIm0tGS6o8EdfVLw2s+Djvqo0mTz6GaW2714sf89IrqmX5vxD88+Zj9Ki3PczYcd0jsbE2E/XfmHo7NOQYwQwbBck4YH0TC3KZzp03O9JONkAYzf4has6G4JO+cbH0/QNrQmveSDejVFjhnxsOxjfDALtKSP6R+uCQ1nCrppMLTUXRE0NCKnhVFGoagP4ngIPGTEbgk0r4TP+6Hp/IqE0bEVBhgG34PEHb621KIenuLUfGpMUk+ddtDolAIMCYa1dnJ4NXkC6ignbWGAxda7TJUx364yRQtA4kNuHIfZ1ujlltV958fesJQJMam06MBdZKmIo7W3yMJAL7FDoatjxGKHGo8HhD/DDfVD9spYUwjs2fSzji0TjS5SFhFQLWt5OLZPC+TADR9D86sk1c8VxZxIfzPvmdICjiiSNmFjwfEldMvbLAXCzopjtWPEsA9ckUoHTADoWSxoaWSuTKXuRTj8tBg2hHMVozQoc6qVU1Vu+uFqEHPPR00Hhop9c+xP89B3YYH4zRejBm6FbWghiGpRP6fFkXSOJBa3zAD4nD3W5k9s490tO2OabTKdk6OZFKpv+P2kdr7ovs2c+91mrlxzpHhZAE7acfqtvZG2Xv0Eiw/7kaDq+yv+b9+fRYjO7gAI6rxXaCT5e4/rO3Yfnz8JHAGFv8OprCpXBp3iS6HzGr4W/6jj6tEJaxABzvkBn7xzRjhZxko3o7wtQg1pqtePLOif9FGRi2Dxq26wNH1iKDfqsFjGL272cJRjItsV5sylRtzK5k243m60RSe+lDStPufsz8BQhOtMOPG07PXCAA5nM5a5+nnaOGeD7UhmnGrDfParJ0krDbWflxYEYCt+HNs6rr2krXB/hsVgM71p2RymRehI/YdFqmJmTxSELM8u0pIoE6x9SnxSGh74CQw3StTNElDoRa8Kj8espcaClnSqezUSOIjB+5Tx6StK5NjvXB9rbfDRL2SAMlRbyu1A8zA+BCd8CwKmifluwZDwzgASoNROmknzgQnaIjjKq+m3EJR0tdmyw3v7NaDneF5KMQ1gaOoe7deBiiNhlRJrRLhgn3LnsK2xTbtjeAX5/rMmXzsp+kEw06ubl0LejqX9hJ1oWikXCPdp6bRBcRfueBqsuDMGub+jR4C1vpU8D2YDPikCLxpaMbM7X7wGTNaJUhvp4Co6fePk+qrsNXv0fcUKMbUH314vOatL+f6y0OrPE+7ku+3H4RBLh46zmgPdsfvpJWg35fE1KpIdo5dimcPQ6KA1kRmLZKDfY7ONMqV9SfSA7Wnd0LBKFCMhtTxy7/JuAMxtzOZyqnpR1mMpvYWD6fkIXwmvx8OVV26edYu7UE/qXkiPhVVd+Ui1jkHv/gt9CUmA1tGAzysZbd0f+T8CYC6TRCF5AVnwGsMukYoj/pAOfJO5fCGSF4EVsuParuLqM2fCwooUGKatMaOtLlTOVZpmGOs0PaTd+zPDcZnBQflB2DZWuRnQKxGTm+xIoSxPwkzUL0dUDOx8uMsjop9SXX1OpZFl7SyInM/sXSfXF5OmA/gGxamnQoQgjiZx5WloPSc75/UWtwDxVFffyCaXE6wQjT1ew5g3OjOpdOP6v6fhVjoONwxgCau3DGJViq4rAml7bIVYSMvN5mxUNQHbR01gcg2j4z6hyby0BlXXGvnn319dqGVzoNsHVNOdAddmStS0xf9DRZn2RbL3x5Ph5pFC5imqwC5PhBli8Q79mM0vBCfRiPtpps5VFyLNYCNGDtTSzI9z8COcBePecUqBCvrbOootPVh6BFx5PV8LAsqWWHompuazkgzscVz4eUQP+xukIUWzkHOXI26nIN2u4sYm97ARp2Qh0ZMjT89d0Wi4x5u5kWy8XeKy1egqq3PmlubIQa+LIsFMJKHLppovAn5uES03Vn1r/Loa7xmEBrALJLVyhV0/Kh/U0lG6jQ6SPYx1oiI/Ki5PiaoRrnP2PExd28WqgUua50KIlK9TKMS1hGvu2OIdC5X2hw+sfjEu+v+f07BRcoNCZP+4IYm4bYfOY8W47hDfhb686ua3R6DYuCBB8/GR6/gktsr8/mvOw1/8xhXvW14Hd0Wgb9ATjDweux/JaL7Y3U6NfyqUmKD/wkWPb/+vSNMc7HwrG/keG/4tHB6ZDJ4lJlmOKXovDS1GmYTncAYgLL2pPKQ9LLVX++6WcrZxGOI81EEfNanx0oi3511jn2gw/tAHzsboGEqAQpeu5dGp0eqSfgXapIAa3ZjL6zTzZDbgqIcVS8xilFqKyF0hanArUs9s4dlIKVeu7Zbc+F2L0t2bICRbzNH9gUuvcwxeEN5N1k4sGPAbKdN0ltREG0NG7EhM+RtO198KOvmjM99OkwGDocpnKaTqKhZPbigQl8QmjatZmvohlxDEl4pFzcPK/+ow2kV/NRk9Br9V9VvzbE/ov7f1Pkpt5Rv78xPdaYiKQqgYS5hCiB7VrtkYP3NaV1hnaQ1OG+pUFFccTdCSorl9WdejxgTt85fZ8pTNIZtKmzOM8fapXE7/2nXrfzUupDo6ccsSU/9NKH+oz6fdvDx/zSahfdqz0SLPAmvSKSklGtnONspV363mVX1ZwjLyGkUsffI89+U3rUHWaGwSxWfVjoRnB7Tz8xeeRLrVH/XSj4OcBsCxVwyPvvR6ueux16e+t4fBuVsMcr6o8wfI/qsz+iB5Y6TsFQgJfsImPpM+AM0mpUDgJ48Qw9rjaDsesE11b6YSd6AwTRM1NdQJjosSqMioEy0jR8xhFingMiChDL9aq5mrKCR3HxgHvPJwZ0OxqxTx9N+NrmiBDzIPVUSMJF7h9tDlh07rP2XfUD2tmB4On/8wiwVL1d/cAWvGniLXLjo++QrpQeN6rxXNHMwdUKZMPcTzcUYEu6rG/eSsYgchxWcdMJT+gMs5jfP9DWYJv1hssPwy5EJfiKUjiQF8DlVkDuKsEuLt9J7wOxEfgkBTOASEqvMsMqrePS3GrdcCL5iwEtZPT86dLnNSalx2CKn9CQHtPqLP+eOQfQzzRS9gK+Ljk0Mo2rIYnS1VyCjVHPFcrWtPMUYM0OOnJQRLS3vUCjUulBgjOAH8vYTEBbIkzyvTm3dwmS0fUJRhIwl4Xlp9coXIPFSxHVXfiMgE4C7OCLNZ4BQUQGx8xIx6VC0woBpFE24L4yxsNKMr12eY8ReP+rnEHiS4nu8ortuA2DU7G6IeuYOerA+1hOythJMrL0fIIhPIMLa07p7dUKl6e4rgn4mAZtAlEN+VuXlU1VwqTXD+ZCIIFLHX867KfUwA/Bcuan5bVolCKOTBzG7v+QtNwYyyxW/oh73UHTNvghBoqs2305SFriaUyon5hYhbZN9zi02KskhL34Z7ESkglA9YN8T8P5FaMKQ1Eh6MpKc+bY3eJV0IWzTX3CF3pBZJz7k+NzVEMdDbupu0tSLH28581E5UXn5YySAbjZPIrylp9d82umNlijs3Duj+GUw1+FWFylMfmgGvA5yQ1THuMEbYnDv3Hq9RdVclS9n07UK+vx3Kagriklzv/G7wuTa65ystCBdg4gnXNmt5cCzNR5l/Xvr6747RivdeSggR8cWf1FF7XplGC8Kb0C2uz4VL+ntG+jowVLai0bqOSTnMWOkW/ok3QxIpis07KBMslCfC3TRyqV0m5O0C4eKaijpo0jCZjx5XDhobcuIMLKmyP5BBbs5UcDChvJMY3tqk3cwmqyWYFzCo22l4cpi7LtkbmJIDopPbAdI5jdn0ghQdACVD+ZpZcdsIz4zUhirjRua0N9pomdgEquh63DmIkMgL/ppszP6pqyY6VM4i2N6LewD8li5XFxO49hnNjAMZDewopjNz/b0r0I6bDd5VrkDGYBWd9e2LUVaIZN7kY+l4tOYmY26N6einGS00sYSTR8G0H8VXWWJ/a/itR8gSgVc7QqR0IsNMvlPeQ3trSJ8eiQPmiTaNy/O0aHQFruRgGZIXCizf1v4+z0uDvnZfzSwBw1sUwPHHkVjt4iEBNdJqw15k2K9OgjECVsV/F0RDz6TmsvmLD+CGpXBvg5W6aYx+SE+kP2M0KFga9CqMjSAcmdoWhy8OF8R1xNsVq/QxA+YLc5Yzccci5p1AjSkfT7PNz1jQ6K5NUACkVoZEnXjMWFExQ4sZoLH/gliVKKGHRlw2Dd68qWhL0CyZvrH7EV6kaYII0vrCFKnMUWWLaI7tWozqsx7HGNcp2nvuo4zCHtrdkyNHXdiJQ9OYN/xkxKw9thjKTV+QlTiV0rwtj7OtxdrK1FqWj3TE1aoNB8lG/c7zvVobv3IAWv6th1RfAdGHvLSs9feLExl7dUldVM8X0KSOkimAmxuBbJEwr9jS4gWOYe/zRtlE8vqXZxoF17+ciiwcIkCgTLDwUywYrJlRr0jfN735FUaPZtGwKrzgYYQAclIs4qvg/VFVrRWnUVHA7HkAueI+lDqdn4h4kDn2i16m02nkGsdwPpFMSwvZKeI5Ebdm9juhoHJTOftOH8aODa8V9MLKNuTJS1kvjIfo/oqyajpja1yzPn5gQE/le8+pfD3cg4J5I/aNiaMPwEDoY4FmS4zn9B4vLWlB3jj4FhGW3ZVQNCjWxkiHoeeSvAuDKuaLs9Wkn7zB5h4H+96bb/qDwlwV56j7f6Y9wLRR8A7x5Ud90tkmoIEKc+Ek/1RhQaCJofBSbcWGXANvA3dvS4tLrDTNceZDeEWFMMYtfO4WcbeNWoORI++gja+/qVQtyjmVGsKMWTWRSog5xqkITO2dkVJZrBXpldF8V/ERR1z9eW1UCVLc+Qroypu/xqMA4hsmA8dHULqwtLq4JtbYU2NiFqczFyn3M5UKMWlFg8ra6w8xXZPFj70gMkDWdMjHp8unEn1B7HVQPLK7KdATH7Zk8usQG+uJ1U8F8pu8dW36JsxvQ/343mZdJPV+zqzdO0bRdvNK+KgjQ82Qsf5880nvG1uw8sxKSqBKuzJ3HNrsj+Z5cfagNvPcjURfssHSaaeGAKKlHJexPodJaD4tZy+FQN04VBjXNXwUf9zUd8ZQecKtjnFH2/7FaIxbOpDtXY7ZsFA3Ik+EGfBPx4Yv1meEsEyUU+IcnS7bxtmQRZH7LGX+JrwXU2//3J9wZ6cGjG9byP9sj6gBKQSB6nNixf+vfX2rPVGJlRvDXp7Fd/EL6fO1Jv6K21gTOyjVN0HYv8CyT7sbdVuqagN+IMallfw2vNqVci7V0nbvgjPG2gGrhjygXEcR5xRcjt0az/N/TeRqoxyN+5wjIjv+KhV545VJBaNbGRldimeLboE9Tgpqoqqkw/fKuYwa24M3lFyGFEng19HKQAAsPvIgqDjm6QAQJE2eil21UTguANki+cljZmlgLuwqsyl4AEtPHeeH9GympY3CiQgaZXomOMlcF5OjwWcm1vJwG1TiHRzUIMStM9qLKBo7LM0PrdXwA18bmZzqEEFA2gLarwklu4w3rErXv06kRjwasenX/tNEiNdxf4nMRVXG7ody3r3Pieq/wKvQy6Tq+jtOTo+hHTcc4rY+E1PAKDsbGkPFkTr9B9s7NvgY4EWnJ25wwepBQ7CqQU1El77tT7GI1L9dhDH5ofm5y49hAMME1cxfb5h3Biuj2CZOSKwhFs+zQosPG+oN6HtI+NNUR48V4+c9kboaxMAXpKnjqRfYP+qSG3pxbrhPmDmsI1KGsvDj04GYWoYeSSAHn17R0/Qaf9FDPzr34CYZulAuahqqDL9X42tiXd5f+HtGaGXDJM4BnC3jnffsYOjqHbyKKDWJUPZtj7WLocSP06go87RDtdMT001So1z7xlg+vlO4Vuap5pY8h25nd6UemZLA2ttbvMO+hjbwMZzOnAjfHnfTIkdSaGIno7JVuZnc3zYBdST6dT7MIOIo4DzU7sE9spKi2Jc7wACipw91SvhJmY0PypHZfIw+tjn8My0D0BoKIKYt+bm6/UkcEdZ4swt10zPoU+7lNMdvWpaL86S59V55NXj3vd8Vh8tFdJ/oygfu0/whFr1P11ZNSdOTSEJC7vnXIAL61nMguqXvDtnJnDJZXRp7tmD79djYhVsJWTzduvbOhSEouwDHHwvMlif49Q5164/EEtU0euV2PElM1c2f6bA4dvrcKwHdxyDIumBt9gGBtoDgeiqQvaQ81dVLiTdLTKH79FdJ8GgECLIb+AGXWmscMy4KLEQzwuqev/H2BlPjM8I2F/WOqLS0x/UhQL5CtmktXLNMa/nJhUlCWrfhwnthpzC9kxd2L0r9heZrkiO1/kqTR1vZdziR/DzrhuPbxq0dgzGKMpqjNM2kH2MPzcJ4HX2pDh+aSDpVfxT99ZP9GqqgcAIuXVB3t0F5EyxRR2BCXyVo6hLT8C7Qe9OUL8rCnQb64ZqhiC6b3Xl4n+RsUN1zfOFd3OVjIR+Gpp8D1eGQ1gk8hIzuM1bpo/sZFUds1H4zN4ewrXR4JdsZIIKIyI+bu7sCxPxAS7teLrCvvM4Z0Gjtx7lxDA/mC2gDk2QMp/ocYWxoouJpXFti/IouA7a/d7GE9KAUYuxR0J9OYGDoCy9oIn3Nj5gXkeui3bRldbpe//H9Ntfr+jPbpNeNxK4w2OSaFqPTLnSCZwelaS1WXBQNmE9nnXHWhzmDdXq45rzKmxEQVQrzsN+9ZA0s30NyLURdUoyoVuPsFdG+FVHiQIVWcqGI52j8d1jsxmo4LmsmPAzdQ7m6xx/pIu0cleCuqjHTngz8q056KOID5ZGaPlk1YrpWNClVUvQfp7zYO/jS2tkrbdctbEOXv7SSCYxyGGxTTB5FWm++Vtuz4BfAJ459Y8Afg6Ni4CMLRFER2QGaoWGUufczKJBTrjQbdNU21ttBET034J/JVE5j0xnO6hjgunt9KAgxkL1h1hBfbCZ+SYxw6aWbaCqWpqswHuZecyXDY8dlcAOLB3VpL6bOWT8bVjHryN3qzzq3xO6IN7D3IhUJ/1yQcOsF3cbR7qNGbDIZEs+B+K8UNXRJ4thg/FUCPENeFwUdVeNiJYq+L/1U1sXMRfBxjdlAKqaLfF0oYDUBhnlVwqYVDLi/3jUd8eowTyYeX0cZXmj/MWXCS5EXBKJjxnuX03fCEo8GkUoBHpvJLjk6uP918xST1DokzJMTeJJQMVMmhQZexn7lkS1lh//BYgv9hdQSZXDxGPiaLj0EFyBiNNRSIJ1j2F92U1Wu0mLyT0eZqhQem5g6DZb5K0gdLxFxqopnUCDoARRQcvWaVPcQinacgq1KYdYzzFsUs2u75N1TnYrvayiRHHQ/OT6llMT9Kv9QJfCJEwhTnB9kNxSOMXZvRotdlTaUlCetAG5zmq4jSS7+P2VaHZTZUd6kPnhC48NNMQQUBYMs+5Et/oAn+g7WBrLTrm/YhOtHb8vkJzN+22NBZLtIGpmDi32D4lMXVrYnMA1jOH9RRFa37sReUzCNQtOKIGaCbSUhtpohhJds7aAVqVmic4HJF1yaFB1G3sQL2TaJuTqPlXgLqEevEvPJ8ya/152C/XKGZTQ+kNqleSlJjDjwXVnoBMujC+ZIZ1+mTj6tepB2On/2FPpazf9Hs6B4ziwsQpTHFPKg0RTLvnMkHRUN/MibP+XHbYft1k4eVEHlKUGmqsJ6MipqMofC1YyAdEftgXMniWOCCBJAgI++z7QNQeHB63lEFEHNl3NVkaRxKHmdL/sdGyXm0zV2jQAcEqeGraviXOM4FGIMalSz6UpRIoex44IyrstNjichSF876pJzhQxh6YODGxAmi8vSJMbOr3n3QiRt/RYmpLAab1jCPqTzi98DUxfm3h1h3AXWR/bs9xoCmKf6MWCmtDm26ZcD+50Q34rFDuvClmUmgdG9sDCS3Px86+zZRgf9Bd2xjjg/wW/mb5MT/qy8057mbGN+1ISQ2CVs4TEUuR62nm6oejSB+ic4BKy07T43L1nl2wPSn1SqlEs/Xpe7ZPGgbo3e7fvsuMcRuw+Bb2OIbeXM9ZyaM39SX3LD8Cg1NZ4vWy+8zY8jUetHlDzZL9kLy2Jw+qAZK3cMvY9nESsOcDnmSDSgmihjGoNeOgdJzxN0OavWnjpGz1k6yh6W4Q8NppmeOr2xAOyx+4eLAPiLMpuBl7CuwC0EEFq4lrStaaiOdhtc5VRLinXlWRp934kLfL4GAV/UH3Grxz7JeDGSt259hdTBBRlnGbKK6UJuy9+D61Bfqzkh3dleV0dQ5u73LusxgzUrv2Y4K1tgqXAVhL+pQDOYwvT9ZurFRWfA3IPKt7Gmnwx3hp4OwjJewSNmQhlUTfDKfbBbPen2+Z1KPUK/nQlNHG9DjR+9aHrr0c6LJZuxrmjzSZqgDKJK0Z515ht/le18KU6Orw0SBThYNqe3vtWa7v95PTww/lwmakONCHI+q22/ECiwpiAY+JM1ry58vmV3l58T5Ougfhft0eTml1j4WaxbxfTceAUo0bgC8wTMkmYe8HNUQRhqnJcakQYxWCCE1stvNKkZ682g6d6PqhjoA3yJyzmcSwJKdLSS8vwdMmFvdpaWL8uoqon8GKtwcfAamgsEZ5aoUNVfTkoM1smpayctrIY/TAkz6+KmGVLL5yGTVK+1dE1sdYktfNNJpiHL+hbOTna6P3VE/eAMLB7Oxq2C1uUY9xcIx1PROM9wp08mgj3AYwNUC2tomSrpcpEroGvi0xrXeuFo1XCJkQTlACcBkyjcHz8MvKC7UZeAcCxNMLDRvZsrR+Y7l5Al/es3Gjfj4adqkViwk2mNddveken2geRxfomn5YfTthoRAQSMvya1yWSnfrMCJDfVuMgLnghu3d6RfPTgOOYu5MycVN2YUUTyrpBa+wsIFaFy4qG3juTZSDBV4I77W3Chf+w9HJEN66aEbNm040Zz2mlWGLmutYXvXnYOO7V2rfFbPkWA+sS4CGEu4+FUIaloiPVQg+SVyu8USjj6E6HeH67g8aa0Bm7YQyx5KeMHVJ3DLrC9gHoB16Mb21sHpRMn4DE0+OyTdOUbCMwa3FSV7khlfGnkK3+4gKDABQFOK7WDvyvDrZZ6cxZyRqBkdPB91JQ4cJInCC5BYR4LKxQVvj2jJ8U7/PZuBk+pFvZfRnYKBb9VlbbYb++UZzMgVMtc4T3KE7bGhFWKWDXV1ovraML8S+qfc/mec37q7XJQJmL/kN+/jQ8ykQ8esXokPLaRYVzXgB8RWdKik/5Ia5PpV1gN20Q0H+ZGIr1mfQu78JMKyOfuX0ZTXOB4uM+lTyjpcaysdo5BeYxaSuQpZUJg1sLBZFRLb7xOBcZvT4ngEH4TY+HP8wM2zjl7SF+YJ3YmTHf48PSbK4Iw/0HolpFhsYyphvkg4cbC8OyJTeN0pCryA1SOqAfibz+s2pMluKYPytVpyznQ9EJRgEch9V7UJz84HEbbrVG/gTkz+zBNupm1+lvFcOABaGALWyC1Ac3EpflP9EBepqdhINc8JOHQywSxGzF5sMzZ0hqdcmL4CG8UP2hXKtfw3DqalzCFtEGpecfaVostMimCYPArqpWNJacDfIGuLWvqLvEbHwO4LUjW+IwUztrcCHiI/n1JRxGQ4ES+BD4NoZ+0qWZSenKuSpBDNajwXHJMlU4RQAwX29i6SBM2cZvM2U8hZcIKWvdhoJ2l6yZLX83hrBQwmSnwkeNPX5mjljRI6XKLb1QMmAy9jTkd48ppxbdlsKP4zm48kJMbjOma4apDOUAxNog9HtBzOHIuOOfDkS4DULOSLbihpXRwVPB+8yqRCSuC/NO+3Bdzzc3zPDMTPRa2GwAWwBQkamogh8Z239fHVlBK91x2JAGy+Nwr62I+2rzzE2z/JptNFBV/NKwbnUOhzbCZx3D1auxgq7tyL2RVI3DLk4GOlyMqKJBDWN2f3e4UGZm+W4wM6cpUIm6Fl6gQEzJsPYY9AIFXgJbxzeMQp0W4gdJzUoJf4bkC7re242dwDC0QRTwaKQo1i9Llg92MdNlIS7m11MwH7cAY0AlBFrUhfdGR+BJRh/LRkFMNb/8hHX3aDup2QOT9JcstQjeZH42eVnVE0qc7iVWDV05kJjxJW1NRXfAjg5o/xowMv30vgw8KQmmGN8lgao8zQCLyV5LTuWNvRx0deJw4o1KrxlY44XQhq4mbB3t1vgiq4gG6tWyrg+9A6ndV2AFVX+VQsszhIeJYrrMKW5UEA8g666KnV+rLAa7AmSSQ/ToBZCpNHHr5Ssqwlarm17h6NQ0Dp86t5Wz5szw/SInIEUxkoctA1EQyDqBjySS+ioEoq8GRZoRAY9ku0gJBxthodv0RAE3L7RMwWEckDHiOLiXQDwfaOryW1woIfyo+4SIm4Pjarl6sfE/CSbreKFBebGrIoRkPwcC7PXn6Z6XPIBarQsSh7OE5ta0gsNLb24g+aBgsB4B4GGERORS7OfjRNCoPi44boEkPE33KzUl7soOgXEC45Oy6unp+V8Tz04XgDHAKLBrcuOF4th4RrqMS5BN/KAC3G2NAbrnaPH8xSQnPQANguwVI2/BbBTZQPTj9aWx6+PGh3ir4pJiUMnD5QbRbJfw4jEvjd8qhAFe3S7BTilF4Cfv4/32C2agv2AYqgwDg1Kb9tI6kCKuXB0dfIU9BdpGd+cCtuu6F7IKKuEPlqyKLu2S5KpnJOb2Ceethng65eheyLbgFQJP7g+19KKW0+jazBSCrgI7y48BV2j9G7DtCrXkrVxkYMzQRSN7VYsADJUcjOSjeW6YXSbRYayDEDIDwXoJJXrO70FtU/h84xeX/BdL38Bg54FYTO64GCHz1mlcHjlq4Ijci94EcIuXYLnXn0UQKzTrU3+euy55yykFwSSMur2C+Qj3X0Iu6RkHqNNLa9TgOnFNCwZ2AlCoBQfy47HKTkfXwUGmJbpJTGGFQjeT5Iy/iSMyD/oj1himoidppXr7BWhrR+P69XSk28fWTyRxRHK2Na/ILs4ubxoOq9k0EGjIKHfogmFYI+VYUEtjwDViG5+C6o2VIBgAIoP4muuUnyi4EJostLB4zY43yP+Ut6YhDS0WvSxdIP+pQlVADAhkB26CM7aDFR0JEKNQAftbQfqteh9P+58oxvbL61jvYOtGuOx3yP6Fr7wxXNx4W3nZI953/ccB3loK4aDJwUao+oiCczQCu9Ej5pOaI6eqvPYzXT4uHwpV/OcqRyQpCHtN/LNAkYuu+i05wIAsKB7kj1Ldjz4Xherwsr6ioRb/sLwA3vBHQuxRof8h01e3UIOCiKkjZrpo9jplgP/LFAeulzzDE/ZBK+iod2awjuEaoEeVz+CAJsOi1VovDRzCxLZmKd4KIqGOYtJRtNhEHjJJV91OAkH73JJjG1X+nMmebx30NwKfiJYeQavuiYgWWRyi1l8RAON/SETQPA0DrQMKPwFFKEveoSDEatHfcx7XET75qNY7deHUlj1YFF/HhkE8hq7iSQT2ktWHk7Vtu3sKy0kx12p0ep9rgtpNFN6BewYLSA3XRBCPpMRGhSG8fQ2GyFyJxorxWAOxDxBNUgvgwOnnfyXfPZPpzZrbhSJBqlBGpc/JfnQ4hGnkZYG1hsm+Ti7Z+E2KSpdG8ciJqtmRNrEkeMly8grTOGNPnXPVx37Wmssp8Zj4tFSOQs6RNwKtcVwmkbHHRU4fnC0r/FiUsooKp4zZuC73mbpjiM0SlG6eBSWP1jwH5OHXDx2KlbwKone/d84vZpmPXSnA3WGejH+OUpvIluTc7sadAyJe9EjumUY0t27ymZ21A4yAZYyv5yg2bA3oxwtpeeUNkTdBxx2/UqCB5un6UPuCAkwKLLiF9iwIimro10BlX+o056B2DIWMdXcyj7hLCT7E53cJ/4eh6UbOP8evwyhcvqe9AAWcju35NWIVBVKyoz8EV7OLn+sitADAT0sTupWjQ3ucDgEDgBrvGw/ybVp9LUxn9RlF0LWJxWussxnlIYLQ2vXTh+KyJBETo3bVaid0stoOCdAnEl9fhyXsJny9qVvxfAyMVopRqaa7Hzn59Lo9Y/vdrM/7G/I/WUgEEYBtJRmOiYybFiY+/Mzgx5RP/MPKzWZ/C6lTxroK6zxAsrcMBG5BRxdqYWM/SnInZn+0Fq/PHhPoFY9hO9s3Db6TeehVohvv4AqxUnjaSkqlCRIsywBCJRjk+sAzlPAwylsNpZoAoo9XzRVOTWp8kbp/cAOp94VnfJManufmi5QaGS2GTP0IQM841t1hhqL2WheKg5JWVYuIBok2rj/FtVz/7T84PoykWZOGrtLzRLE/FrHXxK+QZfyFEUnYVsNNImcuFClqWDyu6CmWUhkAtQ9y4IGN3/ojLVa8E111whXgyJZCSyqkTT/cB3mC14mYo4uvZdVwbQCoVfuGZC6C4BbuZgSObLZYEd0dCYruXzbxKVIIkvD3jn0SGCaC23GZshPHhOM82R9BsnpnIXLWWRPou0Wd1uX/eiLSUMvcb6oPMU4LSfhNymSokQT0yLCRBF/UwO0Pl1EvUhpcV3I15NXP6neifXWc/V1uNnZBfVPnyG1VkqMeJuwqbc90PuHoyKu2018dgEGZmi+TEyGfy1FUTi5gLAqY6KWC7VTIe/wjIItI0mKsMI5Npp1eYBfsKhHf6UXox1rAGXJZX+Z/JWrk7hZM+u3N7TJpu6eTnOD8CF4FrfaVXodSOfIsyEF132Ci26TjvBZfNpA/z0Btrae51nIyZ6azOS473ymRuuiM9S0ATw5d/Y9hCbXnYJmZLhYUylR+lE22/7w+de32HL5LrHrTQ7a0KfFxnTFTqTYlr5S076j/nrrb6SVRfrLYkLd9D5kbUtVc1rUC2aQWbXMSYRsuaQMS6MPV5eFDOe5Igpu5wx91fMn+GMSBWrp2XIvMCoyXy1BIX/aKbJ8ABeFwSgn5NK6qyZ/VpImsQOvazvpNrx3ygrz+Xsu7NrOXL3R06WXLIImc+2S+9RU87D1HiBrrW7p0/3znU6sL6qqfHFWf+3p60vMa2jiEgQCbRejy6TweO4zLRbaYev4hVzVqBSGi0HtBZqZI6vSR7EeuMwjoc78VJfZQGJ3WPI6rRyhPSoC1eW5gEb1/die5aZkzeMImgJg1gDbxBvWgclP6ShOVvQ1aCxIDwFZmLONYsnMO3MANbkFcnvOIsCSCly1NdW31660Bszdkd02dIZMbHReT1s0qLNInHZIMkoWfBALNFjWk3cASipXLUxmaTRRThE+QsHqe655zSvgaMyhAlb0cDZygXC534WwtBoezFxnVsfY+adY0gw16J/MF3vNFE18wRiwUKu9M/+W1oHDY2pUrDK/K+0KYVRmtAZGHpU4IdX8p4i55jdPZlfnKb7xsx1r5RIoYLDm2NRAAW3BKiW5rNSaOdv/9PRSnh2XI/J32MLpqSDNgOQNVznoW9QHgjChyZl2H16af1FnmanuXDc5tCzH6Upnn/PW8O/W06ztB3cLnMCneZ+Tu7WJmczcAbz61B5RnbCye27fFikNsqIUSHESOClxlWlwfuZYnIoN3QbtOk3pKeKXnqG+klkA94anopvf0TqFtFsJivAksa7aaI9Fa9CU+DUGhrUdSO8r5hZORHjS8OQxuSwc7YcC7KFA9H/J8oyHtI+RZxM0QKQj2s0Hfr8lSDtnCYQvJ37w2BHNp40zG7BLQ5b2e1UiOGBrhfQZ0SLqFyinot4P60Pp4eAsxUbeHLAqdWAjq07mbx7TnirkdKaMZhpsJCxzg+miRGPNpYMewFFJcJEH2e7FpBZE8xqnGYcekdE3ePnjBTK+E+Zpnu1LxXNR/JPL+7XaXauRaZYYIyYhvi9lB05Qkrg2xfFxlVNdzzpkMPy0PvAyPfSm8l+oCVZVYGg+PSEmfzuRzfiR80uemXcOikEgDT63/6fno0EfBE1pCRnJTkHHXYPLaT58ruaiAuT47MwocdGybKbWW1gG5bYcD3UcVxo4JQWez0rfxaf0mLo0HEb+Olyn8l5atxYo1ooIqfGF+FrRA95zuBCrF0ZT5G0VPF26AVVb2ldh3WBSYp+GgDoyVg+PZDAmbAMBfugTG40Rnk7opnsfvU5AorT7lsRjn/glbj9YQKq9DqxggJYtlMQeKs8jKtst5tjCZHFYtDmIpCBVoNRtDvKP/wHWNwFaRcfWNUJ8C3UlNMJBgGepHH/1GwtmjfIFxeCCRvaqG67Ixv5gQsyZjAO7bonZV2NScnnX6tZv7wJgSxpNIr/apKmvwMSvZ6kkKh6iHzvCdOc356P6B+bas3NeLbQ4ec9GxyRJ1uH1lVpYcOSL6VZykyLaF/jG5rRpSKPnwfqrERQkypL0Hz/Vp6c8DjPjfR+JZ/byQRlH7eV6b9ElJHOVxc7HOHVcWV3F9wUE5D5USIhx3soyz8gzdtqpT8Ir3b1wzdKcyFpWok3pViKW8DeOLjYt6K9/EERvgiHVA1dkpWOw49gAdhmVCb35SP0URVxqHrrdnu8S8mo8lGUPzfOp0FzvTrTX0KjZNFnC7gjLRS1dS6Pg1ph7dN9ygxLp464/K/9WBeB0XThfb1APJufSFgcdteCS5iZYc0GWloIjiXcaCvNKyABSqS+RQ4iUnfx00CQ/tN6f/Q9S/IYpPJtH1U+BERIsPW2IfNKG7LH5rpufPL1/Zjs3JGfcF5NZhFzxr+IsDnRqlPu7FLv7flc7shzb8fH9vc5U5nZo8OyfKULxAaKl+6MoxY0rwc26oakXiO6eRgPLo56LOe8OF5OyBAKuJXM+g84qGEfq0WXqPboyVAGhKqse0FjbepCjDMG0hMHqXJ41gj1miZQ51E+tw+SmjvBMBON3ajjftY49jVnBKBfnjLh8KJbDCnHVrTAg22YNN3DGW/yX6tX7kTgv6DeoPJgRwpVS2WCl4qUKwtNvbEsKR3fZOQphOa/fdwj3r4hWy43i2sHxDSGgajGyeXYyNlIktrpePQa9jLjP3fZJ0+R+NAMM8UuGVEkLMATZCMf9AvYJ9FexLzBQUIkF+YJbSzo1WzAKuxw7LTuRdzSYI5PvxW7lURn5PN3EVRzpU8JkCq41ApYhXqGbDxtsgn9LEzXKVygDg6l4HrDFVVqta00CMfvwJt4rLaAw8T2XU58sII4auL2C0VkrZFJpIOlbOnPZRYYLyV6QaCJMv2ud3Pxl7L0+qgchDPM94QKnAxjSfXdNr8mv2sU6HhiFdWcpAgmapRmL6Ln5KYokxEmrw6kwoY0mc8aL0QKFYlFQxJHbJmGaPujsjPytVSar6JbfVO1a4H/lgLgiNVmWBpoeUMf7bp3r1gleCfIBmt2yd12zqHFPm1Uw8ObdHv5ROlmmDRfyK5rSUj575NYm4P3pSbLEeffIKTTuIGiDJ8myWxjhJL/gWyOXeh9KN371ntIE4tfKz9KQi26RwKf/YhIMChIcc4pIXG8lEh+qmbM7yeKJqorOMOrhWWsu06X93TGjiXRurkNCqmXY7WtI5dmF2MspV7xMglqZWbAwOfBieL/IiIplXJjnHaT6vR7SK8SD9cA5NoXm582axIn61YHnwVq6LHQTxMl5X9+zQKrVeYOhzUMKQ1EU00KeUV8bCbnvCH3ga+3pPiRITQM6aNgxBFISgGCG9DqAbpXkQ/MWQbnlLsBK1VTd1MtAjajcSEE0pneSnnf0FAiCvswBlNCGbEc7KDwABs60o5QlxjxVKJMSl/9BG49vSVww53ER2b8deTwQ9BSJoLXeeXimG/gp/v6xREfnhw3GAnvcUORupA0o4hIgHUQn+xMAUR7jX70xf8RqpYhk3RWdZ1OR0fXfqIdwelnG1Nnwu7f2LeFOt38qGhY/y3Owp44JO48HoGVuFsZ5WlkUS2yUnMkrHYcCLouiarVXx7rFKr5W2s0JDG+LnjJVDW0t52cJznlwVibJlQkbJynRtOSLbJO6FlwbO3eLPNICFVo4ZSzqOlYqNDT8xmCZySTTfSV0L50mgEnN5+uvBlPofT5OuEeKTbgFnLtheDZKWjt5SoNpn1cfuMlW1eL8vFoh7vE47eYUrq6zzIQN2XvAeg4ahbVa3d5F/zyd/z7RBwuU5xEkA47kkRAGUYFsP5tfGhcIXrOAmjKJziJNZnNuGLUMyZmNIBWcs2x4PFMSBG7nYTvK4xDATVS4UnI/Gi3RCE3baF9xonF/djzAYnqbhvqloslzgZaKcmrjefNqfaij/TcgpZ2ahVbeiXgDfKCot9ZGUsyNW0quwdrUIJIulN+57n+Q/jZf24EDWyAEfckWKyhWIFXnjOEH96BxauA2FIfuR8T2I80M1gLepZN6TvXbwKzOdeSOVWWqGTdbPDqICY1YMLeLmWi4CP394Zpsuqzt7B+QB+OqynAWPvJmNtIAnyGRCWEcy7fdG5bR02ZDtd0Tc9mSHIDK26JJ1in/8417lkx8PGSe6MdPQln6ZITc/IeViyEnA1xVtfli3DEd5QBwCI7DRQJOPgxnWtxwp2LkY83IiOysV/GsuG1cRD1fuLs9AGjaayHWdYMLyztUozDIm3lX3LGc01h/XPgK40QR1ZRNf6guWNBqxGWU2VOYBPodYlT4V7ZQt+OVM0g5MccYJ7e3x152ScMuxvLQwRptpfrwmJbk9+2IqXghOkkYZ8WKrn14yaF7lyWIXepCZI9rtQmQyDbjRlk7UvP2nnuEN0HoM7+FZLkyMbXWhh3he3Vt/mx98bYhH7tlI2l/MJny6zaWg/wFz5mKgbm4rADdOzWZz0gBJcO6IpoezRMqpqzuS8rBMjSl2GbTFH2edXuMWy5xqMgL9rJ3xRufXfC6v3xkKCWRIlFy6Y7UKVVBWwoECIo9pgu7tLWslUYrW3FyM7P5uXIEHxXblMMG7HFMJBMxotHEzmWQ8+kScm8OJ5DsxjGL7YpUCdsDtLzaENVS1qeMoDIsenimYNUroozDJ5446tiEHGx5nmA6Od6y07ODBt/ikrhfQqk+jdq/wIDZFhNWC0bxyKGe0+q5wdPIMY6ylDf5ZKyQ9wEnAoXe07UrG3hJlwnqpQM58pk5vhqMYgXoUm0Okb/6lQwfd3LfL0V+s5GmZkp173kkob6PM7Jhlgbcq3jN4VuwjqIXxcZ+WV6UTj2DsnkunEudm4d7pHNfRM7+UZd3G+9zZDTYpybzhelctbTwGyEMMf8n2990u8GOVSWqo2kuQ06obf1HyikiZKYji4Bv6TYnKFHrJM1/CQGfpXDAev3/CiaM5HqEYmbbEs/Pjy0iyCbYhVhnjfUuRnNUW1tcARw+Pk52PSTjg927LW+q2ZbRR2myLNP7TRziOhfqDvc5miEEIHBf5C/VDhxy0qXD+Y29/6Mxl5jLzWBk/dm0LOALgSwveOY63SG3Q4fg5q6/WPHF7Iiyyqhe8ViBf3t4rzj2bRaUeNJBQt+ug+oHf5M7z+4TysH9+olnSZ8cHhxXiHV9V/AQZCLKFiRsQq8WOScyBj8hcu6xiweynI+XVme0knyn9U4Ph1RdaFLP/xuuSMsz0xvaGcyXGXVlcG54vJn83rFkVQSympH8jfdxg8p67D0f8cMrjS/RA1q4WDz1WSsBZvSgnchmWozH95rJmDBFUOF5p029W8ZVeD6tPb+ZxrW7YSaNVu3mrKcUVIGOnTsNl8WE3o+4Gsof+FPhbtapcVpLTyfpcmIt6zg2vn7lwxeeE3c1SeZWHg3XeCx3FXudwrWQDFapgfXbHBOlJ9qoSry5Hmr2nYb3u8750/TIbmTKW3w6+rjoOQSotIcHHbMLRi9JYvqZ2qEWV+kSeifzNdF4HTiM0z30ummE+OdoqrChAi5MSRJcrUhBclCXVnElDenL9ltosm8VPJa27ypS/RUoFbKKXmXLPONrSmb6bXN7Oqa5adol51n8mmPEqbdYd3GZXPJpru7Q7YLj6UbpiqpVQ1yg3IsN3pcnXvrOHB0FDeZgPC99tWK16YNxur++uKpTC1jdrMc2qIGjkd1P7TuyGAP19EDqPRFisYNa6O8kkVqVikZ0Jyu6yPZElytSDkKi+gFH4x9UjAB22O+/uH1oRWpUYXt9BkLl/XNLYEiiMp0YCVCl+8kmk3qznARyHGm48WtmzkUSJnq/7TQMLRne7cqxBDzWGrjyQV3plXnVbmDK/4n7AOu2U+uiFZlEHuvCU4JokNCTyVUMhfzNh5R360ierSNdhWDDwJs0Xf7/hPpy8gp21yfDqJfsf5baDezWMHznKCoFMCQDeinALOHZiJgpKbUnrqr8W75mmAFdBo2ot6J45ZCAmV4+Ym/5kIVQ+4oIaojckH+9Du1YXs2w9sISvQkM7kNjUJx2JmbDl8o15A0aXhSghTaLZNDadEV0fNI85XwpGEmOR588nHW5RAo+eCu2S+MndwCCpGxS8IreE7lLqWaR+Q4F0pfeGCmf38XAVJoC9bnvEPgi37gRE5oQn1ivC5teggGuBzduqGRZkkvm4JvDZvjV5kjbPI8Uqo2g6sfrCscyxMCCTQPR3YUE0OwMOJNhNDqUJOLHoPXAzM4OBgyNRjlsCU9UZkePZWO6mNu+lHWhwQKAFTIbBWTF7/nNAuQpd0AKyc8fJALDEvl53hIMQ1YyUMbherBpdH+sK74hxcz8+4YgbFcTzUIML8OVXrRnoI3eTHj9HxOjSIn7h19DjhhRsldfMUyC9lkMr/4XjSgutU5L+aVJ/F5tJoxT3cUMqTtftmWIhguSw+Kwgpl90kGAjpzE2dj7ESDsVazEYshRJRqbwTptn1qaatjLD/8vXA4qHPiRAYiQkKM5n6HdAaon97NmRZIT01DtOMj13H/bKtZI5kjqkCRXcjz29Lu6C3z/TPcqJpaUpU9xjAdhIRwGVOD2z5JVZkmADb2ygFVakXwFhPSCyY/RldtWV5LZwuPj1jwcQheGXDK4AQjrJtH8hHEP0+1vGpKvAkV0fLJeAr2uIz5cBhoKVWzi7lIYAV8KGADWMzA4gs0uVoe3Atn0S6O4UkBRlozjV9/aU7gw2MYcWFpBfKxazMsfAxHP1Vg3EjvtQ+3x42IazrswOXwMUo92QYgOptZY001uUiTLxq7FTXUkfqEX8A1Pq6r494r+5Gd41KGaF1onT8iZFwpHTvNWPREbC3Z+a6dk5QUM0N0JZKEOdn5sNHNn1jyiPRdV/WJxwR1fev1G4rnMaY3LiVAJPKrEhaBUd6iyzgBntM1DMvIx0IY8aOU6eLrcU1PylceDHVSPeEydmna+57p6dX06o26aY/dnPmj6ujiUHtAl8A0EZXEPxwLgb7hCOVidR/FrSJGUYhiOiAxoxZCdInWeRk8NobqtVolKoj9FMLPX/1V7a8pUUh6YxFgbDjlLqckWIWXaKG5UgHeyoQ8H1B8SMpY2+NyKe//35XW7AWPqmqy+n+TyXtPNXRoNh/yFj4BIg0oZ03mI1I58aHjGUiM1sQLX6qb32aliB/wnoSAkzVFqFpFxCYVGQ7pPQw5hCEjQFB92Gb3cEujywABGcA4MHqoT/tAPv3sDkNdEwhMd4UEh0pkFtB8Pbw017nNMqWUYnfKoKHiIijY5iCxNTZO9prFrbu6bgnoBGjlgDpzAZiLoI/RLVORLRqGFIHPmWq14zafQfieHnc578Rxh7vlvecXD4EUF30709j0WlBBpyhVYBSMb3omzviZxJoX2snkHl5FIAKQm85P4ZY1D/vLgjar3jdCvFJlNpod0mU39m5QPWR0ZJxgIaHQtaGIMmXH6cLPsVg3i3Ow7OCxRLsxKLr2iGQr4wYKrBrFiMv6BvkYAKfiE7jmTK9NwjhwtE+rXjXSpZPhUCHh6ktHj8JH/FuPWfmVi9ggTNEDQ9v9z4Y0xxamW32sGEA6cmfdd9UFzQtdVhrSNHzwlKElTkRCYHKQOOc23pbGnc6mzZnU5hrzJ8UeWtESPoN4+fEdjhstQtRPpZulrXIW1RnlY2doRzrG5Yu4CBrHusWw/0PJbYeGglThz72dQre6I2fzFyR6h2ME1yvZEASro28HtvPsrh/L2iOciEVN/ZGfoB80yVNOxi+YbalcxxQbu2+sV3dJbpOIZX+KuspIZfxDDbglZqiG2KSXIlbPW8EvLIFeWSj4+NNfXG3I/PtlSv7XfGXlqU/PRILeA78CBwhiCFpJt1XSGQmIvkLi8wpTUghzErciL5ib0OxNtdfM7JJ6cu4GX5WvOuGxcFpAp8WwJNRg2Cty1nodGShRWG7GgSxYbk63p6ZQqMnFPZY4NYnoVbpfTGPGJ4TlCyIsXoQlROWt9yS/gOaIIOhLLqOShSZYD4m1/yNFO8f4eiuUbKdpEek6Xu3Yde5szs5kTuoe2ui2S181OCP6c8H/UnWI1RjQ8X0dEaMtFFoPtTZG1P0OBvwr/xb2tHaTGKznr1AHqKFMkLsMf0uHa4Y1fhH7nxQf1v/0jaOETygpc/sY/zWD4BeHVRi3pbxycjum2K9F3QabnkDJBBuXSBOhWC+83iUgJ2O/3Ku7kAuw/cSY7iOeYbzDYfxhOY4hAJb0hMDlmSkP8xi8wxvtTd4XzMgYrkovnSBgmT/4hLYMOM3Qa76GL3i9Nry8Hbvvby2vQYAi5vtXTOKPZfIxA3XutV6o5IneejVjwxO1EmRRb1JFoOwLtH89UKe2SHsfCTLfqot/5dnhvAXfGysQlRZAAkt0uiiWxmoruvqqawJc+yKYE+oL5r2TZ8YJEVNQEKqwbSW3xfdxgU25ZbIZ3oy8BGJwP6YOBfIbz3yJPzeKY8JZtYuDViebc7Ox7ArkdMtsewO6tanDXAn8Kqw8CVjSsizzBJoDM9Con3lQHogBT0WhuexCwfa3ZoegFEgPVrNDIuXrhGxQxw+BUaIaAA8ulrCtM0txYN+DR+yiZKJCEo2K9iaoqsAYUfWZfumR1eSMrMlpjOhWSplZiAiY1YSSiRfT5Ov1PX6gcRuFS91eVJPf61hOMocnlbb5+uArEwrkrq6Dyxps52Z1gDyye7a6FN10MKmjcMc4rZbDKoODtKlXR/OIuYSJ2vbRK5V1dM5ztkMYFMpss41QO4taTf60iagQ9tSQcG9Y5opb3lrEdGyDRxVrjj5JbcGRCJqSj74cwwQ4r/LjzV+3wHr4ko3xdxWkVUHirY3VAl933VIPc4J/HZKZw4x/YSRWuOwP2aLG0DTBVA8FrjRqe5mxAvJWbw0mxgUpnZWVSU21KpjNDE/m31Vce2BtXunPqh8eKdVJak7wyt53yfBq1SiR+LMuykwNT+Ukl2CxwN++AQ3YKqJGObtZafgmZDwpHd+H1ew4M+NNrvtZIBir+chLOWfj0GiscRWq0oBdPJOku94aCDnWYYbLFomMUL0xHHD8L3oCb+W35ZaG4EWfsNO9R52SSN5AnrhuQ2CknI3hx6SsQJF//QAPfX9pY+qwkGzU3rlAVgqyQqNjWwZ5FW2HgJKEsOLdWmhHea30m++K2nuazI1WIK9Tw80a0qu1K6TB5O7GUDUZ6Rj0DKGCJOxIkdqcic/BEf+V+uyOvVfC7b2nwabeG6gQENfB31P0scBmNNuywy/445g938zqLpgeZWigavin67sT1sLM/FguprOa83kp2aewdm1WdlD3QVvlEmFofboKctFSSO+F5LFWVZqgCbLfkN/tmR0ptbF8yAXHe47sFJuobZM4nq7pIWcVOfvKeq/ZGVHPmV5C3OcrPZMWsY02uNZm43XAi9f4wkq0oV8j9T5ihTO2Vs4ftIuvTX8wZrR28DfI7Wp+3ACcqBWeOTKSTJkrjuH/XCQSVy/jkKViw65KfFg629NULu5HoHGwXnoUmYaK6QeUx6YP6BMILxcfF2H6ACtnArpJdJIigO3v8AerH7zj59q28sN3mLXd1oDVzZrKVeH6mdd8M85rE90TUfyFDonHFKKzMCRL0plQrqsgvZw5a3Kt6E0SFJlXscR92cEAjhQkJcs1cjVl8sdjxbJBizys7I+WHXXJib6EtIuXVNm9r3WvLLtDbwYhSTyrjXBdVCeBZR473A2UxfKUzhB9XzVKvGtYwXK+SaSHZxykzs1xbQjppjlTS9H42szJ32SpPpvavgB9CKxIFR6dQNIbWtWDAOsGZY72JHUXjqLG2el1lNLrqhGloqPnZAL2sC+NkbUmrWVke5OH1QAFObZ0tTdToFyuUw09LGpqHiAVBoCeUMAFUXc6ivR0R83yrcZ1xRZnPg74JcXq04k2RBbt++TYvADIzbJAOd9ie5TD4l/PPkl6XLfaXQ5tHv4yY9/twuN64TBXL6CZpuUB+syLvtSuUlM9AGCewetNrcBtZPleuzpG6Ig+KB9dz/yH+LhSp67JVxK8bPrNFk3LApPGMtXEClPI1qb2tRLa7vaToK+AdG9aA6sRVX6jsFHbhf78zkBPnUsL1MOp39Z24PqgPndYV8L1BxC8u7DwI3WhKYTxbDCZbkiT+gKNPVDiDYiufc5BXnISBBC78WXOGeEoTAwnSDFqmcVsr5bBrgINvNOfhB7L84Zs+SyR1NLGafjnUMmsn3rPb9q4Qoa9rVaGLBdV8XDuGBzc8e6ZFnpy4l7VxV/ArFDNfn2XS9EfHEg/aKyYgJA8ibdqExTbGWCt7Yw2cv8AmWhRRe56hVx6hXXavPg7B599Vi7Vb20OgN+qfkMYdcEpv1i9CMU9B/tQbcbLsauZr63GnCFrjOeBesIBEw5vfoo6JE6swAR9+y1j+mE+ol95PSWcUetpSucX0ZfylMHkg4+1z5vp/D8qV2MbFmIJA/54pSkYgx/10x+CNVQ9MiuG/daG5KSr504qSuBz/sy5gPKMn1sJkf2KUUkIVspsNAI5WoOhxxrjAtti/b+HP6a4JEFOXKS0KZiJyvRG5jtu/xZRbIZGP5uHZ9JqpbKc1bT/D+P5+voVSk3UconnHgJBjHjmrO20JivxSf4sK5YBl3Lu9/grtHmfwfzJoah2ChcjidulW7bhRoPqQt2u0je6Ztjtw0j/6oQ7J9yMWpUQuxvUeHaqdXVt0W9e1bZmZl6khgjtXoIitKR7Vl+BGcNv/xM3DrbPI7dBAqNBS1avRUgX3GHiNTmAg1NT9X2/MsE/RC5ppgQDcGGD5VfC0g+0dmbWQEqeIPBEcIS1ZQ++j/PbI9ZAxDZthcAiU4P5EYmJPs8qq9ZBJyF3WsRLRi5ZU4aQUG6KVoAe5C0xSw4gh6xZN0m+o9WnN9MtiH78h5NKlZsZH2I0zZI1CRQCXqbpZm+1eRle3oWqvJgvB5/FKeN48CmkwcfvS3zSh53xjsa137mrtfYpGoMMqyFR2yIwXcFKm+3eGDgI1HtRCPYgV/lo+kSrLdiVtzHyiC1S7SDrdj3vISb+VpaMd8bNwBSlCXQMpDFaKVw6XJZ3KmWbBgSpbluPMnuYsuMrdVpzqbx+/GXFKLbs09lfDCBRe4dn55tPK8LyOCctyUngCvEmPe3PMK/r9XrTFZKjw/EI3CZFoNwRXrC5ezj9yryWxkjJXByxXtjBt1hqFZt/zWwcgVxmZkZCFG+7QQi4iC3talMNFKyzIGvLDI+qGlj6K4pRVMtD7HcXcFCzN7opi9/E7zI35KRKE8B8XnZHjFl18+mheQJptHI0OHV2aa45Aqa6ZbCmTs+ihkjMEitNFkD1lKO1rIu5MB60YVzaOEc5FOccD2JAquUHPafvMhqKRB3tyXnSDFL7gdeVG4ON1By+iIk3bUftfUJFrtVqrIgOYipJn7O4GiaBKRCqAWli67wuOac+XbuQkCBHG2rIEk/0s3cTlbxPBlpQVt24SPpR1BaQBlb7i2tM5e7kz9wtI2FXwSsHYrxGEEdqSJWpIqQU/UdDjHqn8wRUU6jWtQ3IEzN9/2H4O3WC152LlAjO2cO45LMdwC8rLxZQ/jx28Hum7DDUDBL1MwEaLYtyAGFOiIIkPMZ6Xn4mdlRd/GqT0Ma0XieBeSLjWO6KfKrAaBXgWv7lONSpJgELBGIUYxTAzc6wmLcTXYSBpMnjBlZ4fJsMXLaHb3CYdKdSL2CvhzW/34RsNQunRW+0gqOZu1eua0uj4rNhpt3vJQvxsOg4jv6qsexio57Npr7XAFMoZ2X9pPpBcNjQXKmshDNh7Awin8tcAILoxATANKgmIzZl2sRRKJByYE44AYf06tAMmYcrhBTz3Nmw8Hz41KbX2k6g+ejm0+B83+uqgKZ0KjVT9bBLvcTCXBvHgBThTIa/Nxt8DRhP89N5vx7RHahE7Wbc2qnMCij+r0T+zxNwZOfPvqMz0t+P9UB64TKCq7gm2aIDclle+Jziq36+Pix3fgo6aIbTCaZOtji0uCRmK1rzl5Bxg7Aw8Ufa1YxT7Heeb+pu6lz3IiLedoeGXxtsbj8FTAqhDS8pecm1qLHhCUa3BPu9wFJ0rDEitzBmoKfoDfh5t1M66/YAnYQ/tp4uAlXVX4Wq3PPcDYSsWu0Nrlg2zbq1YDdVy2gv1fVALlWJhKhYoeFdP0txdfVl7ZWn4M5QXL8vvIuU1IMO6GmsKGs6xl5WFQgYaNXl58xzety8nvKqozxnCPcmo9rEbFY/UmkrUi8nuGUr2PG+zd8TrmsfNSguQcylPQ2SfRVMRpWE/7zt5VvoSP931jEs+VCuyiszQuKOXBHUNclV/EsamsHLiYWvPWQixHqHtf9kTh8+O/7vBor/4tICzJgu9V3BRBh6BAzIlqL3YWOrP63RxLAIz4DqfX8vrAbnuFIViNd8xUNOM/p3N5wUQZVE6jI08PGdQM7+zukcE1Go9freLIXV0cXQVq31l5VI5UDSZ5XlWy3t8KeA1KUBOjQv1A3S14GhiAgUU3ACgE9FB9GYINuUPqdqZelmO7nqcsUpY36TQih8MS3YnCEer2PcAq5R6TT9X++S5oYOJj4mn5Ht8PmgdEQt04UwWEMKGHIKyNezlsX5cVpXRYxVQOh7Jn65uAsqK4n+GH1+1hlFMcDCp78aG1uYlGVSNot+V1mu+rsAiMbkxUGCZBQHgZesPoO95KorMWXVzmT+JyASt/pVA9OA1at9JIMxJGzGwhhytHnbanzzOAHv5ORvHNzcUPeG208XaSiD1y9FAfiCJOy28wkoT/5h8h+xWyf8rOaayfiw1RadFRrI1T9n1ejH0Ti2gLvm7C00Ks383xbjBigFj776lYrqe6uBtP28bJVhY7TzlVaRm+IfFW/ZD+DhS9ew5KM+9w6wwIPHWxFpmoigUNWnXggOOZmN8mGX0JRPJOFReb9fbd1aU+wRUngHiDzrWKjxpii/mNJgKG9CCVfDzWv9zisfuTQwlC/OuEWoMdfLkhqklPPGmOZbWZ92v6fg98eknZYmog7AwwCx2pla1TyAdv7nr+zQJ6gObQ+mc7KOR+2BwbOk4TMwJNSMa+/7RaNUCW0rKZzHpE6iqPSP1GHb7RcJt1ArcvzI+wP9TQW5v1DhrFzvsW6mC/oO8FnwibQkWt+g93wIKA98Spm7N8yAVa/Ta+ptm4jCS8S0cZVQq6XEjcKfvO0bVTjpUYdEi60I8m0JwOi11COAsBwqr8vSpkwu0dArTJBTjl49/4eYqbJtEnCPVr1p9rFtYwF3kkXcawRAHTDMYHTs7oynNeF219HK/1WT2N7Y820r3f/xC7A+8SKrkjTb0iXCJX9FJTx858I4paMLtmMPSljztONQ+bkG1DE0L7R073yTf64tbNBrJr2wlbUPcP8OukGLGUremi+/2C+5fKZxQrU1J55Jdq925pMGAt+Uoca57Ec7O1yIQqqsH0yTfnraN40cpz0311NmH6ZH2CcKPRLCoJTVVMvQZbwHXr3dNqzVdzbALc7hcccCKB05Ta41WzvqsnkvOr8Ld0EQTghZIzwu3p/PZXFO7DCmBt8aDgniUmOY+f7dDbYNcMMnNFj6f/2v8a3Fr7raB0ZmstmGURZqwsn4qNh8ul6AipK1vQ+UdAQ+OG8Xc0EZC0AoZvsQHgdSMsZpNTSNr95Cg2KIpUhJpsImJrxOpOGtMQK5s9hVUNmLrHxoW5h9Jk65+02MiB0Dty1cJe7/nF4nPQGlGA1nuXXwz1Hguj35AWJu2AlPdgZNJ2J8DAnZ9YrN6ubBp6MsRjf+VIC62jOlc2D0s+Pc8+Ang7zvPTkj5ZzRIHQLz6VHDjyLWwDy9sJSAKSEGsrLIScoGuwJEzlCf5u9BYwHBGq7fYkWuhLk121W8XcsCMFucqjjsaN5Ddu61GtuwPpm6mDDQQ/ilVMQTecW4TMSF2t6U9cepboBIrBLDdm7PdqgDxzuFsrBmxYvNO1zOKH7nNMPtZHoAKDdDEsdQMy+hyxf7hxNxlNrEQtdsHUVZaESn2al/AWY74hFyQc2c2Ik1PWF9xb+ogYCZZ07sXFxoiafanw5UOBmRqOeLIC5QRodaJeDe88volrmBsH+te/gfbMUduDpWyP9AoadGNLAEQUy4vl8u0wB6Rq8MCX2obqYwsFkK9Lh+1SU9DMUmH54GNyWrzVPcIjbyp6V0PZ25TaQqZDlh6IfBVrOldjobzBTparBTJJIY138Xnbu7kKTJpfOKbyT0ZD0UU0HvELNXPKoT+G+kTTW90WIB+znM8ye25u67LzArQtEL9gHucrIdygipCbjYs0Quf9p4Qag90o5XyvXI1FIzZcsLeBJSWOEEuChVxuTuhjuDjs0P5BPw7azpdVC7E7IVYy+W18WhPgiELI9VNsVNowyUJwvSmVvJYHVV6x+UmaPvAEpQjMA7Rar9Xp9baizPli8T8Y+etktpyWeWKF/I/mHV9b7JsgX/zB5zQK43jz0dRHyJVnGN/I2YHwOXM2ZanA+AUd+av/VvWkdfmguW7Uvo/mRCZDVw05smwoiguHbljYfB3OF0V419FtjjcFv6ISbtIlYCFGR5OV5sVpSIN0ibkHOFkoZVRk+lxJrMGPLFSfkJkubIPpHmB7CA1T61CH8s2U59jK+PGF2qfe5Unf5ih50OGqWtR0x+21vc7l+ml+jsp1oyF+mmexh7tetNC1W/aOV4XZOuF83IofvPvoLnXgGZJSYdoFaPbwTOaGAD7hyR/34nE8lAPPWXBLn2Ht43t2elNwm2xBSD8C78dYCl0JZDAwJaAi6nunb4FtNDkKDFO7rInzsAJs++S86+Fwjo1q+lKC7xdgFeo2I14BvjYJTrMcEfvgVMIBHqXtsuTMu0EtoYLE49EYIHPJ9VRVsnrs2UWIfSHzHYXnn5l9sJYPPShK71h5dpmupshJj1j9ls3z4Gt0LAwLXFxn7SJ8qkWY5GpupuLy96kTplHnutHJiL60On9pGSPJx9+y6MQwA3mKEEDVR6tUwKjALBAlhnB96ET4CUxg3JX0Crn3PCYUDZN+U0EP/LuuyORc/CUnMPOVc4DOQTpdPaNrM1PcVQLvz6ZzEiJuOPAD8Hrc0zEbpVDMknc+iIj4/y3nKk/6T/eKqe+mYf1H8I4PgVdZhFRuNiYjFPuDw7qM4NWztvYndvex0OvCi2p1J9VPgigt6TsmPvWYteDZOs573ullBU/hTy0y7BcUgoUJU8AWi0ndTTqk575ZKQSwNjVXFRqdePduf0qRYyGkPJYsCRl5j/Ur6Itpl8hI5ioUI2kb5ofAJst5AusaVC0krNT+PU/sAPwl8mPzt0lYqEK8Zt2wN3w0Q5cSIfrGxKqvs8DykuGFyXM9ndsQb0y7Ed94JS10aMG10V9YWXVmSozAwEV3u9jfbtPCf44bMLsJzP95N7oaaTMWXn1CyI6kjMzpV6loybzEXhe8XTZMUQ/I6H/4V1cd6oSfOJ0ldYVO5vnlp+Kq3Cl5q50Y5A9o6GbmiwWutyOD5omLDkaQvOxz/l8FPxaeBrMzWNJFMbJTjLB2Lg7uOosME+496WDb3+qentpvwB0XnN09oyX4QKG/HCfYO3DnlCDlC0kR8595C/5l26ezxAWKAyGYTp6MTT2J8HRxsVprlHIL0xQWiit0xc4ljNNEmu4KSmEDFZqcBsa8ssrvrGWv7OSQCcflaEh16k1WBn5oX5NBDacQXuPwN9NljMq1oo0Y55M/SvtkXXGvOSBL0+ffxoXFZ1pOz9RTLhIaNMH1bOfJrw66qqeOBMqgrczFNYxSMhctQnaACCUb8H17b1/K5qY7mcEBtvVkMsLWWpZluiGKaL0IiFyGaW5VGs+Sh4V5mnpGC5zWx3RIxl4jDolr2k1VMF3r79LgmOnUhR0AY0wlNqvmJadbjJ8SBlE6TeadDYv3aRlWqt9KhRVjeNpmUzc+sT+ZcanOpya41SjDMOSYecOo+Iwko8zintaHlucZKiy17qL8d08HY5s1gN/Yye6MBBEf/LQ1/WtwI82QSLy11nfV1VN7Hi3FE2xPPbpLyQKpZXJg3eX1du8VeziBOI+1+CDq9xasUHj4bfwJi62KPOr5Y3ytDhxA3csjdpOooJMiKu2SFNfLoIAUWntd972Ais2J46uOL3xAGjbqs+K1vSISNSPbU2xzDrSCaWQZgpuivKg1M9NNC2pgn2303z8fIBDWVIz2MC21KzCq6cWneAGVGOCGihkj84tBHgR51cK6hWyjg4rdZB2HOor3ctzvtMx5bBmGqQiVSIDbJX32iccgn56gH70LQeZGh44WNF73C6Z9ZAqwQvcXamap9b5Et3bdHqujNyk953/1fROziUpZ26XRy2BjhtWvZsooHKqpUH4bww3hu0+tQvJBgVVxqZr7Or/0nGkxigtaVotVNu50a6aV9nT+SIxERsEUXKMPgmK8foB0Y7gkR1pgvfCe4D7YLqQe+I1pLxMyum0x/GU+esnpTMbWlchQgWCJpG+pAHZoEwsxYw/k7Z+RCySTXjrd2+SurdVFmBGEj0IQPikgW2oidDM5ofyUyWbp3xkCczdw92vemOhKZ3RmE6zz+1sm+4VjSzdBcfFdn5UrN9DI9RPYjZDB8L55exmpPEPwjZgBgfDgTvJ9Sg72PHuIkUSZ5eNXkDOolmWKKcLtuW8cz3Qczi3pFf6r9ukJOAP7wBbUp+e1kfeKtDhkb3aDHPMzxWn+gAxBOM/ubCcvXVdsXdKW3hrWhOBVJy5Pg15cOaY+rwSrDi3FzaXxGnWA9rIkUuyH6z4UTdugpk9DA1P7YUz1xNHYLdqGZwJzci0pVOFYGQXkXYceKecby6w2urbaH3Nb5cjVHzpmeibR6o2lhtHcOO1GPPTfBPmrhVmdQA004nF7tNtmOkY+9ag1zxBkvuvlZbQ2mRcEr38oNk3xcyMvbm23A+GJBCD0Nf+oxKo+zuDlZpon6q1dYFKOO7Sf54qNqlD7wQPA7GWE31tKTwnOFOef5T2p2b6P9OgGWUW6wUUOljEkorFaOSXSif4OswZJP3HTaolOXfY/DOIz5Cv4cX98VFKAAFD2quS9WDSSeL06hrnsgDmqGTepqlKsAqbb9Hr+wGABQuiQ8iyXHIVxk56eIS+BDhujGS7q3Q19wKaNYt95wt4UuYSSUrdFYGvIzXGp20fAYRqQg9sAZsKv/QCXeBAQxYoS/DNNoopeNsSBzkn3he3QsoDCzU65I2GKJqWiq/1tudm+HeFtTAQ8Bq3Vl/mr0uhu0XEDplxuvpJ4PRZuef1pv+1kGKAq1lDInQjBHPer/mFEvqB27hQ1FETzpAqJfRFa+2mFA3FUbHonamStgvBtFt/YStKqJ1/9cPJXbLIj9FL/32w7fdPsKP503B3nqslv0RcpIv+x+OL4+lsV7LCtwn3E7bJwF28fJwnBlVq6KPPOix15SRYt14YSnEzsIUkBF3Ip52/UW7QS2M9BN5cb2tY2DGUVGhKtBtL6xJLAXBgKIKclBJqdX6OsEfT1LsXEkEFTFPUI+haTnsmDfPAP2qAuhpTDN5TOYa8TELM7wUEN7OveYDWHCOtidop5ScFbOrM3LRQoHwAdkH3MR+5qwYumwMhR15NNO4qEagXcPsAN1oLqMFlmkpOnL74oRlCAI+sqOc9bknPuUNYiWesfB7QpcpIt8+89XuVNrlbyydkmCpR+LQ/uGCR+gz9+6nvKWl2ydn655F1BmKdtxXPNDOeCMqZ5Q5fi49nPRHV+tc4+cMiO6HoTMCJnYvmE9PXTgRDVjrrca98DG3CXd5p2opQBnu8zmfdJPycI/uSIUIVg9Zmjw/7u7J3/ktHt6lzenHN3FO+wKwVX1mYHF+Qamo3HgSTAyKiMYoDE4GspDXImG0UUAzDezo9nMqULRJt9Xko+kLiQm8XmMo7Q0XuWYWKKfMkDNa77cwWHkcl3BELnckgNmeSWVc7FrqAjNlwUXgoVgoL+s3iHtqKU846E1NaQZWM2eK0A+dCYsAl3VxPw4nUNEJovnIvRS79Jv9Z9JqAs9D2vmVgXsAAN8o/8CWqNyje2+8sspxp/R93P3EXVloIKRzMKsxUAii4fkq7fQ+4sJanVPl1E8l+a7r5wfQILD1OJyzKIk8qNMA4DZgFDmt48iJaUZPAW5kbbeTxCoVueJclwJ+IqX+GnskqHw1cu9JbgEBfQiKMrNI0jLUGnuMg8j8MA6C8Wv9umvnL9mj2UGPmRCPt5EPD4lP8BCqrsTEuNC4g1Ze7BjKSREG2WU9U+CmsrYA9/rnjoZvcPRdLNUAOPscDnVy/0bOMp4nTNpSn+EJL9f0m18+jczdRCTdtgTaNTUZsB4MvBTsPvT2DO/mvkjG0cyB6pAhNqnPR0QR6BYVE0mjfgI9flRyvbOB6C4VYK08nZAIPPuB038+8Yy1SXJTTjsmzOB9RDA/qL+LQ97FwzRhZ7vDEnw5BWhaRXfYeRwRjkY9QgNa739BSEtduaQy2UHnm17rvxn/N4TA1wUfi6jkXYDJHa6DgTB1GZkpvFeLeWkXOIysSs8wRwmWqMjvc67dj5SB5kzOGHDgmnY82Rw7uKuDjr/IL/Jyxmp5m/mNOw699C0t9m0Mz9pncLPVA7glkwYvpcphZ6CePxEygcBfaB69wuo49lmc11coGi4i1fWd9lFCn2fRljGH3axEa4AyhlRSq5+QWWG1D/9oQoUaRBd/Gmn6uBzTeZJQmio1lc/k1GHkQA+jAAH0YAA+jAAFMfSkt+YZjDZeGEdQhz8O8VLp9IuBmCtIrdT0UKdjkI5acNYGLsdm/l9Eao8PSIiN8alFEXXd4krapLGyD4hT4EMrFtintgQSkIgSMHMLITwbmKTZbXRZCDEL4NDmy6rWhJ/I+FyAiHbjJgGp5ernv16+5/n88NA/jhzryWQ39ZvE3T0CsN5ul+AAAHHFwMjX+OBvXJRboCKgtORIv+gFMZhURa7PeSAhMUxGeA38mQU7GHciBSQRFNQYAFF+B+dcJi/8aaaXA0e5IDDeVw41fdGEefO/2IjCjDOVQrqKKdtTalW64EjgO6Qtw1ZTDbWUD32/+K4Wv3quBp8WoNW8usS+v6wX/2WifvkYqLX3ICyZ7ukSmsDz2V9Vp0NCHSNWYi7i3CNbiz4BYzmvlF+GInoIgYdSBbmW4Et7lfDgbXLDOg18BE/JlzCxzstX7kjY5Cqoou+7iHBcFEWKspkZpdMTRDGSxVzxlr1CZiAl+wI3UecBEuAZN0sRRKlw/U6IMeXpbW5XHj/8xRvCeH5wmfwQchySgPeCLqfxSoq40dnbn8VIx5yhG2io1Rq3CaDCaBbWK6b/hKsaaf4E5VthvhsJYmeHN3LS6Yewex1TY3WNdBfgPtM9RJgX0VxrP/HcsKyNbOf5bQp+92L1DrA3k3hTuiKzyuuvFok/WB0kL6ZUNjv9JrBFrCM9oHreotcbeZN06pl+dcCD61xbkjk5FHftpgjbtMXaa53OB/MY7f3Q9IXoLYEoEhWoXXQCukLHqUEgacGCkKSKuXl1e+OErggoOLniYUsWDllyb7KQ9pr2H9o4BrkuL+ySQlBawF9LFY+Wz0uDF4nw94dwGasd4hIUini7ARGCfHvO4F1GYFn5AtfpFhVQNe6WM4cjbErzJmsYWriS1WZM3gSeIXG9c9+TcuRkXahSzSzwCgIThOm3BgEe04VzV+kxXNPLUW0ufXXFZSx2MSnPq/+JZfYvvIrTAZveh5iYdfFUr2xvbdtDGSYK+UrXiSMp/4sqY6ZNew5w36zcm07JyiPfgZ4apj+ZQAIOVi4dckZ9gheacJwAJ/z1hwXkLuOJHz82m1D4/tSko5PwLlRqBqjCrzstYzg4mOpALb0ovHra1a+Bbklk+WWGuKlOVs5XLXUdCP5d0xA3hKmBsW2dumD6GoVyfaVHTa0EqhHyLmmCxiPwqLqp7LwnspXQfJiSNFq6KkGFAje4Rrl/6AnRWyb0P4+93QlbN/+/dTOXRkzYpYfJIOwAqeNWX/PWjUEmVzNU/oYJPROEC5w1empxSUf8YjssgJNn0XRCED2r28krRKVJfE+6NJzgfmYMAIr2gcpwdVioSXk9Lmae5ir8FWxRjj95+D6ZrWSOS2vwKPWxPXwL2TmRzK6wQIqI+ycLT8RUWI440abErrngLGJ4NkFZiLBCNeDmNKJK1KhgcuRabJ36nNGFSh8LIzho105eoD0zBWnFt+tXVhYT28iclF/4jSG4g2Iy0B9H8yRWwDPSgdYM+D5ZM0JxqMIjGV9TFhj9a2i/PCSO+ZXknPJ1EMZMgr+ApANqdRWMUrsvIXFQ2KpijpOPf/mGUPk/y3ptdqMkS5Z8F5RO5nJ/SgNAqSlu2g/rLW3Ar2G4D1RWAiy9tONQBF7cLWnASDWeDuBRExRxcfkWdGzhmhHruz/qX8JXq4nWrdHITX+xitBkIj9E7d2WvMnC08hK5nBZw9IABszN9vkh8J+9F1YlI7ecUsPUZgtJRR84yjcqQcEAiiSHeKEyCp7mPnXoHUWc94Rd2iBwsGAgS66WuQxR+uDT5dccyfJ96M+Yrkb48R0swST5AUA0064SWyGOgRkrEIo26R4VRcLaGPfAHrciHbD7a2sHNFQw51KAETfu8btRBzJH8yR4ieR5/SM5Csio+YZZ/vS9kVz6v4qz3W9OLYMvxp62s4tjeXa2Tz8umOAC8Oi9lvt5dRrOrS+60tw6/vmSeMtmN1X2vL091sSQ8SEDJbIPDjMjeKjQlDI6oct44wqZWn41AlRKukQ3VMjbDIceniF8MZvLvd98WjQu8mMPsynhc2oWFiwisFsRnTCpHLj6rCsGzjJlGprlPJmDSJVKAaxsGlUHHTq5j2E2XBwNABJF3slETAH8EGbaYd59EhH6VU+N7u94SD5RW0pC32pCynlDtnMiXiNfo5gnt00SuWrVL57tok04oHcL+cog7ehBoonJX6yZRSPRf4G21haCzrmlEK6B85fx0ZhojFf98E3YATkfyI2M1uhtphhelml9p6nwnXEtv7XIfzuPZAepf8OQKL7+i3901acUbPmMguZ6/pEZheBSju4sBRMfbIXG3z64tACr+YzD6mr51jEux3TJEgZDJsqCV12aJRM8D6zmhz+qMQTobq9VwArZ5t9JMmLARP2cpbQtk2nKsnkfyXNw4C8CfamwOob9I+2iucu5r67iMjlJk9Q/wOkpHnJ3N5l0WDzmiNgEy9Euc0DqvEsmI2Om0QiJ6OgksacuwaYo/mw5meeOWuPt0MuJvI4yLDduS9gOSIbdT4Hl+dBL7FIBU8pFpfFf4QYAmMpCl46Hi6hYCBulA4vsXL7H5UNzNX1ebzXzx534TnujxtQhymli0gWRqucJWm92ZxGGO/chGEN97kIZcC1bdbnYH0r3mJFBqRyPaecI79qecCNjz+/O0gdSsJd8DKnmXnlDBuuHCUyslIyu4ZxL/wIEwvcB/GsBVJ/XIdmILF7ui2UVKb9cMS6w0m41QbJVYk/7QhwSlG0etw8l+JQPN+zRa/8ss6xolAzhlKgL7Pu6g1gJezgru9mhY4RByP8j6lpCPk2zisj4OtP5uX4G2Dlfar4iPh/6vIupp7fD8DBLk77vbgXn7vh35uxJDuLualv//iFXwNXv5FFV6H1jYYjo/LIbw9Ei8cS2YWNBfCdLkkZ2nUB6Cg+njaP347kJd590xxUgeLaSsVMTC/4ugfbkd5jqhet2472ZDwt8QyKUMPcuTpqKS/o1X3hoQnUmb+WUhdlFSuCHHa2fiwEjmEh3ZSUwFM7TcFFdr7c6lNQfwJL0Dn9x1jGPHj4BDqbUzmgHg/R/yWax70wBxAdOouFoaNiFG8S625gWekQRzZ44a25Dp1epxiH9uLXMHvFfOH6OaKp3GDQc8T3Nh9Q2Ea92BRQ5D6c+85VxKqguMzHKst53ssZ4eoZ32gugcCH0GZIrrMH7c/eEehoc4mo7sJYwK0mNuyALJP88iuXL0/fo9MVFQ3BWbu5k2lTnP3xfeiP0zWoTPRF0gTu+LQ3LpBZ7JNW6X87K5ssYIXaZyV2fnw4SGac+mCkX6e2o4+v+HJRWCH5Q2nuixS/dSH8J5Mi5hNgpzKNNQSs0FYHHo8pJ/I3QCvpC/sTCXy4ovlATb/Kya3GQEVTfA85o4illrXdzb9kIKWnehEOt96KKQvhS3cKu9MeZ3CjfTV5JYX7B1ywQwzCqB+qUaApxEDZ1W5hzs2M/3C76oK5QyK3S3IcN3GOzM9o+Y/lxdLcs83or1aJAehNMTHIqJbWPY3EydpoMgs95HwFsqIbZ51z9OLh+HSlstpbcFilDuxndcIQjZ6a6l0WqvOS35rLgqXrdZ3czaRZKcKLMqLfxp31JToPmBliGIA2P914OZVB1CxW5NEe+SgiOB2qmmWhvgDuSwnSHQsYjQEGQ9R9Hdu9xU42YhTScCwD7PoxNAw39NCKSOlE/rdGfFlZT+iUo/RhV9WclWDXjLE7LsX5P9zPfvQcsZkASSMQqCvSi6GwTPPV1Bf1WJdRue5CNV47ruKm5/PhnhsaZkVLEVePq9Cllo4yRLbnx4Vg726KPB7DbfqJY+lZGebWTVySINGkrVpgDRqzyEBYDoy2hZLxxaPY5ynVR6tGqoSVCiSis9Mi9p/oP5lrm2v4Yr51MwVNPT6JkEFiQ/AH5+Z23tLHE7/YrZEUzDSMUxGLJntnx4VkTBIUW2wACFdxgZ5g92PaFXSYTYs3Wby8eObMOpIZVOxJtCQHP0C2O/sYz8dnE9/1D1G/4HWv1cFZ47RI2dGxZgeWD6T7JqfbXwSdgKZjjx12ZYhGV/6hxhVuTwcnFBcmO6z7mf4taBDnghgEXqhnSHSCSgCzWonLQ/v3VEelIA8qYJ2WCbd7Ef0BvLGTPaTehUmO8OtHnA4NwY7NXJnD53U9J9yfZmiVfxEb/j0iqtCokfALYj6diuvPlMW0OLQyE3cGdI0OpN2rolvgMHM309mRDAn0yoW16VA1pSXgqYvKGG4eMQDBz0pYfLOT6MT8k0e+UAKHhpP8Zuv5QwTsMNsmxy1ifZd4nuMRFHaEJMCer57cjCqV+gCq4MahQ9bwhPY8Wez62k1AnAAB/tOHrE2SXqvILRtReAA=" }
[ "New England Biolabs\nCertificate of Analysis\n\nProduct Name: MfeI\nCatalog Number: R0589L\nConcentration: 10,000 U/ml\nUnit Definition: One unit is defined as the amount of enzyme required to digest 1 \\( \\mu \\)g of Lambda DNA in 1 hour at 37\\( ^\\circ \\)C in a total reaction volume of 50 \\( \\mu \\)l.\nPackaging Lot Number: 10103873\nExpiration Date: 03/2022\nStorage Temperature: -20\\( ^\\circ \\)C\nStorage Conditions: 50 mM NaCl, 10 mM Tris-HCl (pH 7.4), 1 mM DTT, 0.1 mM EDTA, 50% Glycerol, 200 \\( \\mu \\)g/ml BSA\nSpecification Version: PS-R0589S/L v2.0\n\nMfeI Component List\n<html><table><tr><th>NEB Part Number</th><th>Component Description</th><th>Lot Number</th><th>Individual QC Result</th></tr><tr><td>R0589LVIAL</td><td>MfeI</td><td>10102494</td><td>Pass</td></tr><tr><td>B6004SVIAL</td><td>rCutSmart™ Buffer</td><td>10102966</td><td>Pass</td></tr></table></html>\n\n<html><table><tr><th>Assay Name/Specification</th><th>Lot # 10103873</th></tr><tr><td><b>Non-Specific DNase Activity (16 Hour)</b><br>A 50 \\( \\mu \\)l reaction in CutSmart™ Buffer containing 1 \\( \\mu \\)g of Lambda DNA and a minimum of 30 Units of MfeI incubated for 16 hours at 37\\( ^\\circ \\)C results in a DNA pattern free of detectable nuclease degradation as determined by agarose gel electrophoresis.</td><td>Pass</td></tr><tr><td><b>Blue-White Screening (Terminal Integrity)</b><br>A sample of LITMUS38i vector linearized with a 10-fold excess of MfeI, religated and transformed into an E. coli strain expressing the LacZ beta fragment gene results in <1% white colonies.</td><td>Pass</td></tr><tr><td><b>Endonuclease Activity (Nicking)</b><br>A 50 \\( \\mu \\)l reaction in CutSmart™ Buffer containing 1 \\( \\mu \\)g of supercoiled pUC19 DNA and a minimum of 10 units of MfeI incubated for 4 hours at 37\\( ^\\circ \\)C results in <10% conversion to the nicked form as determined by agarose gel electrophoresis.</td><td>Pass</td></tr><tr><td><b>Exonuclease Activity (Radioactivity Release)</b><br>A 50 \\( \\mu \\)l reaction in CutSmart™ Buffer containing 1 \\( \\mu \\)g of a mixture of single and double-stranded [3H] E. coli DNA and a minimum of 10 units of MfeI incubated for 4 hours at 37\\( ^\\circ \\)C releases <0.1% of the total radioactivity.</td><td>Pass</td></tr></table></html>" ]
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SANTA MARINA OSPITALEKO ZERBITZU-EGINKIZUNETAKO ZERRENDEN EGUNERAKETA ACTUALIZACIÓN DE LOS LISTADOS DE COMISIONES DE SERVICIOS DEL HOSPITAL SANTA MARINA BEHIN-BEHINEKO ZERRENDAK LISTADOS PROVISIONALES Zerbitzuetako langilea/Operario de Servicios <table> <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr> <tr><td>CALDERÓN SAGROÑIZ</td><td>RAFAEL</td><td>16,500</td><td>1,875</td><td>18,375</td><td>1</td></tr> <tr><td>SILLERO ISLA</td><td>URKO DAVID</td><td>16,000</td><td>1,875</td><td>17,875</td><td>2</td></tr> <tr><td>MARTÍNEZ MARTÍNEZ</td><td>MARÍA JOSEFA</td><td>13,750</td><td>3,750</td><td>17,500</td><td>3</td></tr> <tr><td>RASINES GÓMEZ</td><td>ANA</td><td>15,375</td><td>1,875</td><td>17,250</td><td>4</td></tr> <tr><td>MONTERO MOSTEIRO</td><td>SILVIA</td><td>15,375</td><td>1,875</td><td>17,250</td><td>5</td></tr> <tr><td>ROSALES RONCERO</td><td>MARÍA BEGOÑA</td><td>16,000</td><td></td><td>16,000</td><td>6</td></tr> </table> Zelaria/Celador/a <table> <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr> <tr><td>ISASI SAN MARTÍN</td><td>LOREA</td><td>16,625</td><td>3,750</td><td>20,375</td><td>1</td></tr> <tr><td>ASTONDOA LÓPEZ</td><td>JUAN JOSÉ</td><td>16,500</td><td>3,750</td><td>20,250</td><td>2</td></tr> <tr><td>MARTÍN MANRIQUE</td><td>GREGORIO</td><td>20,125</td><td></td><td>20,125</td><td>3</td></tr> <tr><td>CAMARERO TEJEDOR</td><td>RICARDO</td><td>16,125</td><td>3,750</td><td>19,875</td><td>4</td></tr> <tr><td>URIARTE BIDUARZAGA</td><td>MAITE</td><td>16,000</td><td>3,750</td><td>19,750</td><td>5</td></tr> <tr><td>LEGARRA MARCAIDA</td><td>ANDER</td><td>15,000</td><td>3,750</td><td>18,750</td><td>6</td></tr> </table> Erizaintzako laguntzailea/Auxiliar de enfermería <table> <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr> <tr><td>RODRÍGUEZ VITORES</td><td>MARÍA ELENA</td><td>28,625</td><td></td><td>28,625</td><td>1</td></tr> <tr><td>LÓPEZ ACHÚTEGUI</td><td>ELENA</td><td>28,375</td><td></td><td>28,375</td><td>2</td></tr> <tr><td>GONZÁLEZ GARCÍA</td><td>BEATRIZ</td><td>26,625</td><td></td><td>26,625</td><td>3</td></tr> <tr><td>USABIAGA CALERA</td><td>SUSANA</td><td>26,000</td><td></td><td>26,000</td><td>4</td></tr> <tr><td>CALVO ÁLVAREZ</td><td>MARGARITA</td><td>25,875</td><td></td><td>25,875</td><td>5</td></tr> <tr><td>FERNÁNDEZ MAGÁN</td><td>INMACULADA</td><td>25,625</td><td></td><td>25,625</td><td>6</td></tr> <tr><td>GONZÁLEZ DE LA FUENTE</td><td>CARMEN</td><td>25,500</td><td></td><td>25,500</td><td>7</td></tr> <tr><td>AGUIRRE AZCUNEGARA</td><td>MARÍA DEL CARMEN</td><td>25,125</td><td></td><td>25,125</td><td>8</td></tr> <tr><td>ALONSO GUERRERO</td><td>SONIA</td><td>25,000</td><td></td><td>25,000</td><td>9</td></tr> <tr><td>IBAÑEZ PRIETO</td><td>SUSANA</td><td>23,125</td><td>1,875</td><td>25,000</td><td>10</td></tr> <tr><td>FERNÁNDEZ ROBLES</td><td>JOSEFA</td><td>24,500</td><td></td><td>24,500</td><td>11</td></tr> <tr><td>ORDOLOZA GONZÁLEZ</td><td>MARÍA ÁNGELES</td><td>24,250</td><td></td><td>24,250</td><td>12</td></tr> <tr><td>GARCÍA CARDERO</td><td>CRISTINA</td><td>23,875</td><td></td><td>23,875</td><td>13</td></tr> <tr><td>FERNÁNDEZ RODRÍGUEZ</td><td>MARÍA ÁNGELES</td><td>23,750</td><td></td><td>23,750</td><td>14</td></tr> <tr><td>DE LA LLAMA GIL</td><td>AINTZANE</td><td>23,625</td><td></td><td>23,625</td><td>15</td></tr> <tr><td>GARCÍA ASENJO</td><td>ROSA MARÍA</td><td>21,750</td><td>1,875</td><td>23,625</td><td>16</td></tr> <tr><td>LANDAULCE ECHEBARRIA</td><td>ESTIBALIZ</td><td>20,625</td><td>1,875</td><td>22,500</td><td>17</td></tr> <tr><td>CUEVAS PRIETO</td><td>MARÍA TERESA</td><td>18,750</td><td>3,750</td><td>22,500</td><td>18</td></tr> <tr><td>GARCÍA ÁLVAREZ</td><td>ANA ISABEL</td><td>18,875</td><td>1,875</td><td>20,750</td><td>19</td></tr> <tr><td>BARCENA GORROCHATEGUI</td><td>ESTIBALIZ</td><td>18,625</td><td>1,875</td><td>20,500</td><td>20</td></tr> <tr><td>GARCÍA ÁLVAREZ</td><td>MARÍA ESTHER</td><td>16,000</td><td>3,750</td><td>19,750</td><td>21</td></tr> <tr><td>ARRASATE FRAUJA</td><td>MARÍA BEGOÑA</td><td>15,875</td><td>3,750</td><td>19,625</td><td>22</td></tr> <tr><td>ABASOLO SOLOETA</td><td>MIREN GOTZONE</td><td>15,750</td><td>3,750</td><td>19,500</td><td>23</td></tr> <tr><td>URIARTE ACARREGUI</td><td>MIREN MIRARI</td><td>17,375</td><td>1,875</td><td>19,250</td><td>24</td></tr> <tr><td>MARTÍN ALONSO</td><td>BEATRIZ</td><td>15,125</td><td>3,750</td><td>18,875</td><td>25</td></tr> <tr><td>RUCANDIO ALONSO</td><td>MARÍA ROSARIO</td><td>14,875</td><td>3,750</td><td>18,625</td><td>26</td></tr> <tr><td>RIESTRA MADARIAGA</td><td>MIREN NEKANE</td><td>11,625</td><td>3,750</td><td>15,375</td><td>27</td></tr> </table>
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" 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[ "SANTA MARINA OSPITALEKO ZERBITZU-EGINKIZUNETAKO ZERRENDEN EGUNERAKETA\nACTUALIZACIÓN DE LOS LISTADOS DE COMISIONES DE SERVICIOS DEL HOSPITAL SANTA MARINA\n\nBEHIN-BEHINEKO ZERRENDAK\nLISTADOS PROVISIONALES\n\nZerbitzuetako langilea/Operario de Servicios\n\n<table>\n <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr>\n <tr><td>CALDERÓN SAGROÑIZ</td><td>RAFAEL</td><td>16,500</td><td>1,875</td><td>18,375</td><td>1</td></tr>\n <tr><td>SILLERO ISLA</td><td>URKO DAVID</td><td>16,000</td><td>1,875</td><td>17,875</td><td>2</td></tr>\n <tr><td>MARTÍNEZ MARTÍNEZ</td><td>MARÍA JOSEFA</td><td>13,750</td><td>3,750</td><td>17,500</td><td>3</td></tr>\n <tr><td>RASINES GÓMEZ</td><td>ANA</td><td>15,375</td><td>1,875</td><td>17,250</td><td>4</td></tr>\n <tr><td>MONTERO MOSTEIRO</td><td>SILVIA</td><td>15,375</td><td>1,875</td><td>17,250</td><td>5</td></tr>\n <tr><td>ROSALES RONCERO</td><td>MARÍA BEGOÑA</td><td>16,000</td><td></td><td>16,000</td><td>6</td></tr>\n</table>\n\nZelaria/Celador/a\n\n<table>\n <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr>\n <tr><td>ISASI SAN MARTÍN</td><td>LOREA</td><td>16,625</td><td>3,750</td><td>20,375</td><td>1</td></tr>\n <tr><td>ASTONDOA LÓPEZ</td><td>JUAN JOSÉ</td><td>16,500</td><td>3,750</td><td>20,250</td><td>2</td></tr>\n <tr><td>MARTÍN MANRIQUE</td><td>GREGORIO</td><td>20,125</td><td></td><td>20,125</td><td>3</td></tr>\n <tr><td>CAMARERO TEJEDOR</td><td>RICARDO</td><td>16,125</td><td>3,750</td><td>19,875</td><td>4</td></tr>\n <tr><td>URIARTE BIDUARZAGA</td><td>MAITE</td><td>16,000</td><td>3,750</td><td>19,750</td><td>5</td></tr>\n <tr><td>LEGARRA MARCAIDA</td><td>ANDER</td><td>15,000</td><td>3,750</td><td>18,750</td><td>6</td></tr>\n</table>\n\nErizaintzako laguntzailea/Auxiliar de enfermería\n\n<table>\n <tr><th>Abizenak/Apellidos</th><th>Izen/Nombres</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr>\n <tr><td>RODRÍGUEZ VITORES</td><td>MARÍA ELENA</td><td>28,625</td><td></td><td>28,625</td><td>1</td></tr>\n <tr><td>LÓPEZ ACHÚTEGUI</td><td>ELENA</td><td>28,375</td><td></td><td>28,375</td><td>2</td></tr>\n <tr><td>GONZÁLEZ GARCÍA</td><td>BEATRIZ</td><td>26,625</td><td></td><td>26,625</td><td>3</td></tr>\n <tr><td>USABIAGA CALERA</td><td>SUSANA</td><td>26,000</td><td></td><td>26,000</td><td>4</td></tr>\n <tr><td>CALVO ÁLVAREZ</td><td>MARGARITA</td><td>25,875</td><td></td><td>25,875</td><td>5</td></tr>\n <tr><td>FERNÁNDEZ MAGÁN</td><td>INMACULADA</td><td>25,625</td><td></td><td>25,625</td><td>6</td></tr>\n <tr><td>GONZÁLEZ DE LA FUENTE</td><td>CARMEN</td><td>25,500</td><td></td><td>25,500</td><td>7</td></tr>\n <tr><td>AGUIRRE AZCUNEGARA</td><td>MARÍA DEL CARMEN</td><td>25,125</td><td></td><td>25,125</td><td>8</td></tr>\n <tr><td>ALONSO GUERRERO</td><td>SONIA</td><td>25,000</td><td></td><td>25,000</td><td>9</td></tr>\n <tr><td>IBAÑEZ PRIETO</td><td>SUSANA</td><td>23,125</td><td>1,875</td><td>25,000</td><td>10</td></tr>\n <tr><td>FERNÁNDEZ ROBLES</td><td>JOSEFA</td><td>24,500</td><td></td><td>24,500</td><td>11</td></tr>\n <tr><td>ORDOLOZA GONZÁLEZ</td><td>MARÍA ÁNGELES</td><td>24,250</td><td></td><td>24,250</td><td>12</td></tr>\n <tr><td>GARCÍA CARDERO</td><td>CRISTINA</td><td>23,875</td><td></td><td>23,875</td><td>13</td></tr>\n <tr><td>FERNÁNDEZ RODRÍGUEZ</td><td>MARÍA ÁNGELES</td><td>23,750</td><td></td><td>23,750</td><td>14</td></tr>\n <tr><td>DE LA LLAMA GIL</td><td>AINTZANE</td><td>23,625</td><td></td><td>23,625</td><td>15</td></tr>\n <tr><td>GARCÍA ASENJO</td><td>ROSA MARÍA</td><td>21,750</td><td>1,875</td><td>23,625</td><td>16</td></tr>\n <tr><td>LANDAULCE ECHEBARRIA</td><td>ESTIBALIZ</td><td>20,625</td><td>1,875</td><td>22,500</td><td>17</td></tr>\n <tr><td>CUEVAS PRIETO</td><td>MARÍA TERESA</td><td>18,750</td><td>3,750</td><td>22,500</td><td>18</td></tr>\n <tr><td>GARCÍA ÁLVAREZ</td><td>ANA ISABEL</td><td>18,875</td><td>1,875</td><td>20,750</td><td>19</td></tr>\n <tr><td>BARCENA GORROCHATEGUI</td><td>ESTIBALIZ</td><td>18,625</td><td>1,875</td><td>20,500</td><td>20</td></tr>\n <tr><td>GARCÍA ÁLVAREZ</td><td>MARÍA ESTHER</td><td>16,000</td><td>3,750</td><td>19,750</td><td>21</td></tr>\n <tr><td>ARRASATE FRAUJA</td><td>MARÍA BEGOÑA</td><td>15,875</td><td>3,750</td><td>19,625</td><td>22</td></tr>\n <tr><td>ABASOLO SOLOETA</td><td>MIREN GOTZONE</td><td>15,750</td><td>3,750</td><td>19,500</td><td>23</td></tr>\n <tr><td>URIARTE ACARREGUI</td><td>MIREN MIRARI</td><td>17,375</td><td>1,875</td><td>19,250</td><td>24</td></tr>\n <tr><td>MARTÍN ALONSO</td><td>BEATRIZ</td><td>15,125</td><td>3,750</td><td>18,875</td><td>25</td></tr>\n <tr><td>RUCANDIO ALONSO</td><td>MARÍA ROSARIO</td><td>14,875</td><td>3,750</td><td>18,625</td><td>26</td></tr>\n <tr><td>RIESTRA MADARIAGA</td><td>MIREN NEKANE</td><td>11,625</td><td>3,750</td><td>15,375</td><td>27</td></tr>\n</table>" ]
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Farmaziako laguntzailea/Auxiliar de farmacia <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>ZEA BARREDO</td><td>MARÍA BEGOÑA</td><td>13,125</td><td>1,875</td><td>15,000</td><td>1</td></tr><tr><td>AMORENA ORROÑO</td><td>MIREN NEKANE SORKUNDE</td><td>9,250</td><td></td><td>9,250</td><td>2</td></tr><tr><td>CERDEÑO FRANCO</td><td>LAURA</td><td>5,125</td><td>1,875</td><td>7,000</td><td>3</td></tr><tr><td>BILBAO EGUILUZ</td><td>BEREZI</td><td>2,500</td><td>3,750</td><td>6,250</td><td>4</td></tr></table> Administraria/Administrativo/a <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>MADARIAGA ALZAA</td><td>ALBERTO</td><td>35,250</td><td>3,750</td><td>39,000</td><td>1</td></tr><tr><td>PÉREZ PEÑA</td><td>ROBERTO</td><td>30,750</td><td>3,750</td><td>34,500</td><td>2</td></tr><tr><td>RUIZ DÍEZ</td><td>ANA ISABEL</td><td>28,750</td><td>3,750</td><td>32,500</td><td>3</td></tr><tr><td>EIROS ABAD</td><td>BEGOÑA</td><td>32,000</td><td></td><td>32,000</td><td>4</td></tr><tr><td>CAMACHO RUBIO</td><td>MARÍA TERESA</td><td>20,500</td><td>1,875</td><td>22,375</td><td>5</td></tr><tr><td>LIGÜERZANA CUENA</td><td>PIEDAD</td><td>16,875</td><td>3,750</td><td>20,625</td><td>6</td></tr></table> Baztertutakoak/Excluidos/as <table><tr><th>LÓPEZ RAPOSO</th><th>ANA MARIA</th><th>Ez dago zerbitzu aktiboan edo behin-behineko berringresuan administratirí kategorián / No se encuentra en servicio activo o reingreso provisional en la categoría de administrativo.</th></tr><tr><th>NIEVES BOGONEZ</th><th>CRISTINA ISABEL</th><th></th></tr></table> Erraiodiagnostikoko tek./Técnico Esp. Radiodiagnóstico <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>FERRER MARTÍN</td><td>MONTSERRAT</td><td>29,000</td><td></td><td>29,000</td><td>1</td></tr><tr><td>FERNÁNDEZ VADILLO</td><td>MARÍA LUISA</td><td>28,500</td><td></td><td>28,500</td><td>2</td></tr><tr><td>MAYORGA SÁNCHEZ</td><td>MARÍA BELÉN</td><td>27,750</td><td></td><td>27,750</td><td>3</td></tr><tr><td>MELGAR GONZÁLEZ</td><td>ADELINA</td><td>24,375</td><td>1,875</td><td>26,250</td><td>4</td></tr><tr><td>PÉREZ MOLINA</td><td>MARÍA BEGOÑA</td><td>25,625</td><td></td><td>25,625</td><td>5</td></tr><tr><td>LÓPEZ BELCIANO</td><td>JESÚS</td><td>25,375</td><td></td><td>25,375</td><td>6</td></tr><tr><td>BOLAÑOS ANGULO</td><td>INÉS MARÍA</td><td>21,625</td><td>1,875</td><td>23,500</td><td>7</td></tr><tr><td>RICO MIRANDA</td><td>ASIER</td><td>22,000</td><td></td><td>22,000</td><td>8</td></tr><tr><td>CARBALLO FUENTES</td><td>SUSANA</td><td>17,250</td><td>3,750</td><td>21,000</td><td>9</td></tr><tr><td>MARTÍNEZ OLIVARES</td><td>YOLANDA</td><td>17,125</td><td>1,875</td><td>19,000</td><td>10</td></tr><tr><td>FERNÁNDEZ IGLESIAS</td><td>BEGOÑA</td><td>18,375</td><td></td><td>18,375</td><td>11</td></tr><tr><td>ANTONA FERNÁNDEZ</td><td>ESTIBALIZ</td><td>15,250</td><td>1,875</td><td>17,125</td><td>12</td></tr></table> Erizaina/Enfermero/a <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table> Fisioterapeuta/Fisioterapeuta <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>IRIBAR LARREA</td><td>IRIS</td><td>22,000</td><td>3,750</td><td>25,750</td><td>1</td></tr></table>
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" 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[ "Farmaziako laguntzailea/Auxiliar de farmacia\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>ZEA BARREDO</td><td>MARÍA BEGOÑA</td><td>13,125</td><td>1,875</td><td>15,000</td><td>1</td></tr><tr><td>AMORENA ORROÑO</td><td>MIREN NEKANE SORKUNDE</td><td>9,250</td><td></td><td>9,250</td><td>2</td></tr><tr><td>CERDEÑO FRANCO</td><td>LAURA</td><td>5,125</td><td>1,875</td><td>7,000</td><td>3</td></tr><tr><td>BILBAO EGUILUZ</td><td>BEREZI</td><td>2,500</td><td>3,750</td><td>6,250</td><td>4</td></tr></table>\n\nAdministraria/Administrativo/a\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>MADARIAGA ALZAA</td><td>ALBERTO</td><td>35,250</td><td>3,750</td><td>39,000</td><td>1</td></tr><tr><td>PÉREZ PEÑA</td><td>ROBERTO</td><td>30,750</td><td>3,750</td><td>34,500</td><td>2</td></tr><tr><td>RUIZ DÍEZ</td><td>ANA ISABEL</td><td>28,750</td><td>3,750</td><td>32,500</td><td>3</td></tr><tr><td>EIROS ABAD</td><td>BEGOÑA</td><td>32,000</td><td></td><td>32,000</td><td>4</td></tr><tr><td>CAMACHO RUBIO</td><td>MARÍA TERESA</td><td>20,500</td><td>1,875</td><td>22,375</td><td>5</td></tr><tr><td>LIGÜERZANA CUENA</td><td>PIEDAD</td><td>16,875</td><td>3,750</td><td>20,625</td><td>6</td></tr></table>\n\nBaztertutakoak/Excluidos/as\n<table><tr><th>LÓPEZ RAPOSO</th><th>ANA MARIA</th><th>Ez dago zerbitzu aktiboan edo behin-behineko berringresuan administratirí kategorián / No se encuentra en servicio activo o reingreso provisional en la categoría de administrativo.</th></tr><tr><th>NIEVES BOGONEZ</th><th>CRISTINA ISABEL</th><th></th></tr></table>\n\nErraiodiagnostikoko tek./Técnico Esp. Radiodiagnóstico\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>FERRER MARTÍN</td><td>MONTSERRAT</td><td>29,000</td><td></td><td>29,000</td><td>1</td></tr><tr><td>FERNÁNDEZ VADILLO</td><td>MARÍA LUISA</td><td>28,500</td><td></td><td>28,500</td><td>2</td></tr><tr><td>MAYORGA SÁNCHEZ</td><td>MARÍA BELÉN</td><td>27,750</td><td></td><td>27,750</td><td>3</td></tr><tr><td>MELGAR GONZÁLEZ</td><td>ADELINA</td><td>24,375</td><td>1,875</td><td>26,250</td><td>4</td></tr><tr><td>PÉREZ MOLINA</td><td>MARÍA BEGOÑA</td><td>25,625</td><td></td><td>25,625</td><td>5</td></tr><tr><td>LÓPEZ BELCIANO</td><td>JESÚS</td><td>25,375</td><td></td><td>25,375</td><td>6</td></tr><tr><td>BOLAÑOS ANGULO</td><td>INÉS MARÍA</td><td>21,625</td><td>1,875</td><td>23,500</td><td>7</td></tr><tr><td>RICO MIRANDA</td><td>ASIER</td><td>22,000</td><td></td><td>22,000</td><td>8</td></tr><tr><td>CARBALLO FUENTES</td><td>SUSANA</td><td>17,250</td><td>3,750</td><td>21,000</td><td>9</td></tr><tr><td>MARTÍNEZ OLIVARES</td><td>YOLANDA</td><td>17,125</td><td>1,875</td><td>19,000</td><td>10</td></tr><tr><td>FERNÁNDEZ IGLESIAS</td><td>BEGOÑA</td><td>18,375</td><td></td><td>18,375</td><td>11</td></tr><tr><td>ANTONA FERNÁNDEZ</td><td>ESTIBALIZ</td><td>15,250</td><td>1,875</td><td>17,125</td><td>12</td></tr></table>\n\nErizaina/Enfermero/a\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table>\n\nFisioterapeuta/Fisioterapeuta\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>IRIBAR LARREA</td><td>IRIS</td><td>22,000</td><td>3,750</td><td>25,750</td><td>1</td></tr></table>" ]
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Adm. eta kudeaketako goi mailako teknikaria/Técnico Sup. Admón. y Gestión <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table> Prebentzio, seg. eta higieneko goi mailako teknikaria/Técnico Sup. Prevención, Seguridad e Higiene <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table> Fak. Esp. Kardiologiako Medikua/Fac. Esp. Médico Cardiología <table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>RAMÍREZ MUÑOZ</td><td>MARÍA CARMEN</td><td>15,450</td><td>3,750</td><td>19,200</td><td>1</td></tr></table>
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" 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[ "Adm. eta kudeaketako goi mailako teknikaria/Técnico Sup. Admón. y Gestión\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table>\n\nPrebentzio, seg. eta higieneko goi mailako teknikaria/Técnico Sup. Prevención, Seguridad e Higiene\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>INOR EZ/NINGUNO</td><td></td><td></td><td></td><td></td><td></td></tr></table>\n\nFak. Esp. Kardiologiako Medikua/Fac. Esp. Médico Cardiología\n<table><tr><th>Abizenak/Apellidos</th><th>Izena/Nombre</th><th>Lan-esp./Exp. prof.</th><th>Euskera</th><th>Guztira/Total</th><th>Hurrenk./Orden</th></tr><tr><td>RAMÍREZ MUÑOZ</td><td>MARÍA CARMEN</td><td>15,450</td><td>3,750</td><td>19,200</td><td>1</td></tr></table>" ]
0
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Meeting Date: January 8, 2019 Commission, Board or Committee: Staff Contact: Jeff Biegler, Director PW Committee or L&F Committee: Public Works Committee Petitioner: Department of Parks and Recreation City Council 1st Reading: Location: City Council 2nd Reading: Agenda Title: Approve request from Black Hills Farmers Market to name the area located at 145 E. Omaha Street “Market Park”. Summary: The Board of Directors for the Black Hills Farmers Market is requesting that the area located at 145 East Omaha Street be named “Market Park”. This location has a history of being an open-air market for many years and the BH Farmers Market relocated here in 2017. The Parks and Recreation Advisory Board considered the request at their meeting on December 13th and unanimously recommended approval. Funding Source & Fiscal Impact (if applicable): NA Recommendation: Action: Approve Notes: Options: Attachments & Links: BH Farmers Market Letter Location Map
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" 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[ "Meeting Date: January 8, 2019\nCommission, Board or Committee:\nStaff Contact: Jeff Biegler, Director\nPW Committee or L&F Committee: Public Works Committee\nPetitioner: Department of Parks and Recreation\nCity Council 1st Reading:\nLocation:\nCity Council 2nd Reading:\n\nAgenda Title:\nApprove request from Black Hills Farmers Market to name the area located at 145 E. Omaha Street “Market Park”.\n\nSummary:\nThe Board of Directors for the Black Hills Farmers Market is requesting that the area located at 145 East Omaha Street be named “Market Park”. This location has a history of being an open-air market for many years and the BH Farmers Market relocated here in 2017. The Parks and Recreation Advisory Board considered the request at their meeting on December 13th and unanimously recommended approval.\n\nFunding Source & Fiscal Impact (if applicable):\nNA\n\nRecommendation:\nAction: Approve\nNotes:\n\nOptions:\n\nAttachments & Links:\nBH Farmers Market Letter Location Map" ]
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ENGLISH SUMMARY Plantar foot ulcer recurrence is a serious problem in patients with diabetes, because it can lead to infections, amputations, and to physical and emotional loss for the patient. Every 30 seconds a lower limb is lost somewhere in the world due to diabetes and these amputations are nearly always preceded by a foot ulcer. Therefore, the prevention of foot ulcers is important for individual well-being and public health gain. After the presentation of a first ulcer, custom-made footwear is often prescribed to prevent ulcer recurrence. This footwear aims to reduce in-shoe plantar peak pressures. Several studies investigated the effectiveness of custom-made footwear to prevent ulcer prevention, however, conclusive evidence that supports the use of custom-made footwear has not yet been found. None of these clinical studies measured in-shoe plantar pressures. Therefore it remains unclear whether plantar offloading is effective in reducing ulcer recurrence in patients with diabetes. To increase knowledge on the role of plantar foot pressure reduction in custom-made footwear on foot ulcer recurrence, the DIAFOS trial was designed and conducted. This thesis focused specifically on the DIAFOS trial and on the predictive value of biomechanical, behavioural, and disease related factors on plantar foot ulcer recurrence in diabetic patients with peripheral neuropathy and a history of plantar foot ulceration. These topics were introduced in chapter 1. Mechanical stress on the plantar foot surface is measured using barefoot and in-shoe pressure measurement systems. Most diabetic foot studies present their pressure results using the maximal peak pressure and pressure time integral. Which of both is most appropriate to be used in pressure studies was examined and the results are given in chapter 2. We showed that maximal peak pressure and peak pressure-time integral were highly interdependent and results on both parameters lead to similar conclusions. This interdependency was strongest in the foot regions most prone to pressure-related ulcers and was independent of the type of footwear tested. Since the maximal peak pressure is the parameter of the two that is most often used and because it is the only parameter that has been associated prospectively with diabetic foot ulceration, we concluded that maximal peak pressure is the most appropriate to use in pressure studies and therefore this parameter was used throughout this thesis. Adherence to footwear use is likely an important factor in footwear effectiveness. Most previous studies assessed adherence using subjective methods. The accuracy and reliability of these subjective methods has not been evaluated and can easily lead to response bias and missing data. In chapter 3, a method that combined data from a shoe-worn temperature-based monitor with data from an ankle-worn step activity monitor was introduced and described. In this proof-of-principle study we demonstrated that this approach is an objective, accurate, reliable and feasible method to assess footwear adherence in diabetic patients. In chapter 4 the objectively obtained data on adherence to footwear use in diabetic patients with neuropathy and a healed prior ulcer was presented. The results showed that 71% of the steps taken were in prescribed custom-made footwear, with large inter-individual differences in adherence (10-100%). Half of the patients wore their footwear more than 80% of the steps taken and one third of the patients wore their footwear less
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" 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[ "ENGLISH SUMMARY\nPlantar foot ulcer recurrence is a serious problem in patients with diabetes, because it can lead to infections, amputations, and to physical and emotional loss for the patient. Every 30 seconds a lower limb is lost somewhere in the world due to diabetes and these amputations are nearly always preceded by a foot ulcer. Therefore, the prevention of foot ulcers is important for individual well-being and public health gain.\n\nAfter the presentation of a first ulcer, custom-made footwear is often prescribed to prevent ulcer recurrence. This footwear aims to reduce in-shoe plantar peak pressures. Several studies investigated the effectiveness of custom-made footwear to prevent ulcer prevention, however, conclusive evidence that supports the use of custom-made footwear has not yet been found. None of these clinical studies measured in-shoe plantar pressures. Therefore it remains unclear whether plantar offloading is effective in reducing ulcer recurrence in patients with diabetes. To increase knowledge on the role of plantar foot pressure reduction in custom-made footwear on foot ulcer recurrence, the DIAFOS trial was designed and conducted. This thesis focused specifically on the DIAFOS trial and on the predictive value of biomechanical, behavioural, and disease related factors on plantar foot ulcer recurrence in diabetic patients with peripheral neuropathy and a history of plantar foot ulceration. These topics were introduced in chapter 1.\n\nMechanical stress on the plantar foot surface is measured using barefoot and in-shoe pressure measurement systems. Most diabetic foot studies present their pressure results using the maximal peak pressure and pressure time integral. Which of both is most appropriate to be used in pressure studies was examined and the results are given in chapter 2. We showed that maximal peak pressure and peak pressure-time integral were highly interdependent and results on both parameters lead to similar conclusions. This interdependency was strongest in the foot regions most prone to pressure-related ulcers and was independent of the type of footwear tested. Since the maximal peak pressure is the parameter of the two that is most often used and because it is the only parameter that has been associated prospectively with diabetic foot ulceration, we concluded that maximal peak pressure is the most appropriate to use in pressure studies and therefore this parameter was used throughout this thesis.\n\nAdherence to footwear use is likely an important factor in footwear effectiveness. Most previous studies assessed adherence using subjective methods. The accuracy and reliability of these subjective methods has not been evaluated and can easily lead to response bias and missing data. In chapter 3, a method that combined data from a shoe-worn temperature-based monitor with data from an ankle-worn step activity monitor was introduced and described. In this proof-of-principle study we demonstrated that this approach is an objective, accurate, reliable and feasible method to assess footwear adherence in diabetic patients.\n\nIn chapter 4 the objectively obtained data on adherence to footwear use in diabetic patients with neuropathy and a healed prior ulcer was presented. The results showed that 71% of the steps taken were in prescribed custom-made footwear, with large inter-individual differences in adherence (10-100%). Half of the patients wore their footwear more than 80% of the steps taken and one third of the patients wore their footwear less" ]
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drukverlaging. Deze onverwachte uitkomst laat zien dat verbeterde drukverlaging in orthopedisch maatschoeisel op zichzelf niet voldoende klinisch effectief is. Echter, in de subgroep van 79 hoog therapietrouwe patiënten bleek de verbeterde drukverlaging in orthopedisch maatschoeisel wel tot een significante vermindering van plantaire voetulcera te leiden (afname in relatief risico 46%). Dit suggereert dat een betere drukverlaging klinisch effectief is, onder de voorwaarde dat een continue drukontlasting wordt gegarandeerd door het dragen van orthopedisch maatschoeisel gedurende > 80% van de stappen. Om herhaling van plantaire voetulcera bij hoogrisico diabetes patiënten te begrijpen zodat gerichte interventies kunnen worden ontwikkeld, is inzicht in de voorspellende factoren van recidive plantaire voetulcera noodzakelijk. Twee modellen die de voorspellende waarde van biomechanische, gedrags- en ziekte-gerelateerde factoren op plantaire recidive voetulcera evalueren werden in hoofdstuk 7 besproken. In het eerste model zijn de factoren van alle 71 traumatisch en niet-traumatisch ontstane plantaire recidive voetulcera die tijdens de 18 maanden follow-up ontstonden onderzocht. In het tweede model, werden de factoren van de 41 niet-traumatische recidive voetulcera die op de voormalige ulcus locatie ontstonden onderzocht. In het tweede model werden recidive ulcera geïsoleerd onderzocht om een uitspraak te kunnen doen over de factoren die een rol spelen bij die voetulcera die meest waarschijnlijk zijn ontstaan door hoge druk. Het voorspellen van recidive plantaire voetulcera bleek matig succesvol. De aanwezigheid van kleine laesies was de sterkste voorspeller die het risico op recidive plantaire voetulcera met een factor 5 tot 10 verhoogde. Hoge blootvoets piekdrukken bleken het risico op recidive ulcera te vergroten waar effectieve ontlasting in gedragen orthopedisch maatschoeisel het risico op recidive ulcera verlaagden. Dit suggereert een drukgerelateerde etiologie. Om recidive voetulcera bij patiënten met diabetes te voorkomen zal in de klinische praktijk de nadruk moeten worden gelegd op het vroegtijdig herkennen en behandelen van kleine laesies, het stimuleren van patiënten om niet blootsvoets te lopen, het waarborgen van voldoende drukverlaging in voorgeschreven maatschoeisel en het verbeteren van de therapietrouw van het dragen van voorgeschreven maatschoeisel. In het laatste hoofdstuk, hoofdstuk 8, worden de meest belangrijkste bevindingen van dit proefschrift en enkele methodologische overwegingen besproken en wordt het hoofdstuk afgesloten met klinische implicaties, aanbevelingen en suggesties voor verder onderzoek gebaseerd op het werk in dit proefschrift.
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[ "drukverlaging. Deze onverwachte uitkomst laat zien dat verbeterde drukverlaging in orthopedisch maatschoeisel op zichzelf niet voldoende klinisch effectief is. Echter, in de subgroep van 79 hoog therapietrouwe patiënten bleek de verbeterde drukverlaging in orthopedisch maatschoeisel wel tot een significante vermindering van plantaire voetulcera te leiden (afname in relatief risico 46%). Dit suggereert dat een betere drukverlaging klinisch effectief is, onder de voorwaarde dat een continue drukontlasting wordt gegarandeerd door het dragen van orthopedisch maatschoeisel gedurende > 80% van de stappen.\n\nOm herhaling van plantaire voetulcera bij hoogrisico diabetes patiënten te begrijpen zodat gerichte interventies kunnen worden ontwikkeld, is inzicht in de voorspellende factoren van recidive plantaire voetulcera noodzakelijk. Twee modellen die de voorspellende waarde van biomechanische, gedrags- en ziekte-gerelateerde factoren op plantaire recidive voetulcera evalueren werden in hoofdstuk 7 besproken. In het eerste model zijn de factoren van alle 71 traumatisch en niet-traumatisch ontstane plantaire recidive voetulcera die tijdens de 18 maanden follow-up ontstonden onderzocht. In het tweede model, werden de factoren van de 41 niet-traumatische recidive voetulcera die op de voormalige ulcus locatie ontstonden onderzocht. In het tweede model werden recidive ulcera geïsoleerd onderzocht om een uitspraak te kunnen doen over de factoren die een rol spelen bij die voetulcera die meest waarschijnlijk zijn ontstaan door hoge druk. Het voorspellen van recidive plantaire voetulcera bleek matig succesvol. De aanwezigheid van kleine laesies was de sterkste voorspeller die het risico op recidive plantaire voetulcera met een factor 5 tot 10 verhoogde. Hoge blootvoets piekdrukken bleken het risico op recidive ulcera te vergroten waar effectieve ontlasting in gedragen orthopedisch maatschoeisel het risico op recidive ulcera verlaagden. Dit suggereert een drukgerelateerde etiologie. Om recidive voetulcera bij patiënten met diabetes te voorkomen zal in de klinische praktijk de nadruk moeten worden gelegd op het vroegtijdig herkennen en behandelen van kleine laesies, het stimuleren van patiënten om niet blootsvoets te lopen, het waarborgen van voldoende drukverlaging in voorgeschreven maatschoeisel en het verbeteren van de therapietrouw van het dragen van voorgeschreven maatschoeisel.\n\nIn het laatste hoofdstuk, hoofdstuk 8, worden de meest belangrijkste bevindingen van dit proefschrift en enkele methodologische overwegingen besproken en wordt het hoofdstuk afgesloten met klinische implicaties, aanbevelingen en suggesties voor verder onderzoek gebaseerd op het werk in dit proefschrift." ]
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NEDERLANDSE SAMENVATTING Een recidief plantair voetulcus is een ernstig probleem bij patiënten met diabetes, omdat het kan leiden tot infecties, amputaties, en fysieke en emotionele schade. Elke 30 seconden wordt er ergens in de wereld een ledemaat geamputeerd als gevolg van diabetes. In bijna alle gevallen is een voetulcus vooraf gegaan aan de amputatie. De preventie van voetulcera is daarom belangrijk voor het individuele welzijn en de volksgezondheid. Vaak wordt er na een eerste voetulcus orthopedisch maatschoeisel voorgeschreven om een recidief voetulcus te voorkomen. Dit schoeisel is gericht op het beschermen van de voeten en verlagen van de plantaire piekdrukken in de schoen. Verschillende studies onderzochten de effectiviteit van maatschoeisel om recidive voetulcera te voorkomen. Deze studies gaven echter geen overtuigend bewijs voor het belang van het gebruik van maatschoeisel in het voorkomen van recidive voetulcera. In geen van deze klinische studies werd de plantaire druk in de schoen gemeten. Daarom is het nog onduidelijk of het verlagen van plantaire piekdrukken effectief is in het verminderen van recidive voetulcera bij patiënten met diabetes. Om meer inzicht te krijgen in de rol van verlaagde plantaire piekdrukken in orthopedisch maatschoeisel op het ontstaan van recidive voetulcera, werd de DIAFOS trial ontwikkeld en uitgevoerd. Dit proefschrift is gebaseerd op de DIAFOS trial, in het bijzonder op de voorspellende waarde van biomechanische, gedrags-, en ziekte gerelateerde factoren op recidive plantaire voetulcera bij diabetes patiënten met perifere neuropathie en een eerder doorgemaakt plantair voetulcus. Deze onderwerpen werden geïntroduceerd in hoofdstuk 1. Mechanische belasting op de plantaire zijde van de voet werd in de DIAFOS trial gemeten met behulp van blootsvoetse en in-de-schoen drukmeetsystemen. De meeste diabetische voet studies presenteren de resultaten in de variabelen maximale piekdruk en piekdruk-tijdsintegrraal. Welke van deze twee variabelen het meest geschikt is voor het gebruik in drukmeetstudies werd onderzocht. De resultaten van deze studie zijn gepresenteerd in hoofdstuk 2. De maximale piekdruk en de piekdruk-tijdsintegrraal zijn sterk van elkaar afhankelijk en leiden tot vergelijkbare conclusies. Deze onderlinge afhankelijkheid tussen beide variabelen is het sterkst in de voetzijde’s die het hoogste risico lopen op het ontwikkelen van een druk-gerelateerd voetulcus en bleek onafhankelijk van het soort schoeisel waarin de ‘in-de-schoen’ drukken werd gemeten. Aangezien de maximale piekdruk het meest wordt gebruikt en omdat dit de enige variabele is die prospectief geassocieerd is met diabetische voetulcera, wordt op basis van deze studie, de maximale piekdruk geadviseerd om te gebruiken in diabetes gerelateerde voetdruk studies. Daarom hebben we deze variabele gebruikt in dit proefschrift. Therapietrouw van het dragen van orthopedisch maatschoeisel is waarschijnlijk een belangrijke factor in de effectiviteit van dit schoeisel. De meeste voorgaande studies onderzochten therapietrouw met subjectieve methoden. De nauwkeurigheid en betrouwbaarheid van deze subjectieve methoden zijn niet geëvalueerd. Responsbias en het missen van relevante gegevens zijn daarom in deze studies niet uitgesloten. In hoofdstuk 3 is een methode geïntroduceerd en beschreven die gegevens van een in de schoen gedragen temperatuurnmonitor combineert met gegevens van een om de enkel gedragen stap activiteietenmonitor. Uit deze “proof-of-principle” studie bleek dat deze methode
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[ "NEDERLANDSE SAMENVATTING\nEen recidief plantair voetulcus is een ernstig probleem bij patiënten met diabetes, omdat het kan leiden tot infecties, amputaties, en fysieke en emotionele schade. Elke 30 seconden wordt er ergens in de wereld een ledemaat geamputeerd als gevolg van diabetes. In bijna alle gevallen is een voetulcus vooraf gegaan aan de amputatie. De preventie van voetulcera is daarom belangrijk voor het individuele welzijn en de volksgezondheid.\n\nVaak wordt er na een eerste voetulcus orthopedisch maatschoeisel voorgeschreven om een recidief voetulcus te voorkomen. Dit schoeisel is gericht op het beschermen van de voeten en verlagen van de plantaire piekdrukken in de schoen. Verschillende studies onderzochten de effectiviteit van maatschoeisel om recidive voetulcera te voorkomen. Deze studies gaven echter geen overtuigend bewijs voor het belang van het gebruik van maatschoeisel in het voorkomen van recidive voetulcera. In geen van deze klinische studies werd de plantaire druk in de schoen gemeten. Daarom is het nog onduidelijk of het verlagen van plantaire piekdrukken effectief is in het verminderen van recidive voetulcera bij patiënten met diabetes. Om meer inzicht te krijgen in de rol van verlaagde plantaire piekdrukken in orthopedisch maatschoeisel op het ontstaan van recidive voetulcera, werd de DIAFOS trial ontwikkeld en uitgevoerd. Dit proefschrift is gebaseerd op de DIAFOS trial, in het bijzonder op de voorspellende waarde van biomechanische, gedrags-, en ziekte gerelateerde factoren op recidive plantaire voetulcera bij diabetes patiënten met perifere neuropathie en een eerder doorgemaakt plantair voetulcus. Deze onderwerpen werden geïntroduceerd in hoofdstuk 1.\n\nMechanische belasting op de plantaire zijde van de voet werd in de DIAFOS trial gemeten met behulp van blootsvoetse en in-de-schoen drukmeetsystemen. De meeste diabetische voet studies presenteren de resultaten in de variabelen maximale piekdruk en piekdruk-tijdsintegrraal. Welke van deze twee variabelen het meest geschikt is voor het gebruik in drukmeetstudies werd onderzocht. De resultaten van deze studie zijn gepresenteerd in hoofdstuk 2. De maximale piekdruk en de piekdruk-tijdsintegrraal zijn sterk van elkaar afhankelijk en leiden tot vergelijkbare conclusies. Deze onderlinge afhankelijkheid tussen beide variabelen is het sterkst in de voetzijde’s die het hoogste risico lopen op het ontwikkelen van een druk-gerelateerd voetulcus en bleek onafhankelijk van het soort schoeisel waarin de ‘in-de-schoen’ drukken werd gemeten. Aangezien de maximale piekdruk het meest wordt gebruikt en omdat dit de enige variabele is die prospectief geassocieerd is met diabetische voetulcera, wordt op basis van deze studie, de maximale piekdruk geadviseerd om te gebruiken in diabetes gerelateerde voetdruk studies. Daarom hebben we deze variabele gebruikt in dit proefschrift.\n\nTherapietrouw van het dragen van orthopedisch maatschoeisel is waarschijnlijk een belangrijke factor in de effectiviteit van dit schoeisel. De meeste voorgaande studies onderzochten therapietrouw met subjectieve methoden. De nauwkeurigheid en betrouwbaarheid van deze subjectieve methoden zijn niet geëvalueerd. Responsbias en het missen van relevante gegevens zijn daarom in deze studies niet uitgesloten. In hoofdstuk 3 is een methode geïntroduceerd en beschreven die gegevens van een in de schoen gedragen temperatuurnmonitor combineert met gegevens van een om de enkel gedragen stap activiteietenmonitor. Uit deze “proof-of-principle” studie bleek dat deze methode" ]
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<table> <tr> <th>A</th> <th>B</th> <th>C</th> <th>D</th> <th>E</th> <th>F</th> </tr> <tr> <th></th> <th>Equipment</th> <th>Faulty zone</th> <th>Cause</th> <th>Type of intervention</th> <th>Maintenance action</th> </tr> <tr> <td>1</td> <td>698188</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>2</td> <td>698188</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>3</td> <td>698247</td> <td>Lifting</td> <td>Problem on control card</td> <td>Improvement</td> <td>Improving the functioning</td> </tr> <tr> <td>4</td> <td>699420</td> <td>Lifting</td> <td>Problem on electronic card</td> <td>Improvement</td> <td>Improving the functioning</td> </tr> <tr> <td>5</td> <td>699253</td> <td>Remote control</td> <td>Problem on control console</td> <td>Urgent corrective</td> <td>Information/outreach activities</td> </tr> <tr> <td>6</td> <td>699263</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>7</td> <td>699263</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>8</td> <td>699925</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>9</td> <td>699926</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>10</td> <td>699926</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>11</td> <td>700012</td> <td>Remote control</td> <td>Emergency stop activated</td> <td>Urgent corrective</td> <td>Reset - acknowledgement</td> </tr> <tr> <td>12</td> <td>701718</td> <td>Translation</td> <td>Problem on the brake</td> <td>Deferred corrective</td> <td>Cleaning - acknowledgement</td> </tr> <tr> <td>13</td> <td>702008</td> <td>Translation</td> <td>Relaying problem</td> <td>Deferred corrective</td> <td>Replacement</td> </tr> <tr> <td>14</td> <td>703372</td> <td>Remote control</td> <td>Emergency stop activated</td> <td>Urgent corrective</td> <td>Reset - acknowledgement</td> </tr> <tr> <td>15</td> <td>703325</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>16</td> <td>703372</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>17</td> <td>704072</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>18</td> <td>704082</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> <tr> <td>19</td> <td>706081</td> <td>Translation</td> <td>Angular defect</td> <td>Deferred corrective</td> <td>Realignment</td> </tr> <tr> <td>20</td> <td>705118</td> <td>Remote control</td> <td>Broken ice case</td> <td>Urgent corrective</td> <td>Replacement of the defective part</td> </tr> <tr> <td>21</td> <td>705618</td> <td>Direction</td> <td>Problem on variable speed control</td> <td>Urgent corrective</td> <td>Reset - acknowledgement</td> </tr> <tr> <td>22</td> <td>705821</td> <td>Translation</td> <td>Angular defect</td> <td>Technical assistance</td> <td>Realignment</td> </tr> </table> Fig. 9. Maintenance work reports on overhead cranes. ![A part of the hierarchy of concept types (TC).](page_0_819_1448_682.png) Fig. 10. A part of the hierarchy of concept types (TC). In Fig. 10 is shown a part of the basic support (hierarchy of concept types) used for the application example. In this example, we consider the same hierarchy of relation types than in the right side of Fig. 3. Among the main concept types, the "experience" concept is described by a "context", an "analysis" and a "solution". We consider here that the "context" includes the "work order (WO)", the "functional localisation", the "failure", the "technician", etc. The "analysis" contains the different "causes" of intervention while the "solution" describes the "type of intervention" and the "maintenance action". 4.2. Formalizing experience-knowledge with Conceptual Graphs In Fig. 11, an event on a bridge crane is the basis of an experience. The CG for an experience is built according to the support defined in Fig. 10, in which the used concepts are denoted by doted lines. The graph of Fig. 11 can be interpreted as follows: in the considered experience, Context C1 requires Analysis A1, which generates Solution S1. More specifically, the context is described by the Work Order No 698188 for equipment POMCO2002. We distinguish here the object of the maintenance action, the failure (on
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" }
[ "<table>\n <tr>\n <th>A</th>\n <th>B</th>\n <th>C</th>\n <th>D</th>\n <th>E</th>\n <th>F</th>\n </tr>\n <tr>\n <th></th>\n <th>Equipment</th>\n <th>Faulty zone</th>\n <th>Cause</th>\n <th>Type of intervention</th>\n <th>Maintenance action</th>\n </tr>\n <tr>\n <td>1</td>\n <td>698188</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>2</td>\n <td>698188</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>3</td>\n <td>698247</td>\n <td>Lifting</td>\n <td>Problem on control card</td>\n <td>Improvement</td>\n <td>Improving the functioning</td>\n </tr>\n <tr>\n <td>4</td>\n <td>699420</td>\n <td>Lifting</td>\n <td>Problem on electronic card</td>\n <td>Improvement</td>\n <td>Improving the functioning</td>\n </tr>\n <tr>\n <td>5</td>\n <td>699253</td>\n <td>Remote control</td>\n <td>Problem on control console</td>\n <td>Urgent corrective</td>\n <td>Information/outreach activities</td>\n </tr>\n <tr>\n <td>6</td>\n <td>699263</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>7</td>\n <td>699263</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>8</td>\n <td>699925</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>9</td>\n <td>699926</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>10</td>\n <td>699926</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>11</td>\n <td>700012</td>\n <td>Remote control</td>\n <td>Emergency stop activated</td>\n <td>Urgent corrective</td>\n <td>Reset - acknowledgement</td>\n </tr>\n <tr>\n <td>12</td>\n <td>701718</td>\n <td>Translation</td>\n <td>Problem on the brake</td>\n <td>Deferred corrective</td>\n <td>Cleaning - acknowledgement</td>\n </tr>\n <tr>\n <td>13</td>\n <td>702008</td>\n <td>Translation</td>\n <td>Relaying problem</td>\n <td>Deferred corrective</td>\n <td>Replacement</td>\n </tr>\n <tr>\n <td>14</td>\n <td>703372</td>\n <td>Remote control</td>\n <td>Emergency stop activated</td>\n <td>Urgent corrective</td>\n <td>Reset - acknowledgement</td>\n </tr>\n <tr>\n <td>15</td>\n <td>703325</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>16</td>\n <td>703372</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>17</td>\n <td>704072</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>18</td>\n <td>704082</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>19</td>\n <td>706081</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Deferred corrective</td>\n <td>Realignment</td>\n </tr>\n <tr>\n <td>20</td>\n <td>705118</td>\n <td>Remote control</td>\n <td>Broken ice case</td>\n <td>Urgent corrective</td>\n <td>Replacement of the defective part</td>\n </tr>\n <tr>\n <td>21</td>\n <td>705618</td>\n <td>Direction</td>\n <td>Problem on variable speed control</td>\n <td>Urgent corrective</td>\n <td>Reset - acknowledgement</td>\n </tr>\n <tr>\n <td>22</td>\n <td>705821</td>\n <td>Translation</td>\n <td>Angular defect</td>\n <td>Technical assistance</td>\n <td>Realignment</td>\n </tr>\n</table>\n\nFig. 9. Maintenance work reports on overhead cranes.\n\n![A part of the hierarchy of concept types (TC).](page_0_819_1448_682.png)\n\nFig. 10. A part of the hierarchy of concept types (TC).\n\nIn Fig. 10 is shown a part of the basic support (hierarchy of concept types) used for the application example. In this example, we consider the same hierarchy of relation types than in the right side of Fig. 3. Among the main concept types, the \"experience\" concept is described by a \"context\", an \"analysis\" and a \"solution\". We consider here that the \"context\" includes the \"work order (WO)\", the \"functional localisation\", the \"failure\", the \"technician\", etc. The \"analysis\" contains the different \"causes\" of intervention while the \"solution\" describes the \"type of intervention\" and the \"maintenance action\".\n\n4.2. Formalizing experience-knowledge with Conceptual Graphs\n\nIn Fig. 11, an event on a bridge crane is the basis of an experience. The CG for an experience is built according to the support defined in Fig. 10, in which the used concepts are denoted by doted lines. The graph of Fig. 11 can be interpreted as follows: in the considered experience, Context C1 requires Analysis A1, which generates Solution S1. More specifically, the context is described by the Work Order No 698188 for equipment POMCO2002. We distinguish here the object of the maintenance action, the failure (on" ]
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propositions developed in the literature for improving this association rule mining process is for instance presented in [58]. Nevertheless, because of its popularity and good performance, we have chosen the classical Apriori algorithm for extracting association rules in our application example. A post data-mining phase, which has in our opinion a specific interest and should not be automated, is so required to evaluate and filter the extracted rules. 3.3.3. Assessment and interpretation of the rules The post-processing phase is the assessment of the utility and reliability of the mined rules, then the interpretation of the discovered knowledge [35]. The main objective of this phase is to help the user to discover useful knowledge in the set of extracted association rules. There are several ways to evaluate the association rules in a knowledge discovery process. An interesting classification has been presented in [34], suggesting: (i) an “objective evaluation” (based on the thresholds defined by the user, so already taken into account in Apriori), (ii) a “semantic evaluation” (based on the domain knowledge), and (iii) a “subjective evaluation” (based on the objectives and beliefs of the user). The suggested post-mining approach is based on this classification. 3.3.3.1. Objective evaluation. The minsup and minconf thresholds chosen by the user allow a first evaluation of the extracted rules. Choosing the optimal levels of minsup and minconf is a difficult task: If the minsup is high, only experiences often combining the same itemsets will be considered. As a limit, if minsup = 1, a single rule would be generated under condition that all the experiences contain the same itemset. If minsup = 0, each experience would be expressed by a different rule: no generalization is in that case performed. Therefore, the minsup directly controls the number of rules extracted, and as a consequence the degree of generalization of the knowledge contained in these rules. In practice, efficiently mining the experiences requires to test different thresholds since rare rules may be more interesting than frequent ones. In the field of maintenance for instance, the “urgency” of a corrective maintenance activity may be considered, but very urgent maintenance orders are usually rare. Defining a high minsup would prevent from generating knowledge concerning these rare, but very critical experiences. The minconf has a different interest: it shows the validity of a rule, i.e. up to what point the consequent part is linked to the antecedent part. A high minconf allows the generation of very robust rules, but in practice, these rules are usually well known. On the opposite, rules with a low confidence may be inconsistent (and may denote typing errors for instance), but may also express unusual but interesting situations. 3.3.3.2. Semantic evaluation. Semantic evaluation allows to validate the interest of a rule according to external knowledge on the domain. Since the knowledge on a large domain like maintenance has multiple facets and may be complex, it is difficult to give generic guidelines here, except on an original point: combining objective and semantic evaluation may allow to diagnose some aspects of the consistency and coherence of the database. In that purpose we propose to use the following step-by-step approach (illustrated in the case study) as a methodology to understand and interpret the extracted rules: - analyse “elementary” rules (i.e. involving two items), - express each attribute as a question, - express the problem addressed by the rule by combining the questions involved, - interpret the support and confidence of each rule, - analyse the possible use of the rule for improving the maintenance activities, - check whether the reverse rule is, and should be, present, - consider the more complex rules by comparison with the elementary ones by mean of three logical operations, denoted here as extension (of the antecedent or consequent part of the rules), permutation (of items between the antecedent and consequent parts of the rules), and junction (of the antecedent or consequent parts of the rules),1 and then using the same steps above, - define, using CGs, the structure of the rules database (relations between identified elementary and complex rules) that allow a visual exploration of the mined rule set, and - finally, formalise a “metarule” to generalize a rule-set and provide a new abstraction level grouping the rules of the rules database. Let us consider an example for showing the interest of assessing present and absent rules, using two attributes of an experience: “cause” of a failure and “maintenance action” performed. In many real cases, a given cause of failure should result in a given maintenance action; conversely, this given maintenance action is only performed if this cause occurred. A consequence is that, in such case, if a rule of the type “IF (cause of failure A) THEN (maintenance action B)” is generated, the inverse rule should also be generated, since it has the same support and confidence. In some practical cases, we have noticed the absence of such reverse rule (see Section 4). This may show a difference of granularity in the way the attributes are considered by the designer of the database (maintenance manager) and the maintenance actor. The cause of failure could for instance have sub-causes for the maintenance actor, leading to different maintenance actions. As a consequence, the analysis of the rules (not only the present ones but also the absent ones), considering their minsup and minconf, may allow to identify some inconsistencies in the databases (data typing errors, entry mistakes or defaults in the definition of attributes). 3.3.3.3. Subjective evaluation: checking the consistence of the rules with the user’s expectations. Even if algorithms like Apriori may mine various types of rules, a user in a given situation has usually an idea on the type of rule that she/he expects. For instance, the user is usually interested in rules linking “symptoms” to “causes” in a diagnosis phase, or “causes” to “maintenance actions” in the phase of search for solution. Let X be the set of discovered association rules. According to a user query Q regarding the structure of a rule, [53] suggests to distinguish between four sets of rules: - Conforming rules: a discovered rule X_i \( \in X \) is conform to the user query Q if both antecedent and consequent parts of X_i can be derived from Q, i.e. the conforming rules are the derived rules having both antecedent and consequent parts consistent with the user’s expectation. - Unexpected consequence rules: a discovered rule X_i \( \in X \) has an unexpected consequence with respect to Q if the antecedent of X_i is a projection of Q, but not the consequent part. Unexpected consequence rules show discovered rules that may be inconsistent with the existing knowledge. We can also find in this category the rules including the user query Q, but the consequent part of these rules provides more information. 1 These operations are semantically well defined by the graph operations of specialization, generalization and equivalence: the “extension” is a form of “generalization” in CGs, the “junction” a form of “join” in CGs and “permutation” is a light form of equivalence in CGs.
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[ "propositions developed in the literature for improving this association rule mining process is for instance presented in [58]. Nevertheless, because of its popularity and good performance, we have chosen the classical Apriori algorithm for extracting association rules in our application example. A post data-mining phase, which has in our opinion a specific interest and should not be automated, is so required to evaluate and filter the extracted rules.\n\n3.3.3. Assessment and interpretation of the rules\nThe post-processing phase is the assessment of the utility and reliability of the mined rules, then the interpretation of the discovered knowledge [35]. The main objective of this phase is to help the user to discover useful knowledge in the set of extracted association rules. There are several ways to evaluate the association rules in a knowledge discovery process. An interesting classification has been presented in [34], suggesting: (i) an “objective evaluation” (based on the thresholds defined by the user, so already taken into account in Apriori), (ii) a “semantic evaluation” (based on the domain knowledge), and (iii) a “subjective evaluation” (based on the objectives and beliefs of the user). The suggested post-mining approach is based on this classification.\n\n3.3.3.1. Objective evaluation. The minsup and minconf thresholds chosen by the user allow a first evaluation of the extracted rules. Choosing the optimal levels of minsup and minconf is a difficult task:\n\nIf the minsup is high, only experiences often combining the same itemsets will be considered. As a limit, if minsup = 1, a single rule would be generated under condition that all the experiences contain the same itemset. If minsup = 0, each experience would be expressed by a different rule: no generalization is in that case performed. Therefore, the minsup directly controls the number of rules extracted, and as a consequence the degree of generalization of the knowledge contained in these rules. In practice, efficiently mining the experiences requires to test different thresholds since rare rules may be more interesting than frequent ones. In the field of maintenance for instance, the “urgency” of a corrective maintenance activity may be considered, but very urgent maintenance orders are usually rare. Defining a high minsup would prevent from generating knowledge concerning these rare, but very critical experiences.\n\nThe minconf has a different interest: it shows the validity of a rule, i.e. up to what point the consequent part is linked to the antecedent part. A high minconf allows the generation of very robust rules, but in practice, these rules are usually well known. On the opposite, rules with a low confidence may be inconsistent (and may denote typing errors for instance), but may also express unusual but interesting situations.\n\n3.3.3.2. Semantic evaluation. Semantic evaluation allows to validate the interest of a rule according to external knowledge on the domain. Since the knowledge on a large domain like maintenance has multiple facets and may be complex, it is difficult to give generic guidelines here, except on an original point: combining objective and semantic evaluation may allow to diagnose some aspects of the consistency and coherence of the database.\nIn that purpose we propose to use the following step-by-step approach (illustrated in the case study) as a methodology to understand and interpret the extracted rules:\n\n- analyse “elementary” rules (i.e. involving two items),\n- express each attribute as a question,\n- express the problem addressed by the rule by combining the questions involved,\n- interpret the support and confidence of each rule,\n- analyse the possible use of the rule for improving the maintenance activities,\n- check whether the reverse rule is, and should be, present,\n- consider the more complex rules by comparison with the elementary ones by mean of three logical operations, denoted here as extension (of the antecedent or consequent part of the rules), permutation (of items between the antecedent and consequent parts of the rules), and junction (of the antecedent or consequent parts of the rules),1 and then using the same steps above,\n- define, using CGs, the structure of the rules database (relations between identified elementary and complex rules) that allow a visual exploration of the mined rule set, and\n- finally, formalise a “metarule” to generalize a rule-set and provide a new abstraction level grouping the rules of the rules database.\n\nLet us consider an example for showing the interest of assessing present and absent rules, using two attributes of an experience: “cause” of a failure and “maintenance action” performed. In many real cases, a given cause of failure should result in a given maintenance action; conversely, this given maintenance action is only performed if this cause occurred. A consequence is that, in such case, if a rule of the type “IF (cause of failure A) THEN (maintenance action B)” is generated, the inverse rule should also be generated, since it has the same support and confidence. In some practical cases, we have noticed the absence of such reverse rule (see Section 4). This may show a difference of granularity in the way the attributes are considered by the designer of the database (maintenance manager) and the maintenance actor. The cause of failure could for instance have sub-causes for the maintenance actor, leading to different maintenance actions.\nAs a consequence, the analysis of the rules (not only the present ones but also the absent ones), considering their minsup and minconf, may allow to identify some inconsistencies in the databases (data typing errors, entry mistakes or defaults in the definition of attributes).\n\n3.3.3.3. Subjective evaluation: checking the consistence of the rules with the user’s expectations. Even if algorithms like Apriori may mine various types of rules, a user in a given situation has usually an idea on the type of rule that she/he expects. For instance, the user is usually interested in rules linking “symptoms” to “causes” in a diagnosis phase, or “causes” to “maintenance actions” in the phase of search for solution.\nLet X be the set of discovered association rules. According to a user query Q regarding the structure of a rule, [53] suggests to distinguish between four sets of rules:\n- Conforming rules: a discovered rule X_i \\( \\in X \\) is conform to the user query Q if both antecedent and consequent parts of X_i can be derived from Q, i.e. the conforming rules are the derived rules having both antecedent and consequent parts consistent with the user’s expectation.\n- Unexpected consequence rules: a discovered rule X_i \\( \\in X \\) has an unexpected consequence with respect to Q if the antecedent of X_i is a projection of Q, but not the consequent part. Unexpected consequence rules show discovered rules that may be inconsistent with the existing knowledge. We can also find in this category the rules including the user query Q, but the consequent part of these rules provides more information.\n\n1 These operations are semantically well defined by the graph operations of specialization, generalization and equivalence: the “extension” is a form of “generalization” in CGs, the “junction” a form of “join” in CGs and “permutation” is a light form of equivalence in CGs." ]
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Theory, Tools and Applications, Lecture Notes in Computer Science, vol. 1453, Springer, Berlin Heidelberg, 1998, pp. 165–178. [23] A. Crespo, Marquez, J.N.D. Gupta, Contemporary maintenance management: process, framework and supporting pillars, Omega – Int. J. Manage. Sci. 34 (3) (2006) 315–326. [24] T. Dasu, T. Johnson, Exploratory Data Mining and Data Cleaning, vol. 479, Wiley, 2003. [25] L. Delange, R. Vignon, “La croissance de durée de fonctionnement par le retour d’expérience dans le domaine électrique et industriel”, Performances Humaines & Techniques 69 (1994). [26] F. Deumaga-Nkott, O. Onwubolu, Conceptual graphs for semantic web applications, in: F. Dau, M.L. Mugnier, G. Stumme (Eds.), Conceptual Structures: Common Semantic for Sharing Knowledge, Lecture Notes in Artificial Intelligence, vol. 3596, Springer-Verlag, Berlin, 2005, pp. 19–50. [27] EN13306:2001, Maintenance Terminology – European Standard, CEN (European Committee for Standardization), Brussels, Belgium. [28] L.M. Fayyad, G. Piatetsky-Shapiro, P. Smyth, R. Uthurusamy, Advances in Knowledge Discovery and Data Mining, MIT Press, 1996. [29] P. Fournier-Viger, C.W. Wu, V.S. Tseng, Mining top-k association rules, in: L. Kosseim, D. Inkpen (Eds.), Advances in Artificial Intelligence, Lecture Notes in Computer Science, vol. 7310, Springer, Berlin Heidelberg, 2012, pp. 67–73. [30] K. Fürst, M. Lecue, F. Thibault, Ontological engineering and mathematical knowledge management: a formalization of projecting power, Math. Comput. Model. Artif. Intell. 31 (1) (2003) 65–89. [31] F. Filtz, F. Trichet, Axiom-based ontology matching, Expert Syst. 26 (2) (2009) 218–246. [32] E. García, C. Romero, S. Ventura, C. de Castro, An architecture for making recommendations to courseware authors using association rule mining and collaborative filtering, User Model. User-Adap. Interact. 19 (1–2) (2009) 99–132. [33] G. Gamsi, S. Ben Yahia, E. Mephu Nguifo, Y. Slimani, “igb: une nouvelle base générique d’itemsets générés d’associations”, Revue I3 (Informat. Interact. Intell.) 6 (1) (2006) 31–67. [34] L. Geng, H.J. Hamilton, Interestingness measures for data mining: a survey, ACM Comput. Surv. 38 (3) (2006), Article 9. [35] P. Giudici, Applied Data Mining: Statistical Methods for Business and Industry, Wiley, 2003. [36] T.R. Gruber, Toward principles for the design of ontologies used for knowledge sharing, Int. J. Hum.-Comput. Stud. 43 (5–6) (1995) 907–928. [37] J. Han, M. Kamber, Data Mining: Concept and Technology, Publishing House of Mechanical Industry, 2001, pp. 70–72. [38] J. Han, M. Kamber, Data mining: Concepts and Techniques, Morgan Kaufmann Publishers, 2006. [39] J.A. Harding, M. Shahbaz, Srinivas, A. Kusiak, Data mining in manufacturing: a review, J. Manuf. Sci. Eng. Trans. ASME 128 (4) (2006) 969–976. [40] J. Hogan, F. Hardiman, M.D. Dragh Naughton, Asset management strategies for the development of individualised strategies, Lect. Notes Eng. Comp. Sci. 2:190 (1) (2011) 545–549. [41] H. Huang, K. Li, J. Lee, C.R. Liu, The framework of plant and commercial prospects of a new predictive maintenance system: intelligent maintenance system, Prod. Plan. Control 16 (7) (2005) 652–664. [42] B. Kamsu-Foguem, H. Coudert, C. Bérenguer, L. Geneste, Knowledge formalization in experience feedback processes: an ontology-based approach, Comp. Indust. 57 (2) (2006) 192–210. [43] B. Kamsu-Foguem, F. Rigal, F. Mauget, Mining association rules for the quality improvement of the production process, Expert Syst. Appl. 40 (4) (2013) 1034–1045. [44] G. Kaklauskas, I. Baniat, M.C. Turskis, A review of data mining applications for quality improvement in manufacturing industry, Expert Syst. Appl. 36 (2009) 13448–13467. [45] D. Kolb, Strategic Learning in a Knowledge Economy. The 2013 Process of Experiential Learning, Butterworth-Heinemann, 2000, chapter 15, pp. 313–331. [46] K.J. Koskinen, Problem absorption as an organizational learning mechanism in project-based companies: process thinking perspective, Int. J. Project Manage. 30 (3) (2012) 308–316. [47] L.F. Lai, A knowledge engineering approach to knowledge management, Inform. Sci. 177 (19) (2007) 4072–4094. [48] D.F. Llorca, Discovering Knowledge in Data: An Introduction to Data Mining, Wiley-InterScience, 2005. [49] E. Lazcorreta, F. Botella, A. Fernandez-Caballero, Towards personalized recommendation by mining association rules within customer’s data, Expert Syst. Appl. 35 (1) (2008) 142–153. [50] S.H. Liao, W.C. Fei, C.T. Liu, Relationships between knowledge inertia, organizational learning, and organization innovation, Technovation 28 (4) (2008) 183–195. [51] J. Lieber, Application of the revision theory to adaptation of case-based reasoning: the conservative adaptation, in: Proceedings of Case-Based Reasoning Research and Development, Lecture Notes in Computer Science, vol. 4626, 2007, pp. 239–253. [52] J. Liebowitz, Knowledge management and its link to artificial intelligence, Expert Syst. Appl. 40 (10) (2013) 1–6. [53] S. Liu, H. Wu, K. Wang, S. Chen, Unstably and exploitation of relationships in exploratory rules, in: Z. Zhong, L. Zhou (Eds.), Methodologies for Knowledge Discovery and Data Mining, Lecture Notes in Computer Science, vol. 1574, Springer, Berlin Heidelberg, 1999, pp. 380–389. [54] Y. Liu, W. Xu, H. Du, The method of test for state of railway tunnel lining based on association rules, in: 3rd International IEEE Conference on Communication Software and Networks (ICCSN), May 27–29, Xian, 2011, pp. 387–390. [55] G. Lotrecchiano, E. Fumis, S. Mattia, Data mining for critical aircraft component replacement, IEEE Intell. Syst. Appl. 14 (2) (1999) 59–66. [56] L. D. Raun, Intelligent knowledge engineering systems, Knowl.-Based Syst. 20 (5) (2007) 437–438. [57] A. Moga, A. Shabie, D. Roscaadad, Clustering and association rules in analyzing the efficiency of maintenance system of an urban bus network, Int. J. Syst. Assur. Eng. Manage. 3 (3) (2012) 175–183. [58] S. Martina, Association Rule Interactive Post-processing using Rule Schemas and Ontologies-ARIPSO, PhD thesis, Ecole polytechnique de l’Université de Nantes, 2010. [59] D.L. McGuinness, A.T. Borgida, Explaining subsumption in description logics, Proceedings of the 14th International Joint Conference on Artificial Intelligence, IJCAI’95, vol. 1, Morgan Kaufmann Publishers Inc., 1995, pp. 816–821. [60] R.J. Meseroll, C.J. Kirkos, R.A. Shannon, Data mining navy flight and maintenance data to affect repair, in: 42nd Annual AUTOTESTCON Conference, September 17–20, vol. 1 and 2, IEEE, Baltimore, MD, 2007, pp. 476–481. [61] M. Minor, Introduction strategy and feedback from an experience management project, in: K.D. Althoff, A. Dengel, R. Bergmann, M. Nick, T. Roth-Berghofer (Eds.), Professional Knowledge Management, Lecture Notes in Computer Science, vol. 3782, Springer-Verlag, Berlin, 2005, pp. 284–292. [62] M. Minsky, A framework for representing knowledge, Psychol. Comp. Vis. (1975) 211–277. [63] A. Mirabadi, S. Sharifian, Application of association rules in Iranian railways (rai) accident data analysis, Safety Sci. 48 (10) (2010) 1427–1435. [64] Moubray, Reliability Centred Maintenance, Butterworth-Heinemann, 1991. [65] L. Mugnier, on generalization/specialization for conceptual graphs, J. Exper. Theoret. Artif. Intell. 7 (3) (1995) 233–244. [66] M.L. Mugnier, Knowledge representation and reasoning based on graph homomorphism, in: B. Ganter, G.W. Mineau (Eds.), Proceedings of Conceptual Structures: Logical, Linguistic, and Computational Issues, Lecture Notes in Artificial Intelligence, vol. 1867, Springer-Verlag, Berlin, 2000, pp. 172–192. [67] I. Nachar, I. Iman, K.S. Tickle, Y.P. Chen, Association rule mining to detect factors which contribute to heart disease in males and females, Expert Syst. Appl. 40 (4) (2013) 1086–1093. [68] T. Nakagawa, Periodic and sequential preventive maintenance policies, J. Appl. Probab. 23 (2) (1986) 536–549. [69] S. Nakajima, Introduction to TPM: Total Productive Maintenance, Productivity Press, Cambridge, Mass, 1988 (translated English from the original text originally published by Japan Institute of Plant Maintenance, 1984). [70] J. Nubeher, E. Boehm, Mudes: A modeling language to build a formal ontology in either description logics or conceptual graphs, 12th International Conference on Knowledge Engineering and Knowledge Management: Methods, Models, and Tools, EKAW 2000, Juan-les-Pins, France, October 2–6, vol. 1937, Springer, 2000, pp. 57–64. [71] G. Peirce, M. Hein, Maintenance: clinical and ad hoc knowledge-based system for supporting the maintenance of a cat plant, Int. J. Prod. Res. 47 (2) (2002) 1143–1459. [72] M. Quillian, Semantic memory, in: M. Minsky (Ed.), Semantic Information Processing, MIT Press, 1968, pp. 227–270. [73] H. Raleko, M. Foguem, L. Geneste, Extraction and exploitation of lessons learned, Intell. Inform. Process. 03 (2002) 297–300. [74] L. Rauscher, L. Obermeier, N. Neumann, An axiomatic model of knowledge capitalization in maintenance, J. Intell. Manufact. 30 (8) (2008) 347–359. [75] T. Rosqvist, K. Laakso, M. Reunanen, Value-driven maintenance planning for a production plant, Reliab. Eng. System Saf. 95 (3) (2010) 236–245. [76] V. Samouiloff, E. Leone, E. Olukotun, P. Ajayi, C. Ekolu, S. Redmond, Temporal association rule mining for the preventive diagnosis of onboard railway subsystems using train data, In: Proceedings of the 11th International IEEE Conference on Intelligent Transportation Systems (ITSC), September 16–19, IEEE, Anchorage, AK, 2012, pp. 1351–1356. [77] S. Schorber, Chapter 25 knowledge engineering, in: V.L. Frank Van Harmelen, B. Porter (Eds.), Handbook of Knowledge Representation, Foundations of Artificial Intelligence, vol. 3, Elsevier, 2008, pp. 929–946. [78] J. Shen, A. Tay, L. Qu, Y. Seer, Fault diagnosis using rough sets theory, Comput. Indust. 45 (3) (2004) 67–72. [79] A. Silberschatz, A. Tuzhilin, User-assisted knowledge discovery: how much should the user be involved?, in: SIGMOD Workshop on Research Issues on Data Mining and Knowledge Discovery, Montreal, 1995. [80] J. Sowa, Conceptual Structures: Information Processing in Mind and Machine, Addison-Wesley Publishing Company, Reading, MA, 1984. [81] J.-F. Sowa, Knowledge Representation: Logical, Philosophical and Computational Foundations, vol. 13, MIT Press, 2000. [82] J.-F. Sowa, J.A. Zachman, Extending and formalizing the framework for information systems architecture, IBM Syst. J. 31 (3) (1992) 590–616. [83] J. Stewart, Intellectual Capital: The New Wealth of Organizations, Doubleday/ Currency, New York, 1997. [84] S. Suraj, R. Wakulicz-Deja, P. Tensi, Knowledge engineering: principles and methods, Data Knowl. Eng. 25 (1–2) (1998) 161–197. [85] Z. Sun, A waterfall model for knowledge management and experience management, in: M. Ishikawa, S. Hashimoto, M. Paprzycki, E. Barakova, K. Yoshida, M. Koppen, D. Corne, A. Abraham (Eds.), Proceedings of the 4th
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" 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[ "Theory, Tools and Applications, Lecture Notes in Computer Science, vol. 1453, Springer, Berlin Heidelberg, 1998, pp. 165–178.\n[23] A. Crespo, Marquez, J.N.D. Gupta, Contemporary maintenance management: process, framework and supporting pillars, Omega – Int. J. Manage. Sci. 34 (3) (2006) 315–326.\n[24] T. Dasu, T. Johnson, Exploratory Data Mining and Data Cleaning, vol. 479, Wiley, 2003.\n[25] L. Delange, R. Vignon, “La croissance de durée de fonctionnement par le retour d’expérience dans le domaine électrique et industriel”, Performances Humaines & Techniques 69 (1994).\n[26] F. Deumaga-Nkott, O. Onwubolu, Conceptual graphs for semantic web applications, in: F. Dau, M.L. Mugnier, G. Stumme (Eds.), Conceptual Structures: Common Semantic for Sharing Knowledge, Lecture Notes in Artificial Intelligence, vol. 3596, Springer-Verlag, Berlin, 2005, pp. 19–50.\n[27] EN13306:2001, Maintenance Terminology – European Standard, CEN (European Committee for Standardization), Brussels, Belgium.\n[28] L.M. Fayyad, G. Piatetsky-Shapiro, P. Smyth, R. Uthurusamy, Advances in Knowledge Discovery and Data Mining, MIT Press, 1996.\n[29] P. Fournier-Viger, C.W. Wu, V.S. Tseng, Mining top-k association rules, in: L. Kosseim, D. Inkpen (Eds.), Advances in Artificial Intelligence, Lecture Notes in Computer Science, vol. 7310, Springer, Berlin Heidelberg, 2012, pp. 67–73.\n[30] K. Fürst, M. Lecue, F. Thibault, Ontological engineering and mathematical knowledge management: a formalization of projecting power, Math. Comput. Model. Artif. Intell. 31 (1) (2003) 65–89.\n[31] F. Filtz, F. Trichet, Axiom-based ontology matching, Expert Syst. 26 (2) (2009) 218–246.\n[32] E. García, C. Romero, S. Ventura, C. de Castro, An architecture for making recommendations to courseware authors using association rule mining and collaborative filtering, User Model. User-Adap. Interact. 19 (1–2) (2009) 99–132.\n[33] G. Gamsi, S. Ben Yahia, E. Mephu Nguifo, Y. Slimani, “igb: une nouvelle base générique d’itemsets générés d’associations”, Revue I3 (Informat. Interact. Intell.) 6 (1) (2006) 31–67.\n[34] L. Geng, H.J. Hamilton, Interestingness measures for data mining: a survey, ACM Comput. Surv. 38 (3) (2006), Article 9.\n[35] P. Giudici, Applied Data Mining: Statistical Methods for Business and Industry, Wiley, 2003.\n[36] T.R. Gruber, Toward principles for the design of ontologies used for knowledge sharing, Int. J. Hum.-Comput. Stud. 43 (5–6) (1995) 907–928.\n[37] J. Han, M. Kamber, Data Mining: Concept and Technology, Publishing House of Mechanical Industry, 2001, pp. 70–72.\n[38] J. Han, M. Kamber, Data mining: Concepts and Techniques, Morgan Kaufmann Publishers, 2006.\n[39] J.A. Harding, M. Shahbaz, Srinivas, A. Kusiak, Data mining in manufacturing: a review, J. Manuf. Sci. Eng. Trans. ASME 128 (4) (2006) 969–976.\n[40] J. Hogan, F. Hardiman, M.D. Dragh Naughton, Asset management strategies for the development of individualised strategies, Lect. Notes Eng. Comp. Sci. 2:190 (1) (2011) 545–549.\n[41] H. Huang, K. Li, J. Lee, C.R. Liu, The framework of plant and commercial prospects of a new predictive maintenance system: intelligent maintenance system, Prod. Plan. Control 16 (7) (2005) 652–664.\n[42] B. Kamsu-Foguem, H. Coudert, C. Bérenguer, L. Geneste, Knowledge formalization in experience feedback processes: an ontology-based approach, Comp. Indust. 57 (2) (2006) 192–210.\n[43] B. Kamsu-Foguem, F. Rigal, F. Mauget, Mining association rules for the quality improvement of the production process, Expert Syst. Appl. 40 (4) (2013) 1034–1045.\n[44] G. Kaklauskas, I. Baniat, M.C. Turskis, A review of data mining applications for quality improvement in manufacturing industry, Expert Syst. Appl. 36 (2009) 13448–13467.\n[45] D. Kolb, Strategic Learning in a Knowledge Economy. The 2013 Process of Experiential Learning, Butterworth-Heinemann, 2000, chapter 15, pp. 313–331.\n[46] K.J. Koskinen, Problem absorption as an organizational learning mechanism in project-based companies: process thinking perspective, Int. J. Project Manage. 30 (3) (2012) 308–316.\n[47] L.F. Lai, A knowledge engineering approach to knowledge management, Inform. Sci. 177 (19) (2007) 4072–4094.\n[48] D.F. Llorca, Discovering Knowledge in Data: An Introduction to Data Mining, Wiley-InterScience, 2005.\n[49] E. Lazcorreta, F. Botella, A. Fernandez-Caballero, Towards personalized recommendation by mining association rules within customer’s data, Expert Syst. Appl. 35 (1) (2008) 142–153.\n[50] S.H. Liao, W.C. Fei, C.T. Liu, Relationships between knowledge inertia, organizational learning, and organization innovation, Technovation 28 (4) (2008) 183–195.\n[51] J. Lieber, Application of the revision theory to adaptation of case-based reasoning: the conservative adaptation, in: Proceedings of Case-Based Reasoning Research and Development, Lecture Notes in Computer Science, vol. 4626, 2007, pp. 239–253.\n[52] J. Liebowitz, Knowledge management and its link to artificial intelligence, Expert Syst. Appl. 40 (10) (2013) 1–6.\n[53] S. Liu, H. Wu, K. Wang, S. Chen, Unstably and exploitation of relationships in exploratory rules, in: Z. Zhong, L. Zhou (Eds.), Methodologies for Knowledge Discovery and Data Mining, Lecture Notes in Computer Science, vol. 1574, Springer, Berlin Heidelberg, 1999, pp. 380–389.\n[54] Y. Liu, W. Xu, H. Du, The method of test for state of railway tunnel lining based on association rules, in: 3rd International IEEE Conference on Communication Software and Networks (ICCSN), May 27–29, Xian, 2011, pp. 387–390.\n[55] G. Lotrecchiano, E. Fumis, S. Mattia, Data mining for critical aircraft component replacement, IEEE Intell. Syst. Appl. 14 (2) (1999) 59–66.\n[56] L. D. Raun, Intelligent knowledge engineering systems, Knowl.-Based Syst. 20 (5) (2007) 437–438.\n[57] A. Moga, A. Shabie, D. Roscaadad, Clustering and association rules in analyzing the efficiency of maintenance system of an urban bus network, Int. J. Syst. Assur. Eng. Manage. 3 (3) (2012) 175–183.\n[58] S. Martina, Association Rule Interactive Post-processing using Rule Schemas and Ontologies-ARIPSO, PhD thesis, Ecole polytechnique de l’Université de Nantes, 2010.\n[59] D.L. McGuinness, A.T. Borgida, Explaining subsumption in description logics, Proceedings of the 14th International Joint Conference on Artificial Intelligence, IJCAI’95, vol. 1, Morgan Kaufmann Publishers Inc., 1995, pp. 816–821.\n[60] R.J. Meseroll, C.J. Kirkos, R.A. Shannon, Data mining navy flight and maintenance data to affect repair, in: 42nd Annual AUTOTESTCON Conference, September 17–20, vol. 1 and 2, IEEE, Baltimore, MD, 2007, pp. 476–481.\n[61] M. Minor, Introduction strategy and feedback from an experience management project, in: K.D. Althoff, A. Dengel, R. Bergmann, M. Nick, T. Roth-Berghofer (Eds.), Professional Knowledge Management, Lecture Notes in Computer Science, vol. 3782, Springer-Verlag, Berlin, 2005, pp. 284–292.\n[62] M. Minsky, A framework for representing knowledge, Psychol. Comp. Vis. (1975) 211–277.\n[63] A. Mirabadi, S. Sharifian, Application of association rules in Iranian railways (rai) accident data analysis, Safety Sci. 48 (10) (2010) 1427–1435.\n[64] Moubray, Reliability Centred Maintenance, Butterworth-Heinemann, 1991.\n[65] L. Mugnier, on generalization/specialization for conceptual graphs, J. Exper. Theoret. Artif. Intell. 7 (3) (1995) 233–244.\n[66] M.L. Mugnier, Knowledge representation and reasoning based on graph homomorphism, in: B. Ganter, G.W. Mineau (Eds.), Proceedings of Conceptual Structures: Logical, Linguistic, and Computational Issues, Lecture Notes in Artificial Intelligence, vol. 1867, Springer-Verlag, Berlin, 2000, pp. 172–192.\n[67] I. Nachar, I. Iman, K.S. Tickle, Y.P. Chen, Association rule mining to detect factors which contribute to heart disease in males and females, Expert Syst. Appl. 40 (4) (2013) 1086–1093.\n[68] T. Nakagawa, Periodic and sequential preventive maintenance policies, J. Appl. Probab. 23 (2) (1986) 536–549.\n[69] S. Nakajima, Introduction to TPM: Total Productive Maintenance, Productivity Press, Cambridge, Mass, 1988 (translated English from the original text originally published by Japan Institute of Plant Maintenance, 1984).\n[70] J. Nubeher, E. Boehm, Mudes: A modeling language to build a formal ontology in either description logics or conceptual graphs, 12th International Conference on Knowledge Engineering and Knowledge Management: Methods, Models, and Tools, EKAW 2000, Juan-les-Pins, France, October 2–6, vol. 1937, Springer, 2000, pp. 57–64.\n[71] G. Peirce, M. Hein, Maintenance: clinical and ad hoc knowledge-based system for supporting the maintenance of a cat plant, Int. J. Prod. Res. 47 (2) (2002) 1143–1459.\n[72] M. Quillian, Semantic memory, in: M. Minsky (Ed.), Semantic Information Processing, MIT Press, 1968, pp. 227–270.\n[73] H. Raleko, M. Foguem, L. Geneste, Extraction and exploitation of lessons learned, Intell. Inform. Process. 03 (2002) 297–300.\n[74] L. Rauscher, L. Obermeier, N. Neumann, An axiomatic model of knowledge capitalization in maintenance, J. Intell. Manufact. 30 (8) (2008) 347–359.\n[75] T. Rosqvist, K. Laakso, M. Reunanen, Value-driven maintenance planning for a production plant, Reliab. Eng. System Saf. 95 (3) (2010) 236–245.\n[76] V. Samouiloff, E. Leone, E. Olukotun, P. Ajayi, C. Ekolu, S. Redmond, Temporal association rule mining for the preventive diagnosis of onboard railway subsystems using train data, In: Proceedings of the 11th International IEEE Conference on Intelligent Transportation Systems (ITSC), September 16–19, IEEE, Anchorage, AK, 2012, pp. 1351–1356.\n[77] S. Schorber, Chapter 25 knowledge engineering, in: V.L. Frank Van Harmelen, B. Porter (Eds.), Handbook of Knowledge Representation, Foundations of Artificial Intelligence, vol. 3, Elsevier, 2008, pp. 929–946.\n[78] J. Shen, A. Tay, L. Qu, Y. Seer, Fault diagnosis using rough sets theory, Comput. Indust. 45 (3) (2004) 67–72.\n[79] A. Silberschatz, A. Tuzhilin, User-assisted knowledge discovery: how much should the user be involved?, in: SIGMOD Workshop on Research Issues on Data Mining and Knowledge Discovery, Montreal, 1995.\n[80] J. Sowa, Conceptual Structures: Information Processing in Mind and Machine, Addison-Wesley Publishing Company, Reading, MA, 1984.\n[81] J.-F. Sowa, Knowledge Representation: Logical, Philosophical and Computational Foundations, vol. 13, MIT Press, 2000.\n[82] J.-F. Sowa, J.A. Zachman, Extending and formalizing the framework for information systems architecture, IBM Syst. J. 31 (3) (1992) 590–616.\n[83] J. Stewart, Intellectual Capital: The New Wealth of Organizations, Doubleday/ Currency, New York, 1997.\n[84] S. Suraj, R. Wakulicz-Deja, P. Tensi, Knowledge engineering: principles and methods, Data Knowl. Eng. 25 (1–2) (1998) 161–197.\n[85] Z. Sun, A waterfall model for knowledge management and experience management, in: M. Ishikawa, S. Hashimoto, M. Paprzycki, E. Barakova, K. Yoshida, M. Koppen, D. Corne, A. Abraham (Eds.), Proceedings of the 4th" ]
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The reality of war: wounded and fallen Norwegian soldiers in Afghanistan Bjerkan G, Iversen P, Asak H, Pillgram-Larsen J, Rolandsen BA. Tidsskrift for den Norske Laegeforening 2012; 132(9):1076-1079 ARTICLE IDENTIFIERS DOI: 10.4045/tidsskr.11.1441 PMID: 22614304 PMCID: not available JOURNAL IDENTIFIERS LCCN: sn 86012487 pISSN: 0029-2001 eISSN: 0807-7096 OCLC ID: 11275126 CONS ID: not available US National Library of Medicine ID: 0413423 This article was identified from a query of the SafetyLit database.
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" 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[ "The reality of war: wounded and fallen Norwegian soldiers in Afghanistan\nBjerkan G, Iversen P, Asak H, Pillgram-Larsen J, Rolandsen BA.\nTidsskrift for den Norske Laegeforening\n2012; 132(9):1076-1079\n\nARTICLE IDENTIFIERS\nDOI: 10.4045/tidsskr.11.1441\nPMID: 22614304\nPMCID: not available\n\nJOURNAL IDENTIFIERS\nLCCN: sn 86012487\npISSN: 0029-2001\neISSN: 0807-7096\nOCLC ID: 11275126\nCONS ID: not available\nUS National Library of Medicine ID: 0413423\n\nThis article was identified from a query of the SafetyLit database." ]
0
260
<table> <tr> <th>Container</th> <th>Contents</th> </tr> <tr> <td>BOX 67<br>REEL 24</td> <td>Nov. 25-Dec. 11</td> </tr> <tr> <td>BOX 68<br>REEL 24</td> <td>Dec. 12-26</td> </tr> <tr> <td>BOX 69<br>REEL 25</td> <td>1896, Dec. 27-1897, Jan. 4</td> </tr> <tr> <td>BOX 70<br>REEL 25</td> <td>1897</td> </tr> <tr> <td>BOX 71<br>REEL 26</td> <td>Jan. 5-14<br>Jan. 15-24</td> </tr> <tr> <td>BOX 72<br>REEL 26</td> <td>Jan. 25-Feb. 1</td> </tr> <tr> <td>BOX 73<br>REEL 26</td> <td>Feb. 2-15</td> </tr> <tr> <td>BOX 74<br>REEL 27</td> <td>Feb. 16-Mar. 2</td> </tr> <tr> <td>BOX 75<br>REEL 27</td> <td>Mar. 3-10</td> </tr> <tr> <td>BOX 76<br>REEL 27</td> <td>Apr. 1-May 6</td> </tr> <tr> <td>BOX 77<br>REEL 28</td> <td>May 7-June 16</td> </tr> <tr> <td>BOX 78<br>REEL 28</td> <td>June 17-Sept. 23</td> </tr> <tr> <td>BOX 79<br>REEL 28</td> <td>Sept. 26-Dec. 4</td> </tr> <tr> <td>BOX 80<br>REEL 29</td> <td>1897, Dec. 5-1898, Mar. 3</td> </tr> <tr> <td>BOX 81<br>REEL 29</td> <td>1898<br>Mar. 4-Apr. 20</td> </tr> <tr> <td>BOX 82<br>REEL 29</td> <td>Apr. 21-June 25</td> </tr> <tr> <td>BOX 83<br>REEL 30</td> <td>June 27-Nov. 16</td> </tr> <tr> <td>BOX 84<br>REEL 30</td> <td>1898, Nov. 17-1899, Jan. 21</td> </tr> <tr> <td>BOX 85<br>REEL 30</td> <td>1899<br>Jan. 22-May 25</td> </tr> <tr> <td>BOX 86<br>REEL 31</td> <td>May 26-Dec. 12</td> </tr> <tr> <td>BOX 87<br>REEL 31</td> <td>1899, Dec. 13-1900, Apr. 2</td> </tr> <tr> <td>BOX 88<br>REEL 31</td> <td>1900<br>Apr. 4-Aug. 15</td> </tr> <tr> <td>BOX 89<br>REEL 32</td> <td>Aug. 17-Oct. 9</td> </tr> </table>
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" }
[ "<table>\n <tr>\n <th>Container</th>\n <th>Contents</th>\n </tr>\n <tr>\n <td>BOX 67<br>REEL 24</td>\n <td>Nov. 25-Dec. 11</td>\n </tr>\n <tr>\n <td>BOX 68<br>REEL 24</td>\n <td>Dec. 12-26</td>\n </tr>\n <tr>\n <td>BOX 69<br>REEL 25</td>\n <td>1896, Dec. 27-1897, Jan. 4</td>\n </tr>\n <tr>\n <td>BOX 70<br>REEL 25</td>\n <td>1897</td>\n </tr>\n <tr>\n <td>BOX 71<br>REEL 26</td>\n <td>Jan. 5-14<br>Jan. 15-24</td>\n </tr>\n <tr>\n <td>BOX 72<br>REEL 26</td>\n <td>Jan. 25-Feb. 1</td>\n </tr>\n <tr>\n <td>BOX 73<br>REEL 26</td>\n <td>Feb. 2-15</td>\n </tr>\n <tr>\n <td>BOX 74<br>REEL 27</td>\n <td>Feb. 16-Mar. 2</td>\n </tr>\n <tr>\n <td>BOX 75<br>REEL 27</td>\n <td>Mar. 3-10</td>\n </tr>\n <tr>\n <td>BOX 76<br>REEL 27</td>\n <td>Apr. 1-May 6</td>\n </tr>\n <tr>\n <td>BOX 77<br>REEL 28</td>\n <td>May 7-June 16</td>\n </tr>\n <tr>\n <td>BOX 78<br>REEL 28</td>\n <td>June 17-Sept. 23</td>\n </tr>\n <tr>\n <td>BOX 79<br>REEL 28</td>\n <td>Sept. 26-Dec. 4</td>\n </tr>\n <tr>\n <td>BOX 80<br>REEL 29</td>\n <td>1897, Dec. 5-1898, Mar. 3</td>\n </tr>\n <tr>\n <td>BOX 81<br>REEL 29</td>\n <td>1898<br>Mar. 4-Apr. 20</td>\n </tr>\n <tr>\n <td>BOX 82<br>REEL 29</td>\n <td>Apr. 21-June 25</td>\n </tr>\n <tr>\n <td>BOX 83<br>REEL 30</td>\n <td>June 27-Nov. 16</td>\n </tr>\n <tr>\n <td>BOX 84<br>REEL 30</td>\n <td>1898, Nov. 17-1899, Jan. 21</td>\n </tr>\n <tr>\n <td>BOX 85<br>REEL 30</td>\n <td>1899<br>Jan. 22-May 25</td>\n </tr>\n <tr>\n <td>BOX 86<br>REEL 31</td>\n <td>May 26-Dec. 12</td>\n </tr>\n <tr>\n <td>BOX 87<br>REEL 31</td>\n <td>1899, Dec. 13-1900, Apr. 2</td>\n </tr>\n <tr>\n <td>BOX 88<br>REEL 31</td>\n <td>1900<br>Apr. 4-Aug. 15</td>\n </tr>\n <tr>\n <td>BOX 89<br>REEL 32</td>\n <td>Aug. 17-Oct. 9</td>\n </tr>\n</table>" ]
0
261
Memorial for Samuel Blatchford, 1893 Draft of Grover Cleveland's message to Congress on Hawaii, 1893 Suggestions for Grover Cleveland's address on Hawaii Columbian University Law School address, New York, N.Y., 1894 Memorial for Justice Howell Edmunds Jackson, 1895 Draft of Grover Cleveland's message to Congress on "trusts," Dec. 1896 Drafts of memorandum on Sherman Anti-Trust Law, 1902-1903 Drafts of address, Harvard University, Cambridge, Mass., undated BOX 133-152 REEL 46-58 Letterbooks, 1887-1917 Copies of letters sent. Arranged chronologically with an index in each volume. The dates of some volumes overlap. BOX 133 REEL 46 1887, Sept. 10-Dec. 10 BOX 134 REEL 46 1890, Jan. 22-Dec. 8 BOX 135 REEL 46 1891, Jan. 10-1892, Aug. 27 BOX 136 REEL 46 1892, Sept. 30-1897, May 5 BOX 137 REEL 47 1893, Mar. 7-1895, Mar. 1 BOX 138 REEL 49 1893, Nov. 9-1894, Nov. 16 BOX 139 REEL 50 1894, Nov. 16-1896, Feb. 25 BOX 140 REEL 50 1896, Nov. 25-1897, Mar. 6 BOX 141 REEL 51 1895, Mar. 2-1897, Mar. 6 BOX 142 REEL 51 1896, Feb. 25-Nov. 25 BOX 143 REEL 52 1897, Mar. 5-1899, Jan. 21 BOX 144 REEL 53 1899, Jan. 23-1901, Jan. 4 BOX 145 REEL 53-54 1901, Jan. 7-1902, Oct. 20 BOX 146 REEL 54 1902, Oct. 20-1904, Oct. 1 BOX 147 REEL 55 1904, Oct. 5-1906, Dec. 20 BOX 148 REEL 56 1906, Dec. 25-1908, Nov. 16 BOX 149 REEL 56-57 1908, Nov. 23-1911, May 31 BOX 150 1911, June 5-1913, Oct. 14
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" 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[ "Memorial for Samuel Blatchford, 1893\nDraft of Grover Cleveland's message to Congress on Hawaii, 1893\nSuggestions for Grover Cleveland's address on Hawaii\nColumbian University Law School address, New York, N.Y., 1894\nMemorial for Justice Howell Edmunds Jackson, 1895\nDraft of Grover Cleveland's message to Congress on \"trusts,\" Dec. 1896\nDrafts of memorandum on Sherman Anti-Trust Law, 1902-1903\nDrafts of address, Harvard University, Cambridge, Mass., undated\n\nBOX 133-152\nREEL 46-58\nLetterbooks, 1887-1917\nCopies of letters sent.\nArranged chronologically with an index in each volume. The dates of some volumes overlap.\n\nBOX 133\nREEL 46\n1887, Sept. 10-Dec. 10\nBOX 134\nREEL 46\n1890, Jan. 22-Dec. 8\nBOX 135\nREEL 46\n1891, Jan. 10-1892, Aug. 27\nBOX 136\nREEL 46\n1892, Sept. 30-1897, May 5\nBOX 137\nREEL 47\n1893, Mar. 7-1895, Mar. 1\nBOX 138\nREEL 49\n1893, Nov. 9-1894, Nov. 16\nBOX 139\nREEL 50\n1894, Nov. 16-1896, Feb. 25\nBOX 140\nREEL 50\n1896, Nov. 25-1897, Mar. 6\nBOX 141\nREEL 51\n1895, Mar. 2-1897, Mar. 6\nBOX 142\nREEL 51\n1896, Feb. 25-Nov. 25\nBOX 143\nREEL 52\n1897, Mar. 5-1899, Jan. 21\nBOX 144\nREEL 53\n1899, Jan. 23-1901, Jan. 4\nBOX 145\nREEL 53-54\n1901, Jan. 7-1902, Oct. 20\nBOX 146\nREEL 54\n1902, Oct. 20-1904, Oct. 1\nBOX 147\nREEL 55\n1904, Oct. 5-1906, Dec. 20\nBOX 148\nREEL 56\n1906, Dec. 25-1908, Nov. 16\nBOX 149\nREEL 56-57\n1908, Nov. 23-1911, May 31\nBOX 150\n1911, June 5-1913, Oct. 14" ]
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<table> <tr> <th>Container</th> <th>Contents</th> </tr> <tr> <td>REEL 39<br>BOX 113</td> <td>1909, Mar. 5-Oct. 12</td> </tr> <tr> <td>REEL 40<br>BOX 114</td> <td>1909, Oct. 13-1910, Mar. 14</td> </tr> <tr> <td>REEL 40<br>BOX 115</td> <td>1910, Mar. 16-Nov. 27</td> </tr> <tr> <td>REEL 40<br>BOX 116</td> <td>1910, Nov. 28-1911, Apr. 20</td> </tr> <tr> <td>REEL 41<br>BOX 117</td> <td>1911, Apr. 21-1912, Jan. 31</td> </tr> <tr> <td>REEL 41<br>BOX 118</td> <td>1912, Feb. 1-Sept. 25</td> </tr> <tr> <td>REEL 41<br>BOX 119</td> <td>1912, Sept. 27-1913, Mar. 9</td> </tr> <tr> <td>REEL 41-42<br>BOX 120</td> <td>1913, Mar. 10-June 23</td> </tr> <tr> <td>REEL 42<br>BOX 121</td> <td>1913, June 28-1914, Feb. 14</td> </tr> <tr> <td>REEL 42<br>BOX 122</td> <td>1914, Feb. 16-Aug. 28</td> </tr> <tr> <td>REEL 43<br>BOX 123</td> <td>1914, Aug. 29-1915, May 13</td> </tr> <tr> <td>REEL 43<br>BOX 124</td> <td>1915, May 14-1916, Mar. 10</td> </tr> <tr> <td>REEL 43<br>BOX 125</td> <td>1916, Mar. 13-Oct. 6</td> </tr> <tr> <td>REEL 44<br>BOX 126</td> <td>1916, Oct. 7-1917, Sept. 11, undated</td> </tr> <tr> <td>REEL 44<br>BOX 127</td> <td>Undated</td> </tr> <tr> <td>REEL 44<br>BOX 128</td> <td>Wilson, Woodrow, correspondence concerning <i>Boston Herald</i> editorial on Wilson's management of Princeton University, Princeton, N.J., 1912, 1925<br><i>Lusitania</i> (ship), correspondence with F. E. Chadwick and Henry White and a draft of a letter to Woodrow Wilson, not sent, concerning explosives on the ship, 1915<br>Latin American policy, draft and printed copies of article by Olney and correspondence, 1915-1918</td> </tr> <tr> <td>REEL 45<br>BOX 129</td> <td>Panama Canal, correspondence, articles, and notes, 1911-1914</td> </tr> <tr> <td>REEL 45<br>BOX 130</td> <td>National judiciary and "big business," articles by Olney and correspondence, 1911</td> </tr> <tr> <td>REEL 45<br>BOX 131</td> <td>Buck's Stove & Range Co. v. American Federation of Labor, correspondence and printed matter, 1907</td> </tr> <tr> <td>REEL 46</td> <td>Citizens' Municipal League, Boston, Mass., correspondence and clippings, 1909-1914</td> </tr> <tr> <td>BOX 132</td> <td>Addresses and messages</td> </tr> <tr> <td>REEL 46</td> <td>Memorial for Justice Lucius Q. C. Lamar, 1893<br>Columbian University Law School, New York, N.Y., address, 1893<br>Atlanta University, Atlanta, Ga., address, 1893</td> </tr> </table>
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[ "<table>\n <tr>\n <th>Container</th>\n <th>Contents</th>\n </tr>\n <tr>\n <td>REEL 39<br>BOX 113</td>\n <td>1909, Mar. 5-Oct. 12</td>\n </tr>\n <tr>\n <td>REEL 40<br>BOX 114</td>\n <td>1909, Oct. 13-1910, Mar. 14</td>\n </tr>\n <tr>\n <td>REEL 40<br>BOX 115</td>\n <td>1910, Mar. 16-Nov. 27</td>\n </tr>\n <tr>\n <td>REEL 40<br>BOX 116</td>\n <td>1910, Nov. 28-1911, Apr. 20</td>\n </tr>\n <tr>\n <td>REEL 41<br>BOX 117</td>\n <td>1911, Apr. 21-1912, Jan. 31</td>\n </tr>\n <tr>\n <td>REEL 41<br>BOX 118</td>\n <td>1912, Feb. 1-Sept. 25</td>\n </tr>\n <tr>\n <td>REEL 41<br>BOX 119</td>\n <td>1912, Sept. 27-1913, Mar. 9</td>\n </tr>\n <tr>\n <td>REEL 41-42<br>BOX 120</td>\n <td>1913, Mar. 10-June 23</td>\n </tr>\n <tr>\n <td>REEL 42<br>BOX 121</td>\n <td>1913, June 28-1914, Feb. 14</td>\n </tr>\n <tr>\n <td>REEL 42<br>BOX 122</td>\n <td>1914, Feb. 16-Aug. 28</td>\n </tr>\n <tr>\n <td>REEL 43<br>BOX 123</td>\n <td>1914, Aug. 29-1915, May 13</td>\n </tr>\n <tr>\n <td>REEL 43<br>BOX 124</td>\n <td>1915, May 14-1916, Mar. 10</td>\n </tr>\n <tr>\n <td>REEL 43<br>BOX 125</td>\n <td>1916, Mar. 13-Oct. 6</td>\n </tr>\n <tr>\n <td>REEL 44<br>BOX 126</td>\n <td>1916, Oct. 7-1917, Sept. 11, undated</td>\n </tr>\n <tr>\n <td>REEL 44<br>BOX 127</td>\n <td>Undated</td>\n </tr>\n <tr>\n <td>REEL 44<br>BOX 128</td>\n <td>Wilson, Woodrow, correspondence concerning <i>Boston Herald</i> editorial on Wilson's management of Princeton University, Princeton, N.J., 1912, 1925<br><i>Lusitania</i> (ship), correspondence with F. E. Chadwick and Henry White and a draft of a letter to Woodrow Wilson, not sent, concerning explosives on the ship, 1915<br>Latin American policy, draft and printed copies of article by Olney and correspondence, 1915-1918</td>\n </tr>\n <tr>\n <td>REEL 45<br>BOX 129</td>\n <td>Panama Canal, correspondence, articles, and notes, 1911-1914</td>\n </tr>\n <tr>\n <td>REEL 45<br>BOX 130</td>\n <td>National judiciary and \"big business,\" articles by Olney and correspondence, 1911</td>\n </tr>\n <tr>\n <td>REEL 45<br>BOX 131</td>\n <td>Buck's Stove & Range Co. v. American Federation of Labor, correspondence and printed matter, 1907</td>\n </tr>\n <tr>\n <td>REEL 46</td>\n <td>Citizens' Municipal League, Boston, Mass., correspondence and clippings, 1909-1914</td>\n </tr>\n <tr>\n <td>BOX 132</td>\n <td>Addresses and messages</td>\n </tr>\n <tr>\n <td>REEL 46</td>\n <td>Memorial for Justice Lucius Q. C. Lamar, 1893<br>Columbian University Law School, New York, N.Y., address, 1893<br>Atlanta University, Atlanta, Ga., address, 1893</td>\n </tr>\n</table>" ]
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providers of abortion. He would not try to level all moral differences between those who support and those who condemn abortion, just as he did not try to abolish, as we saw, the difference between the guilty and the innocent states involved in the First World War. He would not do this, because he never intended that his Gemeinschaft should substitute for the other levels of guilt where guilt is really more localisable. And yet it is true that those of us who fight abortion will be preserved from a certain pharisaism by remaining mindful that at the deepest level of guilt even we may have some co-responsibility for the culture of death. But, as I say, this is not yet the most important implication of Scheler's social philosophy for our pro-life commitment. His thought on solidarity and co-responsibility also helps us to overcome a certain individualism that prevents many people from understanding the wrongness of abortion. We have to realize that the reciprocity of moral influence which Scheler explores is for him not just a matter of empirical fact. Scheler does not think that we human beings could just as well have nothing to do with each other, exercising no influence on each other, and that it is only our factual social condition which occasions the vast mutual influence which we know from experience. No, he thinks that this mutual influence expresses something deeper in man, something metaphysical; the very essence of man as person is working itself out when persons influence each other beyond any possibility of keeping track of the influence. But to understand this we have to go to a more fundamental level of Scheler's thought and say a word about his understanding of the human person. One finds in Scheler many deep insights into the individual person and the individual responsibility of individual persons; for all of his talk about Gemein-
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" 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[ "providers of abortion. He would not try to level all moral differences between those who support and those who condemn abortion, just as he did not try to abolish, as we saw, the difference between the guilty and the innocent states involved in the First World War. He would not do this, because he never intended that his Gemeinschaft should substitute for the other levels of guilt where guilt is really more localisable. And yet it is true that those of us who fight abortion will be preserved from a certain pharisaism by remaining mindful that at the deepest level of guilt even we may have some co-responsibility for the culture of death.\n\nBut, as I say, this is not yet the most important implication of Scheler's social philosophy for our pro-life commitment. His thought on solidarity and co-responsibility also helps us to overcome a certain individualism that prevents many people from understanding the wrongness of abortion.\n\nWe have to realize that the reciprocity of moral influence which Scheler explores is for him not just a matter of empirical fact. Scheler does not think that we human beings could just as well have nothing to do with each other, exercising no influence on each other, and that it is only our factual social condition which occasions the vast mutual influence which we know from experience. No, he thinks that this mutual influence expresses something deeper in man, something metaphysical; the very essence of man as person is working itself out when persons influence each other beyond any possibility of keeping track of the influence. But to understand this we have to go to a more fundamental level of Scheler's thought and say a word about his understanding of the human person.\n\nOne finds in Scheler many deep insights into the individual person and the individual responsibility of individual persons; for all of his talk about Gemein-" ]
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This way of extending the guilt and responsibility for a war strikes us at first as an exaggeration beyond all measure. But let us set aside for a moment the obvious objections which leap to mind, and let us let Scheler challenge a certain individualism that we all tend to hold. In the following we find him distinguishing between the guilt which concerns him in this essay and the guilt which will concern the politicians at the peace conference after the war: “I do not say that once and for all the politician or historian must refrain from asking where the political, historical guilt for the definite occurrence lies, guilt for the outbreak of August, 1914.” In other words, as we might say by way of rendering Scheler’s thought more concrete, Serbia had a responsibility for the outbreak of the war that, for example, Belgium did not have; on this level of guilt, Serbia was guilty and Belgium was innocent. But on the deeper level of guilt of which Scheler speaks, we cannot localize the guilt so easily; the guilt is more diffused, and almost everyone has some share in it. Scheler proceeds to explain this deeper guilt as a guilt, not for starting the war, but for creating the moral milieu in which the war was possible at all: What forms the object of common guilt is not that the War did take place, still less the how and when of its beginning, but that it could take place, that such an event was possible in this European quarter of the human globe, that it was an event of such a nature as we know it to be. The object of common guilt is its possibility, then, and its quality, not its actual occurrence and real beginning. As you must be aware, within the individual the object of any deeper guilt-feeling is likewise not ‘that I did it’ but that I could so behave, was such a person as could do it. Only this common act of insight into the reciprocity of the shared responsibilities of every belligerent nation and all its subdivisions down to the family and individual can produce the psychological atmosphere from which European culture can arise renewed.
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" 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[ "This way of extending the guilt and responsibility for a war strikes us at first as an exaggeration beyond all measure. But let us set aside for a moment the obvious objections which leap to mind, and let us let Scheler challenge a certain individualism that we all tend to hold. In the following we find him distinguishing between the guilt which concerns him in this essay and the guilt which will concern the politicians at the peace conference after the war: “I do not say that once and for all the politician or historian must refrain from asking where the political, historical guilt for the definite occurrence lies, guilt for the outbreak of August, 1914.”\n\nIn other words, as we might say by way of rendering Scheler’s thought more concrete, Serbia had a responsibility for the outbreak of the war that, for example, Belgium did not have; on this level of guilt, Serbia was guilty and Belgium was innocent. But on the deeper level of guilt of which Scheler speaks, we cannot localize the guilt so easily; the guilt is more diffused, and almost everyone has some share in it. Scheler proceeds to explain this deeper guilt as a guilt, not for starting the war, but for creating the moral milieu in which the war was possible at all:\n\nWhat forms the object of common guilt is not that the War did take place, still less the how and when of its beginning, but that it could take place, that such an event was possible in this European quarter of the human globe, that it was an event of such a nature as we know it to be. The object of common guilt is its possibility, then, and its quality, not its actual occurrence and real beginning. As you must be aware, within the individual the object of any deeper guilt-feeling is likewise not ‘that I did it’ but that I could so behave, was such a person as could do it. Only this common act of insight into the reciprocity of the shared responsibilities of every belligerent nation and all its subdivisions down to the family and individual can produce the psychological atmosphere from which European culture can arise renewed." ]
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person becomes co-responsible for the moral state of more of his fellow human beings than he can possibly count. Thus it is the very essence of the human person, and not just changeable factual circumstances of our social life, which underlies the immeasurable co-responsibility in which we stand. And now we are in a position to see what follows from Scheler's teaching for our understanding of the wrongness of abortion. As Fr. Neuhaus reminded us two years ago, it is not enough to appeal to the right to life of the unborn. Important as it is, indispensable as it is, to affirm that in every abortion a right is violated, this has to be completed by another affirmation. If our stance in this central moral question of our time is not to suffer a certain individualistic distortion, then we must also appeal to the moral solidarity of all men, to the fundamental responsibility for one another in which we are established. Then it becomes evident that abortion is not only the violation of a right, but also the betrayal of a brother or a sister. It not only violates the rights of the aborted person, but also the fundamental solidarity in which we stand with him or her. Many of you know the article of Judith Thomson that appeared in a philosophy journal some years ago entitled, "A Defense of Abortion." It was very widely read and exercised no little influence. For the sake of her argument she assumed that the human embryo which is aborted is a person. She argued as follows. It is indeed very generous if a woman lets the child live which she has conceived, but the burdens of pregnancy are such that she usually has no obligation to keep it; in most cases the mother who keeps it is a Good Samaritan who goes beyond the call of duty. Abortion is justified from this point of view, not on the grounds that the embryo is not a human being, but rather on the grounds that it is not a fellow human being. Thomson
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" 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[ "person becomes co-responsible for the moral state of more of his fellow human beings than he can possibly count. Thus it is the very essence of the human person, and not just changeable factual circumstances of our social life, which underlies the immeasurable co-responsibility in which we stand.\n\nAnd now we are in a position to see what follows from Scheler's teaching for our understanding of the wrongness of abortion. As Fr. Neuhaus reminded us two years ago, it is not enough to appeal to the right to life of the unborn. Important as it is, indispensable as it is, to affirm that in every abortion a right is violated, this has to be completed by another affirmation. If our stance in this central moral question of our time is not to suffer a certain individualistic distortion, then we must also appeal to the moral solidarity of all men, to the fundamental responsibility for one another in which we are established. Then it becomes evident that abortion is not only the violation of a right, but also the betrayal of a brother or a sister. It not only violates the rights of the aborted person, but also the fundamental solidarity in which we stand with him or her.\n\nMany of you know the article of Judith Thomson that appeared in a philosophy journal some years ago entitled, \"A Defense of Abortion.\" It was very widely read and exercised no little influence. For the sake of her argument she assumed that the human embryo which is aborted is a person. She argued as follows. It is indeed very generous if a woman lets the child live which she has conceived, but the burdens of pregnancy are such that she usually has no obligation to keep it; in most cases the mother who keeps it is a Good Samaritan who goes beyond the call of duty. Abortion is justified from this point of view, not on the grounds that the embryo is not a human being, but rather on the grounds that it is not a fellow human being. Thomson" ]
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Zero fluoroscopy ablation for ventricular tachycardia. Tohru Kawakami Naoki Saitou You Asukai Shinya Wada Houjou Sasaki Hideo Takahashi Kei Hatori Noriohsi Itou Hiroshi Fukunaga Tetuya Totbaru Introduction : Radiofrequency catheter ablation is an effective treatment option for ventricular tachycardia (VT). There is a concern that VT ablation may cause longer fluoroscopy time. Exposure to radiation during catheter ablation procedures is a risk for both the patient and electrophysiology staff. Recently, the feasibility and effectiveness of zero fluoroscopy ablation has been shown. There are some strategy to VT ablation. We present our experience with a strategy isolating core elements of VT circuits (core isolation) with zero-fluoroscopy technique. Methods : Zero fluoroscopy ablation was performed in 2 patients with VT using a 3-dimensional electro-anatomical mapping system, contact force monitoring, and intracardiac echocardiography imaging. In these cases, ultrasound-guided sheath insertion (9 Fr sheath and 8.5 Fr sheath) was performed from the right femoral. The strategy of VT ablation was isolating core elements of VT circuits (core isolation). An ablation catheter was advanced to the left ventricle anterograde or retrograde and a voltage-map was created under pacing rhythm or sinus rhythm. Core isolation was performed around the low voltage zone. The end point of core isolation was exit block within the isolated area. VT induction test was conducted after core isolation. Result : Case 1 was a 62-year-old man with old myocardium infarction. He had a history of aortic valve replacement, coronary artery bypass grafting, and CRTD implantation. He was an emergency hospitalization due to VT storm. After core isolation, VT was not induced, and the treatment ended without complications. Case 2 was a 65-year-old man with old myocardium infarction. He had a history of ICD implantation. An ablation catheter was advanced anterogradely to the left ventricle and a voltage-map was created under pacing rhythm. Core isolation was performed around the low voltage zone. There were no complications related to procedures. Fluoroscopic time during the ablation procedure was 0 seconds. No serious procedure-related complications were recorded. Two cases have been followed up by remote monitoring system without VT. Conclusion : Zero fluoroscopy VT ablation is feasibility. Endocardial VT ablation using zero fluoroscopy technique may eliminate radiation exposure. Core isolation is a strategy with a discrete and measurable endpoint.
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" 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[ "Zero fluoroscopy ablation for ventricular tachycardia.\n\nTohru Kawakami\nNaoki Saitou\nYou Asukai\nShinya Wada\nHoujou Sasaki\nHideo Takahashi\nKei Hatori\nNoriohsi Itou\nHiroshi Fukunaga\nTetuya Totbaru\n\nIntroduction : Radiofrequency catheter ablation is an effective treatment option for ventricular tachycardia (VT). There is a concern that VT ablation may cause longer fluoroscopy time. Exposure to radiation during catheter ablation procedures is a risk for both the patient and electrophysiology staff. Recently, the feasibility and effectiveness of zero fluoroscopy ablation has been shown. There are some strategy to VT ablation. We present our experience with a strategy isolating core elements of VT circuits (core isolation) with zero-fluoroscopy technique.\n\nMethods : Zero fluoroscopy ablation was performed in 2 patients with VT using a 3-dimensional electro-anatomical mapping system, contact force monitoring, and intracardiac echocardiography imaging. In these cases, ultrasound-guided sheath insertion (9 Fr sheath and 8.5 Fr sheath) was performed from the right femoral. The strategy of VT ablation was isolating core elements of VT circuits (core isolation). An ablation catheter was advanced to the left ventricle anterograde or retrograde and a voltage-map was created under pacing rhythm or sinus rhythm. Core isolation was performed around the low voltage zone. The end point of core isolation was exit block within the isolated area. VT induction test was conducted after core isolation.\n\nResult : Case 1 was a 62-year-old man with old myocardium infarction. He had a history of aortic valve replacement, coronary artery bypass grafting, and CRTD implantation. He was an emergency hospitalization due to VT storm. After core isolation, VT was not induced, and the treatment ended without complications. Case 2 was a 65-year-old man with old myocardium infarction. He had a history of ICD implantation. An ablation catheter was advanced anterogradely to the left ventricle and a voltage-map was created under pacing rhythm. Core isolation was performed around the low voltage zone. There were no complications related to procedures. Fluoroscopic time during the ablation procedure was 0 seconds. No serious procedure-related complications were recorded. Two cases have been followed up by remote monitoring system without VT.\n\nConclusion : Zero fluoroscopy VT ablation is feasibility. Endocardial VT ablation using zero fluoroscopy technique may eliminate radiation exposure. Core isolation is a strategy with a discrete and measurable endpoint." ]
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exact segmentation when \( \epsilon = 1 \). ![Top and bottom rows showing segmentation results and computed solutions for two stopping criteria.](page_256_286_768_286.png) Figure 3: \textbf{Top Row} : Result obtained by the stopping criterion a), \textbf{Bottom Row} : Result obtained by the stopping criterion b). In the middle column, we show the computed solutions \( \omega^* \) corresponding to the two different criteria: a) and b), where the bottom image looks brighter than the image above it, which is because we normalized each image for better recognition. Indeed, the actual function values of the bottom image are less than those of the top image. In Figure 4, we present an experiment showing that \( \epsilon = 1 \) for (30) is necessary when the input image is noisy. In the absence of noise, it has been observed that we can choose \( \epsilon > 1 \) for (30), which results in a faster computation. Even in the absence of noise, if the input image to be segmented is complicated, then it is expected that we use \( \epsilon = 1 \). Finally, it was observed that the algorithm by Chambolle [11] and the one in [12], despite the fact that the latter provides a better convergence rate than the former meaning that the latter possibly gets us a better result during the same amount of time, presented comparable results in terms of quality and cost. At this point, we would like to stress again that we do not pursue the unique solution of (9) when solving it, but are interested in the region where the unique solution is positive and the stopping criterion (30) does the work. The exact algorithm in [12] to solve (9) is as follows: we set \( \tau_0 = 1/8 = \sigma_0 \), \( \gamma = 1.4 \) and \( x^0 = y^0 = x^0 \) and for each \( n = 1, 2, \ldots \) we compute \[ y_{i,j}^{n+1} = \frac{y_{i,j}^n + \sigma_n (\nabla x^n)_{i,j}}{\max\{1, |y_{i,j}^n + \sigma_n (\nabla x^n)_{i,j}|\}}, \] \[ x_{i,j}^{n+1} = x_{i,j}^n + \tau_n (\text{div}(y^{n+1}))_{i,j} - \tau_n \lambda h_{i,j}, \] \[ x^{n+1} = x^{n+1} + \theta_n (x^{n+1} - x^n), \] where \[ \theta_n = \frac{1}{1 + 2\gamma \tau_n}, \quad \tau_{n+1} + \theta_n \tau_n, \quad \sigma_{n+1} = \frac{\sigma_n}{\theta_n}. \] We show comparison results in Figure 5 between the algorithm by Chambolle [11] and the algorithm in [12], where we can notice that they perform almost equally well in terms of quality and cost. However, the algorithm in [12] did not work for the heavy noisy case shown in Figure 2 in the exactly same setting.
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" 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[ "exact segmentation when \\( \\epsilon = 1 \\).\n\n![Top and bottom rows showing segmentation results and computed solutions for two stopping criteria.](page_256_286_768_286.png)\n\nFigure 3: \\textbf{Top Row} : Result obtained by the stopping criterion a), \\textbf{Bottom Row} : Result obtained by the stopping criterion b). In the middle column, we show the computed solutions \\( \\omega^* \\) corresponding to the two different criteria: a) and b), where the bottom image looks brighter than the image above it, which is because we normalized each image for better recognition. Indeed, the actual function values of the bottom image are less than those of the top image.\n\nIn Figure 4, we present an experiment showing that \\( \\epsilon = 1 \\) for (30) is necessary when the input image is noisy. In the absence of noise, it has been observed that we can choose \\( \\epsilon > 1 \\) for (30), which results in a faster computation. Even in the absence of noise, if the input image to be segmented is complicated, then it is expected that we use \\( \\epsilon = 1 \\).\n\nFinally, it was observed that the algorithm by Chambolle [11] and the one in [12], despite the fact that the latter provides a better convergence rate than the former meaning that the latter possibly gets us a better result during the same amount of time, presented comparable results in terms of quality and cost. At this point, we would like to stress again that we do not pursue the unique solution of (9) when solving it, but are interested in the region where the unique solution is positive and the stopping criterion (30) does the work. The exact algorithm in [12] to solve (9) is as follows: we set \\( \\tau_0 = 1/8 = \\sigma_0 \\), \\( \\gamma = 1.4 \\) and \\( x^0 = y^0 = x^0 \\) and for each \\( n = 1, 2, \\ldots \\) we compute\n\\[\ny_{i,j}^{n+1} = \\frac{y_{i,j}^n + \\sigma_n (\\nabla x^n)_{i,j}}{\\max\\{1, |y_{i,j}^n + \\sigma_n (\\nabla x^n)_{i,j}|\\}},\n\\]\n\\[\nx_{i,j}^{n+1} = x_{i,j}^n + \\tau_n (\\text{div}(y^{n+1}))_{i,j} - \\tau_n \\lambda h_{i,j},\n\\]\n\\[\nx^{n+1} = x^{n+1} + \\theta_n (x^{n+1} - x^n),\n\\]\nwhere\n\\[\n\\theta_n = \\frac{1}{1 + 2\\gamma \\tau_n}, \\quad \\tau_{n+1} + \\theta_n \\tau_n, \\quad \\sigma_{n+1} = \\frac{\\sigma_n}{\\theta_n}.\n\\]\n\nWe show comparison results in Figure 5 between the algorithm by Chambolle [11] and the algorithm in [12], where we can notice that they perform almost equally well in terms of quality and cost. However, the algorithm in [12] did not work for the heavy noisy case shown in Figure 2 in the exactly same setting." ]
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Strictly convex realization in two-phase image segmentation Yunho Kim* March 28, 2013 Abstract In this paper, we borrow an idea from already well-known in some geometric problems (e.g., [1], [10]) to find a global minimizer related to the two-phase Mumford-Shah functional via strictly convex formulations. We will briefly review how it applies to find the true minimizers of the original non-convex problem. More importantly, we will clearly address the possibility of a solution’s non-uniqueness for non-strict convex problems mentioned but unresolved in [13], which is any non-strict convex problem’s issue, using our formulations. The same answer applies to [14], [3] as well. Hence, one should consider this strictly convex formulation where the well-known convex formulations [14], [3] come into play. 1 Introduction Image segmentation has been an important research topic in computer vision that aims at segmenting a given image into meaningful smaller pieces. The two of the most successful models are a variational model called the Mumford-Shah model and a PDE model called the Perona-Malik equation. There is an extensive collection of works in the literature investigating their analytical aspects as well as the numerical aspect. Moreover, there are many variants of those models fitted into specific problems. In this paper, we will take a variational approach related to the Mumford-Shah model. The model is to minimize the following functional \[ MS(u, K) = \int_{\Omega \setminus K} |\nabla u(x)|^2 dx + \alpha \int_{\Omega} [f(x) - u(x)]^2 dx + \beta \mathcal{H}^1(K) \] over a piecewise smooth function \( u \) and a rectifiable curve \( K \), which is apparently nonlinear and non-convex. Despite its nonlinearity and non-convexity, there were many successful attempts in analyzing the problem both analytically and numerically using various mathematical techniques such as the \( \Gamma \)-convergence, etc. Among the possible applications of the model, we pay attention to the two-phase, piecewise constant Mumford-Shah functional given a function \( f \) on \( \Omega \). The functional (1) becomes \[ \begin{align*} MS(\Sigma, c_1, c_2) &= \mathrm{P}(\Sigma; \Omega) + \lambda \int_{\Sigma} (c_1 - f(x))^2 dx + \lambda \int_{\Omega \setminus \Sigma} (c_2 - f(x))^2 dx \\ &= \mathrm{P}(\Sigma; \Omega) + \lambda \int_{\Sigma} \left[ (c_1 - f(x))^2 - (c_2 - f(x))^2 \right] dx + \lambda \int_{\Omega} (c_2 - f(x))^2 dx, \end{align*} \] *Department of Diagnostic Radiology, School of Medicine, Yale University. Email: yunho.kim@yale.edu
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[ "Strictly convex realization in two-phase image segmentation\n\nYunho Kim*\n\nMarch 28, 2013\n\nAbstract\nIn this paper, we borrow an idea from already well-known in some geometric problems (e.g., [1], [10]) to find a global minimizer related to the two-phase Mumford-Shah functional via strictly convex formulations. We will briefly review how it applies to find the true minimizers of the original non-convex problem. More importantly, we will clearly address the possibility of a solution’s non-uniqueness for non-strict convex problems mentioned but unresolved in [13], which is any non-strict convex problem’s issue, using our formulations. The same answer applies to [14], [3] as well. Hence, one should consider this strictly convex formulation where the well-known convex formulations [14], [3] come into play.\n\n1 Introduction\nImage segmentation has been an important research topic in computer vision that aims at segmenting a given image into meaningful smaller pieces. The two of the most successful models are a variational model called the Mumford-Shah model and a PDE model called the Perona-Malik equation. There is an extensive collection of works in the literature investigating their analytical aspects as well as the numerical aspect. Moreover, there are many variants of those models fitted into specific problems. In this paper, we will take a variational approach related to the Mumford-Shah model. The model is to minimize the following functional\n\\[\nMS(u, K) = \\int_{\\Omega \\setminus K} |\\nabla u(x)|^2 dx + \\alpha \\int_{\\Omega} [f(x) - u(x)]^2 dx + \\beta \\mathcal{H}^1(K)\n\\]\nover a piecewise smooth function \\( u \\) and a rectifiable curve \\( K \\), which is apparently nonlinear and non-convex. Despite its nonlinearity and non-convexity, there were many successful attempts in analyzing the problem both analytically and numerically using various mathematical techniques such as the \\( \\Gamma \\)-convergence, etc. Among the possible applications of the model, we pay attention to the two-phase, piecewise constant Mumford-Shah functional given a function \\( f \\) on \\( \\Omega \\). The functional (1) becomes\n\\[\n\\begin{align*}\nMS(\\Sigma, c_1, c_2) &= \\mathrm{P}(\\Sigma; \\Omega) + \\lambda \\int_{\\Sigma} (c_1 - f(x))^2 dx + \\lambda \\int_{\\Omega \\setminus \\Sigma} (c_2 - f(x))^2 dx \\\\\n&= \\mathrm{P}(\\Sigma; \\Omega) + \\lambda \\int_{\\Sigma} \\left[ (c_1 - f(x))^2 - (c_2 - f(x))^2 \\right] dx + \\lambda \\int_{\\Omega} (c_2 - f(x))^2 dx,\n\\end{align*}\n\\]\n\n*Department of Diagnostic Radiology, School of Medicine, Yale University. Email: yunho.kim@yale.edu" ]
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where \( A_t \) is the size of the jump of \( s \) at \( t \), i.e., \[ A_t = \left| \lim_{r \to t^-} s(r) - \lim_{r \to t^+} s(r) \right|, \] since \[ A_1 + (\beta_1 - \gamma) = \left| \lim_{r \to 1^-} s(r) - \lim_{r \to 1^+} s(r) \right| + \left| \lim_{r \to 1^+} s(r) - \lim_{r \to 1^+} s_2(r) \right| \geq \left| \lim_{r \to 1^-} s^*(r) - \lim_{r \to 1^-} s^*(r) \right| \] and, likewise, \[ A_{\frac{3}{2}} + (\beta_2 - \gamma) \geq \left| \lim_{r \to \frac{3}{2}^-} s^*(r) - \lim_{r \to \frac{3}{2}^+} s^*(r) \right|. \] Hence, we obtain \[ | (s^*)' |(\Omega) \leq |s'|(\Omega) \text{ and } \int_{\Omega} (s^*(r) + 2h(r))^2 dr \leq \int_{\Omega} (s(r) + 2h(r))^2 dr, \] that is, \( s^* = s \) implying that \( s \) is constant on \( (1, \frac{3}{2}) \). We can now represent the solution \( s \) as \[ c_1 \mathbf{1}_{(0,1)} + c_2 \mathbf{1}_{(1,\frac{3}{2})} + c_3 \mathbf{1}_{(\frac{3}{2},2)} + c_4 \mathbf{1}_{(2,3)} \] for some constants \( -1 \leq c_1, c_2, c_3, c_4 \leq 1 \) and \[ |s'|(\Omega) + \int_{\Omega} (s(r) + 2h(r))^2 dr = |c_1 - c_2| + |c_2 - c_3| + |c_3 - c_4| \] \[ \quad + (c_1 - 1)^2 + \frac{1}{2}(c_2 + 1)^2 + \frac{1}{2}(c_3 - 1)^2 + (c_4 + 1)^2 \] \[ \leq_{-1 \leq a_1, a_2, a_3, a_4 \leq 1} \min \Big\{ |a_1 - a_2| + |a_2 - a_3| + |a_3 - a_4| \] \[ \quad + (a_1 - 1)^2 + \frac{1}{2}(a_2 + 1)^2 + \frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2 \Big\}. \] Let us define \[ H(a_1, a_2, a_3, a_4) = |a_1 - a_2| + |a_2 - a_3| + |a_3 - a_4| + (a_1 - 1)^2 + \frac{1}{2}(a_2 + 1)^2 + \frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2 \] and set \[ \mathcal{M} = H(c_1, c_2, c_3, c_4) = \min_{-1 \leq a_1, a_2, a_3, a_4 \leq 1} H(a_1, a_2, a_3, a_4). \] If \( a_1 < a_2 \leq 1 \), then \[ H(a_1, a_2, a_3, a_4) = \left(a_1 - \frac{3}{2}\right)^2 - \frac{5}{4} + \frac{1}{2}(a_2^2 + 4a_2 + 1) + |a_2 - a_3| + |a_3 - a_4| + \frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2 \] \[ > H(a_2, a_2, a_3, a_4) \] since \( (a_1 - \frac{3}{2})^2 > (a_2 - \frac{3}{2})^2 \). This implies \( c_1 \geq c_2 \). In the same way, \( c_3 \geq c_4 \) can be easily observed. We will now show that \( c_3 \geq c_2 \). Suppose that \( c_3 < c_2 \). Together with \( c_1 \geq c_2 \) and \( c_3 \geq c_4 \), we have \[ c_1 \geq c_2 > c_3 \geq c_4. \] Note that \[ H(c_1, c_2, c_3, c_4) = c_1 - c_4 + (c_1 - 1)^2 + \frac{1}{2}(c_2 + 1)^2 + \frac{1}{2}(c_3 - 1)^2 + (c_4 + 1)^2 \] \[ > c_1 - c_4 + (c_1 - 1)^2 + \frac{1}{2}(c_2 + 1)^2 + \frac{1}{2}(c_2 - 1)^2 + (c_4 + 1)^2 \] \[ = H(c_1, c_2, c_2, c_4). \]
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" 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[ "where \\( A_t \\) is the size of the jump of \\( s \\) at \\( t \\), i.e.,\n\\[\nA_t = \\left| \\lim_{r \\to t^-} s(r) - \\lim_{r \\to t^+} s(r) \\right|,\n\\]\nsince\n\\[\nA_1 + (\\beta_1 - \\gamma) = \\left| \\lim_{r \\to 1^-} s(r) - \\lim_{r \\to 1^+} s(r) \\right| + \\left| \\lim_{r \\to 1^+} s(r) - \\lim_{r \\to 1^+} s_2(r) \\right| \\geq \\left| \\lim_{r \\to 1^-} s^*(r) - \\lim_{r \\to 1^-} s^*(r) \\right|\n\\]\nand, likewise,\n\\[\nA_{\\frac{3}{2}} + (\\beta_2 - \\gamma) \\geq \\left| \\lim_{r \\to \\frac{3}{2}^-} s^*(r) - \\lim_{r \\to \\frac{3}{2}^+} s^*(r) \\right|.\n\\]\nHence, we obtain\n\\[\n| (s^*)' |(\\Omega) \\leq |s'|(\\Omega) \\text{ and } \\int_{\\Omega} (s^*(r) + 2h(r))^2 dr \\leq \\int_{\\Omega} (s(r) + 2h(r))^2 dr,\n\\]\nthat is, \\( s^* = s \\) implying that \\( s \\) is constant on \\( (1, \\frac{3}{2}) \\). We can now represent the solution \\( s \\) as\n\\[\nc_1 \\mathbf{1}_{(0,1)} + c_2 \\mathbf{1}_{(1,\\frac{3}{2})} + c_3 \\mathbf{1}_{(\\frac{3}{2},2)} + c_4 \\mathbf{1}_{(2,3)}\n\\]\nfor some constants \\( -1 \\leq c_1, c_2, c_3, c_4 \\leq 1 \\) and\n\\[\n|s'|(\\Omega) + \\int_{\\Omega} (s(r) + 2h(r))^2 dr = |c_1 - c_2| + |c_2 - c_3| + |c_3 - c_4|\n\\]\n\\[\n\\quad + (c_1 - 1)^2 + \\frac{1}{2}(c_2 + 1)^2 + \\frac{1}{2}(c_3 - 1)^2 + (c_4 + 1)^2\n\\]\n\\[\n\\leq_{-1 \\leq a_1, a_2, a_3, a_4 \\leq 1} \\min \\Big\\{ |a_1 - a_2| + |a_2 - a_3| + |a_3 - a_4|\n\\]\n\\[\n\\quad + (a_1 - 1)^2 + \\frac{1}{2}(a_2 + 1)^2 + \\frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2 \\Big\\}.\n\\]\nLet us define\n\\[\nH(a_1, a_2, a_3, a_4) = |a_1 - a_2| + |a_2 - a_3| + |a_3 - a_4| + (a_1 - 1)^2 + \\frac{1}{2}(a_2 + 1)^2 + \\frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2\n\\]\nand set\n\\[\n\\mathcal{M} = H(c_1, c_2, c_3, c_4) = \\min_{-1 \\leq a_1, a_2, a_3, a_4 \\leq 1} H(a_1, a_2, a_3, a_4).\n\\]\nIf \\( a_1 < a_2 \\leq 1 \\), then\n\\[\nH(a_1, a_2, a_3, a_4) = \\left(a_1 - \\frac{3}{2}\\right)^2 - \\frac{5}{4} + \\frac{1}{2}(a_2^2 + 4a_2 + 1) + |a_2 - a_3| + |a_3 - a_4| + \\frac{1}{2}(a_3 - 1)^2 + (a_4 + 1)^2\n\\]\n\\[\n> H(a_2, a_2, a_3, a_4)\n\\]\nsince \\( (a_1 - \\frac{3}{2})^2 > (a_2 - \\frac{3}{2})^2 \\). This implies \\( c_1 \\geq c_2 \\). In the same way, \\( c_3 \\geq c_4 \\) can be easily observed. We will now show that \\( c_3 \\geq c_2 \\). Suppose that \\( c_3 < c_2 \\). Together with \\( c_1 \\geq c_2 \\) and \\( c_3 \\geq c_4 \\), we have\n\\[\nc_1 \\geq c_2 > c_3 \\geq c_4.\n\\]\nNote that\n\\[\nH(c_1, c_2, c_3, c_4) = c_1 - c_4 + (c_1 - 1)^2 + \\frac{1}{2}(c_2 + 1)^2 + \\frac{1}{2}(c_3 - 1)^2 + (c_4 + 1)^2\n\\]\n\\[\n> c_1 - c_4 + (c_1 - 1)^2 + \\frac{1}{2}(c_2 + 1)^2 + \\frac{1}{2}(c_2 - 1)^2 + (c_4 + 1)^2\n\\]\n\\[\n= H(c_1, c_2, c_2, c_4).\n\\]" ]
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the economy, education, terrorism/national security, healthcare, immigration and treatment of minorities. However, when Hispanic voters were asked about the Affordable Care Act, a majority of the electorate in four of the five states (Colorado being the exception) favor repealing it. The respondents who want to repeal Obamacare support Trump by double-digit margins. "Clinton is doing well among young Hispanic voters, now she has to motivate them to go out and vote," said Monica Escaleras, Ph.D., director of the BEPI. "The Affordable Care Act, however, is hurting Clinton in four of the states and might be used as a wedge issue by Trump to improve his position in those states." The poll was conducted in English and Spanish from Sept. 15-19. Each state sample consisted of 400 registered Hispanics with a margin of error of +/-4.9 percent at a 95 percent confidence level. In Florida, the pollsters surveyed 173 Democrats, 155 Republicans, 70 independent voters and one Libertarian voter.
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" 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[ "the economy, education, terrorism/national security, healthcare, immigration and treatment of minorities. However, when Hispanic voters were asked about the Affordable Care Act, a majority of the electorate in four of the five states (Colorado being the exception) favor repealing it. The respondents who want to repeal Obamacare support Trump by double-digit margins.\n\n\"Clinton is doing well among young Hispanic voters, now she has to motivate them to go out and vote,\" said Monica Escaleras, Ph.D., director of the BEPI. \"The Affordable Care Act, however, is hurting Clinton in four of the states and might be used as a wedge issue by Trump to improve his position in those states.\"\n\nThe poll was conducted in English and Spanish from Sept. 15-19. Each state sample consisted of 400 registered Hispanics with a margin of error of +/-4.9 percent at a 95 percent confidence level.\n\nIn Florida, the pollsters surveyed 173 Democrats, 155 Republicans, 70 independent voters and one Libertarian voter." ]
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Mitch Perry has been a reporter with Extensive Enterprises since November of 2014. Previously, he served as five years as the political editor of the alternative newsweekly Creative Loafing. He also was the assistant news director with WMNF 88.5 FM in Tampa from 2000-2009, and currently hosts MidPoint, a weekly talk show, on WMNF on Thursday afternoons. He began his reporting career at KPFA radio in Berkeley. He's a San Francisco native who has now lived in Tampa for 15 years and can be reached at mitch.perry@floridapolitics.com.
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[ "Mitch Perry has been a reporter with Extensive Enterprises since November of 2014. Previously, he served as five years as the political editor of the alternative newsweekly Creative Loafing. He also was the assistant news director with WMNF 88.5 FM in Tampa from 2000-2009, and currently hosts MidPoint, a weekly talk show, on WMNF on Thursday afternoons. He began his reporting career at KPFA radio in Berkeley. He's a San Francisco native who has now lived in Tampa for 15 years and can be reached at mitch.perry@floridapolitics.com." ]
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The organization polled where Latinos stand in the presidential race in five key battleground states: in addition to Florida, Hispanic voters in Ohio, Colorado, Nevada and North Carolina were included polled from September 15-September 19. As has been the case in other polls, Clinton’s lead with the Latino vote is slightly slimmer than the margins that President Obama received in his victories in Florida in 2008 and 2012. In ’08 Obama received 57 percent of Hispanic support. In the 2012 election, he won 60 percent. That is also the case in the other four polls included in the survey, with the biggest drop-off in Hispanic support coming in Nevada. Clinton is currently getting just 54 percent of the vote there against Trump (who gets 25 percent support), whereas Obama received a whopping 76 percent of their votes in ’08 and 71 percent in 2012. “Hispanics are one of the fastest growing populations in the United States. Republicans cannot continue to underperform with them and maintain a realistic ability to win some of these battleground states,” said Kevin Wagner, Ph.D., associate professor of political science at FAU and a research fellow of the Initiative. “The electoral map becomes increasingly difficult for Republicans if they cannot narrow these large margins.” Hispanics in every state view Clinton as the better candidate to handle all the major election issues they were polled on, including:
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" 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[ "The organization polled where Latinos stand in the presidential race in five key battleground states: in addition to Florida, Hispanic voters in Ohio, Colorado, Nevada and North Carolina were included polled from September 15-September 19.\n\nAs has been the case in other polls, Clinton’s lead with the Latino vote is slightly slimmer than the margins that President Obama received in his victories in Florida in 2008 and 2012. In ’08 Obama received 57 percent of Hispanic support. In the 2012 election, he won 60 percent.\n\nThat is also the case in the other four polls included in the survey, with the biggest drop-off in Hispanic support coming in Nevada. Clinton is currently getting just 54 percent of the vote there against Trump (who gets 25 percent support), whereas Obama received a whopping 76 percent of their votes in ’08 and 71 percent in 2012.\n\n“Hispanics are one of the fastest growing populations in the United States. Republicans cannot continue to underperform with them and maintain a realistic ability to win some of these battleground states,” said Kevin Wagner, Ph.D., associate professor of political science at FAU and a research fellow of the Initiative. “The electoral map becomes increasingly difficult for Republicans if they cannot narrow these large margins.”\n\nHispanics in every state view Clinton as the better candidate to handle all the major election issues they were polled on, including:" ]
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Some people, as Middleton notes, understand that their genome is valuable information that can help companies make money, and they would like to participate in such studies not as "simple" volunteers or patients, but as full partners. "Many people who took part in our project are afraid that their DNA donated for the benefit of science can be used by private companies to create medicines that they themselves can not use because of their ultra-high prices." Accordingly, they would like to receive an opportunity Use them in exchange for their genome, "- says the sociologist. Ethics issues "One of the most important questions in this respect is who actually owns the genomic data." If one looks at this situation from the position of British law, then after the person passes the DNA sample to the scientist, the latter becomes its owner. Has no control over his DNA and genome after it is decoded or studied by a geneticist. "On the other hand, on the moral and ethical side, a person should have the right to know and control how and where these data are used," continues Middleton. According to the sociologist, this problem can be solved only if the rules for the use and exchange of genetic information will be standardized at the global level. To realize this task, like-minded scientists from different countries of the world created four years ago the non-profit organization GA4GH (Global Alliance for Genomics and Health) - an international structure designed to develop standards and rules of the game in the world of genomic research and medicine. To date, the genomic alliance has been joined by more than four hundred commercial and government organizations and about a thousand individual scientists from 70 countries.
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" 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[ "Some people, as Middleton notes, understand that their genome is valuable information that can help companies make money, and they would like to participate in such studies not as \"simple\" volunteers or patients, but as full partners.\n\n\"Many people who took part in our project are afraid that their DNA donated for the benefit of science can be used by private companies to create medicines that they themselves can not use because of their ultra-high prices.\" Accordingly, they would like to receive an opportunity Use them in exchange for their genome, \"- says the sociologist.\n\nEthics issues\n\n\"One of the most important questions in this respect is who actually owns the genomic data.\" If one looks at this situation from the position of British law, then after the person passes the DNA sample to the scientist, the latter becomes its owner. Has no control over his DNA and genome after it is decoded or studied by a geneticist. \"On the other hand, on the moral and ethical side, a person should have the right to know and control how and where these data are used,\" continues Middleton.\n\nAccording to the sociologist, this problem can be solved only if the rules for the use and exchange of genetic information will be standardized at the global level.\n\nTo realize this task, like-minded scientists from different countries of the world created four years ago the non-profit organization GA4GH (Global Alliance for Genomics and Health) - an international structure designed to develop standards and rules of the game in the world of genomic research and medicine. To date, the genomic alliance has been joined by more than four hundred commercial and government organizations and about a thousand individual scientists from 70 countries." ]
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Gene thieves: why do British scientists study the opinions of Russians about DNA 10:20 05/08/2017 Gene thieves: why do British scientists study the opinions of Russians about DNA
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" 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[ "Gene thieves: why do British scientists study the opinions of Russians about DNA\n\n10:20 05/08/2017\n\nGene thieves: why do British scientists study the opinions of Russians about DNA" ]
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"While I can not predict anything about how the results of the Russian part of our project will differ from the results of other surveys, that's why it's interesting for us." All our studies were conducted earlier in English-speaking countries, and we would be interested to hear opinions People who represent other cultures and speak a different language, and understand what their opinions are like, why and how they differ, and we also plan to conduct similar studies in China and a number of other Asian countries," concludes the sociologist. RIA SCIENCE #Cambridge university #United Kingdom #Russia COMMENTS
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vGSfHRHHK85HkEuISfNNSKXk7rV2VZkrHVJ/uS/RZbNPihdHRT1BSShR/lCQj06/H6oWmwJLiblnO1ccPWg+o46zauOs2rjrNq46zauOs2rjrNq46zauOoDfpG73hcOYjfESTRfL73tTD3+pb6B7t51fq1OEJl8S+5G5s0sb9nGgWlb8hs7pV/dXoUdu2lFOe8+85BDvPtD7z7Q+8+0PvPtD7z7Q+8+0PvPtDkU17KEy6GXnJbKDJReL2xPzRCr1cPMc417X/K8n5kwjUvmCj24AxYSpBtZyC2/F4vTrwh6F3qdXZCv0jkYEzJGCv1IYq0K3DCT6jzAxbGsWSEdY0jkuXu9/Y5R8zjlAgdn9Ew//sFvwE3b6SWrE9595yCHefaH3n2h959ofefaH3n2h959ofefaHK+Xt7C0MUH7jyRWiVlNHrNdMqsD7B4k9TWFmxphJUtVqkL022DZgSFmmxKgKAevUQcniZuTUjrnGWR2dEXMLmOO+Hp6SBV7EqoOFD9FuspIad5nMZ1U5p9DsTuLFCjRV8A0bqeUAHWVAsiHPlpovymA8vC8jV+CyTSla80nri6/s6lrpoqS3n2h959ofefaH3n2h959ofefaH3n2h959h9z6qeiLYQ6PQbs5MPGl1nAVvVqpPvAKb/uwqbkRIqfxhAjgD11tN/TLBZ3d0KIGw5b0Njnn0aKSM0BEieObhxMtT48d2NkDqPqKIVVLdM715pbjdOtFgHh+Z4olOzWVwxo3u9LVV88kdoK+l6Nt1EVbLHsd/rAkql7n0HKX6WHhJN+oS79tV61QhOutsamBtX8HbPWXrTLN2EaVnDN4bpkrlFwoh9M/wthDVbMyejz7Q+8+0PvPtD7z7Q+8+0PvPtD7z7Q+8+wgSVo+7FKweBPqBIQgHC0+s3tXQ8mjTFfs39QsFUM1Xly9wNn5C/Xf3RC9et+PW34BcmmBPE4Pov8gCodA6G/wcweSd2OT7faeRKvShATIuP5ZLxGF/EhMqPtOl6vQJOruK69zbgK6WIej8YOmqG07lcQb5jV+MJ+3ddAQdJajs0f9+pmLhc+SCmOcitK4LvU11KLc01PdCkFgoOoV3KzphXGEX/luAAMcBhwh3n2h959ofefaH3n2h959ofefaH3n2h9EurZ+/y6mjmx8OsHcK4LsUTlRYfeDVc0+JWCk5r+CC1EeOC51FUuFvYdb1luI5vFmoKvMTVpfk34vQtI7DClLL81MCRamBuaJvL/VmHQ7wzunSt1lA3YMXLcgHaAma9flag4uDe+xFBlxZ7HwVjoYNLEx7SxDA5RQN9cGXdAKwp6+t/JqsubqdVxHOIe8yO+BMhwhBzaouCrrxVmoMcBytDr5QYLzlv3NsiyG0eKMxBs+0PvPtD7z7Q+8+0PvPtD7z7Q+8+0PvPsH2DCgnrTmujN3nvRZsPQfdGqhtBBnFaE1xHVy6W68o1r7mvwzahxGWlAXiDg6HukvaeWnGui6q5lNnMQf00au1VQiDEimW1YqZr+Z79SrFDscvPSxFAV6EaYfcunQ5Ye6kL/Ehz65LK3AoAh5fbj7UTAaBZplsqunmSTkjXGK4vsaR0tSxF72kUF26W62kqiVK+35vqoQJ1GdNTd4wmFkZkGvOmhB3OKtvxolPefaH3n2h959ofefaH3n2h959ofefBs4HH1v2m/XARTyer7YWA5wBRU/t7pJ2n346p4Oa1QGuS3vY+AUH5F9Gx4Ye6f4GWgyVOPM4c6xNjtSrxw2iR091mhK/0TG9LSFeTcZdpjRomcP50yXCg095wZDGss/cXRz/4qBZdZNfoxPjhiG8N1GsqgY52kiDI2GI7M+aMcSjSdEN9QExUlGWuEj2bVpqwUKjU4lbXryjEpz40SnvPtD7z7Q+8+0PvPtD7z7Q+8+0PvPiWpxm7yvqiaHgCutsW00mghDnto1JHNJIqCz0PZVcXJa/VlVgXhLXPUnbd6P44WsjbcnOtOwzW1r+AH0YBlC0PC1laVD3WypfGBRdl4eVPyFg6CkuHq/fFFJevFqSlyzr7Sxt9MmRK+W9YtRQzSWFdDwr/Zc8n24P7My0959ofefaH3n2h959ofefaH3n2h959ofdmB6fhC2u6TwOXG5/w8B4A571qgBYM2qTzYuM39yvthFOdJ6zauOs2rjrNq46zauOs2rjrNq46zauOs2rjrNq46zauOs2rjrNq46zauOs2rjrNq46zauOs2rjrNq46zauBsf/zkDUlZa7XlWihDIs6N+HTtdPyl+4PoMxhjVfHMaJT3n2h959ofefaH3n2h959ofefaH3n2h959ofefaH3n4YzfRpKe8+0PvPtD7z7Q+8+0PvPtD7z7Q+8+0PvPtD7z7Q+8+wzmr0SDWXurcSuiqbgJICAAA8t8imJz5a+8+0PvPtD7sIeT7VND7z7Q+8+0PvPtD7z7Q+8+0PvPtD7zYGchZVxIpnXBDEdWPBuk5D0ATZnEp3DbcAqSnvPtD7z7Q5wY4laNwSU959ofefaH3mgAA/v/8ybAB83oUs2k8akTU6ZmPenlTB/wbp7J2pbJeqnvM5cTHlaNIjEzbhWDPKq9u4gWOV16Pwk+0T4LYyeGE1gbtilCz0Atg100RQ5FImX+gs9qdL7EaXFa67sjh1wwx8OrxpqL6MgHpM30KrWHl1XfRISelcWQPnwC7SkuMWbzLInpoFOBqIt3yzwWLlXWn/Ti9HQg0cKjTQ1IYr7NJt6zJPk3KgXrKcMor2n0w0nXADHT7q/cF+1OJO32G6zv3rf/bM1IA2jVUCXtdiscCuUuR1qAQXJC4VhudeQu7mRNXdAp55ThU0hoEUQYlQg2OYbJZqHELwmMkUe1i3yO0Xt6SRLD/CuTmGkDVEZuID0XzXZ+hczfV5bKxz2hcDSHSIZJ3B8nu6s9NKzYtFfUIAwS/xDzJt5FlzK1V9mvijfvszvikaI6PFEdp3lND4sr4NTp+JFyjazGvmF/19Qb1jNeZDxv2sT+/Yvma/+jdWpLu+XXjzFvWG4VVwV18xDr94JMVL7bzR3iBMortk2aNt+PQkOZBqcepOcVjLpppqey5SYQvVk7m2s4sEgopMsPbU5TTJ7XTVCzHrbZ6fByPcNiWuSTPrHi7T/eiaR+Ck0X+TB3Mu/KyikAKPvT/tLEq21X5cO7ZrlRL93bDGX6zAsb2n1pqgkHPDGVV4bCe1d8ABRvdOSpfRiOuFyXpszdLseqizV7u7jKJMtOK8vOPg/4Hu0fzxvF9nMxS8bU02XL7KNRegHUZgenFClUwNT/bofyuDzHMMNb9Xg08ysqGHsq8PkKiWBwhKGYS996deBGQsJO6LS8DWW8dYr1ss06GIMyb1YE97ME545qWxTmZr/z8+NfCG+NF7jisAshT63TDpohGBRMnI6yX7hmMzVwWz6Wlcg4LVe3yRLgPQ89G5RNL7jSjKVlxacuMf4OnhWqCz2Y07GbMjXNX45oeESIbXuObIATIdoTZQj14B1KRDma1+EBa9eTgk3PDJzGJ4hL33+jpl50A27c3Rw2jZRZaBtjwiEjoxkVkUUvr/DulUi8uB/DxOineJbRbSNSYeLE9Q9j5+epUZEAFsVeA6BK6SCcuhbv2IiWjvwPT4G4sGn/ejAAAAQd88dA22c9qSRNUJg1BsbnCumHmmDmieQbODmbsHQEJIYbSyjd6+Wj+Vxh1tLXeZoldNmf+9a7okK9uS4/BBFunlKh5Z3evUeflGeuRE5eCKZc1bVYgRBLMWbKojRY30MIVXKxBDRs9c9us3BsPqBQTwqJIahpIJej8f+NxBbwtoZe8+hfNgs9+kLafMHzL8yTq4XAEIdeZu1QSveXO8D/bX/P2cIIhZgfLADXo2sJDN+DM8106iJI7IrDtMzhburyqZ4W8+dR53dLC8LTS7zCQQOlmyY8Sdup1rlPZTrr6ATnU344EXBoLY5FJ1nVgfDcJ3RcEdPz03QMhj9Z1kxGjzVPqsemn8lIN9ORD2IT5bkmEsBUUVcOGjaKtEZJghU3Zwm0jBI1rkOIQjC3N8upd9Dq7/5E1R5uObSDH/l+MZh/UR6/MKQuhSToeMmu9pO+W8yltfOY9NB8hy5hPrCB+Q2tgOnz4NmqI+CpmuKVmIAj3f0mS7klUM3t5QP1/ZbbXKGa1rUSaA3H/+TYhFI9UcEmPWzhzby9JA8JG1CRNsiq+ZSeOkOrXfkmWs7BoqSWl4pRNiVGjElTZh/q6KAp9J5Hot7KyFVQF7VBe0JTd9VUrp8BRRDgq9C0umLfERfrzV3jurQ8OaXzzpmNAIss3y5U33kmJG24Nc07X9JueA7/PCDkej+d/x0ptL/sY9B9p/0ciY/np51JPhQ2tQYqPRa4UUvMGC+rVldWkqY8wOBxO4RstmLTuBS1kKl8vYpwNIitXVHM4d6Ys0FZ67RCHkBa5zp2EzIXpf4VqmZo34NTU30PBH7SyIM0YB3p4Jwk4nsIY+MxGaeoJjehjMX/XSYx1MmUzfngbIkcs2HHMxaFwwaUyLpO8t3CHIyG3uQPUwEe2K4+hxacp0PtxnC5qwXQYCLmJWcyy9A6FDJPySaXFHcRjPI0l7kJkEeVruibn+8bA/5hTTJ+PEOj3/jm1AVEiHyaI4vGOy6RQNSCJbgToPb7wIYjOxN8jz91RMcUkhLpzEcXiLdeAtkw5wp+2uH46q7gn4PUH7/btfg0EQE5YdCQNCf64mzuhQ7H6cj6MAP/4MIn9ICJhrrYp686w5vZ2+m0+OyyZBFA6Cv5SLCqXDAj5xsx7NU1buQYumjYMJDXgsmcQjB20MKu8CNNuTkTc1uo7kE/Iyy+wpKnpGecIEafuTvce7me7oOT+HlO5DGHsfnzAnSud6fRnk7bo7SsLat2i7eCNvqhYRLM6dSXJ6OHV493KUz/X4O3pdHzDkRvPnijmbQxt52Kl0set8aE57yVK1e4jK4D3yPAINymg5PxpFCO/U4mKCK9D+nVcd8k2xhjQkQQfLUQtfrd7HMrlFlAxgNZTDQlVvXNQgxcPSS3+BULVGPz5zRm+bBToCqdwC/Qlh/YJTNayjlE7FP3fUGEE1KmtKtxvICWMHFHKJJQbsKu6Okn6OVTCSyiUP54BlZTy9lIYKU+zPqvgg1AuAB/lzCyAf6Pd74rTEKcgM6rKIKyW0+VNR5gHpAgg9X+PxRF1Xk08RbfTpbso5uGwQKH9uwcr4Kn4NjbeUCZfuvc0/FydmzHfKSYP8UAI6r8xuHZW/Wue7gVn1O6E9gYu2OBkX3c9hcLvsDzYSBFdndTC5sr0Jqkq/apTGOrCVFaXW2BbBY4Sb/SsaolDF3g9T5yrNWe24QI1xuZpKATa8ZOVQ32ZLVp6OBo4mZbCNEOjsRVn9LksEe0Sdg52N/LQaVPapZtt0xsiktW+BeeDYJ0C62u7Hj5OoKFPBPCtfipmDjArDQW1u0rBfmi0tC29scsSyePV9lC85umgB5dHOCaPJF6gLbQNYLkYuneVjX3TxMG02h0Kbhzr360n8vbop3+ODtzI+eBVcAJxKRA4wg7QMZIzPoEc+OCnit42g3PCwQWLttFFuggWGx0bXE9eDV1gEfqf5K86VjpXCDX3n5jeCokq6xHn+O+jclk2X/ZR4y0OyXCE130m5Qyu2nwbElf0/TXQAilpeSDOXaIvaOV4m624wOHW0rrUkJOKsAbj1WAdtG3G4PhJFa3f8ycgEmkxhDfyPXT5torwpKdSIQQ76l8ZyW7fdzxvjGgLfFdsPCFasDsVJD4hfd5McKZnBvYhTK6Wc+Eq0PrqL+NsOhDfAaSOhSgYfwLwXd57qE6F6HXsvcS3LMYF0XxE3LnQ4FFwv79ATjFw/rFekMaBc3sOD1ZigM1nIxyaBAFDU08vh1cqA2qkvDThJlEtW2UpcftjiOL5tvxx6M42FDWN+qE3+suZPfeDzCG/65aLVjDYcITJSCwZ/2WOkP4wLQhCHTY/VwfP5rZ5Sr/04b3d7nmixeqDLnCLHj2YQJoYHP0LQoX9KeYCuSAaMqfIvY5/LTpqfHSDMinB85DrNQ6jaLS6hbGxM3QBub0gGGBRq4s3D8NRZO5vX/BGf+8ZCm8pMEGs8q5VqwlBCKb4zOy+UnqtfjcKQHLEOJbSRpHYQl7cRYT3PTR/IC3b5OZpAsc26cYgLSs3PHlK4sr6x+mQ5Mu72/UawmjFP3fLUB8hxwERQXz95zvXdCcG/Azqw06OY9rlNw8xbpDXp3mDRa8NVYnfuUEvtn56dyBndB1dhqJqfPs/hgotxNdKrd/BAblCDHAg+ibFhbtEk8FNHxOptS/Uc95WVd1d663Z5XLUO+9bWmbl9NcdEBeYQFWLfitnYJbUes5Tsb6Zmrhcd3xlqen7D73ZjL1Puh6snH0N2CK8G5u1/dknlhzMZk/kOdybNr9v+VJTKw6EV4vAC/KVHqPN7N5n03Dx+L7Iu3ix/0UPGWHR8oIoC9qzmC1fpy0gdgdwUCrVniyZxW1ho6QEvpBohAQrvbFeuZuG06rG7elaXAeR3ulaDizESPHWpBbYJgIprT4UYnun+TAan0FxCMn4iz35Uiwml1KB5EdQkwYDbA8YDlyRbvlk75qt7GmPm+d7vU2kCMTSRprSbwuS4tUHpfwXvKbUj0e8bhoy28sBbaI1m9vpUNohtOmahRL+w1P8Ch1nxmoXLZFIvirbKOifE2ssqE+5f8V4g7ZGjMXNh9eP1fswaqbg/OW/bxprf1fF5yYM1j3B8eykhMkR71/00lVYXwGMIsEZ3OpXIXYlAGjaTtGI8jOF83ImoLdTdBMhlDHX67avhUdqsJCVtJi8NKaVKbh3dQFKBYFD01O2DKUNcZcBvPioWkcHmVS33WECalAAAAHepqW4dth1UD/r9mN7tuo585S/327EM1cqiTfg0427RFsnggkP0JzGQ4Pje1/pOzqc3s+o/7vabJteBFptz4HKhlPnFvH1Bq2vySzQWnaVaPTIn3StvnOaoJTN01fNpSyOkKJAstLFZuMiUG37IQluZWimBhEmH2bNHN/WBNkFLQk9LpK0RLcm0tXP159oNWQkQkDEAnwmixGv4x6xG0k8AoVQNB6ua09beBPTJJ++zHeg0Z2j0arGMUl7n9uBo8yE1t/f9YSgmRRFZFqG9bdoTTcJtl/PXYhT5xh2pWDZR3m9FdPBUpZIyQGSfJ3nab/jBD5BenJxTldbM9oTsbI1hgNNyzgauDS88zPGlzzOPWQvMJcnK3j7H4Tt4ZWHMCPOgbe/8pnBwQ8dBsrHZKrs9osCAgmPNpA4J8Eb0v787jNtQu0uQfmBEgCCo0z8vUE7q3cf6NzMhqrZNIjthm7kEfL+IA1GhbX6+gNvFnm+R6K1HvlxhyZWZEx4PyPl/JTSlkt+J+LUvsKkl4DJmIYOEJfClWnbU0nDmzvmxjmRUyHPwNMbV5eUktensVkyqhm07vk4BRB/DJ6T4ESyPgaI7ORCyO00OQSiXR8xBSJZcMKjzUuCF0/fMVM9NYxbOerNIXRlX71oQIQETYNwWoJr81HfYAb2n68mjulavRkjg7+if6Wg9VzYmJy3BPIXf6Tzs4gXrDv6ZuT1wYoH6nJIqg5vtgMwn0f2nsDwS3RsoqU9VkHc8pNFslkZn7onMiSf/rFwstGH0n6FXY6RapiTpp65IB8cRZmHAL2npHcMUb5uWe750mdRAdaescR9QhztaKrZSXH5DuGd1FIH+2ReRtjoGNOBZcl1z0lOA6Dzn5YL46sYhnN/gfI4IisPSEOL8Boz3NYxSKdom0N1VSTzUpP5qeqfNXcH2n5f6md1oHXHyvy5GL7A8nUMaAFzqUEvg6ITHg43naOGlAmjoMmouRdhobSc/e2CvqnkksiCIdMvtgo/HH5bmRGWCuQkhBBAYHJC+uiKRJDUw0WYTEH4h+em7oDo7RXbVE6BL/VAFBbco7cs2L7VSMbtQ8QNshZMRZQ6xhx2SeXZKEYc0GpdOhh/BokSmdH0vRKh0d+LY/PW3LUVIDfZm6L4lCTdl8JwdMtjv7wsuDvHeH1W7XKH7HgnrEBUjFcJ+8jZiSim5iBmHQeHLEbMv9UNlDQ3wVslu5DUqyD09qZCR9ycqIxV9uyJc7PdHaf0ZJxv5hk04Iwss6FOFvGQmIsx+/CzA251unSX4j456Auj5Fvix0Phh8PFWwWERbgD7hOmpJdytu5+DH5J2UtUxwVVikEjVzLkutxgCnbi24hEjg3W6IeiQkshk6NDHUSESpm9RZP8lByiZm3kXCPSQxhw/QymVv0lJDhoLC9QH53w5fDf36K8z9PHboQocph6RYr+dN9FPldugUPQk+YJzFLvr3UEE7FyHE/LnYnCy0nTA6oUIvt74pwyoxsaVeQcgZ+N4T5bbPQjB8NFJQUqPvu98ne/H9iFr1h1/eUs8aelK8RbJ1Eg0yZZlp4+EkuhHTmUA07hu1aKEBOYUz8fXoL+SD5eAvNk2Dt1DzAAH0yjNtuUFFNHPrw2sRPH4dCMTYmiqCZsRYw9PANODn34FRL3oBSPzmysys6WoxfWZzpEmARvuylUrGHMgEEvy4RY6WqT+Gg6FCiBFRgilWx5WkxKC/QIUXPqkZbQbObuopN4637VXURBgLzJbEmxdmz9Aho2AQv75+ELDSkMCNvODQkZaQx2IFOh4bsAaQu4+yAJSxIdLhpuCwAwEY6qb8wiXBBgj2WEgAFpIWNiJc/Y9mxorx+C5i2dQik8QLzC18XA8ty3qo0/6hQclCtmyT/y7cM+tiUs1Ppjqx1nZCCIhNeLx9cUA/m2Fc4N3IE8uQ+6PRw/q5jA+F/M814NQvIXOq33wgGQZpF9hrkYwY/PhbvE7xBDpPhHbqBFq22juMatc/14XG+O4/jcTLa6K0FHXaZrlDZ1KlE6JN53BHqBrRnAZDMkO7aJ8072If9PvNJtJDHEbOboHj/kfqVmxkNyVgiHIIo5DzW8IJH8dXFG0AqvgigMnG2EdUciDzGell2mK026CzaJX+G5UDaJiiq+DVlfxUWW0up2JM3UmghTI/qicxfGY6g4S1hsiuXbMNoUYM0/v0jTFdKhyBXsl01Tc5Wg0X1xgLTQcxvQbSjGlXGuY9p7aBxIv4D2ju0LQZDeHAKELxesJZoWaJCLHVNx8pbXRJQxHpB4AdWW722LiCmxMdgE3ZS3u/KoMVctNj8nPD1B5X6aUnY49sKc1wCzHYneUx89Z8iwVJR6nem01c9WLC3lTvgZf5iyIFC5W7OW4DJdRONKuBwl1GaAE9jj6TnGu/SpI1Ol9r2wsgw/2wFvfbOMr6WL9x1e1H0AhdqNMkNpHlNYKZw1t9C02ElgNFCXWpFsYfBnQ/3Jziw4D9WBBiwksoxWVp5TFNFFHqcuGYB5EDzYjmMoOm5wTBH7ohbKaSF2guWwYBd4MTPCqZ6morl0EkhukSNWbgBbJguBvebSpMKITvyK3Le5pQSxb7z73BPrY+w6e5A+KNrVsagPHeBz2CCkoRC5ER3hHF02j3HEr0QzVir7QXl7YTzyahBHkamHwGq6awbB/F+HD1FQWMAbtqC4XtYCXvBC0cxHUUy7XfHBxJThtPc0QaY9ZQl/bgqocjjBS0wcuIuKc8X1BkrlDy4Gr7Wzo5E284hFTXQSEh9zJBQ1QMK/hBHCbZc0kVzF0Og15iY3SafpLsQlVLMr/H8uVb5slLzIdU/F4WDj33rc7DRdLUcoegUmpxklLjPEBn6CifkIWrXXMK5z+j/KuLIE9YPgV/RWYjjQQs4VgAJwVCrnmjyjBMAiEwwcl5D7PRx1e39dqYJJv23/WJ7pzdF7eiKeKz6OwWswIOyV3/tvUREjXHmlbtHJZ+wEiBCpj4o3dEXWCfyZdMaY7aqjmjAXt52dSanmb2337zOBp0+9DY5zOM+VvlpHpW7xi6KdVbjammrv61rJxJBdTP08W5QmjVAG2f5C5hIrQs+mMR5KlXlePgCxuzOSr28x3JuU1MAkmEVTsMULGc1kOBKqWQ5WCaHM7vQn2LCPC2mnItvpHCIbp7E1quSDXJdSvJFEwq0ib5dgRp3n+IGCBDNNxC/8dhyb2ifjCpjsC25hqHfmjioKLMGfPjHdTvqPcZ9isaDUHce9nVa+7Re+Bwgb1wL6EBlOAKR3VokNo2qc2ub9pRbLThSramsQORjXrmlSGeSThBvwsZVYSNG2vYoIQAAABBBhRN9lpsASjOSOejEKtIX7NLCbnZl8cSFVlQfFmbwVrdO5MjMsm0q8djRW63uagyMipQnqm3DddFgWpzGekTrNdAW+cdNiYvWNGrwTqN9NTbuFjFWAatew0XaT1IcT8DESsBmJl8a0Ke1tc+lJXps0BqV4JgBoD7qexhYJbPBlHFrjBW2izfssQgbOOfuuVzYgAsi7xN/l2vdamV7WsVNaotMDIBac566JZNBw/2OA+feM0QRhHnHU7N74xqo+JsYSLupOSdpoZT7RmdtmLPJzvp1bpuAiJErb7bXPZ1/f9lbjiROP99E0IpSH5YJkQUIDH41Qd/uM1K20h375Zg6dhAFqlIFM9m2WoOS1KsF9aDEepTb9Rtei+xzUNC9k6Kyy0pecSGoSqJjaCAW3CHSOhv9W6cIglH7cY/sYwL62oA2iFiyt2NDFoy8nwJP93Ej3yL2EjImfLFXnxrwdS9+CC41nq4SbWE8nQFmm+fP5C+qQ8qy7yPsRamGvDoDsE9ctIBkIaJFoDAtCYvO3yUoXMsEbM7roY4zPax0dNpgPKW5eze9v9ZwUSUN0RIE2BXiKJaxd26LDXkYGpqlYvtDRuVKHuPnVVZ04FRWuYW95VYrEOvg6TTz1f6acIDaaRvJnH9Z0CiEtGTLZS/o+3gZUxcC8WBiZzM/luH8jJNpaH/Rudknl3GSmk+roDIMBTKqSn8u2V6rqpkixRj7ibsgx5I7rimfcJ9lfMdWtjr2KOY1M20xqT0JCdJYcjMmdnZEw7eSyCyFoecholN5lkbaOAB3FFbm4Hb7ZB7eHWMnd2eU9WrR9phca0/A/aJtUNn7oiUOFuCW3HGhMV6WsnlojSfi0iU1DOKukmPgoC54rORoQNCK5zR6X2mK8scEoIHZDeddTgaKnS78zwF3ckhXkouUv0boYPtlAmeetwep00HNmmSv/Oi409SU0nhsOFLoJfyJyr8+C+Z6SmqBzkWklpOUf0aHeem0seUFEpqhrTXoDf696HUYlTQzepMZR68wLP/teEB8e7rTWlkgQro/RUYWzdIwcjIWxfULnBKpyP7CiD/V03XTy4DEIwJ2HW50LSGxAzf37osrPjd+kmpMU3GNhS14o8jvZd4O20UIZAi2oc52LNZkFhGC9p5XXk0t+KrrwnLocum3dascajg6q9ghFGqGCSKlm/cdlH/ehuApxNOrfw5349r1xrPI8/ZnCUQFGTGGWt6NgGxOdVDyVOT/FgOPC7es7bdc+tqgc7TLBE0knzRREpC5yLCfUjm/Ni50OAccQfq3W+7wI6NVDqfIYdSGevEpsHif6VZ/x7d/leJqmVW4YhAhc1rsOTuKKkYBrBZY5JqLpAefZ+8G4mARtIxfnGQgOHQD3qgDBfQ2iqAm60xVZEGou2Bog7JSj8658mClEms/z87C0B7JMTLKVAu9P+kKo3CisvD4LAbmDmCWs2S952gzESIIOZclkQpkGRJzj013WwM3oygzhfmo2Pz39ojCWnN58qhIDSYAAACWeaii8AAAA34VtDfKK6koPZVDTdz5jHAxxDgBU5BIufo42nch7/seas7Z3+ZrBN521Obh+Iz9qBVo07TJQ817INN6lGVScjj1Upn9IZddw7hQ9Cr+e4mG21BdhBKl7X+rD9x+TSA+LuYEjHq/5MqT5ic7RfJAPRKP8GL8gB86M76mePufry/G5b1tibieCilq7Clfno5krohd4iAF8vLkUV+sqOoMp/78Bj3bnP4/0o7gH7jVoZE1wo+8GTZoJJMGt2OXNxU1kdizgs/c+zY9PPXQspJfzqvT95q7NT3f8p5p4YsUL92N+owvb6U9eU+yMNsIoutQtddGO7bAnToxWgD1oGEipaF/HPgAXopgBiFoWTDpTiKJ4OSB/1cByJyR1kZMUncXlaePctBy0YMogLTSGIg5swFx5M4XrMO2R/xMj69bxCvJPVq59gHbAjnGU1X8oH9EGelqoeVqtgB7QrkztjBvACoUq1dpd1G8aS7zMAR6alPxKmidi6eghdGfdyvZI6DppTHKGNfHHsNfajPqGz0GJ7oyH+b4FDdds/8IsU01YZ5PpC5DfRnvRzJLfitq03a1A+UcZqEBQ0U0hXZBZbCx0ScItfqN9jFyTLmaHE6xNwEpwvBY3KKoNZ0dAFYIDkRphFQES8DaDQeAl4ut45qPD5rLnRhq1Rykg5WbLl4l00GYYzaYt4lS9E9kOa9XcBm4WJI2enUr66GJ0Ydi958Iz12K2A2oXhBn5/4BbZOYb9+3niaGyfLGMnESuPJqacCdTUQkM28ko+otF/Hh+1VzHcfBovviW2WM1PLMfOEBBnjP95bjuPtveWfNoXSFqhhUOsg3xENCvgKY7so2nz5lTtr5KWULwDAmN97NvZnR6QS0B2wLyqb+PavycmZ7bcF28usr3pdl64bbrNvUp3HgU3vUn547XgqKbP2AEJ/lRa+3QRAy+evUKf+t+BwKaYb1fyAt6Sfz+eOLCCSBI5d8Y6Cxs+ygLYAOQvMB+cx9xufPRgDQzk8bZL2K7MM14/yA4r4sgZSF/XQhNTUYOB6OC/VFKGc+RSbvUiiN/PxNuvxqWyiN8iuZu0kvoEl7Y7ub6SwjI0h0AhlK/CVcjunx3DiOq42uwCEqQ3pwOdyWaARUbQTy+ub4GFpf8nuIYYgXtgYa565V57E4hp+Ayj+DtTsI7raz9OvFGbtn+hOyiZ7lWhktvWubNi6BoClI0kODXNljZk3sqof6WG4UGX/6/OIc6AN0wVRNybMjNmmJN5UflEqb3aNRN+9mdLqHzMJ59jeqLS90SlJYIEEIN4DSxgzageUyXjjfYSmjE2+7+WOUZaiINdKWuwrlBe7WJTwcJQ+lmINsaDcuchQvKik9UQesSaRjSiNV/+NUb3f/1MgwoHJkBhnr2OIZ5ZJchhPpi6XgAAAFCGWviAw1hubisx6tlsDgSyvs+H0qlhBkrYlYvC34E0JzFbtudJpyY6uMjFjDoqerL19q/sgsRqFBgrBvORF/BmvvIhyOWCfbd6UqHoDekdsTRiyKwPr5Ia2u+pPGEgiWw+nCVznNlCYE38SIkVIkMzGD2NvqQHs/iLsKQyLyqiz/u0ezWMIdxbaGW3FJfRBDRjsNvqurJtk1VFZeZ5BOyasOZXKUvP2vdkOPbJDQ7KFyrsi0KV81nAcq3hFJ3tmqwpLIdz/BoBB9/IAN7AoYVgqbg/BazUoVmdE+YYgU9mHI/TqaGZQtYntrenPNG5Q4ZI+anhCNUAjnsuh48ip9skRvUJI6Xf6GOmcb5jNodyi5MhFHuAOpunoaw172aKi7bGxGpuMp+/fETKlqQiSZsN+qKKpc8+h5rbOzqJRBuEHzQ2juWHS3m17OhrAG3iEQX2tpImbTJTgiT+RQoZo/M7pqzy23qxGPuVWWBiNu8T2XOhY5PdRT+FahSrmyqfDahyGLWtzd9BmtiW9BFhhmK5/EnRMU1lZ6WCZywlu/koeBik0vWJG9ddqVGTXOHdRGm/YTTIwyxTK8ra+exfrfCyM0zHcYuaYu2t8roHovi1THdws+czE5Ntis7jMr15DarOKSAP0eRJYFi+dbPw7dDkrdWBWI7YvfRZEUCko1LtdTG08Qp7/cPPx2mYlDsg0XJliR9MjWl5FZJPe90DFjJS+9FHmDrIYxVPnKc/sEKF3GYm6oi5c8WPvj4l+mnTYOfCKyLfjBUlqnu9btPmoyyq1VPl/I+2S1dmfgQ9+qV946sndBzWrZbuWs5D/s4RRNOUqoTKvfM99IcMyp4Axi4gulCh/IvQwvRBws2BRb7AyRR73JPH+BDnXZw0i++wAUH5CoowWGUpKXBLIwkW5nbNsEIw64KcV8JTpRweLV+cC64eJbXTc/EgHDotQpBgZ1GYEyr4rRCs98PcwJkcAUxLamNWe/Ny2Uf0Q/nACrY263Zvt8j7oULrjQEmBK18b5nxPcamfg1v1HL+0yFNmEpGX2YU4DPSpsdVWWRXrzIEVjy0tKPIQH2QkUeyDywxEc4VC0TyjOkghs1NSwihKfjDCfAmgj38Be4cnXyVvk20AwYquEhD+JQ21eWXT4rBSpbc7YLCvIOS7nAumNAwIU3Rd6kiAFKsevvnnBijUgKat2x0Lvfp3L2BObA8ptYkIQU+ioBu61iplugFRryRJ97gHx+/AbgtalWS3Rx8+jmfZrrDj6oXed5ZQ9KbfqYzDVeJXdn4N2aRL2Zx7/7USlJAEG22HE4rIfGClO+UIq60lCPmDT4aEnUCcl0SNhBQNXCN18iKteJPT6Cd4+Vd6TX8jlMyGpMRWCvO/yBHDqleh4mtu8FAkQFee2oI+KFX3IrFBMnNaDFV/JzRev5xowQbETq9p2wlDtvLjUewWG8G8Cv22LEQSGYCdjjULqbrKQoJsfmOYIEJaCAeacoUEK8a8knWP+xKHbRfvChi+gCfvPxEDpfe6TpPmJUI5SGzfjwW5nFE/wjXJiWzas/QPJhXJhNwDC72TWDuZdkQXBDFUfvW2A71tgO9bYDvPAEQR5TUpkTOEoim6iiHb6aIItiJLUSZFBk2RkRuggWODPUUg0EXOQ2wFpaW3vDItrQdLlTKmIJvbwbw5TFBFgpr5xMVqOada5CAPWfQVg3Jmol8rzWzLZajSnJKSfVExxSrAuII5lU7NniMdVWgkBXOloL6gwJ+n+N44msO/oBKmSga0XDV5OK27s7XmnTLqnMNghCu2gEDd7IqlvWJUK0qzcnHkY7duVgADWhzGVXdLTLZo/vXJkXUDBhbDMuhikE5thTw+kfdAwALUV1ZPp2KpfAm7i0fUlWw1u55zhSCQcrzFhG7NZC9uAewrry21DadNS3L4UImjg5+7aa6y6GpmvGo/bu5aWZyU9L/Z4YGfcjBZE3WYQ1uSRhK3pS+xH9wr1gl41DvntgjBAInWQfGW8UswvPLz2M+4oVV3FGTQmx4OsMLGLU5UoVuPiLppKS8MHwckGxSVNg1GgH6DcQmEDaIXeH+2SlaFrIbgCYn7ZKVoWngCJv1P+dqZGrcpmnrMvR0T4Pw7Kcw34mQYr3GuqVYZYng+HnnZ4La5BZXm5F18z1PbubS0dA8vs2KwiSMs43FuUfWrPmqmyxzTVzDoPx7rGxlWO+Sw5ayLPjMEllk5daS9tADQ54korFQTNmlEWTFuzS0P/MwMjtSIn1x60xMw6xV5O2pkcPRnZx4PrilJI08ckBuLZmlqu5bmQgVUOhUXvPf3m9vkZKYCTKhwqZaR2HEmel8y4xWhpjYmtS5/PIKval0+uWjtTntZI9PPcG2NswxyHzSoAor7XT4RmFQIvlkVWSQEGy28co9n1DQfOs7whqaaaXlvxlHKFgQTanAesI2XVkO1iptimHexQ8i0xM1j+aiSQ0k4WtzhldyI3wP1Ywli2WefZImiLB61vqhOlEdrNeUxVpuzlebCr9ZOuFvDcyacNy4CmFcAUQUJiGrnbv98mozTlTh3x4FPIupG1o+Dg0BKEXi2KsfENwtIPo/AgR7krWLBBr9+9cAz5bWpdljsm1dGIAqQWOYzrLm5SWnEKRNrnpg4FSGx+KTRCEROK6lJkoCjEJQi+OCm+ZvE//mNU+IcvGCGjjcckyVaJGLbcCaBgQRvkGUE85F29fFVNIdW1qO2r4ADV2BkoSa/9yIZT2Z3R3HaHUqEA+maErIVl8pED0XCXOg9yo82rvSTX8vCnIQjzcmxJpzL5OSWv0xazqC5Z/jb89EJeosM6bvUFNdKqfx/r4Mk9QevI6B/GFRZJW7J9hPFYSqabHPaZwxS+V6gDQkwJBhliC/+e7S5AWrd5fhMTrbewFxMpjCrgkfdKnzo8cximgnzfZhP0v6dbxkXMQKNNtPDCFGbLXDUF8vaNCKgBY5SuxnprLkRiobTQq9dQfMXdR4+WQ8J+zjQwh8YxoxLzIO9Bn+hjOeE5VzGOSKSwCtRlBaLtcB/wQTZjRoHde1N76VWOzPI0qjDsmgQzV9H29Vd/kWimFxdpkwcK9eUjLvAlMLCwxrzNrPgvbDB6ePmtl4NBSoYNs6gkB1se3TUD4dRB49SMz/rnXdVDJdKF/OoIodDWVCEJ/3OiihMlAB2SEbKyO4hUhKc9Z1brfSj3K5gUI0t71eo7lijdWbsXvkg/V6E3AwFIWa7GRYhXSRs70432mIYXVmwIOk5DdzteIkDF65oY4OyWsFK7Si5aFV6xKrcjHShpp/jKe7YP9E87doLDZIhzHLtppH54B97cETalwZT5WK4Mp8rFb+AB5vOgJkrktYgfSO7QrXbA6rWYwLsR4X3wHDHSdGlM6FQjwI8FIMIh7FyTVSa9fDK2jVTfqUcll+JrNPTxA0aln5biSSFfZ8Y0vIZuRuH7wqxQDo6T2Bari1tEWoH8jA2pFud1okGZN0LjfZVRAWt8q49DZ5JQgTBNtt6oa9OhimH1oA6tdEaYPHaqrGmqHmjh2BkdAHsHd847NYC+T3Jay9Z909BX60twiv3R9v1FUJ2s+ioW0Cyia+MaH/uSIQ/m+ZLdxhEXM0m04z9b61FFIsvyp7fx+3l2ce756+wsIs+bDq2rw5TFNDzM7tVSD2tZPs2r+V4zrGC2rBT6RIv6mxZ6rMckQorwBqI2fdaI0huCDc3QCwgo0/0pGLVqCh8xARvJcK4pDKgR1Pael6542wmKYrhOyF9U1omvL8dI5kyIIeCKQmTnV0nW4UQd5tzg7Z/MSjif+KsiXw8UyeCTPSHP2q8D8B9OHcCd62p6wVN/qkN7+zeLCVI1Ew7wOU2txspv5RyJNV3wbNRKSvDSJz+icF87/f7ySMBek8ylgPCpnnhgk8eiExl04YLsWmt1AzcbHZ3omI9dFOfWFXaUhPOarmUQD4wytCkCI7xN05Xfnn13fgw6todktEUJV8tCgBFA7PTY+y1yU2zcsKNJXS7vEm/XHZUco9KIz7A90JmMwTZi7VeSmt+Sneb8K6iSj/XZSB5nPVe7pGBcxsdxovTm35OEyWOiJweJYl+tPg1uk6jvRGvvilEk4Xt8vWgbS23C5Bq1rileGKoxqKAa7KytCKsqtUq5wUhik8/joOYJ78j2bpN2DLwMKyLmjF3BzCy1Y55C25/4lDbG+cy3n0qdnzXZ5nCx3LUQH+XPa3unNGagxYIfDOlNxWeJY+Tv70AfTRpm+MtyjYXLQNtXdfqfQKzBj1+TH0Ttky4lHGyfZZ/cJkjp+70+InVi4Ta6jsLL2XLy4k8otydr5DWkzE6PUlYbxmri/XpS6CeMaWVZKeGTyz8aPeia6k21YZ+uJ6fnwLidlAGlgNP+fAOAh7GcCtBOylC+7Wjwg9k7luvMeVnWhby69OamDevTh3C9HKFniA85vbTMFrEEZ1+Z0hkHno7a/iqTODRrn5VyApOI9CjVsH4eZhBYDD6YZcL6kBltmnc7kNcRCMnyuJ8iCc9WBiAxZeV93+ikMD4VSp+I3tK0GTk8SaHDadSFxDzmYWB3FGkHQfBpx46hULWd8tTI6ki2a/sWCuOScuzMxLF1zy3fZQJjuNsnNHlcHCPLOBOR3L26CvoaldM8WyNzlN1wEnj8m0EeRU3d9dVJOjrXJMsSuDT8yMyIkIGkW5O2gQcOudyArsoh/rvI1Z+1gGGN56B/thCHQHhDZaziBj1ZE82OmxNDELOuTWpFIQ/Y+0m0jfM1aJqFWsObQNgJDOXj89vLnGIgLw28jrLv9ZiHihAYIAHPJFhphdy54TVRCr3nIOGLV2mDHD0U4dyl4kbifP5ay95r5YQc9HvXxggIrb5TeQ4OfhxSl055uDP14ssEP8vI/CfXQFucD5zcQtPh3c7+iTK/DE8jCup7r/diEcmjH7Fhzuwzg3XCYANu9efJA7qOjDgVnAj3dClYcSOqM8chtos33ll19hJPZatv6v+icYzpHvVsNM0GeKist0A5O5K/nR8Igg0w9znXuWI11qYL/sGVivnHHoLjSL9oDsAd46exAxEP2xmYtWgK/rrAQTTmQzTW+HVQA65OesXlaVSS29wsZ+erMvSQ5JekknxHEzkYa5Ep5y3QuDba0/B0rsLhw3rAmMgJ0FWk0kuMhgwQGI+z79/kpKyS3zUa6VSM7R1mgYs3E2fUCIQ/pwCr8Ks7phFRi+dXTlUHECuFfanCsC9hW5FCodmpqTVBbtd8HyDOGDb2UFvwZi+P31ecrydplazRS2Qqj8KIrkEmRLTHF/V16BYtA9nvx5/PBozdDs58M0C4FVO5jXyx2JTcBetjglQgbmRDL4VlTsIsE1AH2Ky9Uih+cHcjEcvoMr9c6/BdGyxnWVajpi1qRepP4U0U0b+iIQssBSvucED7/wEgDteoGy7gndNCaReZt0pIlGXzGmXEuXCLRiDDd38/RfRm55u6jR0AnKTlHzjnboVQ1gIar/5/z6vRNOU4WvPgNac5nRKXzHg5oMFo3EtLciScFhpgkNbi6mT9/LZ1ekzgPKgzDhlTy9mv6zQ3SSH+0EUGcPQVC1Dztswk0bu/MKe6wf8/si5uOcs5Qgz32HKBtyg+v0MMow7jxZBpRApWEoJXeh38dgZz97WzpbXROExNEMKqLaeN1K57xaeXb3FAvovwA3jfuBC2YbV3SZWmEE5fJJDE4hEUgC78VIaRo5dNp4jRjG3Bj6Ihw/qDOh9mAXjiuIWk7mACNGhJknxhI5I71pX3mgQ83KOZdoKVYvFBW06ScGqq/bMAo4+rAzLY/8Ux3GxPfettwwDqMvk2cWGWWvv+qM1jj79b2QL38Lh63OV8pVy14ENnFm5X85wBnUBOrVckJUeuvqyZBDY5/6jNzL0qDFvNc3eEYVJYswe4oD7Vnzi/DMt2OTQ9aRBQJT02hvqyXgv9yn5BeLq9+gBcBgvBrRe7KYehyJ6XAgbstHzjph/VpSHakchC9PD0slgI1dqkuPkk2IUreb+Kz5EMXcPqToj9wxHe/4KNu9P2vE+n18KbbVC8vK6Sux1Gk71H8WuJBE5AZzdsqLs8N55KRZ9LQFSDmCXZpQ5Cn1Cv/v25RpkcdjjVMyMDz8ZswwYvWmfTuJHkJq1i8wjesOTb9rIK3xpARHsnLQHe35gjFXrbr+QQ21q1vTxigCEMQlErLyiNRFm+gNxMYsolWFkDqGxmNyoCGYa3uTZdmc9h+S7yrQ2mD6evGOaBtZRDPHhbUBFODE9MqrJcj6QgpCDW30gQuWZ1kuFrYAqMp+4O5I75HMWD/u138rIoJ0yir8f27tA1I6gzggiAgwH9BNvbj9nyhoP0kih60wvJvUuVIp1ikCdn33Y89o1u6f9+48d+jK9kgwmLf5cKkd4yQm8bxcAuWeEhXMjkeayoyCafXUo6/eWdd6Npyi1KLYxz86DIr6Wwo7j26K4NelR6kJl31C0eIStVMQhH8iwh5LD+QjtG5fvfNL/CGjWK9qBtbixosIggSsvA3oeZJ2yh90X2CCzRKymhQxB2ck4MqzFtnxLNUqeDX6GoqA6f/7mYtHGv0Jrelj4e0l/P5PuqCJljv696JHhp2kG3ZQFUNZPYdJfrPbbU7vNGZb5ih9Yh412cqVDpSpfdsuKPTBnFxaHe1wGo8fn7VO++CrWKdDzn1wNUSx2bS8oezuo5iUILe3uvuwIYkEYeD65VsV7uDgtY5Q0HVH2mUnyqqlz1IzDoUekFY9WDJCZig0i5kJ6/cuW9SxTD27VixLSykR/LRNNxNToaV+YVvJl8EioNQqWCMUvnY0rWUSarvxtTdPurTxGEvtJCrthhSjlOP5VfW33BmLyEIGVeCIBGBm/UHVmaU2uu44SMWPE3GzrsV28FjNGBjgzApDbg47/7Q35LxdJfqAj2CmMdMVJymoeM+2NBFGmP7cRBMBFyuPkfYtAJspVN3XO9wIS8RZiwAY7AW7c0j0V56EGNtGzEt2ZhGwgbe+7zbN37RwdQEgoB0FQBxaLlb0eWCtf0aGFSi7cHlppe5ptjPf3/d8FG6Kb5is0ken/q3fq9Qb+c+VBilGc7PnBwUlCscKd41OfqmrJG2qo0zJYbkGRe+I2xbMBCTKnsK8Amac+7lb3WTkyT+v5I4mr2Ky+slLWnVad3YTsALrwuX9wKweY8akmtyby8I1df42WRkVbP3dquH1CPADTif9+xl6QsZt6kCcBQ36dw4I8uVnScefXi59q1f3n9Qffb39DMlXG1m29LIZ4q5hiALKXyPvunMapPk5kpLee+xxxAzpKu7Yixvc6Y2ARq2Buruo/4chRSwNrYXNWFLm/nfG3j6AaxjGqJgF7oJyf2xyEYnES900XUdrLgXqjJt5Hk8atZpBasPxBCc+B8XoDmQ/GuusSLoGrDurRL+39risF/y+oMnUTTeiqP5bIybnsl16ZCUnRp7q+D+5GS6Le6DPTfMvHkkfsNt6XKcQ82a6oN00HpuF/oHHKW0Z37zuoPGHHfB/TFatyEUaznHKyxwN9k7H+Trn9GbuN/FKlVcNo/vDfjv/ReNpdWB9XAIJlZkHRZnypTRdOiL2fhoSd5xiuLDmWcNX0wkWuYYL2Ib2kA+ZU2OpcXaelbFUL9iXYQT7v2NUPYkAjTDi6W+S/raUVBhzqzHXW9rHu+YYL7JOGxu8JdF3ujRICdmpmMz3r72w0yYIfHsJ5I+HkKNt1yOYqXRPerd2grgCwWxYiU2w2D2pVBsDZD6uAHYrngSbWsA0hxUWnh+2mec5s0M9hIaULMOlEJ+wvDJrU3Pbtt5t5O7bU5cxo+COdRnGqCzCvQnr819WVFZ/dV4b5zXxRKXY77wsWVkI2FbFVBl5ygy9vHxWsaGNHoAdrmQBsBvIHP6VfnQNxLcskQD3cqfqxDNgCxhCagGxx7mKeFCgP4eKwMaus4lLzsFWFnsZ+itLbrOz7Xr2OeKrSWS9jlZ840iLSAb/OMHgj7DGNda+GXonmSybZeRusPo4zhj5y9x3ZqOd/U6u1SSOC1/0nWtoxktTahnyD3jjFemSZIhvoRsQi8KRTXEm0ijw05MNE8kaFyoF4wsMmyDkmG0M5KVOzG2HC09oH4VpLF5zha+fPMKczofSmghvXKWEABtvTXqDPg0QyKlpCn+VerxscEIiYiynIqHAYcg2UI6IjWq0uKxoWm8hiKAvzlErx8jhEbOKw3iEQtp6ZJxZP9b6CFqxg1PD2LkjQXvmEIFplPXRDE1BzaNU2vp0gJCcB57aSLK1xcZx+egShKIgtMXziC61HhbwE2U5GjgoQoRSaTKGR90d6Xm2A5T6wpLuv701UuPjwwCEO3QePY3cLL1TH424i5gKjHrjXc4hQfKbo/8sWDMk73ak0U3JAzwJ+aexDMrIPJOncRV1yx414sBsBw+Nl6NQDJFN+D4t7iG7CsEecl4ElAeYt7fRdV/EkotBLYvhZNSVpc8c6uUj9EZIRh+rzKgvRs2tFGOhyX6PIvdM06HSAQlQ/PXksbFDY3U6Qf0MhZq3HonkvRU3i8xvuBXoc+B3N3MgcEIvICITADaOPfWsUklsKR6JxwMtMkdKeqOLbyOS4W+/Vkp6beZudSrA1c+va/2pt6YP7PbQbWUfC+uUESIzHDmpZmVxfSgso4LtBqApj8wo+oGHnu3ZaEVIj259o+bqQXhR6lig33RIPeFq3hUaUciVlVrg0sp3PrKLNS2n0lYj3S5WXSTiaJFW+iuf4HJZbymt7fvTkv/UaUatGqYyQPDMpvb9eZdbrDoJv5+xJ3ggG+7mhVZRAYMydelAkmj3N7aBj300/JTAbk9FsQ8wFx2t12thNHSYwwhLvNKAG7MoQ41YapYjbJo4J0wGTuSC9ojGbNMNxe/UT5qQfGWgV/EvgnxrxgY2lbQQo7/e5OhF+1mHhP/WicFpjsAvkGdsB3ljKLYUCvSJvH3I1JBObkmFOpcM1pTnjyy+ehTeixT9ZH9AKcaiVMc3hIyIxDO2DwwU9HtZXKQ1nyAAw0KwrK4CMWV+NKXMQUKxeYPARGziZ2+jp6889DYxkuAzI8qjHWMinInynza2AmxzGNu3S5yqojZBO8zE15/23yA1K0MyukLqkQz46lTY8wVweyJB1a4slDuAJ63KXu8Nc0riXReUorrapa4D1Wqt7rmlEOK54cwggkl9AbQ0/9muUHYxdAWfhX7HKnZEyVLb6S8LNtUJYplahrpcfcVTBHQh0CSx7IQLq+kjXzDZGFwpt5k590x9fn4Mgtobu/ghzEE4EQIjkU00LpjlNl+NRxVfJe6v8+7BHfOfAD0DMdicmas+uAHuyVlVyoo0/phLas7ixFYW3w2VoX+58rSqOwkierUlPqmb37kSiP1ShO+yfvuC0q8LPn44hWT+NSIyCJGzpHyz2PE0t/+uVazmkd3a4UQuF5cd7y7chebv6UWrPHGnOaZBkYl/LDr9NU3XhsR6BGYlh2xjugaA3wSP+144Rbku4iSEIM2rHrBKDA7jalwdQT4WUNtV+d2MvXQVYuaXQf4oLyRvGtgOhzM7+myKqx9vE/tI6ymkIzQuJrOIPAaYQRgMItIpyf6si0zAa1UU14gvuoHpSJ2j7jDn48D4NocMmIAZ089ONJJLCDURG1jWtT7pXvkeVvGYMTjfPMKKAyYgCGCWqHBg1cO5AtMKsKXX5EeiK0eQ6IIu465Zm+YaqmwcSoPZN6UrccRToHGAUOq12f/uNTQ7LaKcpP9FmwxE+V+bXutJsRoGrrFhxQdNR0p1xviUMHylxzEYAzXw6CATH5s4YHz3wVGcQUIhuVBJU9dCR6eogWfR5RWzgqNqj0vP0JvWupZ8v2TqLK8AdwAfOdOguqUbX+fbNX1RqieqEYHXfYqTtnROUHoS6YzbQK38gXCNsVLHlPbfPy0FpNoqfi1Bp6s4Fhetk4BCxjI9n4WqtqHzbHiPvCkBvWU00HDgr7IflpFxxhzZ+yvIzXsRWXqPBMNC2J7Yyyk8o01b54x0VGfZ42WtgyDJUB2WfEE89y1zRxlwIu4OUzXnglL53l32nUHia1Vn/BAOgy2z5p4Z+3yNldsClT0s5jgkompP4DgfVg45SvX0jllsDr4SSnL5RIhB5JjE7xbjbgJt67b4fh32bsoI8Gli7Qb24rQAK8hn4ol2mIDQ7tOP757r9wFiS11xubK18M3QWaVJLttoCAgnC2ZHqMbbFVaIv67l0KAI2y00Nxr9X2eoyOQN6GyzMaIGRIDVm+xr0vVhnSO63P67YFA8qEflQBsDHwX32QTvOd2RUdfnFsuXD9vEJEmZBZBGgdC6TdGtSRsNM/cWI7YUrV9GkbOI+iOkrrNO08Gqup0Sgb/optBfnjN4Ah7KSEr1JTbfk8Mng9r11xQ2E6i/J0CErVRHkxmFe8GripQM3wKWxIGOzSuAoas62t4PwB1ig6yrcl3WruXmYAwKZ7kbTd/IX90Bm1BdXcXACltcsgpOGbX693NqXKyE3lWY8WrEJjP8A4WN/YVeHw5z57wJEGM0uOLq5872YNsb59vF8YCkLm11fR0HtXPcv1oiYz7BXWF1vPwptIKTAmMkjg2MjTZZsqvgEon/dV69tKq8PgReydIQLfC0Aw2bFNxBDro9aDTsr3LJzH3InH9HAhGWPbw/N4dOaWxhemKyDXqq/jHHyYkW0gqyhLDFkgFObTwTxk9PZKgMSnK4j71OqDS+2xPWLmynHmUWexJdhM2BNV5phfaOZBFRLy2JTme9g3nZGKBsF+MKEyPkSb4Wes6yxC8qFY4ah5g7gBFUzt3devqp6zioyPF4gCiXyjlO6dEL3THhXG695gjhdc1VlDeVuScLxFRVromCovyR6r9DULWCX4j3AozgISSZRCnRxjoK8VgmReB5bxWgkN7p65zLt1zenUCGwn7irFd9CnyFZAR1HchWQEdR14AjOGuuLgb5N0OB2geaF9Gvy8CDscoKZOHvs0TFKGf4PuEswF6A/oGdG6j31W3ohrPG4Rb6D1OshYkLmxWgPetYETrXJ1wdZ8nefx6L1kx7+2+jXLlIdCVPWD+e7wFBGXqfqaxJBsqGna6CI4L3omgHSJDtkd8BeSV9DyGcj0XVTcth9U2ChS/ZpQS1XuJQS7HHlVHlmOXoz/34Rcb9lpuaQRQ1FzVBlbazaK/UmfO/ZAI2ITvYbR4Z3RSZdZ9Ftauy+2MJCPP1dTi6AP46gYUTxPYDovPXCLcTKczXh4mCsVmYpmw0ypHfTElBg+PdoEUxDLutcJ3R7t6SNui2frv4bvuoYY6dnfjCY6XMEJGe2RI93vlXN3QPoF7JFOqSniypKldW+PXtDSgj2eQIIVPocHmCKyCv9xXTSYVt5dz/a0KWyKuZttKVbQ04lKerq6Me03nGH1VZQfmv2nSJMFKjCw/NLGuK1POWg5UoTAOHgl9UVnq+atoMImKUbLHDX1FDghslpn0FHseXOJs7M374OerKwXClaZpRHwfJzyTj0sBea68Q4uqTzxfGIdulfM0oW4f1aBNoo11/2OR00gESGXZJ1XlcigKilIkCl4PacKVDaMY4PYpWvB5/oLAGfDauTWyKt3Dk3wcr81WuOhPIS90QN2xgIHo47WPT9Ty9oQUDIbNXPBnestcuhtlxQQC7eFvrY1p9ICDzivdfnY4iLROb3hHEu9S2Eo86a0GXTK5oJJQfvj3N7RuRbuKvk1of935PunLuoM0/l/avoXKXIvRNQQBgriFA2BXbHHsnsHtqCuz3byL499xBvUsnUgD2shULOfmabIsI1avXLbhA0EZcX4H6wGV0CFv6JYPwki0dfL4oYvRX1am7qPTaW2zhC2vgcLpJvGHoa5FnZ0QI0+ichSzVfVKGX2tZj565p0nbM5P+JtNGYMvO3GShUwulgYxXpoZtQDA40X8CWwU1B9QUe+37/5HMIu8aJN0a8inCyjtFtCXqGLWA7b+3haHD5Yci3KegTsHQQ+EwOkhVtq4mDkfp7PJ6RdWstA1mVWr05ImgGoD40bnEF790hAy6tbykhZnrwPvw0GCMPdsvmjnc/5DYAiH0Y/lB+2CFil5AnGDwasqylPdGybhkbbGr9GfwebKuAbid/RIz+QJNriD7Ic8cjOpMXeXfI+RBuTgjYPMuFLBuIaOhfqq8BefTuiOX5cwzyNv3lR1gqSlk8Asm5Yb40VsXVCO36cQuD2Jc1vsgQ4sP6MfIC6El8IDvnujrNLoBefBy/IooOyoKYaKvoPl7oQppJXGJ0ratIUl/q+77HxYAxZZBodCmvcaPIZ3m7F0zdJatQOnpCNsLMi6eB7hvfehQyXUHS0v+onC2D3cX6zU5cQgBOlZVYLJVzt+qEl+rC40X41z8sVCY/c7rlCMfyheoNKzAVrKxSCUU7Y9UrvUzmBE6XINWl5/ZkFDSsMx37XvjupohOQuOqSMonnYwE8FED/tF51xXFd6oneRsQ5pByQq8pZwHlUTht5pk6vatRIC9C4IE1rjAFjUC/7RKAVhUhhZKKqzed/f1AK6ShgtXT757yhtG4f3XD3Wv87OlTIeZItetw+jp+v0gnJzN47bJ4zpG+0OKtS3YnCD+ZOBADjrUU8Kytu1y51bFZDFNM16PEkzejjKeCdSCpmaWCX/RjyLHEvXgCfJFSJIxYcUNImjpPdwBbc1EdvFP89JgPa2+rybe1Sqqjx0JmF2HXvCLHqvynb2XSg0PzeVsj1+Cuq7SFmtzRmnAiD7LmgnP4qqVnqrPAY/l/ZjN7oTtJqh63CbgakUpMlKabhYWsR+/ednlmfWNBggFvt4ipw1qULB0LkJ7c2AOlBvAIM7PNf067gIW0Qitcqmq5g2jKVP61AuvNU/L6q0pY30dl4VniJC1/1A1G0obBNvC9YXl8oBnLeH1r6Ro7WhUo3As0lpKfCAqRWLv2QyOKIepYRfywCda+ZsI2h+8P4Pwn7XPyaeXO0KP2Vr3ipH2PQ1ybeGUblFQ74mdbX0LFk12mvyOJZ0s4in/JzghNAqoqb7IXe7Xg8jXN/7ITL4ZO3z2WJ+Mw5C3WEPqB//M1GsjiYXGJCPzjZSt/JzuyGvJTpRGfkvffN3Jt2TG75LJ3/eapfrHgLRR0tSkiELkrM8ssus2kFdurc8nzgzrgcBZ25PP22rruHGQY5+kywAKdHaIsNxUa0NMi84AeF3JTVMEdYruO4U2y25dtP7uYR1MAM8I4puh6Lh+xiV6WbxS9ibLx8SyvccWWa3/RCwmI4Kb4Fvej65dSSk5TWiGc4Xf4SycgNCurbJ77RmderOA3mmQ2c1hQuV91QX3N+X4zSKE9lHI+x/y4Q5kUakbwB6DOMfgt2FvHGXSGYuFR9XgrBxA8xE45ClXwKjnKjpDzejzeCbgddtTdsapSnlZwOKPTdsaThf1RFb1VlXoK6821Pui+6t4tqVgGsOiy+1cGR+d5y1a8RNJNIrrVTwNGtwbd4GXUe40b88GiO0nb/DM6A2xfsn2WYJdgo9CXWpaQ+mACX0G5l+3Qg2yfrktWZWrTylK6A3d5ZFc0DZsCH3qf5VSqhJx9fl5dCtGeLH7coEX9cRM5tyxiDGf76ukjKDopdcvGAKi6YNqeGlVsF3Vm18+nAX8pETf/IwyAPDiJ+v3t2sjmHBVBZvdlOGreoSG5l7Rw2e2/P3q74sx+ec7oI6snBhNY7R695DNV3HnZBBFsw5wcjxOdlsH0CjuFfGaryTUN19ihYjJUtJU2seqPiIKvaT959Y1NnYO1SpdMtcrOqvp4m6cWLDE1LvAnTE7UJ1QqMvEpSAHP+/vH1ifTi30pBSBL2f7Oex4zI7O6dUn8l23vJbVwBboLo/01kb0ovZUqprJ6wo10cxn1DRCGkg/sfzWaCpSpb3boDRt7JEUrqCU2s+z0ZTfHixzFB4M+ri0JCADPoVN/lAY+nS1Wjbz9HWneZBBVEW8syYz0WWHLdWvMkOkuNTSbVPG/VgQxQyYkgizwwMkqR8Qu0c/SFWcBEU3tOXt4n3n4edhvO9fSXNRnfXnuMU216r0Rh4To0y+g+XvhL4+ZPW8kIG+gg7LVHprkIPaZ4+KwVNAfMgtyPXZEoH0q2nZYZitqK3Rg7FM5aEWX0FWDwcFPs+OAjRxvhruzxAu/yM+5DMwfyrwGjdWu4FUDeRbNVMHVz6ugZY3h6rPcl5EeBv/AK+UQaalZERJLrpKUPD7AZuItAmrbLbujX1I89odYuzM93jnr+BRAFDjKPo9pR0pfYCu8nAs5kTJiFaq08106vqyHAhbngmxXzcAu93t6NXRI2L2md4jQ2VZVY7cwxctSmZYkFxONjod9KcUsuBJYBc5uKSn6donJI9XpSJoXQvsqEdmAB6mAaNMzMmTsIZXgCdiNChaLOdJr7fcKbSoUDB9d73WmtKhLCDeEIPlXOHXeBdweEL76tmQT5C90e7QUSI5vMikfbCnhstUt/GuYfxLtAfT/geiS7SibxrbuCduNGq+zuCqDLIOzV2pYBKWwKHleyb9FU48NzzaMhKf0eaoOKEYXooe35wHrzDMFSyqkIBzCjqWcpNfEuRirusgqqxKIFchoff97HZlW3cgdaWU580PkmO5oKd7fUkhOi6P6jpgn6BQTzxhOsAXlZc/aXQTwRgLLF1AkMalfWmHjgwnQFnOX3NueYY494fls1v2mAPkCc++yCvwsh9YUmKSDBwnthS0qEvGSI00O/dFzCQC3F/i3cpwcI48j8lGFDb7MUS3kb0rnMMtdE4D60tat+fvwS17+wUqPzLpJ5oRbg6StQqgqcrLwfuC5ahSe1dApVMxERqfOUuIJiBqSSKM9iSdgIb5aJ75R6RzSVbCRYJUuRJ4aOacGxuYsgK0fYwe783yMWyQXj5Je2hVDSLD4rUJQdzRZ/p+kVugJ/HF4Yzgj/fMT96XA7QmbhXUdSWWbcsX1PhU13vp9LKciQH4QfgiWl5d/Hbmj0WS4WqDMn0tXjzclkYse4eLcAUERmdqcqQdWmSYuoxKOxx0ReaSn9nKnpl0ANZFVbFg3TEGomtZE51muE+kmLKGq9czZ03pStu3LftPanQksPuBask7kII7mJTPxIKXNEjJE78RmA/yvlwjZFuB5wyRZU+o6APnNVHBuMW2z9z2JOm56FmMuzrt773YOc1EJwTobiuDj7xzZhOWKKBPkDsOwLW/yw53J5GRO3mUW3DcHFJKM2Hm62Tm81Hl9JADj9QpB7urMcztJXPSsfCVcSCjMapUhx9Y7u0++l+CRI6KyWm0BOEwEHL3dd9VTdepfae0O5nDaqFQAxb54wgZsMXmeTGndZuP32b4OwBnr49T2HJe8w6JMUATb0xks0oR2TTE4UyVf8UbHty5iTXBAzcBT6XT6x2EkXLMJOcCrfTy5hbDwKZfAej2cgpzwlTL1RE4wWqFDtVIpQ0pz4do3MLL0seZt9NDA8qqqSw92Qwtu+EV1kDK9USUS+xa1/817w+cIdZlNyPIJMEBEezTataMNKC1X6rF5B3Z/v1ZGhCZmdhivQ79cSOGaxK3hJfOU2FXp2DWgaoI0RP1Ja8mLyQTvdL8MKogSsI3wW78uaGtcDohnlQKloCDHXTNFc5Cj4xfB5j2TSdpHfDvm61WpK0+/QyTmG6YqfQyMcz6dB+6JrECCkP1T6s4D9Xr6kz8fZJJtXBcH5nWATsTqnX6Y1rb1KQyeKmJoHKKJYs+2G+ksDaUX/SwPkFX+ygDcr/UXyH20ywIgo1ItgGooPafLsHCgOZ1hFFstnQjzv6QMtuVnW2PkSJzphy3/q6KCDpy+0Dv5y5vdXhudZ2/GLBSbjqnk5BKhDbKqU6jp+/NwSD/hgcBMVAnVtReFctjENS0frJg7RjDPj3ysUpDITd1XdcZ++Gl+08WTC8s8tgxr7v6kgZw6drKMT4H0Q1cL3rVcijQ61JxDGRzVXdptqssJcZGWXjB51WYY6/bnh4PhRwbQL2Pyf6f5uTGLrEeijFsR+kJzqYbiDbI8wIXGujqEiNwmODGoNb+eADUqqUkV8lB5BTjeTGwvKlhnHU86PFV0pxsxCCzbhGVeu7mzgMs1SraGdWiQ8bvfhGaJ4gYdEgeNQIX/QLEkUGPd387kdHRPkuLgDIxZUeVfpS5dBLOVhGCRnNpoRPg7jQ/VjexqLjrVxwX8H723duSwZaWfY+3CJLnx529M4yhbP8EuWG6d0lP9WQ6HLHNnsZyUVxGAYBx3RS9sdECjdO9S3oLP4LFStf0wcL1z80LM+vrNFsaMbcJ9p3chCehzDfbcJzdTwIpD9rSTpHsswx0Ug9mMQ5xpr+YWAtGtAHjT3KQv/0t7gJzSo15+810dLt1PxjEB60GkcmSLN1rn82i3Q56J+4WnghqkR5sOu8MSNTssecV4M6kxuBSX+A6lTLD9sOugnt8OPe4YasSYjHDf7tSabj4qySvNa3xdfUh4zecCxYURYNjGsOszhNt8xyjM8rEZviqvI0buEOaKfbG671g2dM08U6ASOcmwJYJofwaFcbgvTALnLiQ1sxRW8VmxBvFbtUF1yawUMIAtI0XdqATyuytBcCsXuWjRe10pY2jdZ6IWilewSQAz2xluDV9TcYiq5qECHaxtKnpR3J6hDjL+I1CJQ1C8pW2vFh6EtPtmu+vNhpBqqG9FCZOXonLE4dmrdOXXrZucnkjB8RSY7g3mY7vlli92bvu+Haq4VCUZT0Do9qoXie5OyMdvYXKVwwUOAvn8QJ4P4MrvXrbivy4D3C04ZtK7n3u7xNYUAARyisch43d9u8/5hihvMdygGqfevsXm1H2dpFlu/UPZTcbQlTWmV7FGiBXBsWbbh68wMxr3Qyl4evjmlNcZ2aByg1qe35trJ/27Qt+ZxbAux21xAGZyeyzxG+1n7hGIGGpaMj34zOPYgzkPcXF8y6gAAGe8Duo5psP1XGquoY1u+f1Yqu+Io/pBAWOPLl7ZIduKVmg/19+uQg2ciCY0lB9VEIYnc3KSLnLoVos+FBxWZT9ldKcC7vKKNp1Ar/dp9YwwClDQBQGWi2d8Tzhr4oo8DmbJqdZx8oYdF4DxYRlXmbrDnzcCo+IZJ8p5t+SvINc8UErHV+Jy3xGIr1ZMMyyKzYHE7LnffjneSgbqvpKi7sz7xnPEYrcWSzj3xtfv8ssfySVM9UgIMNitZO2sw54WkuVWfUlFCKBcbRO7UCsjXTAKEBM/9XJbd4yzWBINq8cceVprNj6M2jGDaElaOR9Rix8bJ6C0oxvgaI1+Pkj5sqomoU+FseOMhjjk4mqKRuB1pA5zi/cvFTgAHC7AhXkPu2xqHWludTGTrHkH1zVOkPQfaFvFNn0fweq0IcjQKr+8684IEjlVztXnLPPeP/0OPFkFz/kL0E/GB8nVnNM/RES6gRN4XFVTxqEJ5lAFVtaaG0aHkFZlw/dQvHybVtNM5QrXd7b57YjxcIGZs5Krw1vN3pjphZ0Q3PLgt38HLqLBjHxr0HO4uGb+gK1oTbV+GCwEdBGQKX34LxQVI38DZ2maSxyLsQek8ARIjjoV1OQ3tWofRQpe5dpkno2wIo9LjqRzL6Vz9doHpHwnG3tUGuj96AZSTL6A0U+qzd+iZfQkgY8b7qUsTWv8WI5M3fYYSsTeVFiMw5Bh80fxyXXUMkPNaOddkcTgE4IiTI8CVrvNkm2UI9JndjqrsubIdqKJoEDY6EtLOMVlFQWdthnbBcfoSHA0hmItNgfvfeu3gBub3Cj33y+k0qz2X/XDuQz4luJkyoqvGvWGzYB3TuxZ6S1Bfyo5mtbvTl5TW/pbcsaP7rA0WBO9UkvJy8WdKrO5/wB+RGNsNQm2W72+jdR+k/YZcv3bEoHao5vAHIQ6K8Gwy4FKnX5SCzIGQJi/ux6r1vmopGKEtDaNCkEkXoFH8OBxXmNZEYvk6AvNmebJ9B2NzHxzff2tHW4DgC4MmU5jYlY8mjXpSSgfSlkjQCIfoAiWDvaRYCmNxZH55MauEJfB9ug/UjT7IbNf4YhPzKm/PSWC4kCaH+xb8NEFQAKLjq1u6WqqzhHwkWunxYqGyU65TIbnXkgzwNiAMpr4i1PV0fnE+n+CEHNOjHgaKQTIEVAaeHuP/PfKeqnV37YGKpB0esGOUjLCAT64bOg6oCGIvg/VHIexMAiPJ+Cfkt7jzxTjp6c/TvQtRvIgaNJc/8Q0+41uV4GVOIVFN+s56WI7PjaUpLWklWu5jz5CQyXH14EPmG6z/yXzYkGVBaP7M2NrvZMhnFzXHBSlKD9RaYBrBnex4Tk1H2KY1ESsgne/jfKLYQK4AaAe2/mZTZUvIf+8xLYxs7xjyzBMu0h1x2m/ZMzvv6KXrGFOhHcqNgaKMgL5zumSXOGRV2GiA+4ZqfJwPVtw+584xQEffETtuWXm7zNQrwEQAVP/tdKWodyCVUP7FJ05x2aWyh9SWEKtRJTB+Hl79VEs+H4h53dVUy36XbvUS3LF3Uqf50KXUZ+OXXcNf7Ls/cwEiHSTr3VXeLP46DHnJZxD0wVCFZLarl3BLWNUtVF4hGz/GNAD2PDO4zVYfXiHY4StN6TwU+ygNAYQ1RXL0YXfg8ld/fEAdkLYsnu+QpS80su+QfO+/oTWCgo9wOBYWA57OXXQjiw/20woO18oLQSPV/ecGg0/KurgCgH+niMFFDQ3lpPsgkXfXTo2lZKZ13NPpG/AYbqDCBgK1b4uniicKMzYel8tPPfYa4n5lPr37WGa+Uuwl06m9D2IuxpPvDdwinS45kai1xRUQzQiQYybrbnnxlPI5Jd3fmofJilbhWjVN6YV3T77lCu1g3pwKF75czVGPv4coW22yIA10zLTvllFwCSeMyZPhvlyHmHaXNvq9Criav0x2OSB6g5F7V0FX8zmKl9t+59L4ZWuw4i7HpGgcKsGPtV0biF60VBF0muz+ifLr8j0bJE7DYZmruHR1562EtqevWU+EWwEd5Ur7itQDgceX+0Ot04LZ3n0Xb1jJyq8DQjjX1cs3GxUb9hS1hCNQmasBKbdfKsvgwrEDrkacTUkIH4f/THj2NSIlga46UvgBRBlTEb53QH2zDwH62eClxupIv4lWMhOcTJEYuGMrK3wTIo1VZL3BgCef/vOG4w9H6J3hgBMPt8Hx/8II7eU4mgHYtmr0sWRuZW7Rp9WpxYv9knkYc2GsmjV95XBtH+hMHBWL6d5f17QmNZoGIQMXQARsZ7tOG5h1wVvxhI7EtnXP7yQJG3oH26ixZkMoiYKG7QJHXWVWzimIti/jfpXg2sSXGCzbzQyhSIHLNg6t2TBWVpZmFK7nYr/tWBCD2v0cl7sAvWv0eEsHR4IV/3E1TB4RuBJh3hU+6HWMr79y1xSqyV0KoFhBdLtuee11KLgd02jyKUqpfnAZtn0bsns+ZcYjjB9x9gYApEndNKaeliy7votIu7ffz+CIVZCkbhRtdJtbCr7KoXlSklRbcoJTURtD6GyXI4ZBce74gNs8Zv5TLfJ8iLU/TlG8d2wPqTnudEBpK8xxZ5Q3Od/B6mdUQ8QsZV3YEr4lzCdXrbT25nWCFY9RUVPsMVIGgi/e+gZIhJspYYWHOh2mQVxDuC4h6/Q9QUOI96OexUDP0eywXqE6uriDDyUmfR6QhFdRoqPRyPonWKZs4nG6ukUrulGEa+M7FEahMe0suRCeKbe0bmXul1S7a+b43YXPe41UvXmF+RwI9dJnnOtDqBbfUqPH6bIjmQFmP8G5N8dmSB60LVaXTjihwwFcE2rI59jAxnnyPhTm6J3cyho2n1BqBuCNvUbWfum7l1YLKwkGx+t+iqAEh9Z/fiu1l9iPxIh9ublt34QFdTCDh+FarelbXa3m6K+dn/qsctxYdFMyJiQ1YHBKveaEDFzTsJCLDYB4ANJXF9QRl6TaSngR5C8ncFjGF+D3w+1JbCzyFI29TrXHeXPCtri/mMR0YtN/XZiw+Miy0xlEDNRYIoMj6fwtX0K+Hv20hhNn5tAtydzrHeUd5q0HEfu6JHFL6rzoeAcyik4k+jpZ7JxHxhAboJ4qHSe1NUWaoi+K1dYg/PTx2+DYMYyJlxo3WFDwWXbvl88ZrgXaqnHg+7AJOir+zU/UxbjYmAahPe+ydNt9YNMrmUrcd+6mcsd3dq9oJjQy8vDwuO/N9avi/amVwAigL/ieBKIzURY/JFoqS4mdESVDqwA+fuVvn2UbG5tUqrEDmEOCoq2dP5+YRl06sTWK4TWNnAaRwDSa29lgpO7dPrJrwHuQlExWyEcUqBE4HWTy31+y5vEhA7o1swxNrMZ0C0yw8Uo83XbXTP1t6L6sc1ZjpNVXvooZX/mjud/69QS+46lQMqm7/LcJw882FnyE8lbOr5ZzoaaiH/Mqn9CzJIR+CeoWZpTuzsw1hDxqZsyCaA2DZ+GdPJzQ6rYgz0gRwSxCEQLnTnzYWvZalJ/Rl1VllYmqenpQoCxxb/N6C0rhaMfaN9g8b6aN20bdUfVQY3oscaSBDKgUtXLAutQBCVX/KE5tpw6mZBcDgP9TWIPNiq0MxSu4d60Ih9gY5ZbCmA9c2MtUFSi4QOZJzHti2Aso81nEgbytAYWJRlNbSYSf2eQzGeaobc6Ep4rJFmc45UsFOrz77R5VvriKYTooQqfXjbEKf3treoAUD4CN7Urp2+BN7+gRck2YajeKvUN/w/Oh/DpMGAUPT17LMReSNURvuiCiOQSHlVMCGSarUBYSDNYi3lsedhsiVD0/z/t3nectnIkWjvkkUKLpU8DCsY7xMIBbhPQBzaDSr4IdBBSUaUj+gkXUte+WHnI/Qe2OIxQAWPn1nJKhv6T5izIQ/CDy/2R6g/05PHy+cRKwTZMJDoIs8l6LWuahLIugrtoqTBdOZiWWg5oPIoKlylcMp9ORHchW4FCddwAtxbUw2qLTk5xHvmrG+4BocNmTIT+jtrGIorEm4Ee9V2h5lKb/alqk1GjifMaGlXIp+geIUItqcXpTyq7fQr/9h8SQiCSp34rFSY4ekRhC/RPpQy0TaHU+FhdVxTEoiPOnK7mvmPdVkiwlpVZ+Ty2IJn49YSCnyWw9Lqc7l3HgMULJxaDM3ajtGBHHilEJIfF5/Jo4kp/x2SVVvtRSaXt/x3PJ1Hf109OZUXeY9aOY4R6Fu2XwfxNF0gDXzQa2sOZV4T4M9SPYYvGMSC+IUTMx4vmHRPtbRmDuR5Ak2+XbPfzqoQQUIIJmPYCdVVYdgMx7zZ+OERW62KL/8vAyuzYTzztR9aNPkvbo5mWQVGOFoafsLsCKEVhKSw90JVzZZPUxI/ShgEX/LyYqklCpXtykH1/mLhgT/tytOzaj/Ljq9GN1y4vXv5hNuL0KaWP+XaBXcGgbzoQ5sguvvazXIvqY6Cfd4Y2qWBuwrNyK6JXB6H0r+CkpyBwYT3z6f1H7UWrC5tsYz/NGGSKlb/LPaQ8fe723hZpQ/EtZ0A48N0qR0HFTRNtOZX7FADgLwDZbSc793UGND2eVk8Q6WAAZPdctgW5F4DuY2oaMO4MMWV2GDUeSGdAWH22mjgr8MPltJ9J1AuC+KkzPgYq0gqWqB9ntyAAIdGcz03HHtnTm8yagPumE97ZHJQqaGs0xlZwB4XmliLvc7e//vtfT8wB41kUTMLcBXP4iFaojlvNODeY8/qXLKl/y6p3vRFTsUJK21h1aSHKYTJ6P4hV0SaJOb3Y0zdqN/BnSuLrMUCsWcZPvNHc0fN7BqHobQhHnEclo3eRuCXqXic6ujrygcjsmXa4TGbtNNp1pb9BblGUo2oWcK9oSr6g/pumDpAmb1PYLSBg95ha3BKzxl6RVsgx7XLoePyPiPyWzbKdgphhVR9SpDxW2lZIB9VIBy+y2Q0tlkMhskqMEpoHQQ1P7QIwPM9Nzux0y8dsEkaTXDG4F69XDBZ3bv7s+rnLq9TktA7EzYUVdiZCQ9nFuZZMzxFXQ5Mu2oZ2GKeymhjTjf2v8/6GyHYmB1xAPE/8Fu7dVSQ9de5RQ0GY/mFowFn2k5eW+GTeSc0yO74NM+4hBomdWM4QU1glRbT9qOO5LqxnbCjUV057hgpeBYQiC8xjJctMklY343PsvEF4NWL917NwwQn+iXiyEmQT49jFd/Ed2vYQHX+xSn/4S/yxz9M6ngvuaefRHe4XecI27oACfHJZL+7I56vHpVU+HCX29JsKXht+TgX82AhaKosaAOYdzdC7xfdlco40RN0ggLvl+wWYLEXvJl6zekLOzPXAUYlUdfs7rQfbgDRQZqw1CF3rYpK059+chxKqdK8+kqFEF29tehAE6zzCpOzxKjrPobXMq8C4xDZ5a0TmSQqCAlh+e9zakK96A9Ee50N8iDR1E3ssxZvAVPxTAae4cQBusJvUE+Ngkl7Ec2xhaO86yaCZEFH5sgI8WR9oX5tE0TW0CPtwJI6xZleDRfTSpX0GIYnsLfQ4SH747WwVM7upxWj6DCCxuGoB2M99WguZpTQ6uygJLfpqtgZmn9gWH9uxJELmurNS0RrzTQyJoyhLj+hPRKjQcy41imr1GoYpg3AFYVGwjdXGVIRtGE3HHROEX+8inD3zw9xSHEX0l13CKROdyWQJrnGQbLxJS1xppVV15z4p0Zr/hbXg5OPtl+ZPU97FCCMTSLikZXRlhQqkHcv1EpxR6j4C0GHOPvuNKbI8TQwBIeoR6Emu1ZJdMIjxI9yz9SrBhhdFw2M28wOKzlf84z7sMUUdBZTVjrKNvi/H+V0rK+Y07i4B8peTYlANMyVwefrPNg1UJuag+HMPc53tGu6ETkD1RGADIeXkxsvyJmqunVzyAQZYTk4gfmPhFmx/7egPWaAqZIEdy5WnilDmd+1oCotTgadUeNx7vMFh9NvgthTyE/MW7b6LFpMyM5nC96kZi+Sonc6jGgx/VM/GP0KjrVDti7PR8GUrI5WHQo/UfALvsknvz/1vmbn3cP9zCYqSPb1WXeNhW02kRB3/u6QSQyzrhEY30ENDYzeY/PEBKMeooqPMIvy3qtRLiGjM9EGVcXfCleLuQc6VqRpMRPaAlmg+T4Xru9l15vDtU/nuqamsn9jHukR1d9XPz+bcg0FDEgicK8/ci1cv5/RKzH+88WeRThoI0Bol41QmSfPbKPOVg0EY5h9rj5iTFrUPsjDfBNEEnqpgRPSQe3BeYGyYzNj7nEh/EfmkMMclwr70/+FzPo1EvsIBtpuooujAAGwJgYdB25apVViwBtLfuY3kcofuao5p0Z9jkgqLR5h/TdgGO1VDV6uYKkaetiCUEe5nGyJj5CScyXuOC9OMBVsp6rGrQORvKmHmrxy23TIHa1YOqI8a0E/jMev8LrYSoTqdw9dEnN6PVGQkle/UorniaMb5oul700dV+X5p+huoAwrl7eECrj2k9aYdz6Kqih2/c/WLIEdlCmh6TBMTky7X25H0f2+xqHkOMWzQSHUQNGNt9vvncf4xzq+5I9DTI7GqjLNpG7qZi8KoK75pCQ/Gl0JySamZ3TwBCDTIUSuyrJymH0tqvcAVyOaAWpxxAWCRgjHksQxGhuhQrW9Ex0OvBTMCqt95BIsl9DYQvxC29lD/jx95ZkzScAl7bF2Jnqm7Fapgfnt8sUfNV+iFf7lsprJK/CXQLTRIfhAo7mcFcAV/zNmhQzS0ZyOSHSDleJCOc0OZjCyPaDf/CRMEVj2/bYcg0nEztGZc4r++g9MHizsm4sWjoxP68yhsqmCbtH5sJKuol9q7bLzssmbIAst2hvY+8NsaM9zv1ku6nENy/an3U/PXJwMwYNS1Vk+5RpmVjggz7nHK7WT/mhRHlV8QULEASoZ5hRJcpxjTZy6h4wYw55lchTskeNjI3wAkf6YqRdCkVwsv03V2NuvtNEv57vIcJtbQDWJ7j2qHyHhzZuCe1YHZxBMK7GaAarDIDHuACsZsJpzrBclchgmQLCz6nrYoDycyk/A+rMlNCd/VplYFEbahaRsx8lKoiMlEOm14Y7PqD46o0glChL1LpiD43yNnEY3OJAe1/OAvkj7dXer/HwYaQERSSb++mbzQnQBpIRAdvNUpFf3+UuGQw4lJUZHIPBC6k1ZEhnwpgsLgVBn7xMsmOTlR/kGvciKzCrLHP6W2NHt468nVLIeZlG5Kf/YLy+kv3FV8E/EFSFqo3DhJAjKsx7r2vybYlBN3nnHAHshvruQHvJoAPS3SCPBZB1xuYuESWy1g+jYllYsv8hnGTLxqdwiYz1i/QNJLLUQSmFai2fDNA/bccgXG5BTvoY09QvYxrdoNxUkH/J7UY7iADxghhDO7HCtG2QcrTix2uCjcABBhjO5kVDVQ6+eOwficJak44AKqrblSkKxuo8uPGQTwK3QdjOAEq82cpkjglKrFM2qIbFeqk3GQSP22OsnUaz5/mUmRdiBFOKBx097JH/6elKm2MR5dSUu33YnjrES/87LaTRkUAefZ0HhPwvIfroEflAYFjGlptGLQiniwGqAhGIXwFHqpcEnDPZWm5Q8wtwrHnUSp5GTult26To+qLddYuDOQQq96h8m0JqvhOIjyAaga2dBnvm0dIqW1GT8sohdklIuwpRbeABrBdX5huIq6q2KMABx2iRx8tRAoScPHncISeJxa1jheD/Xs8cb5w0dwUt5xBQZ9f1nnsBUdPyDG8QU2E3xEbjkhdJ+vV9UMG/qfSrx/GovPWTKxpulQHp34quIKLXiYVtwP/PA8299MVkV3tOLKtAsqHcS9lWCI7totqaqrPDWhjmB5Z3m1lzkCf2ieSCMMw8WKHu9JrMmX3CYdSgw+ZJFk60gFNybuezDAlqPFUyDMmL/tjTdanU/f6LUYfnQEcRSaNKz5eiYoFkHzxnAavBf21Qf/DdZn+f2C7ont9N0/gTLTo8mRz6cqDik8K2ikfPd6YC925InNtx3Hudjglirqp73ZenuTqoEhd/giBUPlS+GQlCZ9qaGgcP/hddRm9pIyTIPIcUlySxWm/C9hQkVom3w4fY5SIvtsDBB0kibTZldHl3uvayrtg5hGOQ4SrboSDRsDJafFkyWEttxuMQbl4ad4U3oUWPTon2S+kzCUDbtPAFJ/TNcC6y3etDGrEZeTj9uZ8bGZryHYJbneoAHIeXeh1b4etc0mLhJHMoTxE9dybPJmpZ+yRBEhWbcXI0z/OHmu1eDyiHO4ndSlVHlMBpvyX6W0Ay6AZdjKlVo7gF5AC+7CYVjTCDBuSYv8HwG80g53p/uARYK9hVm7LHHOIYj1iHCBoZ1GsM9LqRt+ob5bdup0mljoySBYL6a2BRlWZRHqSgkKHP0c7I3t1kV0ssoWs0MJp2uBOWTV1JG1waSIpbVHPuuiv9zZ1F4zAj76JsS+DibJXKOb7tpOTcc5ybk8ABdsXJHw1EMfKSCRAAA92amIX2Qj5v3ygl7Q1a/qpEAntyilFqh/Qjrsdrtu1yTs/TPX+4Rf2Yzs54+wj8RS5okREWRQb8S+5JOxqte+LL3GxX408xKFyKY7dJ9w9l1XIPMD9lyQWWaNxmRem/rpOyQLWdd7s/h0g+1oeUxADZ2U3ZO+eRYw0QAN/QYinDFD9dk5+HWBlZ2wA9zSWciB68y/dePKe2BaDfZP+RCgR6ajcO7TCJxJgPggZVOCGz5qC/wv/Iml8GfqM/j4M5r6T/2L6fbK4cIZvPYbsiUBtHZPHj72cnpT7yp+3cjdbYO+ZgC3c6kbzHc7xHLIezHSJvQSmlooyb5cn607b82XCJJ5VZUnQohyR9dxnKFM26N3HbREAl/mDtgb1D+bs3qPUGS4Pqo/3HJ7/0I/H86XKcFsvx3IzdP2piYg0K1QwXbO7s73admfMO9eTnU/SPAsHSbQR/C6AmC7hIjsN6V+LxyfjyqUfK+em7WemZCYRBieyAnbpnwzd3tnvLTYoLrl07Pk2ciEmM5JnaUz3/XFwmrGvi19h5bR3jCmChOWvV4KHgUj5OQOlDuYFBRJeJngZy8bG8IO3f8zultXPSaeJvf31GNS/R7lBIZlg2sa0x6cRIKLZEIek63kL0I26O67LVVhhJMJc62nzxVbq6WZhxakNt7xhByrX5qx0NpCTfyDK5wxQehcCMlcXyt+XvxaGtgFRoqJV98O8F8skQ2CQZ/ZjRucRr+weob+QdBANiYrNu0TQuatd874luQXHzybKiLfS30GdZkeUiWPErH2y3Y530tHKM91T3V+/jbUh9k23AGlq2vznNDENnjJHXm8z6JnjyZM2Fashsi3PlmcZ+xM/pvlPgmTok3iQMR0IB/UGoVzSwIxD214FgKUfk4ybEEoNmZFbOkj2THYTmlS5o2rFGB5KMk4nzVcmwuEhw2dLhDdo5wz4ioAMtxyQd6ecRjpPfpkl3S/NJqOHINMJq+7Fzkn+92uzihh285xNOEz4oTlbzAm0wJFfi4AtLQydlPaD+JxNdA1mpA/Yg9OObQT+sFDNc4XgC5hXSZa8atPyeIIFUEPNVXg4lBE0y+No3QbzoMCf6C/2QfpETUveVlj938BZ7YU5vQscAVZYD8u579AQffmgi/Kunjrvj99D8YyKsFvSsjAnhbhOraDvyIh2DkgtcPGfFGpSzcipfq0QFZtnwJ/tBqJnX93UfhWtd2NMuwJd+iRFN4Ag9XPS4IJzENcci+UuuI390vK/RcVr0Zvlh2v/tsoZ0SB0K7kuvAZhcz4tKZFQ+9cvErXbScKTLEs8Lovv2oT5amHdaNmyyYbRzLR3sVveTggCJSntax4rlelQLjD3P1yGI5LVlxmpR21boiuyTFFRrGd7u8e/nAu/xUrTth7L4Tjwn7Eki3gL6j2zJqX6ZPVQcQtZc00hjWj6ZOMZeaVdSEXNQOueCs4562njpoupcIZ7khJ18VQVj30MvQ7ftoYgHkiODmF0SvMARLuNo4dT+oWImVd+mCVuJoax1fFNM9/YPl3FhJADpFwfuf22nyMenChVtAzfw2MefC01SUoHRDG0Yqt1gx7G0QFdMetFrSrxZ5ja9N8fupTpIFMqWTQd4wATb1e2aWUrYjVAx/oNDLbEaVG4cA/DU+Jf+LRlURpbWfmtkO8oa2PTxhWJvOB7tvY40r7MwrOW8sAj3+JiLuj0kLB6SFnIhHydAfg2uBPnInz5P6jB7UEY3bKYsgqKyZ266tQoUmSs0E8I+kzA/nylp2HfSDdM1p3xNMo4cLcY7vuiIISP2PUANKw/IAaIc7VYiSvqY6EwQrOkJ7qFtdfKpVySoAkA8AGWQo+EUCo68AEfwVr81u+qFcgCKpvOvkc/YHK+1N6sSUCKa6gYhD79hMz1NMZ3kwuc0/9fbwC4jwzfsCv3sIWcFUZVuHWnMCdjON5pT4WXhg3B4mb89HfCjwrnlfN+fXvwS65csPpHMGjgt3aZUb3jrUmEYB+AcdRL+OOpyUBvO2Gv7Bf0RfqQNM3A1bTtLn+uhwT3m8enrEEzLbGHMwn2xAbJNkf8l1kwZZOkZKxA1GFJlAabJp8+TIMoTNKXdPghPrX/ut41yWsUjUuwTiIrnq8XHypGv9DysH5f8Xa0rZkUaP/g/tmJTKC/xuDf/JzRx7U+aCUdTY422VKxxxW+2DNic2Kb4U+LvcsyckjGy4b1kRdZX+aVw19nEKWipVsSfJKEB8Quhj/zlMEH35mtccy3m4ixpSMv91N+e/RxjDKwUO6FYio6a2ZMXuKibI4VXkIOZ2W03BpaKzSJm30q1zxpetFiS2DCW36pk0GaCzgYwcd/PaH/q1bx8ZYrLJGXEIRK7/whushi+1L9TfAF6dysN43j75yiGCaffKzbqMnnr0iqIH/QYErpF7M8gTmoH4vFgzHdQmPG4oQC/3wkt9HJqDLlfKQfPJZ84/pxURsDjFo7C4Gz69arJL0m1cUYDyGtPtPH3wOOpDDlXp+NUN7uG/YWHfnf5dbZKC+tPqFZUXqP/OWny7HsnRscYxast7RV/16k3r1AVDiWq/rFw32vVb7AFtf3pE2VxUHJN7IgLX72Bzj4/ak9CNwBwcWbp/w+7tgJwCZaEYxFhmfCqjOBDkvzNeyfppO8VUpdQQcTLEeSt1BfBA3Ewn2LktRGTmpjFeyBCEs/6dSN8zJXrbVV7uuaj+TYFJZHqW06CMCoEOnaF4ZMtaf2KTllfGTpGwUOEpll6Hg1/kPwZIyriW9DQQvMjYvsgD5/Hrqmf22Q2QHit5mlpRaI9KMzN2P5rrddfXu952A7QsYe7JC0NhEMVhd6p8EHDKrKRHRsnSsepTDOhEg5auc5tbH6dEmaPN7DocLrwRMPLTHOzUpG/h1iKDNNuNn4RxRZkEMLCIVGfn7r4LRJd4p/+GSgFNsA9oxz8NK2Srz2Lyp7viiyM0NrfOUXgLKYLdOn0W/Pm95CjcqJNzwaHTt6w+7P3FaZsYQyxWV0/DiUqSdHxyumTtaggK9pa05wg7pyGfLEUcQL1wuT4Nx4nPq5/jdFRjWDYE+vlc3dA2vlHHJK9OM38sv1+j+r2wkgjhtljgF7uSKStHkKbbpgKV7MV3e6fG14s9wgxm5lzr2xYygMXMnI5q9oYAJV1u6XJ6dXoZBzSTCDTsFnc4cOjfyv/Ilcsn8jIzoXq34SpiuoOqaGP9NiC1ZCf6uCq4TtsycuscP9ymElib+axlr3aEcbFWSR8BwsJmOpPBZ4odM9O389yo+MzNbYhxY39urjurim7kW2OoCcciqe+51FYoY2dN3TOHQ7dLRJQAAu2zTtFX+noKIOgu5MU/j8tI6aX4ShHU6O8W6OV7G/6oIGZB5uph9L+s66fZ5axQYgU7dJwpI2LfreNANGSUZmM8k/ULX4qNFfW+m+qd2+TLrF3afoQX7yxfFBUSqOw8NuSujWz7T39gE7OTbctwIAmdaJUBpR5QOMLqIH22FtpL4p3QQZrHY8s8b3TlEwBOO+r7aEHYkfFVx+Mj3ShIXzeF6KwQdapWZG405uSsy9C+xFAX2AZO5/LxxCl9XX3Jtwin38po53fnwdToWQ5QD+WPsq5SsQu8Mv8AJ7zgpUjcLkmL9KsUdwnb+CtnVltDNsmVqbywPEmbZdc1Ct3BIryczsUCW7AtOP8pdp9pGsNY+SwkmAIPSCN9Z0MqSs9s8zPMj49PD0zF/QpoFGUVPmvVU7qShpwvT0kApWJaCHMcrVffSsTAxt7z0QsywmM0m5AsITZhWekNFJXHb4PoeaWSc4M+kO6KH8ajs7ZAzfSwehgcYTwILSTDH43kWg12zVyYKxGLGfKkLz+g9lQ3qAXDI4nCRy3n1Z9lpa12LB6mbTpgDSi+IXlc0FepGgJS84GAkLYj3qT0mpTj8BPbML04krPQtF/FlDf+Ush1ucj3UO4EjR3LvVTOZOB/fuc2IC3IBNAvAM46AYj0ojvboUMnEMH5y8rESp4uE1/ODsaMavZMm8xFE2AxsNTcysdcpmu59l9I39DNgrdPrQpKZHHzGamLTgWNUuqOOEjphcoq34qptB1lEBeTFM9VfHKQOnlGMHnCUUvC5RTztIhU/opNex4n/seIbLIk+Ak3BVkU9BfKZu4an84q0riIibuvBOQmH0QRkLqC7bcJMR51i/FDEYmISjrtTW3mHx4dlEgDXjusi74DBRFWihJwv0hJvwY8SgCR5DuTNmknZy9N6jgSzlnF+xqt1kusjGPJ6fVx7riPnWNRUhkvkR31wFL2hzFqdSsQcpCQhSiWI9RqwisJF7pfsowMBcUvDyG0MkFYRXqNj23Hk+xXVjwE1a4q35vt0U7LU/zNTmybwIDrWLEZja3NCe42r2UzqwzrBIi+d9PdRMzkx2eAiqWBiTODQh5sVIdQOAzsrLKyqzXdRGO0miOcbP8V/eh/ZUIBAN2AUoXZTH+yaYrnYBOjIIDhRCwSlYZhcOjAGYsHXd+rdBTkxpjrY67yMybe77VIYVlBktYbNCGNKbimBO0nhPa4sNKgBF+4qwUzZk40oKL28bjscN0hAuKINY86aIZFq6kDB7LaxNqGw4k7JCBb10ECnEwJ9ii0OCqjfAAlNJulKBHamPAC9IXGZgIORLgCsg4r51JpLoM5jZQsmzbTo90RRw9ABjR+gBvBdjrvwVkBBjzh3lNSQWjEBXAExWsgje7Ax0ngCCHHldTgWXZjGYVe2BRzp8lPYBkmc3jiywLJ6Js3QiKkjUIn9yuwGzAn0Qh+570gc/DCjHVgweIm3BHex3qSk6L+MMiqA9Zj4zBQUw9Qy6l3452pOtPa3VQ7uW65n939WLeMq8H71KnJjkm34ftAW0bg8QJLWj5RROQ2hiLESLxI/PQt2TvAYFRFPC1XxoARW7xEONfYaEQLga5MYQEwbLGV+wk0pJi/Zg4HCDspBifGu7i/K6c5whFoM2fnkdZ6H8V44L0Apt4/a4skoP9E3LsZovFu92uqn3VDBoR5U7UGHslwqbfPpZ088GnlXHTQPVphZKAFCSisC9ro/xL/iQxe8lAuq3LC3ldBfyTZ52dDkV+pJcoKjzFgLdacelSu4USPkVRRoD/vGFUi9pavsH5Kcrnknd18W6xlXVLCqrkqvU89CIf2GlNpYzI5X4im7dWCaKDk3Wvq4nGPdrBx9fX/JYWZ+h5dtRKmyg5bmY7g3ItSz/D0uXyaQyitfTNqeV1mJdVfP1B20ew9YdpG/tvC1mRj4a6JsOQWYA5Cmn8wefsxinJYTYoWH1grxN7hmvXtasb872qxt5DOsc3ynJlEw5kR5Qc6oGNpSpe6MGGfX6x93GvZhrXFXvDemsl9hnmHov8Gab22aMZoM+tKKDKgMkQCXaEMIM7bwP/SZJ4v0f9idFfbZUedqtuz5zD2g9XIMXjRLUsrAYZ00IJwhSW2FMTrmJAa+cudD+Jwh1kYZMYmUPLKkztZitjURnZH2RQTM4T0H7tmqd+36uo0VVoDVwgK5xP8s7pwuHMV0mGopYzfCGpcX5gNfjlFCgwJjsxv2gNg26JkRgG6GIxosjIUYHDddLj164ehXe8lzYQeM+N+vhKZ5M7opOFv6PLSOvI66mojmcU6MSBTjuJcV9V+4yxLhdBzetYZj+sLEyAtCHi2aYvS1AduXfqt1vY4GUOTd/sFvMzUkPqmlUyxA1xWx1uutbcNnwIPF/KVeARd4bqdi9XePlY40/r63L8EtCupqSRk6mI1tJkH1YIM3x8bDoH5aZcrh+I1/GPyckaYks43qMUjePNjDSbGCYFmiXHkfVcQWdddMHNIwD0gIBaayfXzCFCgGakfXrsNdbyzwBskLpVyFjQTq+iIwjV5/U1xMTg+fiQuv4+C9JzJBeUdOw+JSdRk1tRg3WhTeOnqv0Ua/zG1ysVGlbFJlRez7NgLtgX1pWb88nwB3GmCoutm12c5Ea3ShGimxswZNcigOtMihBckqrryHxpB/P4WQ2c5FGIkQmZGYNHmzNq4HwniRgY3BpwBm8cyCF14d/hsLhyV907lIbKcYbLGhBb50R8LS4uGRoefw7a2E7KZcYZekr1JkUCpjh7549fbXftrAvo1btL5TVBb/xj3WyTAmA06On6b6JuiIt4/w3/9q4bVE8TTkm9qMZIUj+5hK/Rclg2mkSkEsX2p0SV9tmwQnxakZUJEoG0N087ae6bu/8pVKN43EQVdyJnzQZ2A0DXp+AW7zijqEJgEVLckCz5cqucMvIhW/CP8ugahtzK2XjkwggYjhS7C///fIfM3jMycr/hwFifrgsXvbd7aKBN+y1c4t8a6HyCa3bp0Y6hM9eDK9B9OOR6II/gDwitvkBZBM6j+3qDy7tgSj/9/sFa13pufRF35uEvaZviZU4eIS0IqJFVodSxUCordQgHEDXE85fohPHVDLd1j2vqvnpok3suGcDO1Ymi0CkuJ84f/hftHT7BHdwYvic0c8S4qT6pX4Rs0ADEYUc0jY516yCz9HuJe9rv3J06J/xMP/AElapX29qjzKouWy1etoHfYn8FWunQWhSCVQ+U/ZkaMBOVEk+Rxjujt+uw6yPEuvBS3DFQOzv0DTRNt/yD8uXz9EUdnnFWndCvSJID4h7fWwp1NNIJseY3QkuTp14o/zHcUj6Wg3TOR07G0YuwrrcdJ+bExMJYOcToVFLENWR4IySs9EVKlnFglVLiUDttk+T36Q/8CAZdiyg3FX9NNgEV9HY+nRtlKEWgOq+O7octsuqccIy5RXFtZKfjweYCXGon0fXabRzcA5ulg0EwsEijLlaL0bZpmerQQBiabKQ1LHOmD8arAAlDQXosKVV3nfNl6WUNzKT3m7MULpzjacbnk3VoGK4tKre4OCax9ggsrAEosyxAUJDgBDeXKCtS7LrAffBLapx13pgjib5g3hupbUL2NSJy1DydAEgXygYZ73n1A1hI56fQmlNKODo743ttJY0vBs2kxDgNH7L9khCNZ7ufLBLRM/u6IwRpLZ8RntA3hg0epMAYOuMGHRF73mXkDaCDJ6I3RFr6Yusq3KWMI8S35kIFc5VRkKLAXxeCg1nG7nHjbq1nxsSwm2UJ4/0sJnBLA0Bl8BAJAfmvQV1KA9AIGiyfuk3itsB/BLtGLYwzbeNA50I182E7FeXICNTgRws7qltmmbsFbkcr8tbWRWLHF7EL4zaGJWrM47Osk/tlGNDLDyXUgOlr5Ac3sweoD/Mz0RxJIx49CRGdqGu9IJfz7us8oE+0ruaI4zSSj0Y0rz2w68nMVLu4L81PKB1foaqQa6JrWKXYACq6a4dT33v02b9nF+Kqoz4M1aqaXhWnVic+EL9dnwJulwgE53kkjyPN3Awz0Xy02axrILowTlL4L1n2nduey6js7Yl/2V5OGKMs4sMdjOksWkrlm/+P9lk0LSm3CaTsd4gu0BcFoDi+RBolv20Ioae249jP6wMfw8+uD0tX8SHl7qJcuc6CKOcV5OlC73jJ5y+ZcfxeJkE0QBqj9N4LPkPczTejAcoXUqdKFRIYpbSMko/MXMGCBnDfSPzjbhz/l2ld3shXmm/QwtW+Fo7+AKJg76MdLIpy9iVqtegp+LxnAxp7kNE0VyQEJWAw8H8gwo+Tuv2E3NJx4XTfsX4Jw+jvlJFVT7aG/GZ0e/o/bwFEEEBOirSS4h4ry7Q3WqeXkLTm9INn1LMzKZmdNaUqw/BV+6UUEMVT8Nj8M+Zacfct5Kqwc3EOLvGxb/ElpEmDC7RqqZ7v5tWk0Wt1IwVQty+kui1Bi99Xc+rDFziZMRNkmp7xbtzFONEWMctp21zPISR7TSXZTfZpDe0njE9KCySO+Kw/Lp2U9WVqNlWT4t1W5KYbeQ7RHThFu2nOUH8aBY38TTZh6tRjgjLgu+CCde6675XVFja1WqEK1c2jHmnZUfipZiu7mJb980Kwv4DG16rPclI9dSsjbze0yggFWd9Xhh0DvCMXkVL1LM5FL1CioqXQUxSYIaEcqo0JB+XiwnfWzYqiz2lgaDGfOl809cATDhy7cVgs9DmRdX/1Y+09N+cMG71io+ek3q+o9Ro+cg3bQOx4UBeGI1TwmSYLp/guqu8wsWDrjtp2CDYDnGalVPy/STHH5V44m19Sr3CxbSVudzpYx8AnWK4Fqfbpmi3vme943YurZ6TAhHyL+QsAJscAZwY7HCAKlarZSZde3tJyPAVHPfVdZxtbI8ZsYbI3CyJCSuX30UaOq8hyb8nCXPMjBcKGK1F3R00tbthzmvRDIjphp8sB9m9ok3BScJRexHi3GFxVQd0ARvkqu4kcD67iKcjcse/kR+BoNF/W7dFEbr6rL3U539RGc74H9O7B7HLKXDFPrCgWKOrJaAszNsZJBeGSMn1DUTTmAk5Ciepu4srKTh7CJFShH1y5LqEka3oXDdYC4+thNVFiTEJ92VK623ozyJaS/iKI8eaRrsiwTBfSNLe37aGbzMasqeX/be+cIUZ331FeAVsKgD9Fa/CStl7X7H4uISPrxpO8h4NZjCAs+6caQzob7naulY/cl2/LTtPAkFDmYjQ3cgiKrv4RvMjLY68gdb3xrFC4rVGTIix8iR/9kNIdTWXsttDsSj3nSl2RFBWuuolcOl4tF1JizMbc3t62WlUmPqrLUc7LWOwS42own3vOFtxXSTS2s8d6wYl4fXn7kkxoyqJu4WoXISo8XHBh+hVD0CuJaGfVCigUyMRiTP67gphmI+Csoxuz7VJX9HZHQjM36evLmAd1cwf/nV2lhU9ZDwrqke0ybd83kc/5863OLBj4m97y6gjyk5SPI+HAFTvrNQzrZgI1yxnNFUHvS0cUGA8pA0NAf9k4JWO5XwneXS9jLja1qSP0JE5EepYXMOzybofjK2JIQaeHa+v7oADKHcxcE8B45JFQVQ9DgQGRpU6/4V7VZ9rTCZQwTCu5sK5GR1tQd7f3R7F5L7QyDqNG/ZEYsSF6nDuPJHSA9A+wbN5PsO+2G1dkXUaVHNsTrh/m3SlhHs7NCXrOnOGUQ2EaJaAuEN5a1DrgVC5YGtfb+IfsCcKkeU5IDwQ8MNkmRbjr+3gXAUF+b0C68oIq/Az/cDdOm148yDwCoXiKH/OY33jLn9PHxr+6pJMJp55Sk7LPN8XD9O5pzx+l2e/gapGikPKOhw/am/xmOAXqdGX1YjeuTkV+y4ib+k8xhu3x+ki+JG190EH4v3fvDTR4vrr77wt9aJhwlLODFbbZHrhNWVGa3blB0Rt1bd4itJMEq6cvbZyltSohcjUHtfU77WM7FJA/xCuhejUcs7+caR4zTzedJfwf9MWXEYzwaZ/PblAmHpE0Qap7dkIUCFkPYRxthZMlQ2LHfMY3wNuudDr0veOKGiZyU7kXux18TqiZxcUSlisjNeS5t7kKLfwaq3z3Ni19UkfboxAtMRjkQlwDyOw4LGwGscXJf8cT25cWoSXr5LREjhkCpc2qOKVI4LphclKtJ+YDAMMd+I0HaeSQAjXDDMl0CkKX3iJB2VqQBxdyfIZosWAjMTHL/fNTcA2Xvxu9bdU1n0KkGj6oIcgzoCtwuPlWn/wHfxXaW/OVVFJQo0U3B6CAgvlaRXYpXmwScKjIDdt4TNd74SzSSmTJyO+20nv7aD0O7Vic/5qEE3EdxNVZqJyDYmwpNZuwcl1esqb8Kf1To201mDd1XdayGHrP0d+/2c5z5+0eZklJgn5MUN2qIdzzHsZwPXceZZ3Q/8jYWUL5OArWu7DKigqmStImPkhlXgofbjF5TsSOZCL2hqRTmebe4IpwLJ/tNt8ndd/7gy+l2HL9054V5uBfAapmT7O17Bfs1LeTKyH23MsaaiAM9zm9Tw7gNav5RxRHJ7KXOLkPd+KIRg1V+uUyLr+yjru9YsyyNRJyZ08HS/kneOew/K68tgzwF8ueATvN4rALyvVINiJX6ChNw8HcqEXLYtTh7jlUICFLZPIuIaXlBGfF/HUDI/U4mr57OIBggQxwhNEBhWb+UZdfOjKEv/kSDfIwYIffh/9J8mLUy/v9QaNxbjk9XSfs1gL4dQ7wjgUA+hs9GMi0YT9iXmh99hQHsk8zeTIaMBwvxWB7bXrF6sPI2soxjhf9/+S9LdZf9Vv41m1PIucDB2I9uK6WCD94GRJDClSDzNlIuGG4VNmJV12bDtUyopAHROCSAaceZMx3aeDm7KWkdCo89DcjxtAWuyDPUjGu7T1NnKeSBMhlZbS79NSCjCrcXuO0ciBIBOr/rPStBrrIhRVRUVnFW1zdrU5EuVpa2Ja0oKd6gApMfgOhj0EB04QIZ212LcvE9wccZ2kmKrI9oDfOIdFcveQr2eGo3/2c/4VuUSBLVQde2f+QoFtv7UQL/F+HYb7WmLI12R4SSi14eHex2uiZS1izxor+jdPtfCHxM0NYv97iFEHpo4OFvt4CpXOI4jcFx/OAycenxZClc60WOtcXliOlRwJHRoiG2mAL3idZK9YkrZZScE5kOeZpFGjkoEhRs1M2QctMR+rLlM6PV5AeI/8V5H/i+xGYq7bOXb6PTsbbkXFHILv/x0CFd0oWk/io1vR1sW4iq8PKP2dcbQ7oTGAXFuau+uLBM2ckBf4tnlF0q1F4BTRA1Tqd9H5QIhICAszzzJcRv7k1h4S8fkWkTQmZu+ULJHSw1jKmVbHngc/gZHe97fj7kOzzNOqETuKGAYBmg3UNNDYmhT7FkkP1GslTadkM7r5pBPOqS6T1oysBcl6v0q4GeaDwg0LovJgByWp3XaNucO5MCUzjwALhPMD3hn+wjwOGd3PAHuYMX1q2WRGTXbDWzmZOJsTBR1kE+qEpzRtLZY3PNDo76hREGAgiYfNR0ly+LQnwzPZryfviewdt97kVQU+iv0OFBth00y7bnaIC0TjCr0+v8OsZtnSIZeh8NWmFgL3S72NzNYcLQ5g2rgnk/Ljyt2+3XzBoY6GgWKH5SsiNcFEif0rif1R1lgeHpsJii9zEfhSLBLBOek22kq6jwHWvwevfIESPG1BMXzBpXkUs7X4tzwEKI/7pTBqsImX9HLUU3T0CK82uNBrdX4OPG0yTBIcXkJGwstAQtL0VCaiMkCXVZjPqLYLwTeT0OVmM6bGMVGDye/YI+7St96Xh6znfFuUEl8jLxIGOzlzVl/oH0dcOy2ex3VIzcWRZWpeGuhxhA+46Pr/FXCcjj4RdhkpprgUq0kyrn4ApAqT3NVi3J7x3NOF6xfkXxx78RpsqtEymhXiUx7xxUsr11L2DsWFxu0aE2gmVvhi7+B7rIbc19cU1xEgNbDIzxilJY7ITLo/ae+TqBOvCJCIVcoizhz63ub78w4GtPChgm5w5jcFFzpP6vRWsiCcRXlR7vrRAKD6eBTTsXBVYEdQOTvHIIWBigZIGtm1/cCry7uF40mI1BTvne594vfZR+B/2pgcB5+tKFVh3CcBuopkmqQ6RO9PW+l5XY1SclkYyULPE8TKCodUMDbaefphQjxCmAIOOan4H2R/of49thgYNyRsetSyqGkcxvZ+Yf0hv8xrTJNKCqKuH3rWS2bkMQYYh7zscQA7oPE1MkpHeFLnhMq/MRM/2BEpjUeGHxmfnzwCmZc1Wm44eIScH3uOXvtabByHpFbJUBQy7WvMp+MnDB212fXUDf0CjVHKZs4B9A5PdvAdVG1jlSXQH/wYFwpMEonDzG+QAer0pzlWjwuX/BKCS4JWFv8IAYxSUlyU6UNVyr66FN5KNn7fQC7ZzoMiIate2spPW7Tdik77/hlOw3oYDKeVfkAUCYQkGZKwIhlCBGJckqD80vHVWN1IoyhwhLkCVwKI1xJDiUgdgcI+A7Pv8C+JhBDPxpUi5Cg1/zx8ffCCcOpOpwld9ufqysiDG3TvEX7NVRr6RdR1VPO5RtTM8MdYAo6yds2cxcz4iwsAIO097XTvndpXup3kRRNtFIbsF7KcAvytdeZNmBipXaYSndJHf0sr3w1G7wSb5+S45rfdW9quw5ZqVOK7+cL/BZ/D2PKHQ5iSvd2LVsGN9btYv2MnJwqwAn+G0PLT2ps1+toAWhCpeztSm2DF7u85Q6IQ3KbbpQohbc+OCQNaDmCO06WfMrXxBbPgMINVXul323LGWz4LRDhdYsAGsWTqyeSGbV83gxbOGzI+OxybRdKJ7UOR36PpwLNuQ7nSonWQ7Q8MnHztrrSm2ymToeBI2si0P7TOrtd/9nWUqN9FaEQAxpfxSbPWRAJDlWcBWyT0f/wkC0pll2wwTtj5oEsFTWGTI4FW1FExcHIZX9qnLflgvwLQ2ewTq+5H2LD1qPRFBbd4o3fyNXeOO9F4K0tf203PW1gqgq4UiClYC8bE/UnHMmfW8FB5prxjg0mwBaJfSoOi2fzAMbSk3hXLgJMkOwFICTmQK/eyEzcBSUOI0Qhuj83eY8B2ISy0lDTFahTp8LDYCRrWBrj1O2xSmgM3VCEYj2U43z14vA++BDRx8EP7PoBTNM1PlJCHY596NfJ99A4qY+e18+eGHUOCK2vehrrwQVldNsxPVICbhAD0p03RiOBvcyzGbMw/vNCThsntwUwuVI90S2PtSYUMpMvSnKIKVLs6hhJ5oPIzgyEqbdgfGn5d301/281ahaN3KOSKQIlpxzIyBQ2LKnP2FPcTBTzdsymV7UhOfkp+L0LGGYaUVAGTq3pOtBp7/pog35wGA0LF4mCBlq5zIV+5vm24emtceH/ivXFfSfx7cIWlnvMMkPhSYoU18aE65JIMDuJpz5Fo6K7tu9Xg+qb+bWVAWw3t2KxEz/W6AjkZBDbmKV04QH7+OcpFGS4rhf8px91WL3LadHbqHx+s89Ef34QJgXEetQBlgcsXU0DgEla3GnI8Z6mP2NW6snWRi4JsAn1119Aw1SWygF4AZLyfigKRn7+tRt0QDWjeglnkzYY+Q31hTfJGWvEhn8qL8EMBTnh/b8Qs5lkhW0Cs+uoWFGnZtYrMVBL9mdVhT6pL8lU/KKRFkyl9SdevSITfGO64mD3ngb7rgWpJQF/hdubBKBrQCFrNa6jA9JGR0GNIVPJ/Qb/UXkOWUntFkyWIdU21h+aqQnGtf2oG5Xuk7HpPaQC1j4PiHObrypd1HfmsZ4S91WB9236hiHBPP2rICHtC7tvJK9q8kcNc8M7GNlg6n5LZtogssaNcpDO9Yk8sdBTD89I+zmxpQHFmjD9d26/Qldlo+I6hWU3wF01DarLTCZAPftKfWY44dDTF+Q5UhXF49rEMxybQRxnDh1jjDnWgOIUI6WQoBHbK26TLiovqsIj+dlqZ6rnD+JZte91IzdeJ1y7LEFotWHlBIPi0Je5S1mMegsPVLJjBdpbFetgUtVdTPk4H2S1QWwmpMiskj86WGKDcyCaYP7Ko7iEenGt8ams49RQZuL0MjDQKyxyo4ni9/LS3pRci7TPnRPGKAt6piXHFRNE3sl+U7pmZvO6e/itc39xZjcUe/7RqAuyUs2bHdK/r598WnJNs/jLtxyiIiiGUuUgY38pJLvaBORam38IrTAWI5bdhcPUrMDadaN2LrOOZvs94GFC5KbXZ3VJvyTGwfNBDUzOy45a4GA90O1V17hhugLl9aRxVGmI68ft29ej5jkRv86IQvviyOJ+DV3jkL8EhhXXU6xJpz44KfujeuQrYHozoAWsOfrvxJl8Y/OeEZgohJ3g432lv2z0osTRpRK52YBG+YhH2ZwKRjVEEidht0OwT41iiFgoOY19moCpBj48nfJH/S8hV2UMhhaOOsXRmf8ANuW3i8sK7T4t7kjV8sa2mxktI35e3aoomFyikaY78MFHu/gGlhxjaeoeXiHwdSgGn0T5XU2g6vI3hgU/szaWk5WIymZ6L4vbFW/i7HKALSjupoyFp996tApWB2iFZzAAAQIzGzL6wEmvjFeQ23Rkp6cMV0pnJQjYsTfPXSGqbi1kT48nxcCU9NO+OYMQf4aOuRK9e+VG1nmDR/FJF5JcC1sabkwkeDxX2oFlinaC0dqR3T1UjdSQ6RZaSr8kY6t4ExBtxQ9c7ABgwJudpPGLUmB84bpo07Zj9DMlmoSABYExeYTePWtCMxQ/Y+C08vX9a5KfC6aWxI1N/q9xQygAlXt4VKl3hjkfYuKwe6XfpMSA132VsaPK5AwBNC8+hSgSDIsC/27SXZHEEX/IqwVtkbmR53Axyo+aJgHm4JMQCfncj3qxbXKU2tBUJGSRPBjfnRIHNQsI8gvp+7Pq9CIju8dIj1jD7UPuqEXoUtzGeZpvSHbwxwwOKZTTU+qCjag9O88dLP0xAQeG61s3jcKuqFPM9opmIqVWxu1QdVQd39PZ87sygk/FsD/2GsNTTzJsOhKso1W0xYB3MMvxiX9I/Xc6AAELBBRhljK9jKGSDKr3EWT7diQiyqL0nful1L7jF7CK4XG3LM2+uEq3pPp1FZpOmyItfpHwhKjQE1utzOSHhPr/tBp0gWRPTabF1JDQnqw/bur+QP5HeA/eUTbsWaOBsBUEx2LAHbRKbBP1BjT/saSavYfuiOSuKWwJ1ZgEgsXwYXBJfaP9bzbA3C4yyNxo/prRsOwlcwqNpLhf6+Kobae46X4fbvbDg/CQ2pNmLu6AGxf+M1nPKZPcwlKna4sp3UUL/Tyzcg6G2Ec2pVQ9wcOnsaZXWvyyUuGKrwAWwCnNKK1OSPOmb4wdpEvdTSD12V0aDXIChKD2fE8azAPm520gkoV6J5wyKmWbXdzqb+Qe4GGBYOyRrPyFOIdLKKD6Z+pfjETtvfB4lfGjRCf/Cn4FFwwcxt5Q3J+J+/twHTdFdNmUWJTebZ23funvYfyeotk1AcDH1m+jEIBe8GxnlMTvJIXbSMJOxwT1JEsCKBTdS9Nb5K9hFVvohZ5mkbAaTbUKDd5CIy5HxKY6hSMTwsR1E7bPRE8XSyuB+Dgoa45ETSTVFTNBUOUhYNcGIYZkBFA5qHSH5kaz4b23hfCUVwi27CInsPmj/Uiou2XYXHpB7RFzatDf3POSDMIZCETykAtUcJHE/wmSBD/3Z9eg2CoYREOj+i4/PUSyz93zRC5PR5sUq6LJdY2l5IPam9711DhBnc5v2OhtTXovQzTT8tL1fjfoGHbx3SxQte36kC3c4uk4x8fIwqPJf0tS87TXhvKRxzpRq1uyiBTVZypeUwdFeBwQ8KD5TDhHjRygtZnNxzjUiCbmAeqdexotXxi+wvSFWijScp9SLURUqHQk4c1C2dleMp9YLzGbIzqh1ALokmeiqnBYbkLY+b8r6WMClX3ISlIm+Lc4sAHYoLCj+aZzamhw+4DORwW9ECAfsKkpzMdMpLkyOHNj10JEo/xKATvyMGAV97f4FQbjnT5gJQ3qO0Lcy4aOVyUVODp+n0+uizJ3TC3k1Wlg3zwxe6eLxKOy+Af8dAvLdaJcuDk24asTDwaC0YUq1bYNr6E+vmBkBXvbknV9x2RljVvM+B9Av2LLcXWBV2CI58XMlBo/n/s/unf16haQySRLGMkmeJUvQfTnab0hMlEYgU0dxwVcGxi+a42QYoA6I1YYWni1QrNxZwvoiy1DS966WOt4pMxPqTIPA0ka2xQwiuuav129uL6K+c1qKwRncQpCE6fumPCO+iuZIXFq28v4WvpqaGsGdXjKD6EVf2jQDdC6ZepIcfGjtzH0kYNkA20Fr8jgIBfl/9wl0P3VEBoqLMVSdqSqosameG3yuwzC6gwWIunttzCzY4hQeH40fJHHM5+kww67N5o+UToOjzIope8BQA9AEU4eGC8etsgpDO3hMRaS50bNvlnZiUEE9oyhNfVKfreebsdpkpeD2hKFwGGfAbEKj6CFFqvc36U6WGwbdVfcvPyXmuA/V7LLKIhy8j5gkV2o7UEqQKJ1GX0pyWY7djviqAt7PnFch9CKgIU6AkmcIPxCyf+5cDGqM4yyVMBEnMwYS5b+rOrP9Wp3fwsw9p2wvbx8WOMVxwapsFRGwzJCThxXVJIK9/+1Fakm8eXo2lb0HkjaqhUv4imTVuLVoLSFDVHvl82wEqcU2ogt86RkipXMcNGSoVrdyZkjKnn/4rCAqdwSivppVBZNzmfdhzEqq2g7w3cEv/RdAYUJoZa3zpRcUByNrAruzzqWdeezUciVoZJ4MZTikmyYvU+dNoI+nef4gWkDQ4kR6eiK9nHtv54h3KHpCMCLtHJ6siYFnRJTca3MynIJAols4zNOuPdljJJd0Iyb9N9sfyf1JPnceiXeDI3nWs2NFQIBl5VSWVPw0BbK+L2x0+zOoW5RAWvDALtVKvEgwj+V82iREiA7i2KLMRrf+Qi0SFh56F8juK8MpLvQ7uOsjA6cu7ppazY3dxtJ7YENy6cDlsVBXZ2Uaj34LFUwAABcQYON+Dff8Zp8IbwGerk9EpLKATDFcUeIibMOnOhschHia2pYpBPUmYAsbTLiW3GIk5az0KGwO28Ttj0pN4iTU0McwbXs+M5TUnJZ8PHMrBszr/3c6Dz4mCTb50N8+MKbTpjqAX/0jr3C/itGrgJYnEya1jCTmjRrP1MrnKWrTviVSLhVooPFUsWulsblIYtIDAZE9I3X+FatIs4L45RouHAyar10W4Kr52cLT/7xyBd4FPBbBSRfCQrQ2yT3UAHCJeLPrWZwZT/qYBPJG7yR4hEZm+jrU9ssKrwuhoempPfEVSYVAcr6VRu3BXGnhC1uKJq4CIQJmPPA3UFbKQPOaGXSe4JsKkvIgQ6Iqno37VdgkI3hukYDSLVtGsqAfHd1DwOxARZC5QX6KheDf0/+wn9wqk8rdhuJ1C5qf3pxVWIXw37dF4bWXlwQNeZBSUXrAeL2TIUetVAWAHPBQh8B6Wc901g0BEeJQpofSizB4Rbq8PrIlo6V38gimzKhrdzS/NpEe2n03fTfKy8VG6d91uCIdw6XlFKLEwGdYIZPpEqnszOrYp8vrxxR1NzI8RxIl3VxHEcQvqtEl1rVXECsF8OLaB/KripfCu/DquXIGnDkirRTK4Q4pCiugY1KrnNBIvK5B27hIsWeooLOAKkj8LQDEkwHIL4hhZbxuIQzis11UUX5Fi7AlcGnuTdzUMnnJmpwGTUVsqVA8Zv047kSe04vKvF+bsThXWAKDpx3e8MbmRwX2VfJ8osgkkCIcI8P+3eMFV2F07+RMt2CEplK1F3bcjgaXLZKyKr6BTgon7q90Rxi7Wh6zq93WqsWrOkf0Rh33OBSWZTpODmE427FCZVM2gukZfvbNR+lfUinGj5nsbXX6UhKCVLqFi/oCGRDGId01XEcgkhzAKSvSoHHoUZ3yXZB8faM36bW/nOkdYQ6YHjMuwj4J3L9phhYAdLDM6azwlThRCKkmpqPaHBCTc7fH9H2WQ6/R2gdGKJccSlHxay4KdQ3or8QB9vR1zS4ksWAP7L8ZLDo6v++97/sQqUDhd0tVzJR/gdUxKEihfv12e/aKf1KgadKw3GyhlBpQ6bUyPCfxyPLiAWTOxauoEtbLNSU5l+5v/Y1KQkZjgO1cTN0ucwGQBYBZHAhgf/JUntywN/sSUwJPoXH6OWf9dv4ZVVJcA8rqmkG7Xgdcjb0qQeyNxceQ/sEblCWGZ8MRRGoAJJ8xkiLLsgs8WjmBB48UyM4WZGbCpe0AnhXUpiUZNlcuRfZMHPWaC0X8MuvT3kKRGkH8o6a2zN3tGcSlu9Vx9bOfB/IBPydv7G/JnbRoqIRHxJ2IRNie2cc62doy2oLmi7l/2st6LnUjTr0K56xSktz+yMEralbb+PzAp0CUzENRKPPs+R61Vy9XwXrqhH6gPGRS4jXlj+TxSwHSzd/Q+MTATuROMszrixgaGeicTd8kxkdXRF7oQvlQME0ZYNPaPkzaO4XmuQKvZBB0iPC6QeLTjAtaIEqba1F85UQ8gOSnCAW0EtiPB/Z6Ul8mYhL25Gl0VEViC+f3RuO/4+VMYjkAUDOWRW9TD6L8z+hTcrTis9XD7hFH9JVdfL8ATy0w12B445KxvAB2VEGxHs1THSnJWRrcy8mPNlaMZf/pOsrYoxl1K0qlUP9y+GJSKlsUlAm7+Idn3vcFM+hzCC0OeNcfWHXROulZnUaOwfvuC9oOwotvdlevvS2utaHxuLwR5BWYvtj/jz5+kicxYMgvsHnf+VWxhgUGR6kQF71cmcxSKIbtcFFJMyLRVJsq9seMJ0h9cIQOJLblmZH0fkhtchl/FKRBfNO2EYzRsrZ0Gq4MQcIpiKwroev06kphx46M5FFKd4iCbsKF5UoQb/RJLjfiXn0pFlDR7ATPqJB9aatdjwy6cUPUSZcyse3I9xegZ7BemNfEznCUdUBsBsRnLYk8jr0EzdJPW6wMcwE1a/AYWRWYmBwmsbyogrsL0470w/i7CpMYOaskdrbFgn+S7WpcwUFmEdz3S9SZT45fWaY1BhAZFGXjSQVJ2blp3He5gZNzfQS7CBWcgVmgQVQXO3IgzOn2s4rufVsfh3QcdYKwjqUZ8GxSjHqBv2vxxrM9epdABfj9cLW1SpMnhMOvWZtS6yTxJDDKDURZtxT9cfL4UnKIDdwCIAGmmZoOchQXOzJHzcaA9LGiXIVSWIWECy3Wyg/xiGb9s9z8KykJkLwqzYbW6Lc56v6jAKKzTGhzoJQXDatvrB8SueEZK9PwUN0SJ0hr3hbQbejTzP6oe4EHEcatMPSxzK2vFRGRj2EFa0I0a1yQ045zq42fYdp1W9qhZ9t2MFAS5UPPYcs3Ds6/IXtxShNEABX9Wyd/zjUA9ZKffJqe2JBruTMY3jhIPaBk1cGcxVpQ2Nu+T98DxSTYhMqF5WPhfOYSp11kZLtRA2hnQVit5VwokOlSIZV7WhURn2Tim+lGjWp+Pwc2J3mMED/UK6zMce9FxQ+/PgLehJPirEkk/uHrpZ24b2CaSygeOdIcjSObDNeeYJ63C9q08xo37ltQVCSxAiS5QgR5GO24pukGQoyo2DEScuoAki/VGF74FK7BNQ5RPhqshhCBE5JaxzTvRTmNerM4kP3D2CBwqVtf5O71+4saPn6tQpIKrdljHOups9EpNAsbZGzI+VIixf7gaL93NttV6PXOHNHx9zOS8xtru4b7jpL9GdgJSZ3sqdnqYQUcMwFS9WQC3DE6UIYNWDtNLlofvQGCj97XqgtyY6l7QpEFW3W1mmDQgTjQiOZekhB/8iViEXA7+p/VnlnuiJUclkT0vomSA7AiuuSc+V4K6Hojp0kKgzZSfNqoFpL38yKUfwswfpuFxIIGdnOrjExfIfa5k4/aUW4u40mG8fS6I02xyuUUna7e6Z2YHXP3D/xsmANVJL2xI8xcsaXzvrDEmw1tvRu5AMRXqthXV36qopjLeRdfUyQRtpsy9EtAGY3Mlj6yp21NVQsdBwksV60ExF6e0JGw2R0hJySqOYscQvHwMtZvIVIkoT4NPFkfJ7TCzYbeU7/MZ3/yaHR+Y2CsMstf59guXBmH3G920CIsaIR2DOFrgJ2zAnhyAUlzuIJOD+SaKaUPkv8GJr2Ni99TfOQ9zRRnTdWIfPCvTegCILQQ7TJnu9omEmNUo9/1qUnkFw9U+xNq3Gly4P8g09RGx5Foim4CbQVm+UVxY5Q3+A1aim7TligaLqksxne+GArIY/+KBKqnNuM89i978sfOslVAdzu3JJr1mZ+l9Xv+3Ya5wEu0sEm28xHOUq8HPwSPOn68TimnDsQF6meRauA2yopnsiSiwlHsN8jmqLHbibsJuLFwzflxfF/bq10mQuwF3S3vbTzU8IAMU8WT4XVtsBw/n6c8M0zJOjyswQ3JhqSGnk2CdoBNYTIE6CQRW4suALuTDbkrpGSWik0F9qd8yyxQ7vAhJOjNkFvzn81BeyPkbpz7lEOjGKUQY74rIS0rTCo2EG2KSaoMTW4dxIAGq84UgfIMfV6xMPjxYF0Y5b8RuPy5FrytTaruI3dN0S1nngcQ3SCsKnHNXd2RQbuXHSSrVTKrrVGXbHO4wDoLLhaMbPRVqCKwSzaPTAfasHP2g3BPw5L1x9k1RpkVOeIov3SONTCBwJ0ord64H8rAIkLX5x15sB9Vb7RnM0gIuRKyFvRkFzcRZJsGxJRzbEz02CZ+HtGKUwgd/L1m7yNCQk8e/5iEw0soJswZ419hsxgHOAB5rZd+m2ehLfrl8U1IFzLLvczhV9rjO2Gq9NPfw7rbjewMm2OqSLH+SNEI8mC+n8UFkbog5ex8rdpQIGLWqFMVweTxg8PCRU+AcEVB3wctgqIquNoFN1y4BidJDwumK8cM4KaG68dnkCzxqnfCO5a5u42dAZO7kooUMDiZEmNkF9+otLd8ejF3n5mwOUsDi6QMh9D3206tDEGfTO0C9a+HyX+DQ8RnTV5LgkKjeRyTRFb6RzdAXeCONjnZ9ZD4MaUZ7AH90TI5/r857sxSlqb41sm0/4sd6EgOQrzMjnFfl7MQ6jVPnTZzGV2UChDQ4GToN7f3A4D9myYPX3IMQ6CPop20ntV5GtBh8FQB0LcE14xVvERCuE/spesLjRrxbKW+e2aY07o1x+hIeUoAy9og2k2SLYrD4YCk/HAbNnnL6xcsIH26oYsXVMoxhmeQG3aPWdwDsqGHyjCyKZQW+4/kE7xKPELV1G5uCH3x6jw1su81214gryN5kGrvnECde7EeIupZqQ90R4UkeeChSjqjggSA8TgbSov2oXhrSmozfeTqVPyqiDVCjL3ICbSAWOHg3hf0xLg+3Ln0YRY62F1MEQfhDejPIzWZhPvmnIIr/hWK+OOnLxFThZhrbuQ47gpH+q8P0/g1sFFi60z5bWMMhi12Iq+fIArbwAimCO5Ck4kupgxYQK7aUL7AQcrBSShiLUCgFxt8vkbYtZKNe3pLH3X4YvJ78swBeES7dYXGY3LUXaurUPWV8eJtbgDBGuorCWIqRGP/HPX79jqVbXGohxYTsQr52Zz+1I3oWI8+W9TbJWAu0eXnfwcU8uL64mv7hIF+vYc6ja99sQ4JqU4L/cA18dZXmF0djL/Pe5Rk4KhOIZ4H3piVpe92bH8FNtTOjpaZSz9IAGz5kFKjcMRoGUMIMmMnuPdwDwsfdam8mKzob/WqvvJdzlUJC/5LsGP1Lz0L/7vEtKdsawzyuUK/x4SRMfDRw6LB5f+3diXsnIecywi4sdCyvkYaddki/nZAVzqCCoZeNcLcXKp8Litp4ZoUlq1DiDmD/jaRVCSrdJk8hqoKvnWopyjUaNFgVdG6MJvSFvOOv2Af/mW9E0/RaQOwWfloNKleNlJDIt4Phi7VDXf8Ahg9KOH6QHR7nnBpqy9vNoIqPgRHhjpz3vXAvcVOdbdmM/2seLSanqoPhFHXMkImblDpheIX3eOnrD7kEXGe+kZqgXvzPD4jn3cxRWA+zBJgi4YXtPy5dLxKb96zhsaX1kb7ZNRrRJooFt5BIvi7WG9TIuFDBewOLzxDpwvWj1JfgMQaW7/FekOBy4jY9VzcXAYSFgPaJuaWlrSUsqJ3MziMdXyN2rcvysrcKZB6hjnXJjlFRVA0f4ZCluyMhra/SWgFqtJ628qyasQU9TtURQEk9BqfEWSE18t0pXL0TuFYsCaBcc6S5DCCKKn3vtWqcjUWkZIwCIJ4v9DJltI2NtVztabavbMHC/z5PzfV3ffTnkq6asJotdaxd/W4jQo955VtTAfhizJYx7KLMWdXgRvPxq73l4oqprhCTUW9RnZ5+gr59Hf400tRsrwJalmx6bT3X4N+MgKTrTxZpPgMnNcy2aPkhvGZ/CE38B/aS3dN5OqKanYCn+95Bj99eGv46kG040FDBCfwltZjLxQ171uuTDQrN4kb/yoeAHj/qRxekJ5lF67unUm1RHW2bu++8YzSgafgPNwG04xKrb4OEqvO4JyyTmDZvixYEMRuFhVZOm15FMlMX7PAgcq8aQTVS1t7lqzhd0dQjdNILmQIh8bsjaHgIlbI+lPMHxVGQ/6fgRfskeCrlNIeWE8FkVVZychGpJKV0edpBIxfF82mc9tfp1f1WwXqALSxFrfwu+ifn3mulGfJd0EOvsU6pDZsqiSa4yP2Wcsmv4S9V/uMvVO3pzeO03TbsG2db6csuokkc45hHya1tOXKS5MOicK3BJisdFgZeBiZTruxFB1zEFX9V+2CA/S8sXnX6Syorp8n4rRACvgMuQ+6iRJ7rJn7wGSPfvTYw9doFYbugVZPTd5dMjo7nw6oZI/sFmxyTeImM+WHIZVh5wLcK7LLvB5LclXWLtC0D9ho5Qu5PT0LoIp/ymtNnOAd9EIhzyqYEWmyCHv7JNRaw2JzI29peSTJpnU1EEMWlUxR4vVccmqVbKNJ/9Du1gifwwC6FEhBkiVFWUPbTKSrbjv76CZOTQ8qamvZCr8SNhA664YTvWp0fJSHa0x3A/jZQyjr7L5f32+GJaZMknriswTzvT7O+vrFm5tmnjJ94fVt4UgRP0ftBnVkFha6k2JMl4vy8L51x3LrFvFJgBR/alJNSmJWhNPA7qayQwX7bdHayHYigb6C0dCsY7bUJH4kObRSelVyRNiouI63/Y1zg8JlRcQIDp+KrK5HCPA2XcHUkvWgBvYy0thqMhMkqiLUpdL0COcsIyKgIv8wW+C/KN7BLk02oIWjhN0vqkj8FEESr4FsCKeaMBuFylBb+6SpsOc++C2enM2CvjBqRvkIvfqqjItID5eui1uVMEnt4GVBZ1N05uiml9ibxA8zgSdvnbmQH6HldV1bkcYDzmIYfUcu/Qki8iO9ui4wmWQXSc9+ztkpc1ndLqz07dXpYVyYHjDD9LUV9a/4+CWREkrUXiEglSy6LeXvlKajbcS67Yvva8zXmTHBvBAg58baNin24vYmCRu/0OO+asou0p39AJTCUvDTMgMBKslYivKWOiQOTw1Nw1KkALN9KQvXIvTDxgjLCeNItU2iOf+BFgcXG4SbDX2kb4qvojeCyBaKW5wuWeWSnRW/A6EtTvDH99zxf51U2BiNhR19bmcLXuDuDVOcBeeZBXMfdeDSyqKU/s+sMp5Ab03dwjkZWCnUqhHwSiI0chJ/Tg0+Ah5L6CEgElOE8TokdgQloaHV+MXEoutinHc5zXueH23bQzW67hl614o+Iz+641B4GEF/5PoqujC4T5w/FeBJ777c+E7pt/QoSzIr0MDfvdIVeZfVKX4k/tgKhcem5kHiWZol9XYgAVphWFzHcX+H7oX2qEPxzSfiLQSzUG6sul4wHB2Bxc9HyGHYdxqunt53rVlJNtq6k6MUbku3DNH9fTh3GgcOKeIm2xngwo8LWbvyO55RBTts8GgCwhSc82WpW2TECOP4RsuTbqjtThm/cYECL+b4j/o/UlTZui4iBGb/1Dh/iH9wTwlAHLd62V6EkOVvUrRgBPNv7Azg127YXWenohsmOF/TbFxYz2phV6wrTSSCi1XA9GJOLBesX0/q5ZRK4bUclDK/LccmeuRERRRghWwCBgWBoKxMulKW801Gz4PGgGhtdkNZgM9rctxxpMBERXq5XCrFxoGtgJW0OIi7TzHfFYMBmGxz9xYnEtZ1VemeusXTvo6rEcNprsoURg5Xc4uE+BhpZHcLNpkRmDiFXXz5MdMaZ54xuixowvcvdlNz0C1cIz6Nkxl1H8WbtvWjs1bNrD1IpD4+BlRFHd6F6H0dAIzvCS7ScUzvDFBnnVXV0tGo2GfLTvtQIWOtHr4YhGLKxFCVep8VbdezpG273QiJjoyYHAy84e/MIC3qRgXybp6rvE6unl9253RD75ZokFLB5UodOxw5dqBugDWHILYUCH3XLbneJBq22dp4RrXAAzXhc76yfDR+FsXLNJRW8IUdU6MFiF2GcH+MOgVEGEuUXdxtoD5PbzpsDhkHPOHkbJADemJXKO0I8B/izqChp5Vf6wjnxrihuUQmX9XkSr7/ug/3xuumFfPgyjZ/e+e54B+/71oFpoLCWN2jpdyODy4sOZbs34hk7rjpw+Wgy7cv6XeeySdXLtj6FXX19cbl5k2VG3wxDLvv6eiY4q3kDuNWnJuKlVIPY1tz8LHYqoEHW6erKIrAf6D/dhinrH6w1L/2lL6CrF6HVwWpk3+ItKSOaETzdhZfjT6XNkAWpcoVOpkDQ7TiQTJwTFNiURvlt9fu/VZ++5XmbxyBbNs4LiNSnuqIwH+kP/rnzGz5Tluf2J1fJEoZITlOaeQQgz6a7c2HAYzTBSiYR5pUUvBq2Mhqy+KE9U/aI+Ke9s8tAPwc6Uvw3YbOyYXZp3p8j4/Rdt9d45DFYWoE/UeTKfjoS4PbHvlO7vpgxSC+7Mf//vZx0WIq5kaqrd4NlWcGowFyQifmhOFeLV6Eck3CrBsA9nu93SFgNT9fhkCwIjuCspsRIBXFAMti8FlMNUf8p4kTJjcwCZlCG8oMuCscdVUuwuiKsFtuzRxbHHM2eqmDjhjbYpYuCGlDbqwJzHvtXF6dkSrvlOFL5QBKm2lWCoVfWzr8cjSqodnf2Y660TiyhhYDGkgya+t/z18TRcggG8HLWk23uRtPOyl2QPM+lnqSUvmCboP0zLOTZQ232wKWkyEIbCpv60UPFgde9BIT6pisJ7/mx9B4y9NOwu4HJvTmU0SXn1WlNZBv17Flkl++/EhkqmH2lVVU1y9ZIxLOhcEhEOkTjj/H0PDbKG3VNNgrIUlQ1bS5929QD1onmfI9XSUaKkglVX1WwvD+RdgGqjR9MSU0tbcDVPlAaVENpxFfCNPZXro+Fp11QQUZRRWec6ILUOmFZ1br6ZDTYmBVLEcpruvE4TwK4Ag8eASjXWP8y+fsaNomGEZVHXbqw1PC4v+q0JFZ8DI2dKcPbYgHPXyKjtn9ONWvH//qHZWLvH0VlyuC/xN2NqxGyJNMBIrLUV8WgoeaS93v3GDHcOHioilNNwo2Fnf130cmFqh3vKsc+is8ILe4Z42OcuXzJuUtgfmv1PS03GBKIhUyaS/2P3p6R8YKcLEXzcAf56Ad9WhQjgo+zJsrRl8DjGLfIThdOIw+b1Tjq1wpXiBGBDlxU5MzTZweM6iR43gaONGTHQ3mPKIJwYETMWYLHM7iA5qJ1PACz89vWHNyZyHcP67xI8WArDoF6Lx9mNA/PUbcFf+sZI8ryWXAXoBBs3b9djFQjl3JtYhy7YNs60BEInZPaKDTAd8tlo/jw6mTJ4+FM+UsiQ7kTxkjdiBr7S3K4sT/T8Kq7llyrPA2xjynFfrsiw2mbWNeTI756UEEBkI/RNRRZ0ieAcfaBoCBBBRdpDRdzDN18kdLk5CX/vzcGmilnr9NA8N6qLolODzxGU+NB8DEHUiAwzVT/L3WtOZTUl3t440IohV6iEaLMyBJbut8S4/YVZDC/jAvW6zf29bQkYyJdjnWDYyN6wmPMN71D7bqubzKGP7DsvDMx6R6uRNE1NVBlHwR9EvXtbytmFX0HYLJ1MbuEC/cL0FHmcKt0F1fo6FaYFsNK/AaplwIp9ugqnA4TwNNee4U286iUTjKBQdYnXskiykDQfs3z8/sf9vzt73unA7A+0+8JiiU2igwCZTnUrnrgGvZh3ELkEByknGW/7A84Flm/7UfbZAa5t57vIx7rD9h7YJo4vrHjEko+vGBYnOxBgZ6H7cftTgbPedQIU2nbJjIIwTzzIS5JZ/w7xWA2RLBVD7pdCLAUgwhD2FTv1uCSz2gj8c6OrAEskAaWvEDh/jPxuvMF95D0BtOoliuVXogIY5wDq8KqWdkd7p91huN5o7WmrRZmyDeiOKYe/J5knCyXKy5CgaCvgbl1mJcZbXlQ2ibTJhCOrhCrgWgEn0i0j24Yx0ESOudVVFbTUp7gOpH818lp7Itg3L/Vcdy8ZdHEBtIzp69u3ixz0Jdcob3V1zP2gjLFt1T8qDWGUlmbIZMXTwGQjBK2CeLQKTVHnUoDHZHP7WJqdC2wAFGfMFXDPZQAHEiz85s2VJfdVtsnVqL2XbWQ1keF6buUQoieTRHbPm6c8hxMMdmUrqJtBtjaxZjBbLUGmEBCg7IskiDeqB/eLrD1cVOS7eDdiwCZsZBF1XtKbM5NNpdLTL7mdc5H9YMwpGkjPbz3iME7mymTw3tFh1R3emjInNnOrTImKa1PaE55gNrRwVAEmqECeihgEsQZZidd7KO6YWnhoT58caidtWPFNdHxSnV8ExFLQq4oie3Oke5wXWdOPi6Lm/HtZBPNnZTO+K+3f87HHg5xTN3MlxGlTFGr1xZ7Yh3eVTSotmcFQiKN8b//l5XuIMQsqi0lnF7HgT4ern5b/unGh33hlemmJuGVQPin0nRDfLknophAxBZ46+if6Ajoe6lb+1aQvrvO7VWlkFR9/5l8otSyYwMrQ1zTIB8n7Ob9g6zJ52rz0lqwD1Mouu/jAq/8aaTUSV7H6YMdr3tP8JC1HA3IG5qlSBGq8guck5X1oFj+E/v5rG/TKc7f/tdnfBJpFoL7rEi3sHd1TttsXr3EShFbecMprnQalv3FHi9rW4dNzEY4XvCQd/e+N1LO9XnGvY88vJHtrKcOFVLKOun5AVtEnzsmsEv1kOP+Lldd5Z2bwM9813KDJLHlvCgQz/5w5xj5Wi80rUnJyaoQTiDrIbHecUCNSkdFsz8rxEcWgzCvuvHLnLhpiwEkAhsmMTfRxugGQkAfRvADsLGFKluSkWVp6mDV/sGtmM6Eyx8PZd2UF7DDYMYYR7sL1cmXmLdjuCOBDEnks2HcOicd7lCUk9WqcsReHdWbkOREXZNhclP8DQXAWyH0waeMA4hsgq45Sc/5KEywvMKPoEt1nAFf76RhjynKuqh014ExbHaWqcEf2YH4tQ24Oveyy7rCcl5k6UAyKtl19uslfimh6pXBMQuU42a1ezrdgVrjRbJP9z3JmTkd8BtC1YJxxz//Z2RPZLY98ri4HKjx0JA0ya4nUamyiSXLXEMOqCjrLF+1TWx20Uc2hVoRrw6bsEovxq6auqgFMC5df4SGoAKwChGLTZuNLgeZUhQ8h8W/njkNqZTFZWNb4FbdPoajok392Fu/Jg04C2gEGxDqCU7+lEOqkjTGxmPNdMl1j63qwFU9682EgtTKSdFP2QEwPdZ5rHmNRP/goYrCj7RxFWoVHdVqTlG8QLXGO614T/NctHgLjzs3/jYnLTDByZj8JRx1z09Yuv2AOrfLSn17175YMo09Dy9NrTmRkWgNFbJz/l+WXkgjuuRuGUaZEl3CmpBuPca3OhKmVsLx3esLZJmvccvXuV0y2EeMwgFbwULjFOXrBtaj5tRnR+fIkO4Ezym1gmf+4M/wQ8w1o4TpROG0LZY/qntrzTQMRie4iKIF8beE4QfQVFQvux777CR439sc3rvOtrA7TrLvcaJ+glFJeYEGb1cOBCrYKvT1oeEUK9H8XmqJVPdeSEco3iLJeJsqS4PdAVW82azZpUy+C1eSyhsOCKDoBjZe/7xFKILZfIFWphaw12FtfWXvjUxdSQ/Tosx27IZetzTtg69700ONBrjSRECcAaPG4Sfx0ILnswX2HWss3K812drkcblT5Z0qER9HOPd52vfYwgcH5ybHvic3YKyvIjqB5zCbU99vSwfANFIcFIsdLJoxOs2WChC7ldeyKSmxlJfxTPTapcRtJ72o9DEYv21rzpiFhXqLovKtUm0xzkn/p1cezfKBtfFxLWM3az76BHO+NA8je8744ctC+zA/tr+tsnZim9vbHTedWYDRm1HoM/z3w7zg2oNrQfR0N1+HiDEhXG/LCmDUE4pSWpXSWJevOuSu5xd5M7j3WbBwFnm5lcWG8rrhRHVGIEgx33LKiFl6dm+wsyXAxNCpoPwuRj/ZZ6Bip3zV3s+k+QhrXG5RxWoqPriw6Kobf9kA6v1jEmg5Us+SIgyBhrt+Srd4DQ5gfOzseqoAIAPxkxnqUG28IhnWIWY1HJlNK8Q+qQvfKKQBM59itha6ytxdQ8zUxphbzil+It49S98R56NhmV3K/KdhUUbhnuYbbudH9q0e9e9seYODcuOGZ3mr5nDL9CacuRDclinyjoK6igKbPNV3d7DekquWSgFLCHNT2vVHIQ/IOGoBXcSg9f/PCcl0XfAK8bZC1bU9I8EMmMuomsYbN04SVUWHqypwub7x0LKmi+fvCtD52CMay6FCSEq2xq0PQ5eVNb4uN1N9q9RgeczLPzUEeVsE/UZOGWotDn0lPX4ny1KFZq2T5iUY/4SeCmFB3FbukOj7GYcxjN0Non1KkMZ8b456kjo4ePxe+wSIvLfNswskeo/O+xYGbn4AoJC4eXNnKL7PBOAvwgiy+EchdN/UtDWOydzCKVPB+SgG0Puje9Rq2+fFCX0Gk0k9RQhMGN/LlCbZ1AdA41Z+buNJTyyK86s2KUBQm3xAfatMomyOMOXccmBXHWlDgR2e0/3x8CK2jACIBQ4gtoS74M1nPHSLnDcmOywfsDX72Cr90XFKAiqmQmdt5synpGrolWe5QlSNHVEOecbPl0kGOsO4W9GJwKm1sm8epxkSFu6dP2NOAodeVuIgzys9x3IUc6kyz0tkOOCPBz2g/wHvw0OPoPZ0w1Y5VAuT3ZQNpn+abS9qeIY9jJgdeU8IonAApKPeiXu1+G1vBL6bgkEKgniIGRTPA9PCwOrf9YXVjM2GvbTC/IuxUgGYVN3Qy2JYQszjnKR6Rxx4MucwsU9/pdswUUWrbEUDE5GxJOTIwp9jPJP1udCZoTONpaYfAAUWBnJTZQLONCRD64W/lPDwniVUf4I6emM/Z2DzwRmN51dSB2YPaSIvs5wYacy3zy3N35QzNpzUArohDhjdyr2YJHuF/4FG7I9Hq5qJODhRilCcGsuozXJaX6TBr5FKJPBuYy50okCyuNRALVCo0FAnYHwGb4i2JnqXBswGybHTp6fjvDTP9RACRGtirysf5H+8/9ndVzf8NQMHh+7fcdMRvu4LBiJKttwK2cB8PGbePJ+3OF1Fg+i9PnlNlqiTpd9hN1mR7l2I2NKRPVoWCyx/VUA4/GHVIea8MCLqYZglaudSQu5thvmFaZir7KkkaGjsLnZbyLnZ3YMu8DSY5DZL15xwDEsk3iiwylN3fuAQ+iSNLIxzFBAlEPiiOgd4lFoD1ZX4Fb3Y0D7HhoJeUgQYKd0Ed7QDDhXd5jr0zs971MXpUD2N+ctRL7b5jIdigDrhdj6DmI9h7u+7rWchKjC7Q0c+XRry28ASVCwu0Ox6D90Zw/hAk/OM66W2T8cnNkcTOVTTCo0S36eMLJwxrJiDsCrIjz0rkUt2DRVaonNXnlvDU7FAXQTcKXIpqzRii+vryjDSWb9UsT++OibZqx4hmgebdfFSFkXd6sT76HmH637oUNq3KuZ7d6DDUjjFBZfvC3c+urMXRUz05/A9C2iRw7zG4EunbVkx79kwcAkrvSQDfQiNO+CxXUa6Z9XQ9/nGQ2hyAgtWzazCJdhMcjl2kLBwpha46Gho3Idhqi8fnYJXIY4cg9poT5xL1V2g536OLQlCDFC4xqkebiJP0Xhfq07H0/UdgcQuPR2tOdkYUDHu4kyBKvC/4Km83x3MqwMEu6P7Ue8O0nDjmUSLzz+Csjk7BX9Nq7G12IVZGJHEMAGr3d4pKGjfTSO5/QtdOU3Lc2kW3FoAKfyR4d0TPbKWRgvpi/6gLeD7Yi2DYKdw7XXldYO0qpNUjM32/EOClJPFv8aynUCiOgB/nZ4PywoUtbjrs88DrfRs/nGvfVUP4hf6a3Xg46ND2McqL5GqVUtMjjWk8M1Mtwi8LOSQCxJ3ZPjShGSkRwRWya+47kavLsjWxnUbnpPqfY+EKyjeJumVhuzZFlkK4bwFAEQ9qSHgA+wt/b+22Ul3lt3dTaP63xenTc/GKmfJZhR4Zr/8Dx3o9ebgdAr4qH9nuhgYHo4sHVGJ+zzJjP+C2QUZYE8Nit65TpOiG36z83Daqs4TK+Oo+d3SvhRmSSurmhP451CIxGKRi+omyvxJMBmNJ8AmWTlfxbfvej5dREpjbAirrKtjOWCbCbSB62Q7i3wxRNsNQ349qnJtLkv6y/I6Ey3RWDiofZJoaEWeJj0zgyOWvIHisphe6Bs/M74km/cZVK8DAiZzGuqvzILdgC0L+t5BNwovKgPZ4RNee6HaPHJgPaMX0HqZJ7ToGCWw/afz4um5HjhuPQJoBZTpkcYEr7h3/lEPmc2a94+QJlgSnTEMnakD/7fXaquuRUuNaudouztXol7LsObombfQuLR7Ygle9GDGn/Yif1EU9Yi5hU9iXp1vc6BKGYHIAeHR+Ea0GWN1RkKuHm71njvKNmwxJVXBDUO2PxU4pWvsFOWaJ9o+zd2N8q3tjvOrYlOd4VPrCJGKCBcejHusyPQcGeupGF4s/QzzE48Tu8BBjy6z9xNMQWqCVg/0IFV/xweDMenJe9ghFGvcXdWqQXidHOKGN96gZs9I0GHTwSSUX4THExN6X7vT6HhM6C+N2R2HX+IVK8B1/ipi1dOc+gZrAmPhDvLCASz/iMasLdkHoHtSudFfHbnX+yv/PBxhhDaDByPmHLmY+qkGqVrOiFJAr9/kTTutp2rroCGqhAs8GBdue3TGl+0M3+cU7DmjbgFZS8YKTwKPozYZd5uOZ6HCA3dTD5qJvR0s42Pw6QdobKuKZdqS8FmTGqrXg6sUV6lh6mlIZv5NGIopt4rpaF/oI15Rj914EceRXsycIY6UqZbeOPUZBGH6FHlalT5Ax+e5uRhDuwBzrgfM4Izo2c74bN3uPRuqT/DXyE+yiCowZO/x7Zok8pq9/7DwhRN92n+l+2m7jaxFFC/AsvRzcwUgUVGOVgAY04x8QcCQtQaU1uh0Kikh6SKS565M8/StjrX+MyWTZ9qEXv7q8VmLiVY5EsTg2CEFeGqiTzy6jJLQSJTLo+uPR0EfkFv2X8UoKUMYSV1AA/rJGENo+NSSB6iodIC3ucF6Iq72ly/fDTsrjuMnL40k0wUyY9r/t3IQjIm+HEd9b9nSMr/u3xY9GcEbSPWzHavDeZ3/uX1lIx/0RwzzAUzBtAV2GTW/uhjAcFefWlZ6aunovuK3Vnjk9+C6kv7CsQ5CyNGFdWYXeNnRr4XL7ObcF5kjm1ZlgNcJlnxC4hkvISXN67bp3uSKf0Mtg85/jMJ69tadIWoP0j/t3wjSso3T44zn8tFoD9eR4To3JQcTlWM+v0Y8CwR3uJUWukKXkff0ZWGlk4Y7Z8NZHhWnjbEoN2+lkYGmiZq/pr/6wtEIaiPnGmNxTlf10MQHxKk6fwC5+IL1l32jNtJYvwI53Gcg85hxkzn11wgyS8zyANNixRNjAq2ifh7AjPNFjPYhJJNTPE7/3r7ILOJ+f1OMGaNNO9zuRCx574U5rYgp4r1lcn5yDvB6ISJj/S7BP26ZEkRgQiESu+Oi5deHx7PprA+/oW0h32DRjecF0qKYrW6BynqlWb0Math8xKPjVZJylAfIyE+qBz23sahfRML88uBMAVht8qxkL4adHr3tLW+TxFWN/2iR+Gtd+IXoAeSuo1MUMDpESaeIyb922TOL0+cofvX7okSEyxOnRphmQhbFnvVWWRkj13jxIeJutkbmuJ2CYjIF6ZcrhDB2hRCd8G2hwSQRtWczC7QHZf3wN1HyW2eTrtUfD+2W+qE6YT3PMxIABZr6wZ+s7qtDi0iM5ab4lI+4SDV0PxUTPXF94w7bx2jFseuRzIVqV+6xTSXXeNFDzk5CQi8VWygAroZme0EgV+LuCJq+SBdxnxvyHD0+OVrTjyw55cBg48Ia23fWmu6oFJQqVhYtdLylt86sfU16uI1FWHs2kIFRd26zDPEBedpZErwiD/QnjvUkQhO99EHd0O00X7Oyp+3up9SjkhZAgGb/GPmH1NAAYY5P733oLPUmtKTGuxzOKlBxMTGSchGBu5agGXhefW368UolJso7Bo34KbzwcWXpkUfwhKpcwUL2TteJ8xQMEKSmTOqpS5AjbERQJYz/kTwrMpjvRf+MFWnr9ZWISUqbnWBy/m5llV5kBgap0Mmuj3h3xdxXLE7xRCAAYNeN+WZ877z5GUeTf4sHqa+4bhxWGcEYAXVrE0bZcHaHzz+tAaCCAVMl4Il76Dzl0Xf8zdqs54YgITogFefudXUDMatKP9JBst8kBGM6QgbqwImgKWVHRDcthonLGjdxNP0DaPQLIbdf9ONvdl9FPfr21tfET78FRSaQLLl155mn3Rl8rz2cE+mQBoeZPGHgwjELTxAIXu5PZwUQVR8IswFvtfOErB86j3bZnDbIIEXg18NoKPb2wAk559stnTznKUo2YZuGCbNBSXALc52Fipe54kWLKedvEoqO+6u3H+dHIjYYvCkomQteB7fyi1pkraUd6bD2pVG5WXsCKhPrbbbQzpdcL7GJoHxPZgOuFMiWa2OVKeVuMBk+cOS29w1zW97nUb/GwFoHIRd01LUneN4wgNItm9eOX85GA01Tr9ZrCObT2jVFPg393nUHXSMhNqrJpJuMUGaFUjkouhyEEbUZa6IXWDU2SsLkBh+kWB0t536PuXIdN7UyTGCmzgiFvZn9CQWGJ5Yvi8bD1PXXcVOPxE690o9k39idndKrS4vgjMfXib2ReOzch4nAO7x8OfcARtYFpYD/LnuZq76VcCK77SkT5SpRCSU1n/xCNizJGU18NeoE81+wNE4nVzUXwtc5CIwjP8JCaUF+8F8MTSeMcOlrIUp7ADM4jPOkI6PUX+n0kWK9O0dRpmW61mMh8plsjSgTqq/pV34ZJ/z6Df8bG57tzvojjVD4z9VdI6VTEixeYDfuSeLEUQN0bsu46SYf1v4KcemZg/jSP1vCl8jmEWCs/lAq4aA8AmNGAU/d3aDRJh8EfMfSsPwmVhpBwbwyZZK4tCrGmd3l8NGsiUqyQebBDkrMfFwRWBvt6X9Rxr7oCiKU+LYq91tsxFfi8O0hkvTN52a79KX15WUIH331lMb303mQGgjohYKgtzpdhpUZbnwvtTIhhDoETw5bib9zosUmeHJT9de5TnGV6PQPRDn7Ud2trJX/FysSOg/Jy0SP8PJtcnYniGSJ1q5EOP4/cno76RORVnuOD7jFEwXl8c/4GY82NTxp73mYOiC8sQ0g4w49doeKQ7bztbRBmSmMLpknURq10v4PxtKKDHv3Cy/1UvDiS1FdYK7nV4wD8CnIs0dMWYRJ4BAoLWCBXJShfkzs1941EfmV9pnYNwh2osYRPAi8cDS5DxgwnQZuc1K3igSzahcAg56YD161Cs+rPoTq8MvBbpKiaYdwu/t/V0idYy/OdQS1CTyTPuWjF3cWWB7APTTukMz1NWFF4ljnDc77Sy/cWZY0+OKmEWoPJpWa1VxULutpHOfKmqd8zO4S+9OwjMM0zCkijlhmB9vULGVJheMVcsgCQzgJBlIzSC2M8Q7aKY9VlvENHJ99uUd08pX8pstIPS0plpuUpa5fwoZ5lJ22l5nUn31K6EYhnsVrhDWJem5s95Rqjk0NAsvJtQ5Tke7vqsqh8YbNKS8s1HfaxcO1ITz8vfPdm7mjXK+dUaXdT+z6NOW74ibNew9uOHsvHQbKhCJvwg6Ce1OmNd9wGt6iFCuR5QchSsiL07ZmXXbxTablpQaCl1rsH7aW69qgr7A+EgpjS2vgkkDFogfbD7YZXRshuVmgiegY/TvkmCLSHEuBge/1MVkH/OhtoFd80zjBR3McmjZvHiBNZyaTJ1sApnrTrkIsnWXWIoOQO+WfvX7dgck4TlgVmueoA0zFQEs2I1RUQ9p7vz688u7SzFTqFnogUvJS3DWr+FQGi6vpGyFfV4Acy9JPV25to163vi5eb/MSCto5AUTIqhI/SJtAUlHsXHJ46hZaGgHXyJMcPe4rpnzG7dTaEigZHoQxN3/9gKGCJs3qlDloF+pa9TE+5AHOvYeUSXZrAyLppQZ0yM2ixJQhIiaxzMwxluTenPNp4A4RLknMBvu5IyDu2L2I0gBNdLhYL75OoBPdmNIqUeczWisiFoW18nddipGWadPU01txvtcm+R1c91IlKGBd6fFwjeKlG0jKJ45CxYjQSP4BAcm1w8EnToaHiADHfYtkM8CE6Hc1plfoCn56Q9g7bf5/9a/NY8sAElNJiDv8nioFG4rta6jDcMgiR06c6ChDw47FfvuAOJBYhliLTuM4TQEwH8fj+KTTQZu1V6pEYBrD7TpZt+1IAyF4CuwYERVPhXZJjIpnKov+tsDd7/sIETn6brK7TLdF8IVUuXEIPLr39k5Vaf/CjBId/C+qf8QvMxKwY7uR/30HDS6j68EzfRc+3pHXmcBRhdjb0c9mPexNEgyjCFyFcXBHJQAqLXD59D/G2HRORnY5oKvK8ERsfsQCbSBVxdUPVl1h3EPlkmOsguTHfbSRxonyt1G+tzVLaMSnpjvEwM++cqOrjsVf70gA2soU3B0E0gfDG5gAboo+UH4QSOSFS881EtMGNhHT4qrKoku37TbrTP27BV2Nl5odczGpWw+xD8ljcQh8dwNNaYRgi7QxGkUmsuQwc91TmPLguBkAOaJL/qutgziQtAAPug8op3HMxLqDAcvlKP7GVbdb+t85IFD/hOyrBTQIW8xHU14GBHP5CbUkFDUUpmgKeQVU5yT/u1syO3u5PmQ+I0iKSUIaNKxJjuC0cVInJGJn/JSeWe42odRdS0KZMY5r7wMfFDUTmWAoDLMSCZU+38Qhc9DqVV508vvVMy73JKgMUFQZFILyKjdxVs0j+lsK2oFAsams3Bw68NPfWXOLoZMqhE2watO7gKGZCWhqQoR/+J6VmBMVExpkB0LTFJlVD63nOz8PWFfsl2a3MQUXo8iDnAIP7aveJH/15HxLPcDa8L7Jf5RDDAcVJ3K/zWjab37crzz0pvi3x+DZPRw1kYczn9mw+OqwhwIFkucKTXsXEOPIN5KLYKmvsNF4htc1DJh5a3qAaASGxDKfKM/OyLVxIBE8UhEjBT5oU9FYK3SS64rE1ZkPJWSoBWX+aF+oNTE5rZZ3ZSdpdkVIjJvoy2pJTPlxSXeokl8D9WbmNjr70OMsGpa0XM7ghcVz6g0bcnAgOBqrT9lL2jkbclWnFWxPOTDmtEdo5/sLNAeOARYiUl9tJvnm5w8rJ6ciXZvwa6RholksgvKGk62Kh4wLMk5FIri3wtXG/crGZYsfL7Dy8K7I+zvwMtYmmS/COEKhDa33Q/2IekOTWR/uQ3cOrJAWJgGdyZ4+USab7mU/yRb1C9ryKePlzBGjC+ISrkAdOOX6FQd6yFTm1LtRQQ1jqrG9tMhQsJYny5bPB7AUDJn90Z5nQ9GOrnYrWUBhf+zTSBUhMZ2RzFLik+NeeGv7JjVsPdBoMpqnw9KVB+uvtySOAJiSlPAxBU6M7JiOepUOoQfTzm/kbmisdkAlytR46DrgQnbDd4TfTCEwEI6YyLR3rHo59HI+QPGE7hpUoiNG87NJFPXdCpZo+Ge14snOYr6t3TjnMzTNKqRuUlvimbH1te46NoUPbJMtdpvFaScgKO5qGA2bw9r+Ik+7682J0dqw+Ad0M0ZHjnH8f87mjwJqDPXSyta2foKJK//ADhE+ESsq6vzEttGwzJOSgVQkJx2otb4fFRmlCW8LKSecWSyQHRTGj1bQxIw8nd5MY6qGQuGgPYTzHryC5cMvPeKagFKLYinvo+cn8J4Ue0zP2FMHfepW80T+zA0XaxLp+JasQNmsIFxKk1vA+tG8Esj1jN2I3m5fLVaNNZEqasNhWrARySGfLiVC8IAca5yY+jjzekgHLZB5QC5sDoHNPZrlYaK9rxMgO6z46viuzrjzQFiA793cxKzi4KLpQWPZQ5EpUzchp8GoD2B/Db6Qyti3DkrBe00bFSAhz7FeQLUUqFiEWI9bqiiiAgEQjBV1riOgFmjty+CbF7Bsskbtw+H6ifgNNe/FuG1OUdU/FNbyLszxWXH80tWIGhXEyv4CYI3fOboYD82uU7xDPGgyHXCHlWWVj2RDzxBFiMIDW08t63H4u5zu90BrRQIIo1UiWUXjo4uJMsuPuJio7a3dDkeP/OkfR8bxGi+W/8vYNhAtP7upBAhgKMjxs998MS5OROgRPGxQlSpNUL1he+X34fwtuq8kBhKSl7ugt3L97JrkvCfIKteNyolbPUSpKhW9cP8MS7WCJagj9KPx40vdgMrs2/VWccy58ZZ2Pr1c9+IrGNsj1lOjuq42MNu0WgbEue021Z6Y74Ji2xAG30yvFQ+d3k1TudrpKqykKhShAK+LZttG9wfFNLH4zLd/MmTXyqR4LpOR4JqX92UpIF/1DjzZxe1QvILDDVV01aQ6kIOU6agjV0Kqp0Fdf+VAClT7GELg+rwX70FT/Kp2P0rKDVp0UooDPGJZ3eFFst4lmyBDW8Tk+g0Ln81aZnxsGv5bFzSM5smKWZrpCZVCqSRIHK33MfdiH4SWv+DWn7DBnfsP57qGN6KnimlEhPLcDkmCTZp/rwpEOKWu/iOrzQYygV7CddWHhbcphwe9+UUnVG7kLlPhTsPxY23kRz2xoLhKEdDyF/DrkKYFzZUKCzaJ+UfTchtDfA6BuOzxk3m8d/kevSSBBRhRQydPaSD+B1Msiz8XmAZkaUiWbFgR1amUbWFM13MytL1ZcdYVjQFBkyy7yhgx9AdXBCd6o/NM6tAyaD1NoEFe/rc+rBF1cxqOpvof5xgy3l4HlYmdQveJQ961StB5lzB2g5U6eQv1n2GYDKgpiKFVGakYgXf3GhfJGKt2ppavq/33AMh5b6mGxtiDynFTJBVjeqYmF/45avMwio8OOa+6qCIND45Un9VbTZ73CN9knmD4fTETJy8PqKKsbzPtoZM3fuqRks+wvwIDqOXZtoA1NV1uxFfhMrecTEo4uwNx65KXw32A+IN2PHoQzVrSlAFuIf0fsHprnLTWaG1L37NNzmSI/XhAoj3y+NxGqMR/SPkkfirWm/j+3mzSim5VYIe4aDfxSzZQK8psnIAmqFsaT1IuDstc89oLq9Mh/9twg0ZrsxiBAIWr+kqKf0iePKMYreB2M0rJIs61rObW8PLrtFk8N8BicEtInvwL5V5d/zdFJ3+dn3bQ4qzU5kJHCERyAXbNWhFSqaVMV6Ff+OG0R6xJqNisb/QTVHe07kYt/I94NvCgQWbYWAaMg6chG07xSUSc+DFHpciQdzi2laWe0LRH309KNogO1FkJmgyQIk02wDz+qU/HRDpi/64ITx0oSinHfkV1+yq4CmMpYyW6iHU1LASricFSCw1okxRI5kYZCVYGtxmzsYQSsLBgg83e/xdsQF4khj268jXEwiNWswrsL5S88ljbbiPC0X/ggYZ8H+n6qCcoDjLxQxqY0Ih7I+qauDQJtmZIvWoUkekboFcYuzEsEjVbgCJIjAJjCtNxlE3HaUtdfwgIfhXfu7LCmTznqZu6Hk5SHZBDO2B0m6bTgAgY1pl9SioD34a8Dp6S9rUZldiY+vAoI/Mhj0uzzipMH3y52kViSlOuuL3nVAoqXf9zjwM1lbVNhGk3ccgC5lhKHrTYpbZ5OguKV+6wFURXok8JJT0Vwx3kdR9Z7TktG8U845z2HBMdYZSh0RKI7ruzqwHU2okpANhmNU9e7DL/UhH7o1T3hmrRLKOj83/pe6ctZkdRYagZqB6pCVqmzNcq5nWxLxdHIBo5tnD0Q0kbuVVASVENbQ0F25rvV9MP/u9CfQ+ycjXaZrVX4XU8jGCPYMMKAqYnXxDK7ehR1/VIUMKtonxAvWOD13hou7jIrhSh6GsocauxWu4OKfB5SvevsosYVj1KZuUJUk7/Jt+aeShEOln6yiHdxgM3fb6z7PVec5+B8w3/Gspn/w3/l1wrBlTp0jVDgh+JFLDtAZyFmLsLgA6RnMmPqmnhTBNzAorHCy02fVtIaYlISZ63KFA5ReaAQcjNF3vIDcd4ZNULR7VwTcxenQ+wjGn9ZwRyPIhPoPRuxQBMZHMA1REQyryaXUWxoYZntF0DoKdo3s0p9FpXVrvoRBD+J1YIXwTtDpRDhtrh+x0COwawp5DPg7sxU/JDphTVM+KI4kIw4cTq6oBLQ7zXXd0aIGqWmaXlthVBsAatcK0ADg63ivXgRX6CVHIjmV1TG6lHQ2+MTy2TrGdFWui5tNTHcBTAsJjA6K8BIlRyvpbDgySPfVDU4YEhS/zTr+OSnH6O2HDgGN9YFL8V/2BeiO8KFmU6LdvHka1wG8svp4E/bNRNtJldhrKednAwy91za5kgl5WVz14GRpIREflxSK1KKjdW8M2DoKLraJ8lbokiG3OAiE9yfH3GsrnydkMEL5Hihs0hgKogxj73GEvlW8ZfY/+RfIgJMts3z4WHsB8wcRpWK1V7EMHGkUNXnd4nyRacCA6QATJnBMTOsivK6HGrDodtucLzsa65PXnp9PYxaxLkge6CEtA0JerbO4FSbd+6jOzN7JymkqhcfIWhVW9sJWM724QNqWXBpCbBsxEljPwCUsm/080i7YtUZiIrp/LuhCWakAN06mhw8JgXRhWMV7RWDxb/NIieAw6t5JCbkBexJDrVSZuR2iGnkAgOFiEa6gLk5Yw08IRIk/PW+uvzUC7Xl4C3vMqDs2gpW0dKcXErkY/lHbc5HxOcvI2zgOPzyHGDXkK3O/XotkFVQFgpEB+mnC0mU58LQNVtsiDTvifAhnsrHnCUdR7e4pwupf/1Td6I+JmQjdIVJ2GQ75SssQn+Q3E00/mTyhaeobE4rrxH/VFoTB/7aoi7hVBS4hkljPatUovlcnj+lGO9Ll0rWmBEUZHWGMiZBeWG+JYoaJMoAtBzNpjWyGsfDMUlyr6OgaDj3aL7GHZlm115mpAjjhYlSomewF78tnOCn8JQnN1scMhV5Mseq+xNfAyyqj2t3t8IHOmJjfgQFXSIT/GkTiobNTix8bOGxbsqfk0V7UFDuHjjHO0dWy7erzcSK+I7D9IAl6xfUnlGn06O/9koX4nxxeIh0NGm4Iofb7rV2YAgzlT3pGRc1AVlKcnXKR/ghqgYaLsWKw97Hv2BuPQrk1r0klVyeKt6QqpZ8XahugRRC88oCiKiw2v63AC8huXcTK61EYUmo/tZ3lmZwMG76CMqm7PhHX6RLYm1TPSR23n1yrsBpn3y04CE+A+xYCiqZ5/VI+j/Ie2NfRmVqBuR1WrfL7qfUwHF/3/zjbvet2daqI0Z2FKGZj/lB487aqz/ncMpQgiu5U/nd7oGLS/L+ggRJ7dvIHnef1ETw1TBNoRfB1Ozv2I1LSYHYpPcKEc2e5VccEoM6Ad/qZ7rNr3zGFWVwPBx6i+nFbNEZW6wqFvqwpFzLl4plgk/JyHU4PW2wreUbzXEjZRQUbzQVY9U1CHDenk1yx7fmK4ry/+oI8z02IkXEuGFPAZABNSE2rxF2Ik3fn/FYn8m7xIRPMm53KycPX6eJd4Mjq7ptCjE4kcl4WIQxpW//UIksb8A8PpZTYaXr/iFrmyA9/pWfUA/9mM2lVU2HDwRQO6PAvkkutDecBX6Vr4qSURog4p5G8AJh44oP9P5D3znjyjVNIIksoCh0rcDkXyV91TYWMcD3bxI5ctvhIuRJkTEHdLbgBta0m44gTMyHGAZp5PzCzzcwQhbvUN3b018rxfmEtcTqVuN7T5YDUkXzsTh6yVUNtASVwI0YmVxh72VsOJ4O29Jlzul+b2ufKqG09Ab1273RcpLHYklghG/PK0x9K3AgZ5AgfgP3Pxr3IzotufdXa20dXt6DZYJC0CMMEbU0MsVheexyWf0ozFjLDOoZ600wxodKGnYgBoGsip9eXwN4v76sGYXZbWMa8cWHLO/GS3KoblXx5VQMd17lD8CK4Vx/+zlqXGUTuJ/p2/j8uwIR5J1SaUsk6LAQz9CsS6Z4XwtGZGzuzct9QRp0I8Vt2FMI9K8d54j2hqGX6kCw/zejVeCa876lRPwnKS9AEIoyK2Wq1wUJlB4mnrrCjZaCa9a3NPJrNG3SZtTNqhNK00YByNE7jG81x9YJmxy+MTJiQUwHI53d2DTrEnG2ndKP7efhnnxb2ks41LRF8MqlJFosPqsX3TZ98pBFHZfB9JAywxqOgkRlX9KRppG5ySB33hM9qB5BFWaHNuAeHQ31nARNo+bbwdK5zdaO6TcnK4lugPN4wdg890Q94C0AZvRT2SCQAPxcrUn5WdEpeoCZrd9AjvUUEXm7ZLxAo5w8KO9/Elot6JvMuX3Qv3HVRcP9IA+k1xadkdrV0iTqlWiFxVXWegbWAqlC5w0QWCz4r8q+a/8t353dVUQ1YttFsaNV6tR1mQi6vlKt/pG2tD/zkBKqNx89cur5wfAia704oDj1reGBFV/zvE1s/bHTXkgnzR8kvug7746Tm20F/qRiQQUlDu2COPSnjH3XE9qtWdOPeGz/ZPEA8+l737MWwzAWJ7XYYdnhYaeACeOaKO21lnHMJvgl8jyuuundFnnTTKdAadtlGOk5vukpo5drylcU2R3k4gqpJL/RucG1JgdBLz8v6H3jrkk6GunTycmOT7E8LpSmfRWftgABGKwhnKGnuHvoA6Qo3mKxsXhMwD0WWMBx3eb1Atb+BLA1GywUlEZV8qT80HU8B03slNrf9fWMagsI6d00xRTDopSTBCORcTjiP3B6C+QozLSZdLYQIGSUxmox95tWB3LwgsoXub2iDwvfFZ83Xr8ZWO0NchQfarustgfUNcPyjND3OPtlHmi3ouS3DUBq8yn9q+mqJnrNopL+KARF1PBfrHk9r0iusWLghxhB3H1F7Td9n32dLMDkaiS6rhMdri508BiaAICxKMPY9H/BxcVofZfxGulTjbsnkyeZRTHtAqEScGi0NuCNyzRCc9TZ0yyHNUGos1k25b2K71wqgwz2jWBbVT5yandcxkzg6/C5EbZSzWEZ7g8WnBAyV30PJ9AbH8DVLJ2mWsXTicObV8rQQu1AC/YXYZv2nHbyHkjQJ0vT6N7kiY4ey3ghB+J7eJdDdc4kvCju/sHb5A7BriuFKHBdV8o2LX7LGp8Lv/QUpvQZ6r6ymbtJ0DYslyi1FtQlkoOOVTgXjgdaaguAeEbOd+MCjQfNXpKAQTCD1H8i/s1IiOjvlGGnbet8me6ioQX34oqaSeBHJYOqTNIEWJ6dx12UT81XfVSmxUlE5NYJkgmZ6BNAsUmI+WnStGScJhUyWn10fdH0RSgF68gEvDjx2kAjIzwR2MHA9nn2CCWMTD9AyM4hvKqrVXFXhTtre5gQL8nIoNMrjsJvp7cdS9xfWhX7sT6v5+2TgC87rbEEqPVsL1WR10d51yLS4xtut2yuMVAdVZIyYRkkyBPw3r58MHdGV93ft1jQJnLWqiC9VnKmDYt6xgxzVILLqcybV6fVCbBm+BB5GJpJn/2hYwBhEPxfaBXG2bcjE6yFCmRERonYFUfZsbKszo3KbHlWYOsdDfijRQf75ydUrggNIXZdktKoPnGzQ/O/kapeBhqvZ2kMu3Sow9O3gE/NvDkExF3WX3NfMLBrlsWW1N2E7wD2OgmfOEBC/WttzxZ3atvaXCYt8zSgQx9NpXXTTCdAj1LOSrQYrHWHW50CysGo7PG8PJ1y+6wzKgSCfCZ0e7jWEs1/+21iGpfb7lm+3mXfgQUSNCbU3XmOexGEjaTSrx6Njt8lQ7SsvZZJIJYQlDpzXeu3jgNWB4Fyyp7jCd7zJrBlc5VskxgvAaA6oTCRgu4vwlVu6E+FkofjjSZ2/73ZeAiDUAwOf/vQooH5hjqea9+lAdfJUzZG4UKr2badylEr2h/z0GexiurKKk6W+QDaUSsbrqvZSCtaEgnyCUQKhurmqS4GXotSSuM9JBDU/TY9oItPhapbghZYJ7gq8fRc6eFbytVyS/f70oSqn65MVsS7uIBBNsqsxtFrlLGoW1zdigft4WFfldu6/699AM3YbnW7xCXeWzYUXz57/WyFwvtFuEDl1Zuph22bk9dKUl/bvcjJXVh3DEPp7a60lrEhqcNgnG6AsrjXMJKT0tepwYkmSV5NTp4Bwf90wLDs8VS/5TAsW4KId+fy4LFR2Da9Emw2D91Q7Yl94K4RglZKHPrZlE5X8bqbvlnSfsTnXKen0YZc6GQ7MRMLL1Li4oqND6158YejmBVSg5GUe+u9Nz1V9haqo7Y6qgiMUuBq4NW2e2pb3AKpI9bgHZ9n4c86sGwADA05gz98BpWz2DVbbB7VzjW+PE6Dqwq0FADhMZUr2qjB+pqckxmaFsRnZ+xfGVoMV+gskbDMHpqWy5bmfqlHH2USTWJGYkfzydVrIei7iYe+5UsYOn+OJ8Zrzk2tBg57K/Dn06oSBifMsZZHc4MOcS+pqhHycFOrlYHaUg9Dq5VhvLfmv4H2qmDoECawQ6k+7C7pZTpleYiwyuWsAtTc69vTndSVSa2ANIR7AXDgG9aQ5KuaOgsKcPUN2szg5WQwL94fw6jEUS5DiXF7E/a7BuDKOAEA3dBvVuOZ9b1tDc4oj9bF6qKN7zzQMnq0UdQz3h8HB2BuOcw6HFmhPIorfAPOkqk0VHetHEcpHQEy6FiFym0ucetqCLc2/JjTgscbDQMMyIFSfQNtXRg2/HkFlix1swMSZnrT1MFWWOyvyiIh+7vOtis9Vp/yQZeHX76sr9yb+ykfdLOaLrKEUTilhfAKrCPOdHkWX6c8IRfmvn5sLpeSEfwucH0Ba8HQ1v4b+D4X5DhwPLS6BmLGqwsLip/XV9qlkksh+uM9Gmnk8ovxSEj4zLq8sXfBKfHeOxSv/njcAcTZCiWbcmyWcBjf2wjVVx+luP7xm8vSyjMJSDgrljeof/nZneabFAMkVY3MlaedXRDvE8lQohJM/jJpSl0krYGvEoeynNR5xBegIhK3MTtQG+spz79iD+PoGb8hy29XBDmcLKAqRQnw/aKmKTV77gRLIMATY+wi+CxmlFcux2VYH62H2JcFDbnJkd2qKH1yff/MKGZ+IiFPzM2sjWCdkm/jacWAQwUaRDWCXkOG9KUWg2hJY0j/gO4/EjlSRoefvTkdta8hmHEuFboFPj6oXl+tzXtChKTk016LUYHRzWTPT2RfvpyPVuix9m3b67AFAs7I7igTh5gAd2C8rt5Ep4ryl7kMLYJ+yLjXwVKBtLSak2+z3ulvUL7UoBTjygDKbv/A33WixH5oUOiK9BDNHY/hFWuVq14nFISjYRQJZTYwnCacRRBt9K8PsekiqKe8oDWZz+Qs7hmzEDcBaPM+eBQbjoQVwke/jELO6208wKRDw0Jwie+XTFdsDOu3A+vKhmYiHOa7a+/HIfRHaayM/nwvoHRDO1ZR/FKbz+XEocX4wvwP8yPbhkPQ3hkv0AM9yVo9YLkvc7yroVE3KbJ5JDccLGeZYyUopIzhFFk4cKu8JrWFrsr136jSoNzfLsgy3prVN/aJ4mQy861HwiZzxAIzEsm1ZktlVwq/zttV/hH57ju5NvrdTdrgUKWvg44dzTeVtXScc8kJEibZzgVoOlWG8/h/joUKYuaez/0AoTrK5EZsK6jTnLU2bahlwmZ+FkD5JUR3YXEAvnNJlNRwen8i5ghcgIcAKfsLN0shYEPXeEJ9RRCcEHQxN3tBXN5++EjtJOkvzvh8lkC4vrxKGxHcltqqAMDG3gXhuJA7SmVvde+qynUKaDs5bxNkwlbM2ySn0js2WSViF359ALT3Vk5rH9Wk392qKoWMNawHSIKZ84Ts3vmvkdYkWFhVZZlj4nENeYETbEl2m87xuchyYVgJKeVxWS25c6QudsUsvrH5wOwfPOlyMOkIa5Qpi4rBBIaDVpMTHbxfX4z05E2gVS6DAdplZtoMljH7BEmyYTpUIAzErB2a70SHHCdfH4fdaFA89Vgc7RzhsDnAAAAAAAAkBz3T7hPuD9yvnAANDzNbYDR+AA9hCmu/RRRC64A2drw2SCwHvLgqCddFUFWTflqBZlbuFwpcE0MsMdAhWTlNx30+SRUesN3SNQVw7QIAmpUlLAgPicsIlIpj0VR6Zo6LfN80l/JVXFsp9+JF9sRBr+8cCxu7Y1rBQX82p0o15GqnDK6VN/8vyOfMnCMqotsxcpeJ9nw1PAP91L8+8XvHxgCCKFk4frWV5LoT4a5sdbIdbMNB4f8jUgrC37TXZkXRwNU/ZjirgezcPNj8xYC9Fl+5v70xQR3wPc7XGMWLUkMdD9hxhWVy6SLb/f4AJQyomV9yeomxcYtFGXUSSjXApgPrn/R7/0Tzh8CT+cVoFO8uBRtX1bjyyjhSqPajnzNfYfLuzzt3ZxtM+Ji4FrYFJr9mE5sk1R43VnibfYx93f4pQhoTSrUOyG4q7hHe+eSpUdXcb9/PJgGmUcCMyAICYD7eecdWvqhgj9f9N+yOuAF8p1VkuGP1gi02NYrolWamqYSfDHiJxywFtNuCed2keLSs36Hfh68U5dFwmXIzJhG52g3Z7L/68cJW0hiG4Rq9GeucWMY9Wca9t2anxe7ZWbu89YEfICTuW8xla2hnH3w/jIZjRVX25G9iOUQ5nYC3ku0TUFpQMviv3L++xppAJCNhhfmua5oTXd7MSQZrCtdJANvm5PzTgLcCzf3+uSxfTiCyR42lExo+vxuBoZL3cHaOM8k1tFLHjAodjF/mW6Qk2CDs5WiBNWGz6hpMG03Ro2P47l4UzpNn9puDUWA5ZLQntA/K3hodzrBKeJkmNzv0Ia1y99dOrP2BbARQbL/LJoO0F+dRoSTaY3e8tr/k/naECaJawyugeieNllpbs6lcFjfqt+G9GdNRgrNSFI1RNToKHgARZqSm9bVMf86c5LQB/AKCbwArflcqD7gknXBRyK1eqzpdCaRTlSC9N4EwEW8qNv+2CMuZXNYvZ9LwS6gVkxb7ApwuBSq93heKQz43LXCDQIC9iqdv+GqsWbtkZNbnLSn1Azz6xcD74dpC+OdjLcfDqyZlOtYuKHFAwpp/SMl+AUqGNw67gxP4MZhhqRUuHg6RJmJYjx6PneMSMB5o+ee/uNSUt6Ta7CV5mPGJg3TPwDQTFBcePLLUZPNN9gszMlaRziE6VtD+ytIFxX2fZ6ezPUG0r8CjQLyj+zhnYvK+N1IwQ7Dzlnx9Uum+ae9v4ntc9tV5tFae7SOfO4nof0uuGhovwSP9rpSi9YtUOYCVMok5wbUyJT2mp14zJgSkf5uAZTyKdf0PNWHaE047EKQ6UQUBWvZMx2KaEyPTDr6fpfEMzy9DFtfsTzfUd56tAYgktnmP5W63Mpmsa23I17mZR9OZGs5/z7nRq1Tv4OpWEaSxC+Gvj4DHw+oYDyY6o2rpOISIr1fzDjTnUZqvl/mfsbKetnUYD+ibrytlBXzfa6aVOcYaejP+JYoZnSAcOVupfY4aMAZKBcNC1+WS/IHgHsxmDmXNHiENcH5XBo5wmeszBhFvZJIsEi6rTmyUB4yFlf3z2ThthPs7kdWFC03vruBsmDsbzieJ9xTVudXPQHHrmSBj9Z3oRHYcQ5sq4Fucqoue7ScmvPn3j3Fvz/zI3/vVziVnNeIJTgbM3E2LNEz3O//e3mjZ2ow7P1iDPEDWXTRJH71xBXFSUGjQFJkcJGui4+2K5xfpLyyguRRLiZGdYlqlFxUlo91yKU+0g0KOCmizoc4LtluJ+ORxkUgrWjs2IMR1VrmUTl/wk6Vp65SeShKXVnL8nDo5O6cQBIsfdFUg0J045MNqopHO3oq1TpesvWtu6PYPvX+lySZyGAiu2pWvrEq1Za0kIn93B//aWdtVMuc6Kf+F7MrMgNfvWqJW155l2a8uCt0CAD/Ssm+Yny2GIBIs8gKg9KPymvB6ISUogGCheUSZs+6WH8rzd84arFnJVV9FMPBapvsdPyWi3Zv6fMNIpfOAAAA" }
[ "\"While I can not predict anything about how the results of the Russian part of our project will differ from the results of other surveys, that's why it's interesting for us.\" All our studies were conducted earlier in English-speaking countries, and we would be interested to hear opinions People who represent other cultures and speak a different language, and understand what their opinions are like, why and how they differ, and we also plan to conduct similar studies in China and a number of other Asian countries,\" concludes the sociologist.\n\nRIA SCIENCE\n\n#Cambridge university #United Kingdom #Russia\n\nCOMMENTS" ]
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I AM EXCITED TO GIVE YOU THIS SMART WATCH BUT THERE ARE SOME RULES THAT COME ALONG WITH IT... Tracking Smart watches have tools for tracking your location, notifications, your health and fitness goals or even your favorite apps. For safety, you are allowed to enable the following features only: Privacy Your smart watch stores personal information. Please maintain your device by running updates, conducting regular privacy setting check-ups, and being mindful of personal information. Activity sharing Many smart watches have apps with activity sharing. You are allowed to share your activity with only these apps and/or approved people: Other rules Family Online Safety Institute GOOD DIGITAL PARENTING
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" }
[ "I AM EXCITED TO GIVE YOU THIS\nSMART WATCH\nBUT THERE ARE SOME RULES THAT COME ALONG WITH IT...\n\nTracking\nSmart watches have tools for tracking your location, notifications, your health and fitness goals or even your favorite apps. For safety, you are allowed to enable the following features only:\n\n\nPrivacy\nYour smart watch stores personal information. Please maintain your device by running updates, conducting regular privacy setting check-ups, and being mindful of personal information.\n\nActivity sharing\nMany smart watches have apps with activity sharing. You are allowed to share your activity with only these apps and/or approved people:\n\n\nOther rules\n\n\nFamily Online Safety Institute\nGOOD DIGITAL PARENTING" ]
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IF YOU AGREE TO FOLLOW THESE RULES I PROMISE TO... Not overreact If something happens involving you and your smart watch that makes you feel uncomfortable, I want to know about it so I can help you. I promise that if that situation comes up, I will listen first and not overreact. Learn new things I want to know about the cool things you can do on your smart watch so we can talk about them. I promise to try and learn new and different things about your connected watch so we can try them out together. Be responsible I know it’s important that I set a good example if I also use a smart watch. So, I promise to be careful about how I use my devices and what information is being shared so I can make safe decisions as well. Child signs here Parent signs here For more information: fosi.org/parenting
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ZuwjE/kFRaaLTRaaLS7MGzQzdhGJ/IKi00Wmi00Wmi00Wmi0uzBeAHDqnqyUqVwZtKHHzmMPVkpXHzmMPXWm0ocfOYxuL/aadK4Mux5e5PCpec2cdzjucdzjucdzjucdzjucdyA6akzdhGJ/IKi00Wmi00Wmfjg1Jm7CMT+QVFpotNFpotNFpotNFpn44LOC4ypWUMjrslHJt3mks6HTO9akbYga8GctHwDjdOqNKE7USXy8dzjuOv7lG18Vw1PhPj99ssAkOBcTIuZIzW0KIvHoWP6hXfLWwAqee4/cGNQ+7JpuGbsIvLBG3F/fmzjucdzjucdzjucdzjucdzjLa4PIKi00Wmi01BX6Y3YRifrODO0Wmi00Wmi00Wmi00Wmi00Wmi00UoXnDIenPBoZNcaYfJl+zSTNysgiMYR7vpaBJGv5Lv93hk3Uk/MSa1lwGZ5SIJj48/X+/r0/VJE+En6+qhiZh79mwlBzQPOiUpdaCQdNSZuwjE/kFRaaLTRaaLTRaaLTRaZ+ODUmbsIxP5BUWmi00Wmi0z8cGpM3YRifyCotNFpotNFpotNFpotM/HBqTN2EYn8gqLTRaaLTRaZ+ODUmbsIxP5BUWmi00Wmi00Wmi00Wmfjg1Jm7CMRtDkEHBYo1hBJqmInGsIJB9kRq0FRaaKUL0qx3OO5x3OO5x3OO5x3OO5x3OO5xltblFm4JWhIuSldH1gKazPhE8xSJ1NjfBg8rdu5BKLJYauqm2c4yDDjVEwPxCAhKJEuC83SmtIHwP6jPM0bMRJ6axERfrrIOmpM3YRifyCotNFpotNFpotNFpotM/HBq0+Q5fIcIxaiyDOTYdGlM8JRdIJNC0+nYR6wD3TtwzWM8btrd5W+QT1UoxtO1UD3DaccU2WTEhdJotNFnS3nZf35s47nHc47nHc47nHc47nHc469eUbY8ij3P5BUWmoTEmOc9VY0Yn8gqKGgohCP05/fmzjucdzjucdzjucdzjucdzjuNX0A50d+hLWkA0WgEq2QQ55lwNmRXc8y4GzIrueZcDZkV3PMuBsyK7nmXA2ZFdzzLgbMiu55lwNmRXc8y4GzIrueZcDZkV3PMuBsyK7nmXA2ZFdzzLgbMiu55lwNmRXc8y4GzIrueZJW6kvH6lDjCVIn8gqLTRaaLS0AD+/98gAFP7KB4qtuIMXzMVjxVwDmC8XR4cUnPZVMnPAHIXhlV27dIdR5wXEVaAWkoYnrJpYD2Il/7KwN94YKU1IM8GJb3EXrHIwYEtZQLZvE1TQ94DAnr1sR/h3vrKWXzPDl4aBZt6+XbXHlNo81RvigVEBawW4/+eHLw0Czb18u2uPKbR5qjfFAqIC1gtx/88OXhoFm3r5dtceU2jzVG+KBUQFrBbj/54cvDQLNvXy7a48pocjWwQbphPWkA67aUTSWzx/WNjNas0CuGlWl7uexYBS5n37yr56R7noe+i28R9z8F1jng7HrYcXEzYcW470saSLyWVTJfgBvjIAAAGoMTvEW1aj/3tbe8GA7fwwTyoCvvtsIMG2bgeLUHxgG5xiOGz/HPF3Xou5BG0uZiTJ+6bRn+WQABvBHMEcwRzBHMEcwRzBKmy4hc83nA95TqamxasqOBMOYeXo3G9p5J4BltZv5mwpeH+h8hXylgHj8i+E7WfnUfjIQWUvjTNfkx73AAAF+1UdJYzJKU/chc+QufIXRwBBK+MAAAxK5xVqSSiIx8nXxNKAAAcGDexvg/57RckuW9B49Rsm+mkt/Kplyra7NgtMtSR9E/nDshEW68Zrsf1g2AjNfddbmoEHxRhRTY0oS07GX9o+i5GETEFkqcO8wPz7B9pEt5CMUVMikt/MK3RGli1d5d43EWZOwLMG6MLebaTwPbbaBzrNwzllRotF9Qjc9bbBlhjDH+JjRNOF/amVY0D0DVrwPWUDw48bi7VU6cm/D0nDpB5S8qS3t1izTMg+4xJGXwbyA152+galfgPk7pSUl1Bz8Rt42RMdjx2dWSEfiGBz78NOVW0oHv4fUeAUDIrYnkXXZ5llUawd2bjUOeRFOSweRZqUJKvmVlHzA9hzdSxqUaiYK7wtsYJ0FqgHfk14aSLF3xJFWXhEuaL6+p677GAb07u3i+5B/kA3vKr9amoD3kg0uo+ieLrbVrLyU3wyBStbITxlK4TvtZL2FveUzmNmImwxZsoVfV2kqHYj9Pm/VvsJCGENOr96JJWAXegiy0aU4dqAAvs4UPk1npcUlU4MxsVJaiowrdlraxOBMvcIclZ3RbyiuO0YzQT6srGB18LxjrxAOxGy6vxhd2reXOHHH75JeoUt5gy9Y+z14TNoObMa22tp3x87KHd5m3gdLz08cg1/gmBQ0+Ou0sDXkLnInsGqn6HKHV8Hhbz4KGyzHBzikJHzCHMI3nqDly2oMDVZOYvMAah7Yd/Av1i+zxGozzOfWOY+oLOUX64yLUP2LnUpP6F5Z4c8xNsjmP2+psG/X9cs3Pdun5oeXoV5Rh2c1rKKea6Lha8P+CTD3qCIZjKi7JWf5YoShkuDwFcgztxt8+aiFH8glZf87pTAvJN7uBrTnbYFpbNcPd9sVd1hvo2pq44ACWrxoEQAUF+2B+CbjkCbwG7d/G5F/N9Mvnxg4g99G+85bHcBOLgv6vrI9Kt+txhaqP3d5rLvcy3D+eXKDrnz0yGjAboaeTlN9ep2itIMOARZ7FoJ3E3i3tfUhzoKJAqVDEy2hzCAu/hMwrPhj4DYLDsx40OfH++DyMdqhQWkMMArBhKqbjtO45+1wVfxujPkhmnjEbWDgb0Prl8I5SWaAOHm2WQeZ1L4nI0CaLCokQ1jMny9p/fu7AU+pKQP8D+Nub2Rf6yasmXxAEGbO8qMVkoSUz7CAy3wp4xiNiyP8Iq3/2HVafjJ8GGzM57F0LoTSRoHUEgdMRsjwc8tcZtSdHB51oHFo6Ww9TuT2qkBGCIh1RiqEQVb+mByvDfif09iIiM/iH7/8A7Aj2hHtCPZiA6rBaQ/1lNHI6qGgiBLcQXUZqchd419Mzk7gZpZKImA6ODFD4AiJjNRatxtgDOJViA68QShPq9qnIXJ3hLmt9O114MN2E6JxE53+JjRWy2mhYp/1tpsiatnnyHchP8DDogi2UsWAGbpIcCYc/IJ14rciNFHKEhVKqMrKcemh+Oz7MpbP9kQLD3Vrch2+TQGNcHERMvXViWr+bfkwZco7Bv3eldAFsCKoTyy+3sMng/PawgoRsxh8rnAbSjQbZMVDReQ+/ZOJcF1LpZPwZSY4PdaZEBU93Gv9pMw/rchbvMJKN59wJe/czKB5OuH5JahnP39EfGDZukOjjjo40ZMnLQgEzUSx5LGcEfsLIL2oibucgi52wa0sgRZV0mz5EqqHazMPCCZ2W9xqtrbOHfVGSd1ROIKb1pOPodvvtHh3fbkWeEGCH1UMQLIDWqnmUY5dP7mkB18x86Pr06CK3PbHom/0vbIpf7WmRANGrgPKTPQ+JZEyn8gmExVNYv6lRqi0Ox4vUk5j22TzOAgcquFmwePJjY1CtnnGGZrCck3h0qGbMujWf7ewydjreB7IfFFgT2xQw6l+K5DT/0Nzc3VAZD7sDFcrBeMCq89NEL3z7fibsvV9mm5O5uHvIp2aNJyXQsBJonb2dNleoRp1wIGs2s10+ULE7fxFAfuRkzo3vcufWVvsf1VepuKjAzx6ScArNRR/QjSVkKPPAggQ95P+/ggNH2B3+sfWktIQNaT5kM66Z7ksHLEnCX28IllUybEILRRksB70XdYgr4UHa9T6KC2PNwqltHsxxtzbm+G6aA62DWY4AMnuX8goYfYf5aCXj3PvWg6VIeuSubEGMF5Qgn5LYANNNGCVMFDfvMGl2C4JzzabQ8E6VzwAxCYpi5iM1smyZN2DX+H1ON3jXxrKwOLvftU7uElX4u6uDmd1rVsxWALTS4XR9v8SuM8UYUucsugOQohveruTk2t3ftQP0Vtu58TQYiUgKpgaJWuu9vVHRq0g5Gj0RzEIchsG8EMaH/rzoMYG++5ZkIVDPwj+hGht76E6zPLWatxGLlkUsL+WU2xD9yeo+4RHUepA3Q9ExtpBnsOMzLRTK+JXl7G+iR58BESIQ97p8JlXxRhrCAHBemr0jjm9iPNEoOUo79yXgjgUSfc8+JfxAIJiSAAempfoEtk5O7FOTNFukov2g9fL3vVZoYRWEaWN2D0MwxvUZvGyr8PZCq52U/tSTLMSVdu+kQQRx2OM/Ox7A/fmDecJjsWA7HqqtMiAp+vUYfG8KQBdWFc76rQbleNcb/RA+2tqVO8rFGSU7eiDv4uMfnHN2rE95qAj1L0ESblMutMiAqGde7aV7pdALziVoTiJ8BcI5s9M4ru/zkHbruC/QCX9nMbd1jPU785z5QpjDu+YNWZgzBHv12x6HNZuBhP7oGHGBCE7QRNI5B7EvG1iv22MXdCGfECf/mMaAANAmKY0degfJVGs1GV64NQBqizzt8bkh1AOLaZ/OmiMXPGKcyRUWlBsWrZi/rAV2nVxf8h9khzw0iO/ccRxnMuorqM9mxYYGO0utul5lHlzJ1UGSWKht+JoiGP94BK/Rrbd8f0W8sky2ABY4z/THPpmJJCoZo7GGZagatWGkFBsIP0AfEiz4NWO4/OCzAkMV794rkRAdEN7XQudg14gBZJcVztI3lAGdOGCMwG46vqGCYk2ZKQhyEzbya6kW4IbIX0pxbKrOAy+FoSlZWNI6X9fL/9jtzoE7+22l3j6yZPIdFUZUZpWuU+0jcYMm+DSlyHWCYbl2u/qLR2RCETtDmTwOEibHF5p57kNOfvBJihhNDmTrsXK9QQE0A/7acd5i1wU4vAH8td9OZr3iwGbY5GmIOoRdeVCT4YIfqMYVqTsJiFocyWuOB31J+BDaJmzLgxe879TEUzPV9IGspV7Hv3nT2eKRCwOEMV6gaWUGGhunsYFs6GejHDRd+QGDJb8IAVR5KOHiHOiBNQfAbIoc3fPzWFMIfoGU7amMD43PZHRwJ1RGGKRmU0dz12yrtb3/KYO9GsAjc9tSBCwUsOYMaV3adPjxoILcpacwFmQaEx3QUYRyLrgojou9DiNvzDXcFl3fmQdLvK54vNLS5ypI6NrCvxBmA4O2d7XB9Ii1GPvQSAg/MjX2OApB2c7kAhtbSKTXmrJB0DpA5sBiCe3HBWqVf13jelc5zVgwriD1LODhRG+eZwyQh3YfSpHTZUUAK3TmX3yTmGn6oxfJSI6UonFrltgVXWm2w1fgehRgUMChdCbvsyTHO9GJz8D6WJfoyB3kINTbeExOOqLH7yfud99Qgv3mz2zBRVxG4dAhQUP7CbHJk3pjjIiroVc2KW83BqI+nU+tjQ84OiY6Qc0SvRKwHeecmwClmdYGlxV67uUKIlMK5F0OvGHkm/+v4fVKVu7PEfLo1WyheqbM3NnTsTiD6Uje3At2/g25TtzfiSr6YyvbyepEhmKq1fCQIyy8u6XY2Oht3TzW2o+56ZNaUgpOV9xDxczQD0Gkd5yTqpGfYVBciO403S19FQenrIvQ9TYNHgELpQckrCwdnPdzxSR3KViiX+LnqZzITPm0ZbBJhmB2WsymDNrhq1j7Uj4updYzvgfU/Pqg4EP2oWX7qFwWJlXMT9/op90m3IvWewMvzJlMPXZmlp05U/ZETZ3RxhoBV9CqvCUPC7g6nkzOaOl13DbZw8FnuOQAgqQVDbNgNPm/p5T5/tsMwd3esSDCAq1D02t7/sSnEZOuyjre412plYKyxjQEvLQ72bjnLx3ZzhGTvaSa4Nu79b4F5npwvSKNGAPUJxu0+/CxyI0TaQ2AZLPN9e6My5CsNrdKYPiSiFu+ZZj52FvtyreTGZW3GhuJ7DHDqS/jo82QMbMmuDgM/Sf/lMKfQ6eX+KBtrY0nI9/LQYezuOaGecwTQcpmPokKv3YOM7YJ+kRruqykpOXOJaGk0dcYlDYmnjySEFeQB2rlDmIUCldNIksbN/aBVa7X5/IJkYxtWxgU8zmJEoG7hjC6DAjTs71aa58gZME5khOFSlwDBe7w717MJ26eMUHenJDeROvYxcZ3lrJVzi4qtCYBD+MjXviWSZ14AyEFXbFM9jtinu/y/cUKJmrivTrm2os/JJBiOhD/3f/wiEeMFYXmH1uNol7ccURShqh6ZiJ/hR9rvOURbCDKA8FcBmWx3Y0D+V1cf1YSYnver6fAqz7eVeMy6XTAlUBQEvJx08r7gpe+c6/k3NTmnzr5Ldwsp/4UqAwsUIIaC6S3QefFyJYx5aJaR8w5e3BBElsYFiRzsuLAVczK0yUBspkMcoFUfjYDXg3ajrMA+Fu2WBGMpmNAjMLQxp05wtUH+WD9JK0P24Z2KS6mZYXdIIdvR5Ubm8grukRu9ZD8+VZD1j18T2PILHVDnEbJRN05O5rghRWWKdTTPDwXNF+vYHSlQKhYQ4GFZH0aR4mIERbw4gah4Qu136YQXvoNKkKNiWK4fCp/YNl8EdEjgdjfB6+2I6Oy2IAUPNIoWijiWxdFHtSdQr2WxLrib39dFD65AWhJP6C4LEOEy9Ig2CeWnRKKz0bL2Gju+qUtB6+ScTov6bRQXEWZVUHU9MjwSypEWiaU5M4FcWyJuhujR/Kd1o3GrdLNjq0LIkNxyV+gbTjyxZOo2kT3Kl07lwE93Z5G7ncBBLpJfJ/z598aGQ1vZvrA+jJAh3Y5fC7tEXysAMGWLc31G349jfX6ZrPI5HJgCYC3cXLmZBx/SM6Ar+q8ffnNgRxqdOrSN1Q76Vtcre2tyVQC+Q3g0SFLdYBzwI6UDiIvTq3LOf7PoMiuXMUYjMOPtowCqvuAAKq3sw8PUxR9BsCNNiVMLqr+qvrGnFiii6tFsbwOXq3PAkJswnttGzy66ahL+KIMzyDPzCOw7P98dQajwQbArjbYBEAlcc89TvgeAcvjzgfGL3ub3QDw8TKQhWzqtC2XTg98/CQ1/LPuY7700HsfP7eDZhZzVWCWidrmagKBbQ+C60Zh2MRGNLiX2Ejpr7M+rK8evS1OPxCe+X35vtIhwucvv2Joe+pBS8ciexhnLIkuxvufHQ82Gw3kCFknpDMYeyKpoI2Q9rAa4mtdXSRZw/tN4AaASQdSY85wKK73GNMyJICkYxjqVC4MeaAHJ+PDwaMeArWy3baVeGmO66sTrcRBGf9nhHdoBYT16UoIFdhIf2sGP9r950wv6OTzPsA6hsJ8c/pJbtFXuk609NUBOgtLp32FgsNJSe5wtDv3ID3RtKm7SvU56KcRc587DqS5JLkwt7ziQUm/zCaNBSniOhuEYkpwTi3+HOY6zpp+ps/44p4u7HK11cYLubgFZGsh2K8YwC1iICSFHDStuZn7sLFxAkzf87+ai77OhM+TzFI8+bYSDYP1aG73bq1qBzGVuJQf0KcAcVM1DY1aVpcP//5QJM5nJx+Tdg4U7HqVKNlDZdtL3aGjwdFYKZlolcVN9AeiGpibqDk3VCzLzIoaa+MuMMgJAEeQalcBAc7Qpg69b5RJ7OeSaPPSLJNy4SzOyvLsYeVse66mccW+6XfDfMr2mxZCA/TmBaGgWYpYtOxdlMuUubld8UVk+XJQAuYU1aovO6UEmHdsIqoDZvILC7Dk4VS6UoDlI6OHNjoFeyt4EH8NMlJdmckgjf3xy63vgUzRtBg/ZlN2kQJ2lgXSBv7RAYW7RsqoSk4RJ23awB1Ajn9FMbQMDAV2ZmoRjkMYSTMg5SYbnofU9KTMZmY2TonHMnXSIKYl8vEVKNpCwPYtD0U4J9YZKcNnYwY47++fwRNJ6+jLiqPTMTA4tBTq6SwGsgPiON0cI8d/0jNZFApXOYP6sJiBMATHDgygXHwRdU5szsLCxTLNV679r/13mKQEIuUmt/k7pZ/l65/4PAWT4jYBCJujkjO+E/QwCUjlY7507lDsXo86LAoE+xvuvsA/hXF668SZzU+cyEvMnuLGXdMiiv2kuvRWFeK4bXXBYXLBPfS2S20eHaJ5iqQbl4tjqPa84Y0pu9MSrCOf/O81cWLr1YdcA1f5MhIU//ThWbwNTEh4fs14oUXCkNLL65SwiBi+xW+d2WFaI04667O9wAGgwvpbdQlQ0snrsjTbfL9+0C3vwn/lpP4i8QE/Dk/IZ6I3n+Tn40R1kLF3fn8p1vxNYrk9aQkUOFQgMo4JLgba2YyhQiCCF6JO+fyrEib5X+FQPk2NYyW1+EoO87YT4SUMbwnyxdw8f92i9He9qa+eGhoKomowFuxlRPIV4xvH3aTnxtfPHDnd/cIo3x4LP8SbH3SjUhIf2Ltti2y5C06n7tC0QH20yPrXbyMxPi/RY8tFOxdZQFdx/smd3t9nYYdulCoz/pfy9vjiRUWJ9qv71ALwQscCZl0Hf0XciUBQzRC0IjZ4qCeesEoGuNWpif6FYe7gYCPpMk1wQ3MltJWoOtPo2JUDrdxkk6wgwan2E/igYv7ld1NGB5COdNpb5/i4FCwsrQJsAt6bsOaoEHTJsSVBkPSlvb1ny7yG2FZx+LhJ54HsEnWIUD2MLtAVg1xtalrIrwp46JFvJYQtaorrG/fpZANfDGgHDQG196FzIiuIjwYqycD8xsdHcrhj7OADJiTirrCl7HKUuzdLmmPf3GrOKKOyweqK5PeDgKLj1ICL6uaVghrsekqeM+LRzhFbmzmLMfhDhHA4cru1hHgcFmFza1/VqP9t4aitOH8XAw71COKh7EsxB/1n6KuI4hJTZS+/nfJRopGBfg3gSPwWy2JYiMOpquUvV/igm9EMco21JeKSswzhJLAtZdSGJ3cU9XHrYzAVHhO3DIqik7YN8YiCgcpySyPSH5BfhGa0GTkmKmJxF749piVh/1Ja2of1EZXLN4Wv6GX6ese2Zlw68oLZ0gu4y2WqPxATw8WW3kdgrKJOfOWrXe18ptG9vHQLuvt82r/Wu4gQtHTNhPqKPhIjD2apHjhP5lE6pw0sVq31m7yZSBD/rmkaeu2H9UuM0eXaskcCmkER80WVKP842dyeWaXuD+AO8iT4oeTcvWDejQ5x4bEEh1ZBOotYWbqZ6CRPHPW3uI+hfyQ1Dp3GiykXhdfRIupdm+4TNZvQtDkMFC42qGB/LfXXHXRN8HbUN2LDgSuEHrU7Cu1/Bx3I1xR+QYJeEWI2nHjsrB7k6Q1DShTT98uDmvwAGbLzHK2zqfcngwV3naDz57NsAod8VpYfMBvv2XX3Lf4cfFcNGepqZrMReTBgRF1Er1vZr7UTMpxcj0THKZjaY/cE5ZZ1ztCGD5qSlzoAbTpa4cOo7tQFnWXHDcvjdM5YaC6qPdZWuo8+b0pY5/qdwpXR2lHwyFeh5YR8zE3W5+C9ta1RXnHga19TBwxyL0CQ+9nB/L+IZbtA3e4rlMSP8FV7mLzSxWGX/1Q0Rnq5c8W6CA3GVNzId81J4Qz/JtZRh9svm5lfGktdadVuNMIb5pW3MCPX7GCqAGB2NPCgdbejAm7Rp4fte7d2RcVCL7UZLzzKoEh6MdeF4bK1FWan7EUM5zsKYYqeUAR/WxIVI4pBFeIZUdX7kyjqwLFgZMMxuVgTMY3NSCOSYY6OIYgxRXPp44wDWjlRscM076dD7mXQVLZUVVtO8WmxtHGUsDVSEyF6PIIy+O8l2m0bl09m8n1jBCGyr+K4/niJ48UOAbW02NBRuPeDEZsRY/356ccd4v1HYaLznNZ9+G3FO0QwCapzNm8hsyvQWhcmcghhS67T9T8m7sT28qTiNtAqNDHpPfxbNHBajxElkrP00Kj/49aGki9kXDXOOJIQ+5exw0q5199iGW9LCeRycfk6PsfmgfBF0VCFCT31/15BdSpOp6paI9f5xW2xnsUN6V+wWllXkvmEtLkDj6eB2F/z/8MWOtJiE1Wl0oh1gv80Ptdpxu4wBPcSNejqiIWc+YN8DWyipiKahdAOWFS4XWJaJyrvtj3LzoXd2vIik01ovDVvQspOTY61Dfjd6rHLlDYjhTFsnDGXs9CNzNndzbxYOhDmY1l9KLG8tE+mBGaq42VhWNIcH+QuioipCH/qaVrr5InZ8pc+QhiiAyvOaYVsCLwEB9OkaQLrVg3VJYM1VcqwuDFntsB9ZQgzuLiF9doD1B7NxfL0i0Ch0HAYWLAcO/amwVRvjEOm5VL3YJjmb6n0nJfbrsXTPKvHvuATx2Ifs1fvfaUdO2e48A7c4zCsN1k7eXVNymnIxU2nPX1Q2jl5pIcP6y22mdagjjj+dBFs30YSsTpWdJhUghMSt4kp/oQftsd4xXLG0qo3cIt1wxGrSK05c++fRyVo68LqSSO8Uw4AxPrFGvNVPNZ0Vc5CQLFqmSzKtmF60FNyW73QdTklv4emoyC0viWjgCaDEhs7Yl7YY0Bc7R7sY2CxdBT/n1HTXsBcPARFj4jNsPJVVPECNvUKnj/10tFt++PMn5xr6gtoNTvdc5gbCj/vAn+h+scuAxNR16ENqvJpSzb/NNpgPg9ZIcVsTuVxKdypbWosbME16Sk1UYmZQng2Rmot+Ya7iEujGXwqeUKnFgbhHO+YpMDylQsCuVF62spONWPxDFEPDGTlGDwEh79VLxAhC8KAUjkxrIZ5PN8vApdeiU5vvrrO4P9v6vK+Kpr/HaOrUalxz6xts8F/WQ/OjsS8a4I7bNcWL+sbHSiEnh5fZwURh0wVvpgnyYf6+kxYF8MgU9cfxVNPMXNkIjJxWUGqLxepcAS47Cbhg8IV7JwK3cj/2VPhx2LjeyHaAcat/4uKBAbgq63/qpoTZxvUhsaUXTgcmw6KNl7MwYzR76bwImyBCEsRgz+gRYCaiCuhCnNTnON8En2V9L9e+gbwEBqy4j6PQzUCzI4juH7EHOoKhngYDeu18Hkn64ITZ8CcvAvLnLtKHIsWaVtIuEBfKnci5wQaTyOEk/c1o5CaIDMzMSb38yZmJ8yIie1dj5GvlzqCPQetT3GQ08xnL570xhq4mvY/bAWDvo33FiJUDFecUAWmOVjJbSZBq77pCE2GH+aOz7FvMnZYtB+1J590lcRi5zKWw61T1rfZQG0VoVohU9kh/WTOgzYPcwAcRBKR5q2fecDJzyNuAeprrmMyKTts0eLyTtTkK8VOk6E7P5x1jccufAjUkCLKgyAeZrWwKlEAmp+K7Mf2vI+xMrG04Mln1bLaBhLiWbuSDEvhDAj19poQ5RTHelEvpn3EhK4po330/TOJnowTcFzJLNIu9jwRVxEEx2B5wV4X92yVYm1ibh6HSDZOJyX6MBHlqOmyoiAym8V3YVWFNH8jt7ee9CHTFGVvVKLUTsXHobrzHo4s6P4YPc4+cCgO2tHinPvOTUtj7tuMENLVaMiS63nuDDaIWpw7U1OSMZbrM67rC5UDs8Y9e/57omSUhRTaUI2DoYRlLPrN6G1B5zbCkCqjBh0QeA41r4ARQq4sDJmNTrpwHcQJkCy2iq+E2jfMNQdTcE6yIHBw6IZ3McajzW6+xsreDIdPgw5oi+a2Wsj5ND9Riz1hLe7ys2pe+gOebfYy0vsosXGgPEcj0ScGeVkN1o3HsXzC/bkIverb3/MwG9+39aBytw1+3SrgG5VpCnWAvwtCBCZuecsse/tgalTxAX6TOPqCQvZl2IbH/wDr5CoOzkIgDcf66muqixJbRQtID+dqJeC0LMywrQgJP3cR6fB4u/1eADKo7/sUQhx7ZVMuDM/PXAkWyLdrMCVoYzAlaGMwJWhjMCVoYzAj6C6yyLdqSsi3azAlaGMwJWhiSsi3azAlaGMwJ5vDZBudgrkYFqbxWK1YIWt+LK9fIBxp+/4BxL1JHwgAi9/fpDkC1bAAAAAAAAQt+/W7o7EZfy5UcQHzvvqpOkIdIQ6Qh0hFv6BEm0YWJShjogIvgI2Fe1loL0fz6UsCBP8vi0QayAXdZU9Erj3eKqFFZ/qBGLLmU0m8Aap5arPXXwZoU9zGivonLurTDxhB1pcBbvQ0/Dy1AA7j0j8dE0ln47+/R3UHyQEXemOzudrYGZdvlnWC93NFdhR+yYbqNWB1AqfQeEiMdTpPsZZu9HvoUllaRzJs6JcKq9Qs2ogTW4gtGJZuBDGVBGQGqqwAbKLJKe70GTctZKk0g/X+koNdIUXn9Di7JNhrr1bxrwIOM17JIl1SkE1s0g48Jj0FbbXAkSPL/lkPKesZ41b0VOFdgrPtAB0IlW7Ka0HsD9vUk9TFKf+mvXjA+HsA28lsizpiExpD+ZgzGlfmrmkoPR5l0W319k5J+DfBJ9ZlQfTyaqZMV0K0KQeDTkQClZHzSz7EVOap9NMDw12CetcFek9/YFzTS0X6Sl2TfP6v31FS0LTvZYr1cHuln5bRnpXbYRRTuERXJ70UIF3trfPGzJk7hgiM3mM7HNGWuO+VdX6UMadCTCyO5fTdAujQ/SyL0NDRfnEGDYQ2RcrOkJT7BCv36vzfV3x9HtjMh3jOZC15ZIjQDIfCx62lXz4t4+Us6M4lIgXNjGtKxjdvhbsqKa3WrIKtWLERkxZXOdcJQJ6myWUaWwJWd2t6JCoYSz/1uaXHHZOT4splyjCM2pOUXJ3bB8FBXy+t/EY0FOM85W2PfgMosXiphHpYT4nOsoe79nhxcFDfOaRuRFl0acq3ckEa7ycdLF/HOb/CFpTAx/laHtaaPos1OfKIg8sqh/jNyZHf0P6KQTlCbxx9zCU4FSuur8DYQEZZqAT8htbN4nd1e+aGQqbcKtOFDzMbfp+te7TwlPcArYOW3cl2FX817fsTZifPzS3XKh5prpxBibNCAi0hto3Claqi/smYsi+pZW5GM2y9u03BK3W79tGBD5rXK1FP2D65Z/b/13HLgO3o0G5Td1lE1s/tliyvKuCPitUvneFhexvBBm4iVW2fy+UlHAECj7yIGmyMsYTNtyuTuuGsciNznZ+is8ee/AS0k/feIWw8mkPWcT5U/UfavH26FPqxFREouZF5m0nqyR2sD75QJ8luaXGk15luA7qKnaA7m+DOJPHQGzw6Hn7Lah47MskC5g3OmWC9M/5OioQLGbbjXWrSpfz72aRUIGxMgoOLOffEd5quGxlI9MMmDjvAEb0KdOK6Z07bFthr7h1KLdanAbb2ODfjVB+LEyir6qVgdfcZyKgE95hfdjhxyOhA/88cPhljZSwKfD/e+U2It+dmFDJi5URl5+Q3eyZdi1+4GyP1YYNarWBF/Fh6RmiljULAii8xWYA7mHAX2/zLPaIhK1WKxeS1Kvsy0p7lG3+FU3j5ykQi5jlCChGU/JHL/so5nvJwtBdXfgdxsriKJB1RcX2cFUeFOki44IwRXR3CL4/6sgA/Xg5KAXwxomZxpYsKtWwM66ew5/kULkxRWDRDFABAuWaebild8RdyOqUif19boh2kl5rFhUag4L2R86F9Dkn5B+z4BXkkZMm75le0kE4L2HunZQ9zbtuIJfy85gmcJiD44eqWteE8OMwpUkcpi/AK/CUe7gWMnQyE4DmjwOVsVmYwSrOp6L+cTVIxSP+xqcGc18sfhRbHfpT0OLXnOkdqiRfTxHUqmobmw8qtJ9tsjxUoehkqVkiczRwtt6uqhEzn4mrz8TV5+Jq6o8YrExBGNKEAXw0akfc1Vi36Yqj1S8S2LkJ+JfdnOHC0dHDIbu1EbSfMgyhvzoO7fgCZBKZ49BxUx1FgUb4crRQ5oC9jvxGbIO7MZx78L4h95Com7R8/fzs9mCogV+j4uFQFPTISy6v+nle8HdN5wBBJbBfh1/PNNZ5AaJQ19sVx++9dmeuwDxmzFl133NnV9BWumWKCMce5cuYDqIwmA7WNAxZzfWY5Qtiqo6zgZQexO/6X444BBr6OyM/Cu42cnAagEFHfYMygndu+RCu2EPGygWIuvQauiVkVROIJa0QvCoLCoAZR2F6N/mCUQYqql0d6R3S53KuTBQBuPTMloUEFykTG1zcdRXk4QAdUI6pXmyBthRr/jBnNn0bMIXFAYu2bJj9YFo4r4eyNsl1dbzRxva2lU7Z53zoir2okbh3iTSmLHdvIFmd5Q3k52FPOW7KAujHlKYWmLs57lpPOnW8d2uUqQ4zi4kx4+ftSVXSuiFBwZiA76pFivTo03JQ8Tmpp9AmpByquG0imA5v3U2GDaDEuH2DQRb6gDMXZcyujdG1bLUDpo3nUl8Uu2MAaI8RxvqSZcu94vIyzZBV2eQ3XE6yuYA5OM+ewpXezBpetu4uOuVz20PtaWIdgfr+pktbThRkruYOjvF9XxQyqH+vf9bqvAl2963eEgwxTW59gSCIFE68qFw2nDVH8XkBXkHEsQWRTnle/Da9XNxFLJliy68yNpb1+Lp/AGEVZwljlf4v/4MErChSrsuP8mxpI7LnIiqpAZwAAQ7HUZqPZAtIdkmHc8qo0G2RPpuikoufhQhz0QXy2S1kn+cEfXlZWL1y0/OljAYDWr0K2Hfm5GZq3cyP2ngj1vLLfqMe+HAU5Aqg2ooGwT1GMyGlYB49yDrEuM69exZzI1FYa1lT3YiLCQgGjEIcrOtoNc26dZUSCfhVYZ5DjQI7/ZnwYdUijNSDYgnzXiBbMSrStrGcKi6rcYscyZpZsdFDqLlPagPlkMGXeYsAVcsgNSscuxw6OmfK62jz4YvET3nMNJAHjq2zRCEePL5xhwW7YyJL6j9Q6Jqx9Y47coHoJmOB4Ki3T9LyG5tfsiAhKnOYpG+7JtWOiol6vxdG0IStMLQEpwWvQney3YkOFwF1x51ZKObAFyaN24zLzQ9ou+FTkesSkTZxQDshe9DKs/SWtlMqFjbTbnBt7eqUAxzOqxrahXeQl1ws1xqlkO8ZyhHlmxcIiyzn/HTroJLVLm00KG8lYX+yGBoGIWUMaECdVG2bTbYHEnuLYpG3Hku0YNqNDRQAn/qJVZ7WIYbvffNAWqPLoj+PQ/S7m2fGgU7sheVRld0dHwDjiOa3UyZjilKgdynZ63MpRQg4PqSgWdij/xuSkiw2EpYnZ0rXdO0c6lihTH4tzmb9SUxXrbggV8hCNHu5p7OLDawi4vG4Hc0Hc7zuawg76d17H7V+594NYhyqSw2mhYAzdMD0H7n1yEhwQV3dax9FcLzeR8keAxUKIWykrK0WaHypJtfuSsEZgwhusxY4rbsu0ttWdZyc0A6Q5fep585ktGwUgSkAMNN/OZisMTBjnyDwoH5tJbnJgMxrieyQaIqPXj+k7G6u70fbBWTScBcN+4drVLmk7phRVx0T+0hzzSrFY3xwDcx4D8Y+fp5LbJyNImCCETAoalKoNs+Apv5GeO0+RSGuw3QamzMBE3ODyXuatQwmSMCXahkM6O4cHeUD/NcLykzCW4Xq1XgebARhtFqofgVo2uCWdtmaaJeWCXHivuTY1U9V7YK8VQc19pj+GPaBA+B/PEdjr2SUib7b04MsOibFytv3jPldox8TPN1qj5CaaX6lVo/I9xezafmBLORWVFgwoM4r3ScB8A59QhYMCvGWPpqwa3zN1a4/y5tHCbEwVxSPVspMBBeaMRe76RMkSdYGT1XZdx7hKn0gKe8KlCBnJVpDGha/vQeJJpfB3JhMR9jdk+V8VwlENAdUYUlYFpkjnnqnhrbwl2DyefpDjB1eLwSM3UauqG1CUd2xABEA4j9RYishJvrvXM2uI8MeuPjbN9VQhmO0juGS5kHetX8iIzbrsV93Kq7GgG3xravAUiO8WaxBR4F0tqEKS9z15Uqs8s5PKQgmUig/l3BNOmguc9d04GBHAjTEN5tfxRuPnmCw4An4K3xfA5kJvzLFNbYdb0YE/ejWyv/suop5RTwSPgwn5vNNqIr6NaWzf9Tjw3ms4kqXqkRoO8zPUtJZO2Ymq4zYXTqJztlc2bVSmnIBnrjqIAbWY5HNu416uEHZkvTfEJ18inDAe8lUk+DazJcP8EQHEbClE7G1HhkU6hwLHASCyr5zeKuEXpJ4yiBD3oPP9/FeLPIavIofLXxcRqAagjy3CtcYScX4Pc9RVU3qvwInasHK6c/zitnE9i8qUsnRaI2AeKa16z/poTR9ATghRWZ3FS9qm+YbMzkh/+zJ1qFXLS+e/orRTbSVBE0XFDc3T+DNHGM2T/2UdTMVSeFQ3CuoJxJhZ8M89LYVKD++c5tvC2xo3ccA5ob6m2U8VImy4YZP0YTWnGxGQPYKUK+os5dXIwVUffGQHF/cEu+UPd+SN5jqaVdtQ/Wdkkx9NEi6eF8N2NMeIkA0b9cS7iareGxyRLGDeBnl8MXqLFNOUImBH8Ht41ZZY7d9CAJMkDCezu4YrLbNb5biIbmegNjP71GiVmz0E8ejUdQZzPkgQgQoKbYOEcezQ+9arE+52L5TX3VlF21D0zOsaS0pUxDnfYOLa+x/KYnk7QwMWmY0BaALxKYuUb4i8hC0RrC5+2cWaKh6BaH7x6KNEFPpM98WWMC+cm+pLUHIPYKzrCbme0O5WWeTZlGouTONS18d3CEYzgXRj0tSp/GS+nJo2RTuPEmGfwWJOIb6ZOpADdCqRr5Ku+edxg9RWj5NRbK0k06BpcCGr22UXk2IQMkJIjQ7kKZ9v6/07nXg9uML5Am5i4pa9Ne5FJjbEYUC7kddi9TI3uSJRX6aDJCOtq9dbFivuDkbGwv78ATI1awa447nB3SKlPJ8pzMm3c3KynnGfeMY9cqmP0qyWVHOvxGuU5NEf5v9Mv6mzSoQPhAs8WK1KQRkxe0I1BEBfpRoFxJXmKkxoPHkxl7983drKzn9RX62DsrnjuYD4Oin7DKblKzYpLviGCOIpQNPNwKebcTX39R7naMEfSMHVgeCIM9g14PiFdOdf9Imh3Z90TB/qJgkH4X+roIszeMzLahZlOdTribsufpd8cXPp+zoKQSsUM7RxLdwe+zkc7V/S0fVm85Vhnee3Aj25bvK3icsc0GwdvzCkQNRDZ4lWqxF4cKk0Wht+6vL2mmQMV8k6KTzcuRndvlVRgu0NQgt6mKy+dhorrLaP5paOoPuN4yJMYSw1fV4wRE4Z0kZyDZ2CtI17CkP5BmsxoNjvzuY3UlMCMxG1Fczl13fee5VQCYVtM17PDyy72utrQktvx7UaMJ5Ib3Im7rLbOfinmQtWFJs0kL+MO0+UVAcOy84+nSRfqTha15mGokDlfsDJ4Q6Smqqwa/TA8Rts89y/RUS+0kRX5Xiu43x8anUJcUYT9NL84Qml++kxWQdC4vCdq3gS8acQlKyzQJLoo3IIsZEvOC+gDafH4A1nEpTG0JAAqB4ebgg1TlGwCaEJHUZzrds7zxuSXOiHkqf8Trgd4fI81RiSigocfBEbwNpdfkQEaADw6aZ8vPVCvhyBru4kI7FhUSQ11yyGE3yxRrI5EqIdw491dyRnMygxhzcy2b4L0E476CHctby5tPAO1qNLtC7VeLlvDJ5+ztIRdgcRMiyNFk4+LoA87ko44u/yHfzFF/NdRWDMnytUipX3QbGp0aZQL8UPoEOun+CR6xXHOs85Gf/iIQ4lul5DzBqQexPQ25rCBCiNuEg9n0ltGVsm3vbwVUo4Qg0EPvtfoS9yHU63465Dd8tkmz9p9ZeeGpRyLQgu/rR73oekOvZSH+1SNgBCzHzH5E7JuOmEo9XbZeDEFpvhjcB22d3DXhselaBsHF0NUAsUvmbkVMDLTCSZkFFu6MyW3H1m1u5cUfzomiyxbATETdydXMZQEJZdR7DyGTz+kTkUtBmC1NTlMzrqzYEJcb8Leqp0iaKz6eriB3QFq0d4z8lfopXRujuIsSzcTGL9DEpiNM8pO9SrDbR+rFeWLx/qnAHrLs1WsCDCWg+R0taWSCg7kdE1lB3n95AhNzIEFJRLXtX9EuovtOGR6fE43i1okz9wD/O1HtN0fDzDRloNDrlUW7Xzzvolh8hUQ2nAkkzoocXRTL8RVRf6yzclXNRNWwjZiRREPc+dV3F8MLU9ljO104gLSfLQ4vx+o5xwiZzGSPyS+er2Tqcmcg6kTVUyU7vou3ShZcLi9b+Aq6pu0iJVD0fJE+D/iJaZh2woB8NZNHBbLxjbEVCQ+7rUACO9P6TuYY6rkraWgh7t2hJbXMyUclOjDrHFBwx9HzLVItVyZHcf/EgDYYEvZikaBcVObCnoZWIu/DNHVgzg95mXic1a1E6OFQKIkX6TPakTZ6UvyM3+lnB/XriIWrxdxxwF2UyKHYWex7R8B28HcYQ6vtKH5zsW/7Kzudi3W2S4fqZdK2zqNhCyC8kczKzjFOUFeETpvHdN0IaEW1/vCOw6fPE37yYQ1ZEFsfXm0sVg85vlecx5aBmDTRNllkDiG0W5TRw1dwnRMwictEMDluinS7tUfKXI9vni8BLCzXM7qF4DnCkCBhSDNakruO3QXeWD9A49YBs2HZWExcy6pCQ+6Y7EW1jkkyHUiF7HdJtXDBO4xpevCc7Zko0wprhWEWn/zxjv6oFJyi7iHz7mgMAPJTxO56OTHjbKjXzlDLd/wmpC01Hx8KPDqsdm0AFXUN7fvVWdfqkCCP6UyAf/9wH5n6gzqPQRCvYGNzJqkDQO/S3GmV0ABHSq7Cu7EPMBYaLSnFvP2paEoaJUeTHEqtf8AYks92JElx9KBGYws0hQB9MMnUdby8qWlNlUIi+ATga/6fXR1UqwY01/l4FcVd70e6qRDJqjFTbct4tiaapIag4w1ja2dg190jviARrbokxTspBZ80YT/COePu27ENqYDBa0XMjAHIWzOIw8AEdSfoMmmBh2pWfPW7pAOiR3h+Xys9oXuEKqfOI9FhH7Wb56Ui7ngN5i+k4bCauBNHbLT3TUEL2eodCwcZK/8T17vk0bMADkQSPDNj+DX1bLAzFvbJnT8hDd0/3NIhnk66Y8V1hFOSbEJfetDdeZda4AeFHOAnf6AYDB08RIt3oYvaJbfCA/KRXM5i8Zaog10r3l37jnCGhWmoQjjz0/Xwy9gz/Brok2oAl9QNHvhKoUNxawixoDvKnYliHTWqknPEkKKPfWrF5KZLAuWqFMIhVL5XrCY16n8YAyuVvQfMpyVVxskccWH+ks1xQ6UNnTC7H7mQilfm0sFODtwIodC1qBO1iuA6LeQeSbcvdHFA1qivrT1thfWvqcAQnqRIutG5Y3Z8f5tbGxlarQQYL2lxMDbZln27f3EjMj9uPa454HBuCYfE6PSrzZwwwDq+QJU5Mlq0IOKQIWYlSd2e9Q+1KjLTaohssd5wRmAwYUhRyl0s+Kym9Qg0TGpAHrhCeJFcyFz3AT7eztm/tskzlOc5jUna4DyViqaXmYwhaaM0QBGLVkfdJveRalrEx+i2dza/37uWsYsr9r4OodwyB+zITo5cZJ0R+rQhPVzU45jrXHyZ+wQX/AxyNgN5ojHKynO2od1yhyyHp+jxACTKH48rZBcS6WUaUtmQtpAK6Jrn/HeGemkWU823kXwla9aJ3fL0y9y5bd5e8bFjv58uZOnvanKBskDO0hoIB3eEjtE7vJSoLkQnNCeiKqVBNcIm0amR6AhYgJBpAn5zZQ2mEmCMDMlr1vjG8VIrHweb7jHf8C4N9fr/mDveCmqBeeD6xaHtYcH+kaTbnAaflVCogq3pW3YazTx7pUPL+9+DxYRrhGWgsRAJJ5bTDLyzu8vbCCR06RondY/PkftVALEppv5bXkPU8da+nkemG1Ct/OYmQF0EH3tdckNPb8hLlVWNR9px165JGp/2B2LrwjLn5sEHsrWScuSzGMuUlY5DO+qk7+84GeC6heg6HIybbCXZOSTXYoznF3B0+KzXmZ44gnvDsppZ6IjUCeVwbghGuBFEqDnVJp6gF/QyoMdzsvxf7YVP7YS7tzSgIjqwjxRLO+DWYH4RgP1pZqiQM8HeztTuORk6SMAzj5XoPNSJ35GjElhcJwq6sRHjsi7EWpka2K/sRoFqw1l7bky7NwLZPpbDaLGJtL8XKbU5AyK3RxOQPfHO/4E64liteDHniZW1DzivgvhoYQIg+U0d7clx3i+AIcIojc+Xw/JU2yehL28yGFYhLpE9LRxLn9R3SHbOq8OZ3nfV371uY28JogGT6pA7r/zEGrINy+eXfL5hu6HoNw9NPg4cgBV3bt68taV+C9+CZBF3sDPRnYzMFw8S152MiWjpwQiS6p9CVevBrVIGJFe6IFNKEiYSNLvm2xC552Srce1fpB5Qfhg8e61yfM5hCY3RJQpIhgp/idgH5ulGlqMqVKrAxcHXK60vXsxTswQwdr4ufuBlqORkKBKUn0px3xoBop/itvZLG7DWYoLNdyG572Lt8ul3Gmn+MmOf1Kxs1ASn0aPNrR1ZiuTuQRB4EUf7Ewn9uuWhNA71mQmx7SzwniG1lvDBjZiNmsX+jxoiOLZUPGofoVuE6cHS1ZxHaezp1AsYxCBca5q6qdKuGNtEUFY2Yc+mFy/guQpycllHJSsa/anQUyvY8gx/3cark1kWVAIUblcBC89rvTY0kEpazCqf2pjMiJn2kUJz+uWrPbgJQ6zrVx4FmYel1K2CP9ZyLnDAlv789QUJALAlibrbRzSTTuJasMVA40ce7jeHCGH07Qc1jGIy2U81ZqTeaXVfwZXOqJwtBVfaXNpXyWY4zp97tGBU8X02/TknBbRdxskTXkqT4nPr15val6kxcSIWTVdY9sIpnOQK+mJgRGeGI/ny60Itc4I5mpepPBCTCZCPJOJ+rjfRxJ95CJWT2XOADKu5DgkwB5H0WHGaEu0lNxrJzZrrCBp9XkejNTKzl1InTMJe5UTdfqJ3khWWPqw2j+i9oHs5A+cBhzgB30ZE8xoE5/nUa9o8gXk+Nfz4HTSU2OwiR6SulODTkD/QMVmBh5rtlB9bf1k7JWO8Ciz0eW1o8g2/pOmXvlvB/7CV5RoyhiRgh3B7+3o1p8rBRKf12CquNjlPqOeuCYVqamcOFmN+1SABs47R89MaTrzmh1eJBaiCFw+9GOC7672rhPqR+MzOOeX+rCZthpek144zlAa6ToKVbEzIPzNMdxLYEYKhQOk5aXxMinfU6omgfaOIGRw/g9/zx5zQFlOo/JxMLOSuRpSOJDUQm0VoWyPrStvH9sqUbVb1s5uFBlH/xYF6OfmGfw2yoE1702bj+OWgqdsL/212cpGRoa6ScFebbO4Nau34gmP2GjUMQzhU1D2cvSWo/+G5EK5OSld4LerQxAc9Ko/e3hyssct8vlBzIBi2RSmVi1dM1+x2NkGKrMfWqBs5VwtVe14n6ilVcMMjjirL6QyFlxvE1aUBLnQ09rP1/hsizhm5sUyAcpX8BFzExHoZQuYbiUOe7sPardMOPGkY4bwZG1FegdS4qY6EAGwPSrG5sC6dPKonR5CBGmjkfVB0mbErJIjzW0mnOB41XVnBH7spkF86L/pCCA5eyn2BoH/jHvSZpAqV8s5GNffDECRu5l4yFK1CiX+c4ARI6b3d6Ynqmy5oliOxqGMlW2qn1b59+tiMEfMPH5/+qgyNJXBGqBIpzOCSya1Kl2FjWVond840yYlqiLxFfnUgVVXw6clacNsBFC00T8igq7lZNonI6+OssFwyJlKBuqZuHO8WCg8fetNjpDZqdbU1h7Gf+lefAhHRO/fTBkdfpt3UzhKj1paUo31qqWGk0m6paTB2xM3qgjeRjtjamd4ix3cUwra4j9hA7uiHgif4iLpF8lay9r02VUp9ztetIEP8GqvynuvHifXT0FcdNk2YxRTh5gaR/IhDk3ADyF53kv/YMVuVXTd2IFsY5Irtx8iQEU4/Aaj8AJD7XrtrUdG9ModWfWtWQ0fW/KuPbL4BnVeosdgT3dVIYbC4Za7MWE36Kwo+pFHkiNMKc4puMQlTf/phmMNHGVFaepXfFWUMMD+IEgTRyahHerD4GLbkhP134G5cxuQNiscaFJyax28YveCGz9xUSdhiT75TLZ4FO9/JuyGa3YmTFhF6vSPlXuYdHbNrI1XRnUGd4JtF2qi9AZ8WM3ybVyynvLzgPIQv7QfPFQyFpiZRWpKkaRiDWp2AbFlnsl60eYrt/Mol/a8tG0MrpXLywuYGwtcydgHTg6q9OISNuQMQiJCsjtgWxCanksCACy8T6OIf27nD5V/WfaSZGXp/ra7VzopF2/606T6eKws3d2t2BysB8Qqrg90D/3ghlXiC/S2trQNurVsY4uLqCT1jwMP5yOlrf6ChYE+tMsjmn8P4HlHFl6wWpVgVoWJOBn6LzG5SNlW72I1N1s2u+69L5nXL08cm21BlzgBMYSCbR93W2am5b1/h6JG/j5eQWGAG2XhgQOAIPV/7O/57LKLq+3yrkIOksQRckhXZpyraYZKyYWCx0sVXSSqKNHwHT2qq9N8DORTMRp/MljXmkdDFYDQDZun3lKUo9XCkVbQL0ypCMfbpfuY+KGWZSIZj9MUhzqObA2aOLPd6dbrCul9AbprON2LvnyreS/bX7FwJ2hHH77NnfHuIc8GxnBgrDj1RATIYu80iFh7W1u8YS/5G8+8hrkSahMQPS1/s2uTNAtimjH8riHVFRmTRJz45IYB4ZhH5bhaz+CAp1LbAi4QmH/4icPRZoQRYNNM8fKINA1qg+Wpnit0jP09bylHdSVMDp0ATGsKtIwCucuHwkDAo06UfUZTp6zMFI97+2IIxRg5UVeuSLKoiQB9nTNCI6ZQut72cuxwGVkMQYnMmvt6t8sKlzlb06Mjig+5Tri6I18UGHUZT3nW5EkUJ2QJXmWUuuVK2FGv/TS+w5ezTJKfcKFHVvNfugbwPYvHWimmdzV6o8EGl+cNqg9spWQ1VFV5GzPS0UDmYXlZ5/JX8UAeEANOsEj3GnrCkaA4cno9xgVsEAWn6vTgVW7c29gCWDtCatu5xLBv4Ci7q1zUWBPms+AqaywLNghG5NEyKPGceuT9JhiICcC5eqwy8tiSSfKrDZqPHWHWUS7/Vj0ezmpdP/g6EYR5M908+ookagvcD8lBiD9AsZuPZ2v/g4pMKwHwO6wtwWHllo/j5q64oLGUrdMxCk6XXc1e2uR2I3FhP4aNO8d6eX3o6E+30YymEdgyOM1inZr7pHUGquYY+YlhaDHzvydprpsFOKd6rEZTob4jVjnrcJpdWpWlwqLSlAewVJ8A76VXjImhVMZu7ffrMe2Lu612tjMyUxCBvIovGDyr85YLLBElA3SSxLycO/ZZcTkthGxt1IsH6arG1VbZoYh5SVULeG8Ku69evtUcXY0RVfInvh9mYRQlGuLZB8e7dNl2M7V34A2giaKjaeuzzZCLhCS56pEpB4wOL78403OZcWElrrkoovnBkSxpoHb+nqXUbCSyu+N4hFfM+4ioA6vBlAto2kR7pQJjKij+egMCPhlxL7RmwJqthjxweQHW/146Ze5z4L2rrVB8lUamEPczbPVo3dM48JgAW7AOY88YHK/UQnPKOKTIzKp7lhXWqqOb2h+rREKlp4ZlnvpFq9Ga29Zxaks9867Xv8nXqhsNG1hbKTu/icXXHCImKrblSzbXzUCppFgZ/804tGTJUpESNU61TfcLEJYPqOoKGCFJltJwCdwdjOzZnq1JPPKf7PIEHoX1cSmXxfHpHTETA/yiD99k2iUnfzKyHGT09KrSw528QSGPzGIaDQ24iA3ionKk+N10QXNFHuP9Eu5/A/IMGjjoKjY+3bX6K6Hb7y4uwedhhM7bKXDu9dHD7j1H35cMUdUHkn762tN5EExciqVlVUD3mhEqHIqf379+LrdfEFKQhwXcMPN4yp2hh22nTBMkz6sGFmOKawlNJGOUaAMlkjL6sdPJh1odzphuo7HfT6ShOo0BE44Kua3XhHN7EqmIdz4kxUqi4SjN+fhyd6xKCT2Uz/MFqRLvtDfLMSFmbW7Y1gyy9+x+apdRY4SpI2ET7cLLfizXNP58l2+Ik/Lz+AkHAYYff8yz+kF2LxOjDmhFtDY/VmIvs5yBUeFrOJP2mYFxhr1iX+kUF+kolUUR+BeXLcTcfMPYeB6/ddf49zZ2gTSOZ8qfmQbmz5rvgfq6IQX5ZIO/TSo+HqjeGoWlE8SDDnfW6lDorOlB+HK/aMgPdC8YF/fjvz40Q91W8ViHjKzRf4JjM+hhtpZ0GfVyQIzsb+IPhNwfTDNEZyLZTC4JBnfGcxEecL1/rTK4XW/5rciIwkWkwQE3FY3bmAB3uvP2zR37qFqZ9h+BIZOb4nm6vd0Lp1MGQS1dIWGPZiB3m2Iy+jdx+X4of+VGbGIRMMdWxizkpCkWasNOyScLf/+NlDGwAAD8uyrKHTIZ8QF+ll9BrBqA5MD3ss/HiZQKuaCIAB2BAADvCn2YnLNs5THkEvggGMWV1h5g+Gf0hDozSCChrJbGi7qPsxAHn3e7D9VhPoSy746R58ChmrzEzxDL21qGJ81kDVEQJuNS2MN7RSNjoC30nJlNiYwC8SLPPpW63Jc4n6uwPXIm77oLxwLnrAzAfPyGfpctkDWMtb7MMRh4Oh4d8ZJ9llFLZ08XkGI3nLVaDi+Pk/ZUX7LK8twjOnIPRXcCwcal8IECTAQ2uDfMC+PdSlJm6lZqxEETi5ZGGsLnEfNKfECkJGRVB96/MvVtz4NDfekYQaYJfvvygB/zccFPq9Xhp05y+tUS+QtoxVxcisL9yvNWxwAavFRp3A4Z189mBfDVj4aIh3vbtaeY0FCW52tAV7fKHCUlux9jqyXBbIrOSel5S06bg5WtS7zXIerSzgf59jvDSBua1+qQ6XeoIHbC6dOqsfPNRA/FdMIivqt9W9lb8fxiuorU40H+5B94cT30oDzFw9+RtG/KwuKv9Cnmjy1bRASSqKqsZLKCZ5ncm/+zGExFBR8Cm/6C8leBSWq8brBZXGUO8aIm6bTqCt+pITaWk3CW6ZJrikKeQDlEwOGwciVQE9UBjo0ng7SyGIIVvLyd3LNnnmntVsAJd2xBoWXZehaomtmSL+ncO9XHYJPmUI6z7a3dyupecxyBkdBhAINENIHVn44wU3cpDa4AzoWoZDn0wRbbAC3VjW0LFwErRviwPHnmAEoqrT62/Jl8+2gWAsU0ev/br2L6hNyjShge19s2sju9LT8XKoln5mpRygSUqM/pjLI2Bgh/VaT4uSIh3O5P5D81CPsQItWikcg4pxYdZlUb3ZYa3GwBg9EVXVxYZyGJumG0HvLRCwi7dik1+yymftRVdacqLyxEmQ69+HXaf4db4fV9fNN5g6x+TC7VzW9GIQ65Jfa0zZjNiGdnF1PFpM/x1ucYA51Da1pyyDXUTLbqLHPEKWW5A9/mfOt0FYO/Hr2KQZx86PsN48/9mZJnE06oo1oUM1qg6cGrycFHrYBLx0OnFvBNr8ABdbMc7yUwQvkmQTvdRr4Xt2N46PRd/jVJoh3rJ7a3eV1ZVOYLEm+dyQGcOsqLKzG+AoMAWE8OKzN0h4IOdjTyl/AZ8GQLoJqT2GpGorI9o/YLpf/5SHD2Tirb5DNST4N5PjrP+XsPCSqssK1H26Iy3Sfi96HnoDVhtEYjFpHKrPDfAe8ef6meXbSk9LukvqYK6qlqahFCvK5XV2yEbNvMxKoYXShNPjJEB8ZxYgTjDkiETU+3dp5PsXippY9uI+0cXkVcoAzNP3YhB+YJTnMHkLx4J8QPnvc9iDcxfr6wXyljKWhx868JMwfe7THsaFPHP5xGwUtNnB/yF2rCtXcRh/7r3scSr3nQQLnr3yVFAf9+iRnM6ujQNYJCLIaJZ+oXAVMCTEnt6jc6X/ZbCwJjyE0XffeD5A0YcjiR9AyO0+CdQPl+V3+TRmY0KdSaFMBaVD3LKCrLIUTl24M+tz4zuzssSfeR7RABGJ/lxKjUHGvXrdsP+3ZnGuGa3FMKYeZ/GshyLBymNCofjsoyvuY+1w4FyfrYNU1xaNR8qyYIQIcviPzIPRptFzfkagw3wrPDJtVHo6tobP6IUVPlXN36JzMddDvHkfnNU+5Kj2Sgvb8v8xOvtz67RwRcwjF1WQKtyk1SxyLxeGsFsbKq6LM0dPUZPJOkhziTHBaBjFxoKAiW8EUPMqWlIECHJsVNuWoq7isqd+iOYKKUefenBtAuSOKIraEO7eKBoHTK+1OdY5rDb07G6wFdwbMrGGwcfZeNK8iR+OGutDwhLYJH4xFg9ETpNih0PTawhPE+9do4LRL2sIrdjAXyVaXoO/wkUr0XWt33a8j3g5kT/Mmznq7F7RHgLRN77J+cUWAtBzlU6bz252BobJbt3VIay9H6cw51R6Ygvgs0Qlv3XCz3mKMYyjIgaUZLAgBo8VHVsRsGMq5cVl0ImQVUw+dWhzJkN+NwhHCfMbYEjpxWvJAuDPOHZv+IQgLDauscc9RbYYg8tNX5ukMr+xpzzumwDrXzPfOWCRtao9LEeL/BkZ8qTYhiz72e/VeuNIv4Nm2FvDfYObLE18pM/zfJePfcCS7Y0ohalZqwuw8P53JMktKFNE7YFufZbD7QuidqM6OT9oarEe1OmpEbJrkNkEcIRv8ZRRE2fzdY6rfx9iXkO401v/8TtPeJ5t+5KR7/+odyKuuHi8Fei1qVuPxdSgsH9WRmdf/Ek+h897vM8rxi0qSoUBwES8pD0WEB73rhZW4F8G7KUxeiby3Pvfk0YuG+igs+0LincOO9FCwZ4Lszy3wNsLjvcCSBIW1h/F5fpE0ZErsFwxXHlUl4M95tSwa4FBdGT0mr54PdJXPJIO4OgStlck4PL5rckgsE7QP6Bar6mLjpt0phyNZNDUQNH9N6cvnM+GNKvbyIK/0uQPp8JFlzEmXzYI5K3uGHS+2CkKH4+SmcQRy+mmyVIF1pDRkhHbVznTvvTF+/UAu/zNRfGWWEUUCdF71FyRkLb7AmLsLMgrNwtz8oMFVKWuFDl03wgXfxbwLGVYGh2VwqFRuxJHeNnXdG0fMl8FHSq3pweB93qp3Uwrv4Go8hySZUsy2Zj4v05CB3QNN4EVJiTHZM0XsYzAMIek5j/FXdjlMrdonPtrxprk7pP0HT7ezt/Mfya3Vtbnmkw3a4Cug75s5waMp3ADF4e2Xrb9S9fdHgFfMNkgCqYDZNjqZiad9NFzJ0QfFNt5Or3Dz22DDWjnzhg8P6Vcl9NfM86KRJ77clanvGY5jyo7vrpOTNbUQ/s8YJJspPJ6zn8DOapM43L+xXavvLEyCbY0LpZF9GQ4Z3J4/4hp+n4AuVgssPKxokgFHq7sOXsDO7lhyYkcKPBVS/4zjAV0MQpbPDlQAGY4IENaJBKEYNiX7pQxTwCQrUnFlDT5FvrJIIUqy2k9mIuBXSFDlck3UT5xCApAhyOnyIvMGe/kbtbnSdolTHEKmrxBwu2X5atbf12DBcKcfNX4+yt/xQjEAOdbf08uSR7beMgROFH4qIAetYbQMdLvLbxwzPymv2dGYkwtm2wtOsufqx8m0Jy/e8gWxecEE+1YFEUQBVlGUX+I4LAeWJVQ7qhFwp25F4dPX+Id2w1qqMVXIzQwdnG5amoKzTmNbIKQpiJwiGSFTfNQf/TypjMcIs1gv+UIVu6Rkkojt8pxmsevDQNNlTUM+WhyqhoDIekMFqdoOAwhI5iKus2p0T5Le7JqjYSocXUzQ+EujVrbJZWFxtXlAQDMkHmdudSdr1HCpF3bMY/b/89kIIG4aUG6kRTgpEry+2m9Z4uVYCKdpxk4FQ9xoFuJ89xn0nLnMrSbloYE2VUpgNS/B8Fi6BD9ypEoV8BNFSaHn1bUOul6Q+2p23xV4m7Tl16jMQI3kaVuHJc1oXD35lJZV5oE6q16mtnRCWQPJ+pI1KfudbxcdWQ91qjW6m5nQ9eWvAExY9gUq1AxnU6KwIV97qROg//fEcanxgj13pD4vDgYFIqs6b9BaWt5y1sClVzuj+UJ6TkU5TmHYp7HxvPwsGnNhkQhTCuY5Dbex9pibtTaH43IaLdUhy1865hID8ZC9WUodIRyG13xWtpPzTRC8H+cIVQe/qWmxbcMRqv0m1otaFXX/1M4iQ+Jkb9kdQI8pCy+uQkqqoWWQaqPlcwVRBtQ8H+/d4xahsJN9/4TyXqzgNNTRV/xozhPezrVKABI1mrSXZTgxQUiYAZBNQM0P75E+aNCYzdtsV3wiIMvxh52JRh39bxaPwp7ykKr0a+/yJlobRAlUDhkFDCathS62xqQ/SvzfI4fKtmyDQvgfIDq3EpIG4UA94QxoNoxO6tXvONr7vWPz4FsHDR/LZG4b4OTQRPC7lYyA9ABSRzRGOnToaYj4DZxdqkYNh2FYhYEh/mussgWc+umA+1kva4DZoZe27ZrZ5FVUQrH0yUIhi+zZHsDk3gSy/l2K6PbsptQSspoBObAnzMoBpM5t5Bpd7xUOtF8Oi+vmEXl4vbNH/D6nwudxSftXN5jGW0XGP+ScI+GVfsUGObgINWIF7Yt2l8Aa4BjGu6xaOgzbaezvolYx4jJ2YK9rJav4T2SDJTNPx4PkWV2zFuZ4o2R/DykRd80Ar4PD1TKkuarMMw0Toio9uqg3xUSB5lk3L8im186Rev7YDNWNZTYpgecwxTVYa1he0YGhHWi9dkz15+++PsvD/JXh4x49+KUwbeO9gCxM0AMwvqJVnLYGv7G6bP1GnRmX34aN5dS6YI8Vi9XP+wHZWFeTna2+n0tZzpY7k9wCjaoyk/KfF3jRF2fAyxSXDJc1hzwSFvAtoG5OGvhchwBPu5ts5QVxRE1/sgHz5R1N655v+9HRrHcJ7+cjw0m2hQ9g5aKhxhRidc9GKVVBHB9ExMuoyRun7SB9ExMuoyZDrINTwbTkeH8wBH+SWWEq9aqzj3GOuhILRZiWH/iMFG6SAuP6XYIr03uFjRYbqCHCnGL4RFWQdrLyb2etqAvBn3DfduLLQH0IggMnV9u1SexCbChaqRT2BbxbQdwX+2TNW6WPuaxtSq5CrzL5p4q81L0M5JsdocNU1p3XzXN8z5iPynovyvYaTgPb2M9+laC+aKRGv/1UoB93Rh5rUG6HyrkXOelIn2EKcymlleDjnjvhf/2XVzPRYPHJs29iFvngw9zqdaTpgOzMkZZd9riEgx/NyIa7DSxBgf5y3QUoPPydmrFtmeX7HvLAVyyfcPwW+vkUtq0jpRWJfSsv8ECwQE2ZiltEwYwhUysuzQ4ldrPzXcELPa+qwRFMcOsx6+WIMByo+Sq6cNsnDxmGXbqzlYdASDdVHCXUU1P7w/mT3EWauRpjszX+k1H7Vn0xtWB7Xu9DKJWAYnmw0ehZcwTaYRVmokS44LSw2+h/0e3MaZjbK1saJGKkE9SqbEYqUrLiQu+p5X8Qeh9SmyapPBk8JYTEyV9dLi1yDH+76/uxo8Suz1ug7Fzt6ILPrqyebDcMQcaxCm211EUHlXaNAi7tYJR9mfeTn84IoKSIuxdXv6g/GQ8PCqb/w+NPQEOJC4cZjCTpNRjOY+LXw7XOKplZ49j3rP763OvW+F6NdLKuaB+gugq71RzCBNe9Rcn9lTDnpW2221e8GzeFqL5UiAEmbNhECslVT2GMqOB2sMx43YPdFIhWfcmCs3Eb5v6gY21/QYkyr9jwbchrqtm+q3+2QIhCw2kAaT9YO2qEMjCGPRS3QGEYTYI8SWn1Y7+Oqcq1o5/1x5CmA56wrT+VYC0QOrnuPmLPQ4sA4VJyfMu0Deahig72O/hFP8KdLSz92iL3t/dV/0ZkKNTdGIS72KZ05ntxq163amAmT2SCEcZFm+htg8vLl7BkK4gC91jjOtuRzGGBUieg8vPi6nNOkGPlBXjrMdo2X1zzzWtnov2SOzlN0tHwjw0jHCygTRsc2dP3DopuJ0HVt1AjUxThvhSWZM8kknNAmLulXFtIUDYG32CIOR6Oj5z307RE2rqqDCxP9rY8jY75GBS9se8hCzuLHFvKZlcXIbuCadd54YkD8t02eGOf9Rf/D3gBiOEOlsZ0YxcY+gVEDspQbMzclK6im9EwcMNTts0KwwCRvASrvZkGGqjcxZ/PIIDfBxAEXJrKXtNED2dsfumJXawRZWeu15jvqPLD98J5+K5amTiJfgM7xBEDYCV929mEI7NVvYZ8rfqb44nrbs5ek7AD9mbgEyAuUWlfTrnl8eFtIyWUUrIwE4OctEU6MalMG9R70WDhKJj7rGTOxSq6WoI03zJWfrZEZUxXQ3szaHQWWQAyK8T/cxDhVMSsZYAeLjDE9o3A2euar3rjMvvvFZJh8vXllPVwC06x5C61i/FyKFrgF0BkHbyPGxXaftYE/AW2mr72hL8hbHenRLwuuQZxevkNCv7Z78ugXIMczNgtpJNARlYrcRH7Blg1+Ypv2m2Ei25FtdkiT5GWfxzEJxqIbUEI+/TfQcf5vyDoh/N19dptH2d0c5BY2YUz++BJg37/irPkOYalYuao9K059A5r/5yyzf/adyBUnRH7KqjDp5gZ2TZ1F7ZW8DHUG27hu6SmuYidHuIbBnV5vXVCvCz6Iv/31FYsYw6znalDXBt2Qh2/u8CScfzi/58XOvqg6DtkVEi68UbhGvC15NyVndaqWhftH+pH64UwAG/8D8QUAgZjt3V0WJltA8RQ+CY5Bw9DmFSf2OVKP/c+dbPT2b1YNwkTLexBFowA2ynErY+X5OqfeFQuJj0Z2SL3JFQkBWNxFX52bjjSGbZmjN8a3ZWgx8+yVV0OiRlUTjBniWq/BSyRjffw4G7qEPdqosWGhEy4dRxHKtPOyvXbwitBgM+/3mCT3y3vRPkfmweyk1xkZftkmvSYUfjk6W7YLf6yblAFkVifsypevTsNt6E+g7jF7zD4SAOmIc/JyWoPLuMnF1ht/36lebcKoslwvzLhB3WCO9A1kBxL7H/ORj00pP00fjqYFB01Mgb7iEHD3XSivDkIXL+ET9npKJagrAVT4T805+QCpiGnrlgFsRjWbfKaE0VZYw23eAhqiB7sA5J6heyKGH1KjTBKAdZ+kDVlrvXTuNS2iIc9l+/Y9vs3WeHUQoeY0fVP2ucSM1hOl+nwujZwNxjnTDuuFyKCroJwvNFBSFlsR2BYS9vaBhIYlhlqbuDSU6VVQzYMA0mK0Fa4E5KI05iMsketAuryK6BEL6omzsQl6WOZ6klR78D5hG9BuqNoyFoa9GYMWQUP9KVC4+M36eUkMzMPM0cbgmOi9/Row/ARtpzGacB98CeS5sTS4KJBwS111mOhZpIqLPpMdXWU5wZ9TQyrgqvro3ovJCo5sQlTsitIX2goM7DU87QLSyLdPNoKfapIjAfAyoP/OWZrhZ27e+1kXw2wPWm10+UQly7AuKwufGxe63M1FV+PGdggQxV9rU5LQhGn7X9RO1TPHIcweVLIugCeys+lW/4BNwfMW9hnh8S22j1YSW8MSd2RlLXHHutsYJK5VQic1v8nZN2r0HNBguoFeMKVbFVruuJr71dxeAS8oIAXLwiyjLbaYiIUi0qLtIxawjdD4FMgjEumycYKsTpy3uVSFgI0K+rv+/U/nQStmreACQK/0nMvnDkoORDQDZQym10pimU+wRl1ikF/BThd0mTbKVRmKI31Nzhsrvrt8ixWETwkikm0whhjFzOgAGAPd4+hIIWIMWtPniCZV6xvvrj10ap8Zgbf+lO2dfkl0J5HLyOHbrkCrTkscJTnpRA/OAuGv6fFIwMvg93LIlxrB4jggBWbUJKWH13QjGoQ5BVz7Yio0T+NHUbala1ZVIscG/AGWh7fFOuTQ4P2QdVrArJjxuEMkKTnbFsYxadWgDlmhAZ13+LMCb+CYjf1QDzIhvYvfspuNrfomAA0M7GOK1dd2rmuhQ6cE5X0NEN6CVKGk5ksQ8uAKGu3x6bXVPlyWCCh3axWxqr1XeeC+jv6axOygIgUQWtBPV6VOSulx5o4udQ2lUYovijXxXoSJPaIxSk4AdYCoaBwpbDLTz7L6w3mYKKflqtLVz61Wx2baPEPYi9AgsscQvebzHipjxa3kGVRxTrqwVHRvbu2Fo8rBKqn06Gm1Htj1ShYSE0f4OPZOGnVfgI6ZnLhf92DDG25pbeOSN3Les+z46J1RURiA3gSrn7bx1BUn1rGLDT/qAbv9I8XsE+VyxqgfyyD2/dKtJpU1W0V6nUNjcJCB4XD/KoHUPiBkXroan5vePHzhspe/7guIbNjIyVC/PKzvHWMeUyXYPtHYacquywUB8hCboHoNKgAEPKJEaYm1G56y65iQTyK/wBghDrHpG0L7RfXpt0OYq6gcDnWwBvzYOrRbQxfn1wiOy1CqvY6yJrYajWKqKJ8MzynI4F6Ov7mw8qEoPp9LKLAcXzz5rYvqyqd86fBQXo6ZGTGldYdId1+0SlaSW6080TB8kpdOcdU156Nz1innvBPfW+mORmynARPBCV75TrSjiMOV2ecKBqYn1diX+JrtuSV0NnBzMq3Qo7U/WXJm4Uv3iOetlp7uYciNblrx6QSw8jpqMCupqJQp80oI5kZooj9U0OGEdbobA35ZYmMYbKvyiLzJo+I0xF2CRxTVKwd6AawScteWpDJSv0akcaL1lfLCA6vUVmzsQG/MyMd6q6tjvAkQciWpQ/UqybVGEoNmxV57yJRAul9aauvIY7QSaQ55KDCHYRSTTcjr8II15kzXEbCs7xinMAjAWMWKEf9tkXonqfnshCW6vr8SYZY043qDYG1yB7HkTzAFTUY2NYiALCVbLRfMyU3Ns8bAU1LFTMT56xg15G5JG4hREnMKcm0FXxk690cERaSHCd5Pn8x32eBgsJw7Qn1kAmskm8kPnjsT/trY71tOmmzV2mC9pfSm4MA0TxGNXvAvHdpC0xUj7kWHdeVbiMz74NFsjuw7n1EDIA1B1465vs0kSX4sAuBKOJ57dg74TVfA1bUvraPSarrLXi/0aeupXJ2/5D0IDuqS2Ihs2GciIcq6iazwo3M2/9GradTaRi00QKAVtkoMEG5htgGHmAjKS3pH1ey7gezrdSur+JBhhol/Vd/tHEefquoWOjeA/Cctmmdj1WQSvyo4syzB3igQawwlOGd2RAHszVE6Q+Xar9yOEaeeqC/ksmxVczJCM1WWckGh0bo9eEHU9mNC2kAiwu62sTAru7geBrX8GjP1zHDb8Gell//0ZIxQi769EB9pzwf1kiFbD2h2A9iKj9Vd1ow1NxMKpfUX2OQtbhVcqnGI6LzNYakFwKR3UqI4e2WDZJ96dYBOqEig7/UpPKZiATRN1nOL1FE+P8ozmdKdBYK/0qE+UFMknDkjGoq3Dr58sI4u8mnx9v1TkutO1xW/TRF9Oyt5fdu7smrmJlcx6I7/JU1bRtfV9kKzM3Ez4ousa6365SUx46ZmMZXihF+c7GUlkSsEqxPMfATxUt7Kz99SHzqdUYuGO5GD/Y6fT1eQryO85XuMLtNNWLefrqbPmUXORNJGpm3mVppmQFo69p/4t/bsUgnxTIfhF2omfE6BrzLk9OY6laSIKhPTaRhqKVwfknbPQzSUsfIWO+xSnO+uL9Ai1ASaYT3UqNcDL3bW1CW66V2KtVe8GEGFRt9pmlHmKkHch/RkEjplJDTsN9tTVIJNMLchKNOiwvPcAKeV8jirWfjF3EPksld+CG+ieDg7WmEy6hApYNefvnAOYK02Qx2YlRYbqmOpY2fgqRDqBv/vo/bJJwBk89iX+uSZzd0U2decrWxhKvE/BVTnvkuKHL+OKTT1witn0u5Ff7/JcyaJN16zvYFe3XBANF1U5BkSE57eaJ9QRZOxRYB78CXZw9/Z76b4juYclkWvoPbd+xuGnKd3JoTO6/gI+Z8tUPu7G/FpnavuAsfOtlR7tWbEhIUQLeUeFRWUFxEXw/JYlPqXh9H9tJHKJNSXCBYM0+QVWbI097p5pToCsEI+x7fzxs/NyhXxTEE6zkKjIbflf5bfTZlMNTRlrd7GY2jyexU0uLH/hvwrDNJ1DImcgqS4UF08sVRl1Y+FHvvRSCUAeBobbdz/1IEFPXArd2YIEHUg0Bk6N05biJy5NGq/DbxXKaW/x02/2LlSzfaOuT4km6p6VYbsvMyFrgaJeJYtyD/FK7QE8lrejrDdQ92BLzJ+U0LsewSFRJVry2WDNIIoj/Ge7oMdX33nAR5KfTZlgqpeHsCG6uBs/RRumbCrIa24tbKzwi4zDfn+Xfydi0MZwB3N9xqgTtwlIzSl4Ds9NwOa7ANO5fG2puzUfwyCUatO3HcfgYVk3q3nbcNqlxBCLUNYb+1NIqb+ZILUxoL2qlSWWL0nw4J48JRWBTMmt9QxFnrP/9sMve9ttSZ9DPrajgoxQ2qjS4/KUtWcDf/OWA+tABUy/TByTDDJtSPZOsI5rRhe/aucL978ZunZFQ/OItIg7IDqYMePIYN94/+U0VhYBl7PyRUq8G7LyaPENDeZd8ZF1PIYJ3lwDFCVMdltIbU4KsqJ6N1aeDlb0cDOPTAKn4+kl4/F4XvvYKCK1iAHQb+E1GGmDLv/pmyB0to9kfF/Rnczd4lvQB7UieIjQUzQwW9OfVBxIsRTB6AKGth9YLSjxLb1VUaDvJ/qaIb1Z6ooxRdr43UUVqQ3gKY4YHRxrd/EOcAxlcHF0q5+GlgjcQYUOHeqbkES/fT+6yA9sGQfDHO3VMApDYjfJNSoHnenYm0kaTwwZPqV6E6VoOPPYZBoxfWYRZuKdYrV4YZy/plwAo1nASv57WrYhKXsV01pyRm578NKdPAKgrqmwYCPBRI8VgUYiwjl9oCPzrVuiTlsxA3pTy6nzQ7jR3TFwyAsad6OFkIf1sIjjxyof+ihf8vhx1thb+vFIsKvHOC6AkXaGNzCOWQU8mQCwqB92WB0gTHO/rOYCohBZ+1u2VARDuWciG9l6K5PwNeWgbHDWh6pOGZC0NhBK0R8kWiFlqJPdrlm7/eLqLONqWxx7rvZ2GlMajIAaOC8wGJ1N+pbgItmPbp7h1eyuEB4UpFe9eccKOT3msTKpnneoiGouPyfGbvNBKhwo8R/Gt6WqbA2o2k2XyHfQlgtTHjqx0jZ6wFvqChy/mgoUlTsL3GFIX/HYwGB+16QFE0o+/Q+R9L/BK2Tg+LXKFCqhsSrucEa0qZK0LgfnCklfyTx4P7wviFjS0qPmFFOikrV/qj0I1UAA/245W2qnlPH26d5C6JHxeU7LSRXiqIhKjljbJ2DzPJTbCt9mEgCohInug2l7FX7H3KvcqxBHpfnBaSKIDvV8tKbY6c/K7dDADW4TmViCWO/2cr0cXfwLaXYXMGRTIh3hrNXYuRMuYIn8Tuel9cqZUh0coewrrZSvGvXWWdWUpwJjBaj1FpUFTxAHI0cF65xomjcduW8gvDBOKbv/TdbrkFPNaUAS4/Bcjn+yifwd177O2LByNfuN93FMtQ8vj5wCnVjD6oSeDpikOoI4bOD0NEbYJ5csPrZt+yOwoNkyjbUNxRh2S7JZt4S3PQ+kY9X5OiaUngWaUyXbRXwi+DzdafERxksuOeeoWSaEC+P0XoV3WKdK0CSnw4AuS+/QDFAVL9QBXfP9JEt8wAhX7AxD3Yy8JrLEe3aFm+PqCHWfK7TOA3k6mJzQPP7y9YSRVgQwG5bBP6nNsko9G89rJtqyg93E7bnfBZmvPOWxRxJyaE9mwvBq39vYjvnh+QwR5IC1t4aeoXPUxODQ3DrseBm0rnFaEri4Aydo/fkjRc6raYBrYdkvV17dyjEzozlhhUw/TRyOtpMm3GG1TcI2waD4xxvelhDqKtXHgdYP5QA/scdnRBRtBWj/Po0QxEAzqZZiua8As3WbaSHTPdR3YjauUdBY2BWbopdhb9aUCOWz2ekhb6FJHKdzxRyoyyGXhrCA3lquYG7/GCdWitd3pN14/h5M85i4uVzMgxYd8DbZ5vwYsOclGDDaxYtnppFLBG97ttndjtCr8nw1n0qFpQgiGbGzjfGsxfzhok5Tp9tED+JsW8X5VpjAoOkX5PFA+u0XpJIxEGAYEkkaCzfTjKa1aBNk6BRSUAaIzSXMfit793SSkhD3HC8EdVHawk+iHwerxyc+JpOApupVJfYKMU6fcwoxWqKSLy82jubh2F0KbAsJt+zvxIPfWlcvQ2E7+edqiFcfIhLdzPOr19WOYmtfP6MAdY+iXvaFofkdU5udZA1jpSKnw522iTsma3bW2zHHSFoCGkq4AJt/Ycn29qex4w5MrF+QrZ5NhPwNe0LRx9BDDI84VtlrKBJ9h1hgICrMHSnL/zXtO+rJKZYdZX8ND+6FvD7nQCnGqFg6Nl0wVhkduTbLat46ikdWTUfyHMBolzr2OLH9+AMNmhCTOHZdONtBaRSgfWhpfHnotkrOJtP8yKWdAtFOndA+db5AC0GYh/ITE4Eh41WSNkYeR4VHP88KMIcSnmNg0bF/62xDdLhj3BZ0YVxpbNAn0Sa1Gg0nQgICxd4jbiUeS5ao0BhgMl5dpRsixJtFHz3Gc1rtDXkgmyvSpM3ShROemXz78hvLo6zjRwil7HOiI7lwTCc6SsWbY6W9XZ0EalX/k9JR5JzzV89wNqWC5BoGJeglnvwALNkAdo6IfGhPHuY5SepD5MghidgtbLsPh/IOvdCLxFN1Iw49NOAGQvji3aJOQRx93jGC+ZRkZb9m+szJ72MTlK9JwJZ7LsGRt3cAgJEYkyM5kF6qfh8RBXIXDrR7+YrEscpV2lm/vA0PiHfjsNlSnQFfGUcR21pcI1pTra2btUORgetZ9662ySUV9f6ipZtlZL08EGO7MhIgsGjj2Uwe1zTnH80zZEw3BlpTJqaM5fCxwFWelljV6+1kCz1IZzTXjF+tGSEFUYpwXUCCVguSVDxrvDWXawFf7KAefOfMEk2RfoM4xHjjN895x9JcWZKQRUT/s3YR2dMmjcnRHNU2Ztd2/1+wsGHFwzdMEbLU/8RsvmIBxOgT+evawnFO8hfC4MP1x5oDmlurFmAmsJgWs9zPqqlOGleV4M4Zp8dv6xAu2KGtkTu7MNLZnsJRJUQFPKW2c9BBQZe29NFptGkJgWxyGDnBETyBwrq7UrQrHq8Nm1MIvfSI+H+DsEkMtVIiIcQ6uWBTQoJrhHNBrlzKMO3Vik5BJQ0hOEhpsQ6nVdhVqHtnxGyj5WogtbUJv0wLW0EWOeE2N6f3r+Sw5BvJ9wcazlQSRv1U0vqrAMYb3xNu4SzEml0P9ul2UfMMQehig/lENm8NFZLRDiwoXw5oxwbzXTgJfOnBXcDKR7SXm9YjP/YE2plrtYihYUKAPo0MBkyGWDL7oDO0v227uBqBb9WDKljrALyqtQdd9rN6PGPlje+tD4EMF0EbIVfPOEFrCD7xU65dtZjd4/yDAQp8k8NNLcw24xheZmFn8fwRSTzDWQSjr3cQirAB8OXRzBEbza4eMEtqCM+ne4baEik6CaFftqSEqivEJ5c1QtmXRYMFD1e11/eULtqOb+dOaDNjQCSaj2rwGVT6RuQs0X7sIAAybkuo5Y8NgoLQuhP80RgvWV4pBhGb68OpKf7Kn9gDxYATFbwQMXtvXC5uKrpYlb/dmyyJAEgU1xMGOueIArHQMYAGM1kCAcSseCbteQAAAeakEWT1g/Tsc4v6+8IKtfduKoTdegAApbdMjKIbAjFzBAy2deARL3tAaL1ehHjnKNHV1X76CC9bnbQmq779JoHYnFUGd0s/BXypjPoVDqSACWQls/QiNN2aiyqe5zcEtntSdJoe9De2TJA8ggGuiLrro3Fv8pAI7XGf+dtdt3QP8YjtvX0H/LH4B/5xL5zg+uLolpk6ziAIlv7NdS7kLr5xXYsGQgR1tamc/QixzYDB4jORMQDt6rnfxzarC0nvcc0pFMI1OXWyRJt7Bh7FT/0Yhmmbg7sXmr4nWdgU7EU5E+sjE0WmitecRk/7Tws4E7s2e6yvvBCuHAj/jq9BUMpDH2tUUUeHCBI9jHoK1jZutmQaQexbMxcvhdrXRp9YOdPf0T3IioKjqC+qByWRe2g0R9g9L3mDTXqRdaLbOr3b2xPAy50Es10ekJUV5g2p3wuXYfHV1gjWr7kPRjVANfEoxVHmnL5+J2VwnZT5/qKIB3awrChpQ5B/7c5jI/oLAeGFRsImYWZ7nFaKpFYN9hVIcXu0FFACefH2OMxuz6ZqbKPAbMY5aM6s7zP/0PBr9ExYCYVGh7uMmXhB3DLR1GDD4DjUr+Lr7coe6aw2l555/s5N8rIcDFMMzULtJDQLG9gyskjFMfQtfzAebHcQjp2+N+Zxh62JPxhOVEzC863FrESFsrUSzLUmGN0Lfef/XHdb2e1h92R9gNmsUJBWGMLlSu24uYcamx03pK1MfL+H6fp6oIMUTZv6C3KePDEPuM+oNd94Ty36No7hb4Z/W0owwh3HTNzoQlHYz9pQMJhXkE2j+Sk0QDWz3EeuDJPtinwbexdSUjAKd8nPwjeQnWolZNwyQlmeKz7APoFFPKNrXzp1etMsM4K/kvTLg73R6Sk/ndXY/26N+QtekQkk8tK7+GlQEzeyBIwC+rieYYC+C9WxODmuEKW+9SOu/rw9HvO/lcWvFzASTTEBerdfrqguu1IvIxIccuYXy674vjuQxKVzumq8Kc4c3qaUa1Og5NCBO/OUfodHYaBNuurch+eXnyeuWffLrx6gGjFvvCzfyUz6D9LmLnIsHZ9NgrmbNQogx8IxgeEJDRN67MG+KFSMSfGax9W46XySCDTmZv6KWx0lXXs3cEFxBg6HobCDAqn/DYMLvHaHXXzOL6YzqvMvlAxPcFgaAphdGl7dc/fE5WjlHc62+P323CFWBN2nkKDcpFitD8CiT3bbCL4grz44go2L37hRlRnU8CW1CjIQdSEIQPVHG1K5ygNSDl8HmzALSxZP0ZRK6EW+q7U3F5E+y1tMisXZASakFFFY/N4bFdx+Wswdn+gN5vfooa0ydX8ivUPIZU/ayHWA6MI2Jbkoc9WwMbY9FEktDaXnHgUxftyvAK8KmWtD9UJxBfeWlrsaFO2iOadMkuRH/083GefYXEOPN79uZk49bzfsaJKH+RVQSI+AnfyGcW1a2TFeRrNVnnDIxKOqpE/qQJCq4TJME/2Gw/a95Dpm5dX1h2zTYnyt6l7+vEid8tByqjVh4a4gGYcJ7hODjvDF0i+o/NbD1Cu2v/kakDn+Iy8i5hY9eWmB4wuI6wuOUWTp3ePzPL8VeNEB5KVfDWITnsKCPKau8c/WTLsdHJZSV5hCCI3Je+rM7qgMM/zg97sPOYF9MS5Y1NSWyPEt1jk9uwX9imWaaNCOJxVDHVZxosVZsRsGBDB0pBEACS482azZrxe9+0vYx+LIUt7/sj+tjJNbuqR2BpNu2cP9T9TNaTlWZxT5izCby5To5e1DXrRA+4hLcVJ1J7JJ1ntqjwdyTtJnKyV2JBsXyhZvPFntAljo3weUyMom3jv3wtlnfsTQvPdor5Rhz0eWM+lqGMFCwY6dF5KT16+M+Ui72d+4Iir1vk0Eq1SlEANP40/GwYGzKDJ61DecaQmFZy1M41j9sszAD2S44SGkbS6hMLRqdn8kM8NksHH2xXledSWvqLpPsoBGM67L2l/rcLsKcZ+oeEDA7AjPR5EUiA6q/bDKN9m57ZbOyFOK43Cz43pqEUpElhCIjX9h8g6yfqEnfWS+eTVGwQtxQUpX3c601bhJ2gZe/KczILLWu24H11V8sI5I37D0tyV1e/IMG4u7UGLdnf1UqCC7jxNEDBVG4WEW/kPCZU9xVrfoOCbvKIQjETM9Re9DQ9IsU6aDxfKrED2GZClp5xm44lWKfYxbOI6E8TSPhyx4MPl9dtWMEBei9+VhBTqi6Xk4NwlFjLMGy+Z0wDZ3mkfnViw7+SDtnUZgU3qNPuUH64SVE0ER/MWek/afo9DWBeOLfLWZRZkv40p7BCESiI8DSmRHh372FIGpo2fDWOT/XUz8D8N9fbn2wz1qQZbw7/2GoaXBzyaTH5ZFS4LiGRcfujCB9Yjg/yx1kMsdnMcSH0IA9uF9304ObQqXAmHHqM2IiOxnoPzrMjkmSvHCM4HEDENbpoENliFWp7zpdH99pgsXFjJ3IsBD3E1MWgDXYBb0JXPdZxr0+NIQ3hhfikc1GFThxWla9gorVD9GuM4AUMVvCK2/H1oqoC2j5xh75Aj0btA1bBxRtz5HdEgsrOJCH/4d3K6qVXqBUqjX1TU+r6icwgfkcJ2N2s27nZzjVynHuMalcoYCsFW/QXtgHBCw/A3OKZCHhCnqogKDAEScsfLLI8KugaLP1FH0cXa7BsDEQBHWfiv/NjE745uEAw7Udqc7g7KtF0AXqJ029qekKXiYkOujw6Q2474sG94JdfrRP1710FcMCbN8zkbYoeXZNpCrxorLIKz2OJsrLBw2Uaq8GArCIgRiKxIQWU6oVqUalhFW5p1t9+bQnG0zrefmjBRurRQeQdnW73beaoTmqg4MNpNUcX8ZSvJxtl8zpCCet8rH23XovXs6vVDusaqtJNzjIeqsqeq7mxe72ROMuawCSWdBDY7RaFEJiWapl+D+Ts6SMjjHfgobmboAtmXufF0CuNOQ7s7o/Gk7T8YlTDiwkjmzmve8eGmlgmeNIgH1cNWpOrDGOk4GGuGHut82ewnCwHiKd9lWOo19NGARllUp7Y+hfX3gBAbpRfL4nYCMcYCFqDyTaYAPwuUy9g5ME8NODkKf4V8YGX6Ad38N2ZNq1WCJ/XyafAOqvXr1Oh6gQlsgDkPS+SZyOWixVJCbUGhfwoXbOuF3Jy2YsnoSo4uqoziNkCDaBPbzHbjJ3uGU9qOrjAm2X8pVZzcZWfZ8yCgdSpgzvzPl+pSJopCIH15Vt3ctgN6IK+QQfWQ/7S1LEghsdMY/30gwtw5LqS2HMboH0KxQLfHAEnwwKJ3j9Ul+MlnxiH70g+/vO9wpMtKSVbwjV6wHgr6JSISf8JwuM4iCvnMdAb9jekV4iLHzRoqg0Xk+GZpyHkEFuZX7dBBB4N0WukflSVBLOT9GvOQXQoIoc6lvmWdfQ8SXOcoVRBY33h9hxdqX812f1O+sbOsgniFYZe782mKvwbrmAGybuYkbOAOugQW5NfLxrLFoRC1tamGivx4R2TYE4Wbs0lVtUflr348ML/lgbQJH+csxxzx7h6LEhNIEzVcGjRIUxkieY0J6Q3qvcM2ylJH3XG9KbEhxamERmGyfDdjFkNsaypAf7AB1pfyKl9qxMv9K77XT3YnMFrHDo7hJgz3+xGJKHVGBnBC7FsrRk0cYcLDBocyDlZkTStGjLWhH/c64H5nR71B3zBRdbvVyf6cOxDdcvXSkITaVa8Vym7JIXoQUse8fywixiL/QnXbe8a0Q3tg4cwbmO9uNiShZFIzFZEkiGcJxBe3RvOW914nD3JL5DG239YH4wGtHdSc4VJOa8uPk9A6T8Ba9ySAInJ8uL3r2njwC6qEPBlMdAYCXvqwONDB9Gf65VgVw77ujudX8/olI6yu/Oj41UB1d5jJoUu/efU5p8wIudUXxOTD7nAKtLZdNE7ayWChm2L31nchvNkMXRNO5sawCtXI8YVFUozFmTPbvPxQJffpNdX35eo+V83+c+dPv69N8Oncpe2XaZVK2JAvR48RZD/ebpG0xTazBlhhlsJPyUU9J//fQh1mjmcvVum9oTxXw3SIrK1DWU3+Z057dwNUUmYuWibehAC4dOUmT6l4UJcJpF/57bYJ/h5Kp8qiraxfxXhOXHoWZaQSggD0e/4x/60FyrOOep9gQu69Lm4CFyHBzZSyULnX9Y9X57tyoai0stJNUDDDQV+2ZgOHgj6vYcfyMxM6Dync14xJvQgxvjecugWx5/b/0S1hPEum51pvfNdP+aXMYKzRNWmbyGyj0ZdB8jqcRpKJgjOfwixXHjzIrYOS3Jfiy+jdwuuygz7PHtlgbqxp2uI65j425ull4CsZdJDCY6haL5x/bqsMNoC3b5qmX+9FjxxRws90cTNl07EBoZS4p36O/WVySjjzY3NbwHX5XL4daSigy/w0L80WWwDMsomagps3KyHtTRryWuqCxth8fpbjcr9HUsTsz5O07AC7KFEfg2LgZIkLpCLVvhW9/SP7uUn7T+trUytjfhmDKggRUv7AaCcglAECW9/r+z3uSIYyQPHGY8ULaM2INXXQWpFSOed8AYmzccVUQ7tu3iYqWgRHpy/jstyhkBkZeFz1OQfvQ6uQnV37vLylKMH5jhsLioMcJ29xOy5mCoYSZvf4MxweNWcpYd/ZzqukTKuXw6rgE8MlVEwElbSNcBC2SlzkIjArejuOghKh52nKtMsRcpEffyGXB0Tbo2MeNeGbmEwxoRNO1JZ2GfQyC9vqXl8SwxD3G9woWu7nq5a4tVvG+u6/921jFBauLxD4nPbJjdmhPYE7zFr/lc7CWq8sKNWPLjofBVirOLKbxEGsd79H6Sfvs2I1/bTv7lphuID6hn+mSgf5mpBE3au+ZXImsUDJo8+zxdSN/8/kpg3Na5IstGDX79zoy72lY1utNTYyfPfEzt2mMTgK0EGWwG2b+SW6U6e4oGHENP43Y/4g7kDLim1+Gzwp47Q0Ul+szJAd8gYQLHWI13tZ8Tj24J8t01Rw/BT0d8te/e64Lncfjd+ntqQogs8XO8wAG26z//789rMX8RO0DjSinHnatFWbwRZ0jEfpOTI/BYS1kjOEZysgujiIQulTRSosF/ir8QA0oA+NEOxm+0inmFsUa984tgV+QlBmbiAGFpN89346p5EJ3BgTLGx1mJ1XENHBqU1ypQYukFd6g3d5On06bKCxZgLICIZr83+phl2jlKYIzk1xVk2A1Ry9YbO3Qot21YTIltIk/HketFr/UR5a3h8+6QLronUKg9poYLsneiZphjeFEQ0ZZ1LS4bEkuN3PwRQ4fIwn51x5MTw0sH3TP0mOUtINHUMKXziaT28SRImq3zoodvFZYkhQHGQnVwH+8PtPDwlyZmLv7PaJF4tQquXxAFeVJh0Bdl920Igv0iL3LL/6yqAHlba2rZ6RJi2hTMchvAU5NdOG1G5vFM125bHitm/vNaFsG5ijab/B3pEsccGSkdjd7qY9wML/yMQT9GPZq6+C3sP85p07oipKGliD9g0JlvPP51NwlsXRTVwxGaus8e12iAdfBUcmCd7a8b4eF2FP3KC8tTwn3iFpNku/NYRqF4jdo9DmdHyWXYX8Ssx5VwXda/sYINlTpsI/aJqktsnlKhIv+JZSHkqEu7hhQD9jtDbD4qiKauS69R5fdd5XiQWYOEyhbxKxtHBoyfOWlakmMgDMgROjM61WkIcKJTEANSqbBVdcJVWlIFbgfZe4vuOJkQPrvSevyIjHDSe4CrdmJh2LOBMA7dxPudhSushcSExI7NHTYt/m6YCmtOcLE0zqI8rX4PVFxLtRrj0fX8kpug8PTF2aP9mlssfKk1mqngoanF/fOMxp9avqbQvukFlozHL/j+i41Ofkzb7g+2bABaKc4NTkVa/VFC3CUc4s0j06A6abeNxIx180Rqes7FXas5SJCCb4DhVrZSCGiUFlK4bL+D/pgmFI6FgEoiaeFNt80FlBzE7tgmRMITW3C0IuDLte6o1Ggxnwce0RGoAcG50mz5eE35FhefLq2kBkbHpVNODCqZz/gMPPMsjoEhvQA+0glOfFlGxeUZUCvdSEiD3xYGy0rKTi87556zyca17zaqBe6CUBgdmYw8Ag3yUcodw7DiAJNhmT9CkJsedgQSvBch2piWe3I8h8xALJKLOBcTD1/1s47RyDkzhRh6hbGSfjkA/iwPTC89WD5Jgu7pWKOCoRdlkNTCmSXzysgDuRz6bucemsO3zsWRD9l3qGdoc9OT+yXFKVZQRDdOki2BTXuwGP6IvLh6yOlNLWtNOp0y4qW7iAtWZScLUkGguOgHDa4irHrtcqMQqul9MqTOW+cLEG/LMN82u1QHEJVejgbB6XCOFVrKMX2pcf3T85d1COIBuoP+JXKB9HGuB9KhrTOYcv3ZkZ0KOA5adFoRYb1tw7pD99+1/FbuHj1qqd9tyqqAn+b1yV7M+gW91y0KacqDt8vPb0IW54D4C6nQZIofeLluWFN1oKysSVtp9mwuUwhigGnJpGRBXsxIDHKIWuLW6dmSw65QBSsklg3w88plem0MW/ef7Zz4vvn6K2l/3dfForKzkLoxWCjtle2cbp7HgexDlBh1zgmCYLfmIUYwuKMV6O213gXT9+IlqybxEup66aMDGDaexmG52Fb0DdBiHchkh+cnTcOI+rXeyju/FPBDBOssxfG7eYgcsM2i4ZtRpKagZq6jON4HRexQiFVhLxCgUGYujmlmQS0xWYdK0Ty7QxkxqbHB79eyH5cWqD4rJT6XqytY0L1EP/wXZi1aG07JiEPHEMJJp2qNkoTHc86vioEgri7B3oKn4rK4stP8p4Zfc6w9KYutQIp2RiKkbhE/DjM+Vqri8dufHUZ0h1ncQ4eV/oGPiEue1IwUOcDxFo+CCW4GdPqw/3DIVbTBgb+8GfQIvoQtNJ+JITgo/LlsFioWq8UFPTdBzeuvakPPuTxrLDQNOOGC3wty6M+YVOfmT+qFjKQXjiUT0doGupZKhDUWxquv1pD7z1UYV2xM5vQ2XEWi/BpcF5gZG5AWcC4YDr5En1P6/czXYnd9WXetos6bXU7bEte61f14N3RMMeg8tofsHu+EC26n8FSYCdmw/ReTqwZ3JDVshCpS5c7w3xaQql/pAtaG+1kH1FvWkiWSYI/OG8qQRRwZhoFnbKF4Bvy3Y41nlBnxPR4jDCO4pTp5p6zvx6uwrOkn6akrtf43DlzkvDenAdzS+9gMGb/zeGhDa1XQcrOzhtXggcNgRKiQLP/VdZyDAY7/Pjz7U1sb5FGE8jkmhvGsVUGHJZZ+cMGYZQACU6k6IZoy8pYS7FSXjS/WYQHLICbY88zUZx5Ci0OcYddWPvUC/uyJF6EKJTzk89iWaUvH2q11taLIPZhJergUiHImS/Yr91FkZBj8AcKe2F1EBvOuoCT1wvKE8dIJl3RoTJoq61BhKpVmL+Y/dBqdF9wfqyGfUlVwX3FA9wv4n5mHiWq2kmxSsfzveJ6VAoNSRntkX8PLerAZHPMs0zi9PRmk0pSwO33JgeH4QNBRXQ2b0UROkpzqm5lRZxgbNndVKQBotbDRIrpFa1RkV0DZlPCl8HW8t8OEzYNM1LVOPjPiymyMAwd6bjJl98j8czvagreNC/kjYTocOdiXNgAnFyvUFWkCZhhAq5kp5GTBxht7NEkUm6HGhequtc+tg4Ctd56I6zb6sGfpFHdfLWfbFXmC6ZXCrVz8t/UiHi300vKhILxp5rrNNXkIdMsx30NwmbgBofESUfxZPQDdlSFJmj6imhJUI31RuQgCg1mhfH2R9CpkTegnEU4zcElq+aRvw72zoXXt/PTe4Qs1LB95/KAwMYHbTCuWPGklf9h1H4GOdQy6bFEroDuAK8hD+2RWu2off52WmGypAgpMF3dBoJ9QRQtRByiygRtHc/Rqvb36c2mS49nxWErENT/YjkdTTYRL1Q1tLRC4PQuvPckzqu7ybOsMtLuxkRB6L1xsxClVUv9956st2WJCeEdTGRfd0hokckRN0Kbde1/OWY7J5SE4dBUuZWK6vpW+T6DsO3Wp2prY3yk89XgUSoPIM3QBAW4BoN5Puc37OUUj8tg3lqyAtpCGDgS3RdGKV03qki0muQc6Dei4jfG7ebO3XKbV6AFPouyaAFrAUVf8YzaZtZtmoLMrvV7vEddPVIcMdOUFpZfxnhs38+nm7NC2JgxfTHo4rBGkORv4XkfG2qPTrAMxEbHj+NAqJDEBB0zy1llcaNt70FfRXd7jWVl0tab8oJ0mfmFEKnWRZ6hCdpuvvG9JuHdqTgqi7obIrNH3v3Cv2DMbTtAIGVYCoGPpRrWVX9Y0eDMmblLEJ4kWOTNmA8R7f+MpkqumdGonvLOgtIXtnhn6ejWVFVhL8nkG76ctGXKX4nBvAruVsRyJ9Dasg3bj/CYas+DA0aAwknnAFU7+plrIw2ytx1qkJ6OjXU33zAQR7SM1CwQZRQss0Xrgqg6UEdHOHwBZjmn3micSRVYfDtvJg/8Jh0KyV3D3gBkBrvDeqK1y51ggmvUVPBISJT+XDP67wfLYB03AWYL7IvG4ANJF/8MigbbDH8CUrvSGUw9sXoT4tOSw2DJDO0wmjMhcB/JOIE2rTZpRdsX7f4IxfE0TKLsLdgc9bZTVwg2qC7L3Pb9cBIGCWsF7OYWXA0h8XPurJSNLMlrD71GXAZzUypfcDhcucVM3HvYK8PVpbEEbjvRIj1oVK2FTZqdem27PcOoNpc7JQIvtEoO5gPfjzjde+r44UqlSrgD78VdDBY85C1o5XL6b0XWqQ4VLmMUGItItxiTOaq31vE4r6HG8D/rxORe0PK2Keeou7MtmrZeCCCzI/K8f49BjIYqG/8PHfy/ZDSv65MOWVbhl7AvybsFrPfTA7L+VH3Ff+Kipn1pVocdTA1apP/+62ZENKlXohQCpP3RE55c3NS0LnFRkUk9xRQGA60akCnfvk5PgjQY+yVMXBM+3pHpsjgucOCFBBIV0rxg5QVW1WmIs44Alv/OVzbUaCqjRdNwPM0FlGCpccrDLrHb8JJ6/qAFb86PQWfiDYgiqhxvSDMZQUjep2LTgBxPsqGGklficjmot9IIMtcz+kKgcv+WCPeZgSVylH3wwR4Q0TvFrT9C/rxbndpDy19JYKmMhGc1UB5uPVENupi/rxuPboErOjZ0ehFozDKQEUFOaBueHDSotpqJnjp/uygTWoBt84NZHxrlvZEB2iQFqGfvufQD8iKDroz3QA2s/79R1balmtWVlydTHnbTAoTz7DnYc4yyQ0gI1zgZid/NKPw8igKOAu8MgjisrHoudBgKMD5UacNAfMMrDig/N0e3zoFO44yJ69v6ndNy/N830H+ILHai1gz4SLPYPd/J64y07i7tlYef0cnbTuHgi5VnH88tR49YBa/74wXjiGxvZ6mWeZf+kfex2OgBeTI1BEYovjyBg2lNILzmzRvtp9htjdK9+QY/caH2Id92agHt0JJ4d3xxOeXLZbuNEWuh9F1q7MouIi1fWxPoTWvNXj9Rsr9j342raVZusNvY64r/1KTA6vwxa9rKU8gGy9zQHGMOLGElxbd92Z8ltwbF9kmbufkgMFBP25T/zwKaHtoy8JJsFPhgn/Gs/KAtYZN67rNYmj4O8HPjtIyGLDp6uoxwaNAPKSDzRDIvXltri977iAJiVsST+/7s9UoKRinkoHXjgmGsR7O/LPU1jhxy+rKo10yS/MRpWcMOVt+eZF1/iZqadraKmDGdQz9kKkn5YEjiggS3vk2GE9sN3nPYOJiETUX7kaixzupPDbu/199ZWX6KvU2hV0lgGFab5j+aGfmZArUQwRJqJBejvAYMfKkwW1Eygw2W6PH+82b9UsDuUAhVw0ph8rMsqLJomzWskE8cCu4ljXQOrfkr2+LbFich0fPuM+Vq0F2ryT9+lHBfR9IZ6Kxsj3abxEJQqC8sWSt/Gfeq40LRzan5YCPt7cFl54TRkUffw9oQi7aVYJ2yx06xUTinDG8+myN0V1pSi6H0JX9SWRixE7qhr5Ml7N/A4tDmb3IqiKSnhCrdvXV/U827ew0Tj2xvsnCuwoB8aqFqTdkR/CiFuQZFbOK6lqJEVbbL9KzuHqJPBChhn8DpubcHXuJ757cBm749MNy0szHXl5zbHorgFUUxswSTJIgPD+cFWtq4KIQKXaUYqGTp3pY0LNEwcEOfWuEiZB2o4+jzR1tSxHw9rPgi9Atgt45Szn8sKDUjk2Ie8Q5cdvoeBajhvnHsRwQqLOaE4tvJaWTzttz43DqLMZaYi/wIflW135FgHlrzqPL7x1EYi8gtQP8ROIO4YvhOgJQUeZXIcYwGXnk95xwa5hSbqWd4M5ABbpd7DhPwKbubvlSgJpRLoNaR1m4SkxA87BVUjYw4ZeN7FJ5XOrnUH3OoNlhAUl5GDKOwGttx6ISQ14d1HM7f2/nzilRRtE+9EdX1AFxPArklrFnneirl8NMN12/lKHYayIO1x8yjFkgKqHMTrarE2sbTY/iKdevKTdtMssccLAdI4yr14+upKGhzN0GIUCLlumO6VMaszrKcdU1ysXNVKmBcuogNoNtU07OEiwKq1JdEKkDLiycax6pccB86e1DaUScEONFx2544vZ/OhjzpLLbzr1rpu2RRjOeLWHB5XfvzNMZD1PGbL4rBBSQfPQabyupYwUdhnWJQ1bSFQjkstiQ3XqsAneoEnXbWsfZtHOHCSAcxp8DCns5c/mfW8ZckdrYXCETGAqUVO86y6g699qscXwdLbfTD5JanQ3UnqPEyrXVPBkv9oVkujtSpYAY5NnVTAH03TbmCG+zHBfnNf2juieYwUHTR3ndWZ5KDL4O8HLoegj6eeI1xukT2amTHMu0IXZTOzF0Hu3GQhhdKLrtTFM634Uv0XoMy7YcL0+cnHAmHqAK/MUhBPy9QqPHu+IAejnawNjqUhN4/o5EBx6ayd7y9fqCAxAW8jC6e2yRmb/sobZMbxdUhbIefjR0mIdNHLiM+/vfExbdMvxrpW1YVTSuxZyDnVAjkAo/UOn3xk41RCoMB+ADOyJTGEOEXI/Kx88QvFOOUXlVjUBa5SeYD+TfTPKRQSZ++W0ZSIo62SK0YIcHTwTvHQLP912MJCJRAAXw1Lp+QOEK2YOqSt0KdFhdyuG+I+xOAKgKivV4snVMgld7j9lE4KuUltrpoaiX4miVpX8ELTwWKQgTAC63te+mblTc9L9kB8zyhqlZ5yiMFfadI4WqLURqF/NaYMNtlKlwkvOooLHC63pc0NIbBFuEvDk0BwWS+rL8hNb2pUhWeXERuD+NAYAtOQjBhPjpsoX1InE2Vr+Wxq5tW0RMBUcASyvhD5/F6IQEzDzVxeSmppzUUcZvJOBdACdtNAXX32t8xUI9SfKIjwyoVBfF+OFEphCsN5SaaWQJZkZVT1sLGBeNlWC2URG7yOL3vUlTA9va8Sl/tfX7XhHjg+mknzWPPQn3DINubQDGvDGGrrq3xm6FY63oZW+jJbfFTUSixaJOQnF/lqslxsjDAeQuQqkK2cQ/qbQhkeZKR6j9dgVowHHkIBXvkq1a+4yqr25MXVA1+Xapbz+3kmbjBZH00MG6MDfWkfXAQv9wMS+Znyi5yFZg9NNCaFq6vgxImgMtjTLROX8o1hCFuzdq1Gx0tRkpA7kKNhtN4YnMV+tAC/A2tRQicOlK3VHKTLOBqSn67zI7eX3QCyFWPUhIBLB6vaBoE2WVm94bf+l8wuZV4ApTDtt5BQyqjbIijWAIqEJgl11k06/id1Lh31LbNehZGH8oy2AtjBjccMWYeLwBBBogqjza9Ipqf6Ix3vqUyPbMv5cMgxbfcTp7L7bPKe8in+jG9UKg7/gaMKWBb4iPKHkYLiVn3OhBf/DFANuZjblg2qjER+vV+IZwuofw6wfr79OTX476Qj2p4qkwaCyJU05vLQW6lLdDFccH+VNO672P3d2WQjHbec+rx/Vu2piDs3bQEG/oPsu/IRcE2lFb5HQYsl+sO5KnsHlvnYeBFEbU7lRw6umCuYj2LK7O4u2GxVrCGtfFbwqFr3F+3qZXmzSXzUJvC5iYuTE40mwTF8gnVKeSY6BwFyNGxy4oIp1x/1+H3vJqKcjMPYW9DttmToQtwZ1oc3MLf+YrLFqXzcUwD4AVXhKc7PD5a1QZfO6mz1PXpjXwkV3zKrpbKcZpM7AswWEQl9xVriOzPPMAFVnRsJIIqrOiNryGQo4HZuLX7egGGsfVactdqaLoRfMgYw3pIyUvtioifb1A1WuoQ3hTirTjvX33LO3PBWU7ycFIRfbIi9mjB1Ubislf7CrEoLU94UHn1auIbGo4J+CvLSDDE8FbUsewImxaKqyYSfj899kF9RgQeUj3kuTuYXx9JoAfLfhTCpxzjvik7f5q2tPME+yvZNJ99Hq9yinLZm1+uVP95HYEViI47D4Z9xiYAsgDte7luMKyeopZeQ82rBHiNxsISpgSFCSCBIMN1XpWrCOLlcgeYSB+2hjtc78dcf6XdxeDm0RhAAAAAAgaI4DSLoVERiBG3n4EAACA6TYT6Qh7vRm7AOOo+zFMxAPaJfqj7XqNiau0Bn6uYcTIhcSbiALJL3K8a9pJXi5fYgQlKKUobnhKHz+eVH2chEBUb5ghEEdyfgMsvaiFSytTO3jQXSgifnMX1lz8ZR/bahsbaLJOl10FHYZDpTc+35xnH4khYEMu1JLiz8n0s/mgu+Cz8n0sCGXRJCwJZ62Ya3C0oznGcfiR/qYkkU4AKixTCRrkzB58QyaLt3FeFXvd6W/34GIzXyg9sDXiADwUkgAAAAyI7EQAIuIj+IB5mtTYiEQE/EJ2P9uv/f+zkAw/42vPz4A3xhH9TZq5FeC5XI6QoG92WGswDmpIjfFTzfm0ZwH5nXLmLAgI3rVMfzL2r4NUj1BQL8PEgUm7Hk47vNHuZu2zo1ryAM0hDIqOg+AvtQTmFBDKwggtiuL/GwDmR39/CW4UZa8fcR5Cw9ZmSR7XfB42D/AR0tyXc450GCqTh9ozOi9f6uDsHC+p9hqsdGjsN03Wt/nQJzwVo8oPlt4Y/ZoNnYLd6zF1/olbFuNI3IHOsL1Je4XZvbf2iMuEuwx58WBma2y1vvrM3VrSaEBxwrM+kcusxlrpB5y9wmreSkRwhE0u25VpvF8fBcL4C9LBm0S+7BYy4Df/x76gXXfl4bBA0H/l1vilJGQO5CEqrfuw4bDnCXq6a+gx3AxIerV+viGchYfIB4C/3ti6u3MdY+j0SQUr1IyFGqJwkSJ9dVmKSZYeZ5CQqJgU6llI+ynvW+CxoN/uBqNYCZBQ4sl5Phg3YlDlLlzESLxiTP4kV+WGowT8Ee1g4sn2bxrFeJAdQQ3jisxbboYS6Ce8+zLTjGruj0yRTfBTNX0wMPlK6W1nn4ckFoDdocBlpur1nMNzAvWY03nuUbeKwROWIVZTt4IJaEqBmYQzIL7bzkxov3ukpf5J5mryU7a/jOfaJjawhn9D6MEvSEJCffB1kE9nIOn0vWOV6LkCTH/F2YsTTd5Jz3vQggYIkikOt1p0xFXgOGat+6XVadZzY6mygGPzEXkKdaUOoaU+V+kPRuQOR5S6FsblQkXKJI5egO5l9IsG5oshfzS7OTVwM6Ap/kL2Q4S18S/ZT+g3RD1Mgh8b0aC4eNcqqw8CnH9ffF+MaU241OnWmNeQooaLkJ5RJxIynoKpPb+1USm0Andf0DzKMwaV1xCg+DX4ss0L1dbZhqPVWraaxoMkmPMxjoXhcy53wHVux8tn1FhGJ3ZhwF3Gy1Vm6f2FQtZ7PmEeK6j0kOz8xvJoBb2Rk9NXxgJTM08OjucR0y9FyzN1bsn0KevNAcD/sXBW37JE5uR9gX11N9Oz8Nhg8pJylX+eDcQx7gVO3DOkqyAKmXQJG1G8W6Qibiv9wKsZh6RYenc0yrauG+z0ezH/eIP1ak1gbJ9f8Du4MeRm8qBIXSgObKg/NlugfVgg3jrqDE534KXucJ/rMdTT0MI5arfjOsNLU2XqdTqBM2TVJeoasWVYVsPIvg2FGhguprm1JksUUp3sWtAH9uSurQMfyboA/8MvwKgdZPlCLz+Y7cGjiCabXIo2PSx8t219cFDSRxzutKcYsDxFRdY3UD+7pOJ2nBE93qNJOzfjax5VsH6Ue6IS57RJ64SFcukpzbcvrJ7DpnwsF64ZkE0+/69Vc0bQj5VpPkVIb5mIfzckODL2ESAJKEzj33nKXPMC0+1eVLJQMOyEfwkzUClRKXXr4QimiJeus7E4Kjxn9h1I+huFzZsVgQZqcB8GJC12kRHgD+tuQUtHiuImvXVi0GCt3BmJBKumvjB34/jwjgJe6S0CSl/dG6+kfTQ5gkL7A4RBWMlGDJJOpKGCa2k0rIyHrCBA3cnWqFNmnFveb/eKJhM/oSz2dYRcU6mEpSx81U38qon8xzetzecRMweyJcigUB90Lf9QjuJ/KIxcjI3MIdApX18fDuzprArPt5/TO7nq3HS6oSOrE1ra/l33vnt82yJwH93Ar+lg49id1wToTZ1r5XOiMirO6xQdhUMDjorSP71JrmTFm5cL84tRitKGhZmUz5HB/dvbaBjcOaztieaaMvatD8EAisq75ZB9AZ+G2gqmL4YZrpW5ft37/eUYzSKORf1TAVxjkV3gkkx9s7+d/1GUEgymssWzB0sx4mgniMVC8xhS+Qb2brWDZyGM2jqWdVZEkwE5LP6CKvI+TYgAEE1X+VJyE3iLwHzbZ2O0NCTYamnjOVq7xs7WP9q4qDGU5RRYV4NYppkqXEDnaTH14x/KTBnrKwJDEBx4q/6VQjBFp9YBOwv/uyJ/1kz+b3yjvmifpjPGxcsiY75ZIG7gPpFLpoDOfq2SlXM2Yki0nMbgiI6BO/snvJl+OdUAYGIMVXcl4IAPiFcPztSaAF5PcyZU5xMgf2nOLnNQbe96do5f7bbF0k2yrpGUwIfph7q0cLBknf6lhGHe/m8iGyRzM1fencQPPMt+gGpeAc5ww9KfiW3ptQ+dPZ3LCjutGGDjU94FGYXASsChBkaIWqX0ikSTmAlFGQVp1ItxsDY2JMuHqLOzFAvgIor4SGkxQMN5Yrlm4y6dXIp//Aca+tEKsLZPUfI+WVU3/iL5aIqbxPAVmF5wdo5VvYFm6TMY7maFP4kNagKTdfD11tmU/y7n4xE6+C8fsWIb6a2pdmKR4vujfs8qB1xQzuNSyk1z56Ugz1WBjCBdywIouL+DchGwVM2PklnHuj0sAROTTnXubG4dgq3eziXoALlZX3ylfF/Tqpm2kEpzjLTEBusM9NiHE7xPJng+GpSAkIkAcTJRegEITC/Oi5hhAvlLMbdaoZzyHaLDFqiOFjLFoTnWJ8V9RONY1JE0vx2w4LudLaJUT7CCYoM3HNHZvCLPcV8PHKF3UOlF4Pkpp7S22dus7mnGVjufz4/xvAshHnmPwqkerW6I/CjxUOJjYI83Gqff3IMshTEjugEz9/J5UxAbrDPTYhxJWG06emwz7OLPPKtPmJqF+ZvQfQBEZhdgmg/9b+xEJAblyq5kqb4xzqneWmg8pKE62PelapS1QVP2YgDz7oeRkRDoYRyxCxCWU3Ra24tnpt8fse4IGW0D5edN6czWOaxy4OWRvEw/EE4iADN0cq9MflVKWuSM8FM9tdh+h4hHD+Soclq5fMuYf/jSBraKarYAeBh+HXt2n3CyGnGs6+f94RHMPlwkTM7Qay8D8LbzvWLT69ciiYJ0WFDL5eI0rnqNqtgOUPN9HD68iJ3q1nmXLeiOGpwt6zySZRAlw+/QeS3C9ss0nWWLNywplCgJPDHjtDLXNJvyk7d9d1MK6YWQaScUBezRceY8lbdd2TQYAo32FEhAoP5/NwvJIeCXeILBrB6RIc93ur+qJJfVo7qBO+g9V/kPX5IRJ4/lnmv3PEV5ikfsnXVErwVN/0n93HocFtWDJ6LMU1sVxor7FOH/IE178C0YHkOB0ilb00rETEPFytEVQS2Na4utTEKmPiJbsJVv+BZ3diRPDWdTvFFC1j18DjRtqbjuy8K2oWwd1J63LMaBq3m75e+IKlup0O1J+t93BHfAxuAlbQo47rxYuj3Wu3Ve57cSZ84RWCl3UpVY04WQ6n+GxGFHtLGBuPBg5k6DmOm+P+eNevTnxATiKUtywqPy37ZvhZdObLNCeDdHM2137+SjEui/lw9q/Gj5lEnFu612f49boxL3M+an5jdTs3Q+rGufZNRiknVC38KVNImQmkwWECMaEqEg6T5uOw7W/LGurYUW9L6T3GZ1L4srn5oc0TwgIuziVx7EiD+8qh5LdoHqOEQkrtzMXd9QoX3OUtD5Pu7L/FKqd1fOxJmLZ4JVYNShE6VSqePZN+P33xrW5CHS/+UxICUxekPET2AH+uG6eH9p3pYDyDcYDbEq+0WcBYlg7Z1rtHsUVX3tXxelm5tGLyZ7O893bmYuqOlvIGik/IR3zxs252sjfoVzuGnfoqgJiv136pVAC6sPM8Veh7+sC7qD2H/7NSREGCkSl+VUmkgCNTE+QP7uLzjROvPn1eV3dxV6Y7aMzH9PWwdNC3J/ycRkLsMMR35Kx6Kbgy+CHHZcgTHjzP9jQ52PUgVHCGvlNR9uc2TMIrjxkBMX+eaRd5P+UYbuz5GcpJYtASIKkiWPXa1xje7TjoFJO+AVvux9EGHAzODbV5jdNLwv5RPkHAYeLRb8gkeRsk8lcKDq41eV38TlMH+P5z+7VNgklUv+zF9mKe83I+1VKpVHUxyUZqMAqsOKFHVHb7M510wEyBjUYek8hj8pTY4lxB9Wn2oEoFhJJluFNFWdysjAKrDhzCpBq2HWl4hypi6OetmRL6ZtQt4W0l8B4TYAYPcYvXLo6uRKDgGU2gmVCUekduYSvZC1HbIO69lEw1rbDek4DmcbNwKrXE6YP2Sj+3Bl8DtaLzG9cITuiX/uOStQ7I8t59Li388LRWtOzGgeQQE+Ukc/m6ACMnRgEaEhJ/pS4rw6IjEAEjH+Tc6qj0Fpc8vOpFdIDs2wReIC1I6oRe7EWfeb7dvA3YtcHHw4/P1blXaNjORzG6mAEcAVqCDQFKBCyENmGvWE+yKBE2c7Jct7E9uDDF1T60cMYzAeVF1xtq2D9jPRAfPFCXDjj1sRfhFoGcgCRWOxYkMAIAHjQlhGcrC2ExLElasKQIRuVM02091AqtNw3FjBvjVwC90gx87gtGTwcJcK1ZsLN/j68MsLja+cDs1t2wLFaZop/Z3yW6MRHgmyIFmpFfwQF0K4c/qIX8l3tjcDUKCj1fzk+6EL5kuNvjS0GyYTkFqzzCNidmX3lldvnNNkJ1W9BwgmD087qSljZDZGQ819GZ4+uSz0YjsKrhvcOBNKgryTjaqZ9+uVUjfSxYA0+j4YMK2kiZ2MTDT3pCSEmeyWhUJ/W7GP2NiGL6uZSTO2QbNCh2fKeph6TzoCWqad9yc9ffLYEc8bf4VV01xY91W5DKxHdyCRJ0udhPAG9IojNfLg3F3WV0JJ7B1vfeaks/vmvfVhpooSFAQR1n/OdHiajgNLM23sO44UfPbFHO6sEvY2s3IOaBPsw5SCBFjuTS3Dh7nLrIFx2RMsBgqTvXwFSoTqHSH8ucOCvdHJyK+yHl9k2/QEVt5MKhZi2w5Gx+AR6ZJG3mxwxqpm5ABXe4SskLuhkjYV9GT3XDCQxlcpNoDgGt58CEeevlBVPpqzBif+leiP2PS/66Y92I802gt6OBXmlo41N5yfoLC0J3fxJZQW8G6LsRxbrZgq609c9ROt2Km+SAsFH4I2v/EvoB+2s0yCwq5sHUXlO6cxt5jeLuv7+azZx3Y60WZ6Y18rEJPaBk8isUMAHxqY7Q36E41Zo+tcsj/F2Q/WroDTWRe/UfH/Yj6f1AwiltFzQjFi9S5fi0kw/7lQQEPENtjK4zUeOeMW/3bIag/Z7MrnPg5e/J32QtZIPsSDoPGdmb6gyrVM8v/HCjiAbF2sJeJUrtyEcKCLazEJ6ND9aT7Q2Fi7WvdY1lPA608CDV27cE5jwkIVvbXvVKoXhlWU3870BmqcZEwHWlURZEfTSDNTrgDHUlt7wDd0KA/khrK35qsFgjain0fvC5biKzr7w67nd9TZ+x4/6k93dAm7hmqYl5RcKaSLH00GE2xv21duRv7nLIZ3WPIiZExu52Gmqupb9Eh8C0d3/UQ+OSNqRZ0xQxZDbi9slwWhNPcsyKIJjdYhmleFebDDp9+8yW8RylWfdd/eDwijOFaWlUx/QWk5JYKwzP7kBfvwUFf5P9cwvkQ317bM7HSbiWegOE28KkY4KUAoh0vg2DL2KLIgybE8X3VC1hNbZq6crlnPt7WQvAChEM9iZRSdT5G5wqKTqfHusFg4sava2JcVDX9M4W+2yIXP4Q+IBaknL4HgAMPc0HHM3TzYqZZ4FcShUR4lPgOAFCIZPJapdP9+t6RCRRtti7anBK2HLcFCKZUuBJItz1HvIt1z6KEocZC5oIv2YlqnmLk/e4WmXgMXLTaYV+0d+51V1RhLgiwWUwkBJCzAWOKJiYc08GcFtBFDBf/BA/xHsh0Fe3CuL+2Egu6Q5LBNxaTbuKI/tpa30M6xYU7EzBwCJFJ77CfN6Wb95DkJV6U+k/rgwosh9g8FIee5Toqj58MdYGVzvgJQN9xEQ30rjv1Sq9nEZ4T9Ah8KIhViB65ptONgu/InBdI37JUTEIpDCGSg24qWwl8hn6nJ15X5iOf36q88HoJITOhzg2FVDS0PVZDZ2Y6tlbRhkHUxquAWQXHLNwdYHj/OVl1gnnaoWDohnd9R5ilgN2ka2z4Ys64DQvNla+JMCpA081dca+FX13bIqQ9Poc9yOrjRZDB5bYNKCXlZadqxmf+YGzrkqgI/8Vw3Zpc7ZFTygp6OvIkRJ2VipFPfYmVDVgC3qPgI8KnwF84VweHc8qBcUH+y4CNE//HeSd7F2AHmsUev+CHe1gdq3oo9rfOYZxYT0Ft3Tp7b228oD7IFD1oUBF+DDe4fQcTB18UFLuAKjATHKCdWwE49LF4AMmzab6kKMHwb1EOgCuZ2lV/+8NRRsvrCChr6wk9wmreWpEe4DX2OymCmVI3KxAYXY/6jwZ7tWS90aBDTOjZ02R/Lm0DYYRrkRG4I9bDUxY2Dd4RNhJF30pU7I0zlSuNtI2W5+yjH5QoEp/Ev2JEaunP1kd10rdfezgVaY8Gib5VUuhpFD/nzbx/qErMoKlD/OfgEpYoq2SWZ/Nf9jonrfIrp0O29wu7+ZfmBDO3NfC/u8K84ymiVAd6j8lm9AJKi8KDwbFXiAVsLMz4CGJ4racfFlVsFx/ow0oEXFgQAmIMJ2F/UUvqgmBIAAnhtlqO2HkEABNTtOl2fPZp3ZQKobQ66UspbwKszWi3cxybzmDCTd8pmHyz1/DpZYUCdqICI9XBEOjEewZOKGcjv3atqb8KSyUXLdpzq1cTlcvSAwbnoJMMOVky+oY5IpUqtIZcQnz/pF0ug5E3wlo8ggOjE1Cedq7W/D4FzNC3MFu1BCGMxf1mGDNywhh36PumQm5as/r2WrCP5XXqS3EN1/xcq9bmtbVLFNecV/jyrxDRbuh+BZJasQQLzNfUzAT+MxlzsBgMBgMBgJ/GYzGYy52AwGAwGAwGAwGBJ2hljjXDWAUl57MModnxWZME3Sv6zgPdUZvW2+J1PjGElAnIbzh79uAquYv1WFZum9shP2lWvd2tD0OTD5hjPEYEezbAQAA==" 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[ "IF YOU AGREE TO\nFOLLOW THESE RULES\nI PROMISE TO...\n\nNot overreact\nIf something happens involving you and your smart watch that makes you feel uncomfortable, I want to know about it so I can help you. I promise that if that situation comes up, I will listen first and not overreact.\n\nLearn new things\nI want to know about the cool things you can do on your smart watch so we can talk about them. I promise to try and learn new and different things about your connected watch so we can try them out together.\n\nBe responsible\nI know it’s important that I set a good example if I also use a smart watch. So, I promise to be careful about how I use my devices and what information is being shared so I can make safe decisions as well.\n\nChild signs here Parent signs here\n\nFor more information:\nfosi.org/parenting" ]
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Figure 1. ALDH activity does not select for increased proliferative or clonogenic capacity in melanoma. Background fluorescence was determined by treating a control population with the specific ALDH inhibitor DEAB in the presence of ALDH substrate. Gating for positive staining was subsequently measured against inhibitor-treated control cells. Scatter plots of A375 (A) and WM793 (B) CM cell lines showing ALDH+ populations. Mean percentage of ALDH+ population in A375 cells was 45.19% ± 13.55% (n = 3 ± SD) and 21.8% ± 9.6% (n = 3 ± SD) in WM793 cells. No difference in proliferative (C) or clonogenic (D) capacity was observed between sorted ALDH+ or ALDH- populations in either cell line. Of seven UM STCs tested, ALDH expression was seen in all seven, ranging from 0.8% to 16% (E). No difference in proliferative capacity was observed following sorting of ALDH+ and ALDH- cells (data represent SOM 577) (F). out at clonal density in the same manner. A375 had an average clonal efficiency of 16.0% ± 0.2%. WM793 had an average clonal efficiency of 15.0% ± 0.6%. All colonies were seen to be of a similar morphology and when isolated from culture all colonies picked were able to reestablish subsequent colonies (including the parent colony) for both A375 cells and WM793 cells, reflecting a similar colony-forming pattern as the UM cell lines (data not shown). UM Cells in Culture Exhibit a Highly Plastic Phenotype and Switch Phenotypes Dependent on Conditions To investigate the effects of varying culture conditions on UM cell behavior, we selected CSCM, as it is specifically optimized to support a stem-like phenotype as a comparison to Oc. Mel. Table. Plasticity of ALDH Expression in CM <table> <tr> <th rowspan="2">Cell Line</th> <th>% ALDH+ in Unsorted Population</th> <th colspan="2">% ALDH+ Arising From</th> </tr> <tr> <th>ADH+ Population</th> <th>ADH- Population</th> </tr> <tr> <td>A375</td> <td>45.9</td> <td>4.6</td> <td>2.0</td> </tr> <tr> <td>WM793</td> <td>21.8</td> <td>85.8</td> <td>2.6</td> </tr> </table> The number of ALDH+ A375 cells arising from sorted ALDH+ populations was comparable to the number of ALDH+ cells in unsorted populations (4.6% ± 1.7%). ALDH- sorted populations were able to give rise to ALDH+ daughter cells, although representing only 2.0% ± 0.1% of the population (n = 3 ± SD). In WM793 cells, ALDH+ cells largely retained their ALDH+ phenotype, containing 85% ± 2.87% ALDH+ cells following 14 days in culture. Sorted ALDH- WM793 cells also tended to retain their original phenotype in culture, giving rise to 2.6% ± 0.2% ALDH+ daughter cells 14 days post sort.
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" 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[ "Figure 1. ALDH activity does not select for increased proliferative or clonogenic capacity in melanoma. Background fluorescence was determined by treating a control population with the specific ALDH inhibitor DEAB in the presence of ALDH substrate. Gating for positive staining was subsequently measured against inhibitor-treated control cells. Scatter plots of A375 (A) and WM793 (B) CM cell lines showing ALDH+ populations. Mean percentage of ALDH+ population in A375 cells was 45.19% ± 13.55% (n = 3 ± SD) and 21.8% ± 9.6% (n = 3 ± SD) in WM793 cells. No difference in proliferative (C) or clonogenic (D) capacity was observed between sorted ALDH+ or ALDH- populations in either cell line. Of seven UM STCs tested, ALDH expression was seen in all seven, ranging from 0.8% to 16% (E). No difference in proliferative capacity was observed following sorting of ALDH+ and ALDH- cells (data represent SOM 577) (F).\n\nout at clonal density in the same manner. A375 had an average clonal efficiency of 16.0% ± 0.2%. WM793 had an average clonal efficiency of 15.0% ± 0.6%. All colonies were seen to be of a similar morphology and when isolated from culture all colonies picked were able to reestablish subsequent colonies (including the parent colony) for both A375 cells and WM793 cells, reflecting a similar colony-forming pattern as the UM cell lines (data not shown).\n\nUM Cells in Culture Exhibit a Highly Plastic Phenotype and Switch Phenotypes Dependent on Conditions\n\nTo investigate the effects of varying culture conditions on UM cell behavior, we selected CSCM, as it is specifically optimized to support a stem-like phenotype as a comparison to Oc. Mel.\n\nTable. Plasticity of ALDH Expression in CM\n\n<table>\n <tr>\n <th rowspan=\"2\">Cell Line</th>\n <th>% ALDH+ in Unsorted Population</th>\n <th colspan=\"2\">% ALDH+ Arising From</th>\n </tr>\n <tr>\n <th>ADH+ Population</th>\n <th>ADH- Population</th>\n </tr>\n <tr>\n <td>A375</td>\n <td>45.9</td>\n <td>4.6</td>\n <td>2.0</td>\n </tr>\n <tr>\n <td>WM793</td>\n <td>21.8</td>\n <td>85.8</td>\n <td>2.6</td>\n </tr>\n</table>\n\nThe number of ALDH+ A375 cells arising from sorted ALDH+ populations was comparable to the number of ALDH+ cells in unsorted populations (4.6% ± 1.7%). ALDH- sorted populations were able to give rise to ALDH+ daughter cells, although representing only 2.0% ± 0.1% of the population (n = 3 ± SD). In WM793 cells, ALDH+ cells largely retained their ALDH+ phenotype, containing 85% ± 2.87% ALDH+ cells following 14 days in culture. Sorted ALDH- WM793 cells also tended to retain their original phenotype in culture, giving rise to 2.6% ± 0.2% ALDH+ daughter cells 14 days post sort." ]
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nobenzaldehyde (DEAB) (a specific ALDH inhibitor) for 10 minutes before treatment with the Aldefluor substrate. Test cells did not receive DEAB treatment. FACS for ALDH expression was carried out following incubation with the Aldefluor substrate using a FACSAIRA (Becton Dickinson, Oxford, UK). ALDH+ cells were identified as those cells emitting fluorescence of clearly greater than control inhibitor-treated cells. ALDH+ and ALDH- cell populations were seeded into proliferation and clonogenic assays immediately after sorting. To determine whether ALDH expression is a fixed phenotype in CM, sorted ALDH+ cells and ALDH- cells were cultured for 14 days and subsequently reassessed for ALDH activity using a FACSAIRA (Becton Dickinson). Expression of Stem Cell Surface Markers CD44 and CD133 To determine expression of the stem cell surface markers CD44 and CD133, cells were stained with anti-CD44 (PE-conjugated) and anti-CD133 (APC-conjugated) antibodies (Miltenyi, Bectsd Gladbach, Germany). The anti-CD44 antibody detected all isoforms of CD44. An anti-glycosylation AC133 epitope of the CD133 antigen was used because this specific epitope is expressed exclusively on stem and progenitor cells and represents the glycosylation-dependent epitope of CD133. Fluorophore-conjugated isotype control antibodies were used in all experiments. Briefly, two tubes containing 5 × 10^5 cells were centrifuged and cell pellets were resuspended in blocking buffer before antibody incubation. After incubation, cells were washed in blocking buffer and fluorescent staining was visualized via flow cytometry on a FACSAIRAIR (Becton Dickinson). RESULTS ALDH Activity in CM Cell Lines Does Not Select for Increased Proliferative or Clonogenic Capacity In the present study, both CM cell lines A375 and WM793 were assessed for ALDH activity and the clonogenic and proliferative capacity of subpopulations ALDH+ and ALDH- populations tested. In agreement with previous studies, we observed a high percentage of ALDH+ cells in culture (Figs. 1A, 1B). The mean percentage of ALDH+ A375 cells was 45.9% ± 13.4% (n = 3 ± SD) and 21.8% ± 9.7% (n = 3 ± SD) in WM793 cells. Following identification of ALDH+ cells in both CM cell lines, cells were sorted into ALDH+ and ALDH- subpopulations and subsequently seeded into proliferation and clonogenic assays. In both CM cell lines, ALDH+ cells and ALDH- sorted cells were found to proliferate at an equivalent rate (Fig. 1C). When seeded at out clonal density, ALDH+ and ALDH- cells both readily formed colonies. There was no significant difference in proliferative or clonogenic capacity between ALDH+ and ALDH- cells and no difference in colony morphology observed (Fig. 1D). ALDH+ and ALDH- populations were reassessed for ALDH expression 14 days post sort. Both A375 cells and WM793 cells showed a loss of ALDH activity in culture, and only mixed populations of ALDH+ and ALDH- cells were present in both populations of previously sorted cells, summarized in the Table. In the A375 cell line, the number of ALDH+ cells arising from previously sorted ALDH+ cells was comparable to the number of ALDH+ cells that arose out of populations (4.6% ± 1.7%). ALDH- sorted populations were able to give rise to daughter cells that expressed ALDH, although these ALDH+ daughter cells represented only 2.0% ± 0.1% of the population (n = 3 ± SD). In the WM793 cell line, previously sorted ALDH+ cells largely retained their ALDH+ phenotype when grown in culture, containing 85.8% ± 2.9% ALDH+ cells following 14 days in culture. Sorted ALDH- WM793 cells also tended to retain their original phenotype in culture, giving rise to only 2.6% ± 0.2% ALDH+ daughter cells. ALDH Activity in UM Cell Lines and STCs Is Not Associated With a Stem Cell Phenotype Two UM cell lines and seven UM STCs were tested for expression of ALDH. Interestingly, ALDH expression was absent in both UM cell lines (n = 3; data not shown). In contrast to observations in UM cell lines, all UM STCs were found to contain a subpopulation of ALDH+ cells ranging from 0.8% to 16.0% (mean = 6%) (Fig. 1E). Where possible, repeats were performed; however, due to limited material, this was not possible in all cases. To determine whether expression of ALDH was related to proliferation capacity, sorted populations were seeded into proliferation assays. Four of seven UM STCs tested for ALDH expression were taken forward for growth assays. We show that there was no difference in the proliferative capacity of ALDH+ cells versus ALDH- cells in any of the four UM cases studied (Fig. 1F; data represent SOM 577). CD133 Is Present in a Small Subpopulation of CM Cells and Select UM STCs In the present study, the two CM cell lines were seen to contain small subpopulations of CD133+ cells (A375: mean of 0.6% (Fig. 2B)). WM793: mean of 0.3% (Fig. 2B; n = 3). UM cell lines were found not to contain a subpopulation of CD133+ cells (n = 3; Fig. 2E, 2H). Of the six UM primary STCs tested, three were found to contain a small subpopulation of CD133+ cells (0.3% of cells) (Fig. 2B). The remaining three were culture negative for CD133 expression (data not shown). Therefore, it was concluded that CD133 is not likely to represent a CSC population in UM and was not studied further. CD44 is Highly Expressed in All Melanoma Cells and Not Just a Minor Subpopulation The present study found that in the two CM cell lines over 95% CD44+, and also the UM cell lines (95%- CD44+). CD44 was expressed in most cells in culture and not just a subset of cells (Figs. 2A–C). Furthermore, CD44 was found to be expressed in most cells in the six UM cultures tested, ranging from 77% to 92% CD44+ cells (Fig. 2I; data represent SOM 588). A Cellular Hierarchy is Absent in Established UM and CM Cell Lines To determine whether UM cell lines SOM 157d and SOM 196b were organized in a hierarchical manner, cells were seeded out into clonogenic assays. Colonies were observed after 14 days. The clonal efficiency for SOM 157d cells was 16.0% ± 0.4% and 13.0% ± 1.0% for SOM 196b (data represent the average cell count and clonal efficiency of three repeat triplicate experiments ± SEM). In both UM cell lines, only morphologic variants were consistent with no variation in cell type or proliferative capacity (Fig. 3). When isolated from culture using clonal discs, all colonies picked and reseeded were able to reestablish further colonies which resembled the parent colony. This observation could be seen in all subsequent generations, with reseeded cells with 100% efficiency. There appears to be only one clone type present in UM cell lines whereby every cell within the population has the capacity to drive tumor progression. To determine whether the CM cell lines, A375 and WM793, reflect the clonal behavior of UM cell lines, cells were seeded
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" 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[ "nobenzaldehyde (DEAB) (a specific ALDH inhibitor) for 10 minutes before treatment with the Aldefluor substrate. Test cells did not receive DEAB treatment. FACS for ALDH expression was carried out following incubation with the Aldefluor substrate using a FACSAIRA (Becton Dickinson, Oxford, UK). ALDH+ cells were identified as those cells emitting fluorescence of clearly greater than control inhibitor-treated cells. ALDH+ and ALDH- cell populations were seeded into proliferation and clonogenic assays immediately after sorting. To determine whether ALDH expression is a fixed phenotype in CM, sorted ALDH+ cells and ALDH- cells were cultured for 14 days and subsequently reassessed for ALDH activity using a FACSAIRA (Becton Dickinson).\n\nExpression of Stem Cell Surface Markers CD44 and CD133\nTo determine expression of the stem cell surface markers CD44 and CD133, cells were stained with anti-CD44 (PE-conjugated) and anti-CD133 (APC-conjugated) antibodies (Miltenyi, Bectsd Gladbach, Germany). The anti-CD44 antibody detected all isoforms of CD44. An anti-glycosylation AC133 epitope of the CD133 antigen was used because this specific epitope is expressed exclusively on stem and progenitor cells and represents the glycosylation-dependent epitope of CD133. Fluorophore-conjugated isotype control antibodies were used in all experiments.\nBriefly, two tubes containing 5 × 10^5 cells were centrifuged and cell pellets were resuspended in blocking buffer before antibody incubation. After incubation, cells were washed in blocking buffer and fluorescent staining was visualized via flow cytometry on a FACSAIRAIR (Becton Dickinson).\n\nRESULTS\nALDH Activity in CM Cell Lines Does Not Select for Increased Proliferative or Clonogenic Capacity\nIn the present study, both CM cell lines A375 and WM793 were assessed for ALDH activity and the clonogenic and proliferative capacity of subpopulations ALDH+ and ALDH- populations tested. In agreement with previous studies, we observed a high percentage of ALDH+ cells in culture (Figs. 1A, 1B). The mean percentage of ALDH+ A375 cells was 45.9% ± 13.4% (n = 3 ± SD) and 21.8% ± 9.7% (n = 3 ± SD) in WM793 cells. Following identification of ALDH+ cells in both CM cell lines, cells were sorted into ALDH+ and ALDH- subpopulations and subsequently seeded into proliferation and clonogenic assays. In both CM cell lines, ALDH+ cells and ALDH- sorted cells were found to proliferate at an equivalent rate (Fig. 1C). When seeded at out clonal density, ALDH+ and ALDH- cells both readily formed colonies. There was no significant difference in proliferative or clonogenic capacity between ALDH+ and ALDH- cells and no difference in colony morphology observed (Fig. 1D).\nALDH+ and ALDH- populations were reassessed for ALDH expression 14 days post sort. Both A375 cells and WM793 cells showed a loss of ALDH activity in culture, and only mixed populations of ALDH+ and ALDH- cells were present in both populations of previously sorted cells, summarized in the Table. In the A375 cell line, the number of ALDH+ cells arising from previously sorted ALDH+ cells was comparable to the number of ALDH+ cells that arose out of populations (4.6% ± 1.7%). ALDH- sorted populations were able to give rise to daughter cells that expressed ALDH, although these ALDH+ daughter cells represented only 2.0% ± 0.1% of the population (n = 3 ± SD). In the WM793 cell line, previously sorted ALDH+ cells largely retained their ALDH+ phenotype when grown in culture, containing 85.8% ± 2.9% ALDH+ cells following 14 days in culture. Sorted ALDH- WM793 cells also tended to retain their original phenotype in culture, giving rise to only 2.6% ± 0.2% ALDH+ daughter cells.\n\nALDH Activity in UM Cell Lines and STCs Is Not Associated With a Stem Cell Phenotype\nTwo UM cell lines and seven UM STCs were tested for expression of ALDH. Interestingly, ALDH expression was absent in both UM cell lines (n = 3; data not shown). In contrast to observations in UM cell lines, all UM STCs were found to contain a subpopulation of ALDH+ cells ranging from 0.8% to 16.0% (mean = 6%) (Fig. 1E). Where possible, repeats were performed; however, due to limited material, this was not possible in all cases. To determine whether expression of ALDH was related to proliferation capacity, sorted populations were seeded into proliferation assays. Four of seven UM STCs tested for ALDH expression were taken forward for growth assays. We show that there was no difference in the proliferative capacity of ALDH+ cells versus ALDH- cells in any of the four UM cases studied (Fig. 1F; data represent SOM 577).\n\nCD133 Is Present in a Small Subpopulation of CM Cells and Select UM STCs\nIn the present study, the two CM cell lines were seen to contain small subpopulations of CD133+ cells (A375: mean of 0.6% (Fig. 2B)). WM793: mean of 0.3% (Fig. 2B; n = 3).\nUM cell lines were found not to contain a subpopulation of CD133+ cells (n = 3; Fig. 2E, 2H). Of the six UM primary STCs tested, three were found to contain a small subpopulation of CD133+ cells (0.3% of cells) (Fig. 2B). The remaining three were culture negative for CD133 expression (data not shown). Therefore, it was concluded that CD133 is not likely to represent a CSC population in UM and was not studied further.\n\nCD44 is Highly Expressed in All Melanoma Cells and Not Just a Minor Subpopulation\nThe present study found that in the two CM cell lines over 95% CD44+, and also the UM cell lines (95%- CD44+). CD44 was expressed in most cells in culture and not just a subset of cells (Figs. 2A–C). Furthermore, CD44 was found to be expressed in most cells in the six UM cultures tested, ranging from 77% to 92% CD44+ cells (Fig. 2I; data represent SOM 588).\n\nA Cellular Hierarchy is Absent in Established UM and CM Cell Lines\nTo determine whether UM cell lines SOM 157d and SOM 196b were organized in a hierarchical manner, cells were seeded out into clonogenic assays. Colonies were observed after 14 days. The clonal efficiency for SOM 157d cells was 16.0% ± 0.4% and 13.0% ± 1.0% for SOM 196b (data represent the average cell count and clonal efficiency of three repeat triplicate experiments ± SEM). In both UM cell lines, only morphologic variants were consistent with no variation in cell type or proliferative capacity (Fig. 3). When isolated from culture using clonal discs, all colonies picked and reseeded were able to reestablish further colonies which resembled the parent colony. This observation could be seen in all subsequent generations, with reseeded cells with 100% efficiency. There appears to be only one clone type present in UM cell lines whereby every cell within the population has the capacity to drive tumor progression.\nTo determine whether the CM cell lines, A375 and WM793, reflect the clonal behavior of UM cell lines, cells were seeded" ]
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Figure 2. Expression of stem cell markers CD44 and CD133. Control cells were stained with IgG antibodies to determine positive gating strategy. CD44 was seen to be expressed in most cells in culture (A) A375 (>95% CD44+ cells), (C) WM793 (>95% CD44+ cells), (E) SOM 157d (>95% CD44+ cells), (G) SOM 196b (>95% CD44+ cells), and (I) SOM 588 (>95% CD44+ cells). CD133+ cells represented a small subpopulation of cells in CM cell lines. (B) A375 (0.2% CD133+ cells) and (D) WM793 (0.2% CD133+ cells). CD133+ cells were absent in both UM cell lines (F) and (H); however, a small subpopulation was detected in one of six UM STCs (J) SOM 588 (0.3% CD133+ cells). Data represent mean % positive cells, n = 3.
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" }
[ "Figure 2. Expression of stem cell markers CD44 and CD133. Control cells were stained with IgG antibodies to determine positive gating strategy. CD44 was seen to be expressed in most cells in culture (A) A375 (>95% CD44+ cells), (C) WM793 (>95% CD44+ cells), (E) SOM 157d (>95% CD44+ cells), (G) SOM 196b (>95% CD44+ cells), and (I) SOM 588 (>95% CD44+ cells). CD133+ cells represented a small subpopulation of cells in CM cell lines. (B) A375 (0.2% CD133+ cells) and (D) WM793 (0.2% CD133+ cells). CD133+ cells were absent in both UM cell lines (F) and (H); however, a small subpopulation was detected in one of six UM STCs (J) SOM 588 (0.3% CD133+ cells). Data represent mean % positive cells, n = 3." ]
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system and the nervous system as a means of control of the body. The placement of the endocrine system in this unit, in relation to other systems, serves a third and final function. Through the control the hypothalamus exerts over the pituitary gland (responsible for growth and regulation of water and salt metabolism) the students will be initiated to the brain as the locus of control for these systems. Naturally enough the students will be given the opportunity to briefly approach the brain as an important part of system, without yet approaching the whole complexity of the brain. In this case the students will only see the parts of the brain that control directly other parts of the body through the endocrine system. In this way the students will come to appreciate the control the brain exerts as an introduction to the brain as an organ in and of itself. Objective 4 : Analyze and Diagram the Brainstem. With the endocrine system completed, and the admittedly simple notion that the brain is in control cemented, it will be time to turn to the brain itself. As we move to the brain, our combination of schematic and anatomical diagrams will become more important, and less pronounced. This unit is predicated on the notion that students will learn more effectively when given the freedom to diagram as they see fit, rather than following a prescribed plan. That being the case, the balance between strictly anatomical diagramming and schematic diagramming will need to be struck by the student, rather than by the teacher. For the purposes of this objective the students will be limited to the brainstem (cerebellum, medulla, pons and the midbrain). In this way the students will begin to understand the divisions within the brain, and the different responsibilities and functions of each section of the brain. Furthermore the students will begin to appreciate the complexity of the brain, while approaching it in manageable parts. The students will then create a schematic of the brainstem including the routes certain signals take from the brain to the body and back. This will be a process, which draws exclusively on textual resources, thereby allowing students to practice this skill in the absence of models to follow. When they have completed their diagram they will compare it to a diagram provided (see resources) and evaluate their own work. The students will begin with discussion of parts of the brainstem. Explanation may be limited at this point given that these are unique structures within the brainstem, and given that there will be further study, only generalizations are needed. For example, it would suffice to say that the midbrain is responsible for the relaying of sensory material from the brainstem to the cortex. The key to this kind of discussion is that the students understand the fact that the brainstem relays material up to the brain and down to the body, as well as controlling some basic body functions. The reasoning behind this kind of division is simple. While studying the endocrine system or the nervous system the list of potential functions of any given piece of those systems was relatively short. While both systems are quite complex, the brain is far more so. Therefore, unlike the other parts of this unit, the brain will be approached a bit more slowly to ensure proper organization of all its functions. These divisions will enable students to classify brain structures based on function, thus aiding in their understanding of the organ as a whole. For example, if given a question on the AP exam that asked about a hypothetical student's losing thought processes without losing body function, the students would be able to use this classification to determine that the problem existed in the cerebral cortex or the midbrain, while eliminating the rest of the brainstem as a culprit. Objective 5 : Analyze and diagram the lobes and structures of the cortex along with their respective functions.
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Fy2ZpD/dv8Gr04HtNI4a5/r38FeivpVKp5hTP2worDLQqfdO0cJjbcnvZLz8D7wfYLNoTXs5TPOZewqbQvLOP/0uzJrmbOU0GZxwCm7F94x25v0N8/E/zOjtpp8rbHDvUYosQt4Cez9gpuZJsqhkICVHIP7gyEBKjkH9wZCAlRyD+4MgEa1+wo9QnhJ1iv2spUYp+cVxdG4L5iMMOdN446lVwoKGNuIZ37yAL06KFQf8DxV/tiJZr8uV+w0Aq3KuRCoVVozaCanabheyOQf3BkICVHIP7gyEBKjkH9wZCAlRyD+4Mg/84uFrhcT2RwZNSHq7eiw3U3Kactht1YwQM5Xw6WeBZs2fGQaAy5/BDEA1dbJp6UvVE6AbNqFpJL652ME9Yue0lKlsH4bAuWpA4vuYvjR7PGyA8gBsqfzY6pmDkKewVr8MMbYMTdVPbtRkwpy/mwwZ6vb40DuTb6dixIV4ZATpAPCzcw5I7ud24bl8Um3ZmIC5bdOJsRkqzeG9FeMtIDh4eK8BCehsDq4juhMxVYymj8HhquV61xejErqfBUXUyoZCAlRyD+4MhASo5B/cGQgJUP0uZAPfKkO4rTeMSjw8nQQucfRK/+HtoNrASbNR/S6EgyLNEkYWn8JWwQ3tLaj7R+Bo/BGfJYOiGUbHLYq99n4w1oac6tyVlARi8GyHuzhBLzGFYDzPyI3kqYPQruWS8uS59fNCeiEaNR2iasjF1tII0VkhYupw9XGONAIEYrHCqd0ycm2QXzhuUdP4wL9A8yR/kvXt8dTw9MaqmwYhFlqGmhQoMeHXKeLY8gK6jstz0uplQyEBKjkH9wZCAlRyD+4MhASo5B/cGGSDx6a+T/LmLRWuDRXNadMorDuppn9Pq9iuA51DAWusX0ihjWLfd+QwMMDus6U6UdbJ96Z3+0/fhghW5Q3UkZEKHw0QnnftWASLMfi1xbnNT6aLTHEg0V/i6mKmUajGPNOBjT46SFBl6dP8TQ00tjpUlqaqBcOqPtAJIvaZvW2+g4OR5b9hG0PaBBzgD+ob+M7iJBQiHz/0kpzamHZSo5B/cGQgJUcg/uDIQEqOQf3BkICUgtWMhL5IbUd+whNaAMLY1GMHq2SIfFoGEvvJXczhpdgE/oMgHJzgkrkwmyzjFDZ/fQditzqCEv7sPCaBTinOwRikXAfDnAqULW/hdJhQIfWzYYybUg2Y7zZcNlKjkH9wZCAlRyD+4MhASo5B/cGQgJUcg++UCivkj8G3gG80/M6EqrUX8d6BWw9tMDk6MZESoiDT8chXCylxUygPMgzmMWCwfLY8OLdAIfdmInlTUOHoGDgn+47bn61EIEebAnmhkEaHMYBfnu5/L2H9qZnpydQYGiPItoqPVGc5jLegDtXTDiZsqevWhm+jj9MDm+IvkNS3qn7Oe1ckPqUMu0rAqYVq6Lc+rXfBw2eEGskyTwpT9Txgt16XdCxg34oP7gyEBKjkH9wZCAlRyD+4MhASo5B/cGQB1ZsTbJYmAg3qw9/dXf8IrMQfJ1Bwp/ttOBcFkAOffMXyLdHQPczdwFSVtwwi8f1d6VrgPf8xYd9gId/rA8JcH7Prxj0eIgK/ZwiA5kBppEr6z40XG4e4iivmcWKNaH5Qbu88JXm+v1O6Uq1I4HvGT/+3ytscAGjf8DPVglQ3AG/VwqX+M8d73XHieT6aQ0cO38OzyeLD+gryRtl/yn59m9dJpNi44lWPURWqcJj2IPmdujh2VQyEBKjkH9wZCAlRyD+4MhASo5B/cGHVOef6+qBf4qeg9LgbUt3pJpHkSQYiJAZ/5NEbAu4ZjMS1q3ygV6BeVb68X2kVabrp5tLGzXj9229aUA7qYgw5DPsrP1WdwxZPVE66CbgXBvq+/Q8GyUsQi38g05fwt78W3KuJ5KkNcpRzz7AeqQLxy0TgIMi0nrS9jqUyJNv2+0FgxfFW/BgLuX1fx1oqKLE+2poBjc/+7IpBBn2+/3EbsRwVF1MqGQgJUcg/uDIQEqOQf3BkICVHIP6aC12/eGGmH8Nl2vAiZzURBa78D5peD9Du2VSyL5G5gB3DcjD4ydEh9HcBQ5/WTerA2fnaS+wavbFz7umS7AnvlA+l1lWbs3z/1xsQCQQuf+J0324fvzYaD+fM4SqxSyL34RAdX6wHutMzV3qFeXO9TUY1zQZjdqq9Dh/uVQMjsE5efRHUe9FRfv6tpc+p54OA7yXLmIXb9v/86+fWRrQaee58FTXbGun1yk1QaZ4brZtdjg47SfwMFAHsevnaMO7O9Fw1lZsTKhkICVHIP7gyEBKjkH9wZCAlRyD+4Mg6h7EpCztQmQq/ZRmUwOUfgWUjNyrXZ1Y4E8EcA+0HpYQu5WHGUAbg/frr11ZNhM2DERzIobK4ur8/dlWBZCyi5OtRBcjd91wZq2ZeWXyQuPmlEBFyFZBAAyleDAlLH7ysN0DuNaJFqi6y2OUduF5RA8QZt9CCw3O/oCBOYQ1SH2Lo5n5B/cGQgJUcg/uDIQEqOQf3BkICVHIP7gCdgbFkwrsmPBmhZfkMYYFL7KD0BQuvcWIvMkJBnSzTgPejShtwi2OfE4osImrNfQe1V23/ZHIP7gyEBKjkH9wZCAlRyD+4MhASo5B/UZttqVK7yrAVgmaW03ev6/aF/w/qMZaiLuGqfnivK9g2ol1S3CGuZCb3eVCVKVc6Bd4N2Ie9SVWiZOObLR4vJoy19BS24HMej52UeGUqivhNCslO1ZNz5kin+U1rWGlI2LUErfeIvGG/V/yEyzF6mPu+j/wmymKpraM1VQ8DYKp83RM3jvS1e+1Qxq22GtPyYXX9m4JZ/7bEuQFIklgZ+f0qhWDhASo5B/cGQgJUcg/uDIQEqOQf3BkICVDhUFZ2rHDAa3k3kHAKyQ+24ZQc1xKjVhVrMBx7y7W0MDa0B4BztN7WlhIQSHgG1Vwh4jsE8H51VLQsg6fL5KpvUEU4mb/orOvYOqKof1Tm1kizhSrmwxNfnOBer9MO4VJIwGBI+r+MgcvAeBwBK0F8Ep8V6mvXLsQ1DB7zMEoPzhQK62ch4ci4vu/bfUFA3dGiKB/s/iX1Vh4vEUyw8qb//wDHXPpwbYKM2vU+CouplQyEBKjkH9wZCAlRyD+4MhASo3Knp50y1yi2CaSYZ3vBL9eKdMvT1z8TB7CF7DrEhYIDPZCa45Zb75xVXSf/7CCMrZjrrUs4t/QUuB3YlKn8EvSsdEsWhxXHRH6HBpFQlKNNqQOsGPGQ2l8PtmQpDd4I92Qm1RleSyEGJRDy28EBAciY6xAiDozIhU+APMIWaTMseWw1FyYBX7gRCdGCTOKcQGY4YqxLmgdS4Zw1/UzjDLr57gI/Srnc0xldWlUMhASo5B/cGQgJUcg/uDIQEqOQf3BkHbBJwAzZMe05BFKXdTpVJfK2dTUK1NV3SbiKK9mPsOQ8lIhfcg6u36cblUgmqtLnST3Qo1KHOJumDjc82nYjy387LnTT8sQ+nyCK5pPE0lvAE9v+kY8SdZJjFj4NI9Bjm+E6CBes5m+R8efLQY/mha1KFJe/xrO9biG/Mbr5bEc9mN4hQBhzjbcJQlz9RHDMu3oHxPIK6T7Pm8zq3qYVq4wVdPePxkYwrz4B18xqnXhzYxoYvwS9+eMyz3/pTDspUcg/uDIQEqOQf3BkICVHIP7gyEBKPmlxKLFAEWvQ/OLZsQpiD5JmofZVxEvThlX383frwQSBsfTTuE+niu9EZ/cLmS8cP55xe6ujQCFPIA/svPsgMABCNrD2dBzVarAK4zOtOq/zXqxkRMG4EdXXPUOuBLkw10Y835VBHgycGQfecbispqhLSBg6cuFWBFUdbskAXmaqrGq5ea7ZwG6EHgngd3p9ri0xfNfJMl0qfGzOWDoHSCc5GPLoNO+iVUfTaa1oV8DLzKjOEBKjkH9wZCAlRyD+4MhASo5B/cGQgJUP+qjjFJD4PidpDtcyay/kiL4noyVpGYoa3k0mLa3gr0QS1P8GditJmhBkDlLskp6Qj6O1AYEW6zMFS3qx5ttcCTtmnHfkH0D7t5FE3qmnj+g6zPVMisIjXAqIYN0y418NBPmPSBDa8zeMUni3NBeajt2LBDv//Xm+H4MpmrVCNyiWv7B3VFXfhyxq1vLOjAIykzwOyFcTSW14VZbI3Tk+3E5bqF5tjOPk25LArMsijoiHBQ0fmDIQEqOQf3BkICVHIP7gyEBKjkH9wZCAlGJOqX/AO8u2SQqsLRRaiClsRimp3KocNQ1vyzMMcMHo+h9+kAiwAyuhkIdHqBfamp/oOwqxoTRiWB9cNvMxPErHNcS3RYCDLP52URGviewy44uOVgbGPs9ZU2QyFNy82uvuXiiJe1n12ufVM7CrHpLdb7w8/vQfaxYChPiS0LpnlV71u6wtQmVgtA97c+43QQ025KwwwSo5B/cGQgJUcg/uDIQEqOQf3BkICVHINFn0Lcqrz4DD+1jj7/tVg6iEgTY2/oDZoKR+5txbKoZCAlRyD+4MhASo5B/cGQgJUcg/uDIQEqOQf3BkICVHIP6gccMzO3aSWfYDTifz/EvHfic061s9yT8kZNBOy8b2pmRxdl5tLFTO+QCCA4ZmYjPefRdnRyj08sa0xgpagyBTrnLfhSwDsRD1z3HXFZi9oYLayPQUm2D0zANEbPzMEmbsPeqK5sw+9ebtGOXkoSCNfS9tAHBp+CdMuv9d+7cGcUEneOCwuIu1plmoiR42PCiNFWrqm8YbFQRhb6dYy4YnZrp2B8t3cpQyEBKjkH9wZCAlRyD+4MhASo5B/cGQf//1Tc17FVVF7okBelIsNct/8lHVQyEBKjkH9wYwHh40tT1QnBUXUyoZCAlRyD+4MhASo5B/cGQgJUcg++0CK+3LuLk8Dj+cuHXC+9+6BdCOe7js2BSBf//XIP7gyEBKjkH9wSObQdfs42p5DEoZCAlRyD+4MhASo5B/cGQgJUcg/uDIQEqOQf3BkICVHIP7gyEBKjkH9wZCAlRyD+4Mg/6AA/v/8ybAAAAAAAAAAAAAAAAAAAOlE5ky2G8b86LSQogfePepAojrP1Phft0ut/83Umd4frOIZpMrU3IPry5Chb7toUSp6qX9ryJMS2MHA0zMNJMMMDVKhXylutGBfLhEpQAGC9yeQdY7F6pu41bI/KlxU+kMdzgAi86DLMuXxf0WC7Wjcn04dhni+qnxMuBWkqkI0YoQCsxTSpcaSl+VbYNIai/cBPzONkMGPPEHwN56ujRpXg+JqD0NxEgtAPsdx9xyNR9Jh3zzuHVITRDTVH441L+kmEdOjr2OKIgxNp7k941RSKeaSrXfBxRZcfI+vxl0jk58lrCI4XHWD5IUgo6Nt4MyzEYoRAKC9Znj26fabQDuzpYdZ1oStYDUvqdpPvFPyFgvCCk50AjoCTItnmQoYzWcBHRzlVVkqFYYI9dUZXtBTx5d8F9sLjTPk1BbbTG0NfYMzLBC6R/ePKy3VSDBTVz4PBw5v9ipjs9ixwyIIR9kAy9qkfYtQKM6kjOVXaEiO46dY4LmmlMF3fpbmBDR2sI6gY+EGdpu4Jx0B8UHoVhMTdw6tsj+jlKIHCk0EPA9PzW4CjyN6RzJNUT0JscJXfZjx0Mk8RzTwkHKKqUyCSwoo2mqv0/0UoIFdrP6GsCpSZ9Rz4ut1lj3wQJHiPLCCva9+MdsR/9I5KC6yJkil/+RQVVuD9wyjVH5rswY79gQSUT75Aqj0esEqibCacDRurh2YouKmFuAg/dR+cIiDTkuVSIAkCa1QwYYhIRiF98pYFNySTIjSIC9nME4bTOllVRVIxkXpOd8tOgMRRpDZjX+JG04/v7MbZsZ5nlkO0DeWdEO3bTJzDTFTF29TMQf3vFtZVBV8AX+eoRkmuWpcVxazFZE6CYMFq5m/CrAjNoNtDJA2Nsh+9TAktdfH6O81Jsri9/RjdGM93BectmPs5al3Fe09B7k90+Tz1WZM2IFRkOnuOijxLdJ9N/IBIb0lH94OfRsUIYisZPZNCgKYqhLQdyaIddZL104rvtd489Izsfh6u8L6ne37cg6uxBaky0ffN2AeLHB6PcuKS8Lgvq8mSqNphl5XZ1gM2PYp3MHTHG9z8khIOJCsnWOggtqvzC4to+k0kz6YkS211vCItIa/GRZoTjDnKAfLj3guJC1/XsP0TdxAAAAACUg1uftwQ9NndHlraxDN6NqFevObmHJjyTX+Mm77R7/BU5X0k0AzaItu2dTJmMuJMdwPTzEB+tEoBV/Ru/+ZZdg22U3LbNQQ9axAYrbU7FDR0CAms/0nWTGIo548EQ2oFQ7agb7M1TxkRDS1znmtMx8gEiTxaJvu617ZPnXLvqt3hY23rKjNrLOroZcYN3HGp5WK0yGOyYW9Uj67NnwqrQBZQ5Ie/OtGNyjmNutNd6AYZF4QnQtpVDG9A66Flf8CgfpZnt/uXrN3G0voQZ6Adb9HXlw73CVGzTwHIPQtV1EgY103PZkUZP5/POlpL4k9PAHHy8CdZ9+K0bSHvPAtFCBwXbDfkEjIeB0niSVvOVXkR3kk5NKDQn5aNYhwAmPgzLP7i/lGSnY5kn3q5N5F9HpzsAgE+On6ibiLaZROJNPkDmCS3gCSmg9CS8Z7+ykjpuBxSPB6UuErP7ZsaNcIKwEI1Hrz0SRjsctbL6YAPAarLuwsj5ANvWGRj/ipzeauO+n/+nWOBrQe9MRvFzE4qlgujuucMvqMVNNQX9dUnOLkYsjk0ub2SOl8oZ3kuFsoT7hHKYFN4BGGUMmahl6qa9aAehbjITVn3IOh1TIohudNyFk08UwiuZvL3KTD67eK+KLE78Nv2K34dsik8l4mWWvk5/nrgoLdkOWgSuUp0eago9f3ODriNaG5WRh5bBYmGkD3ovsioWgX15B+8pAmMGLk3mx5q8jVMXb3cf6zEwgjVaVovpTAnMV9ZcltUn9mrQEbeyJfF8r4/Y2xqbHGgjCOL/E/llHivBqs6NPqiHELzKHnvmmQMRLBYMeQG4wkORBvUso5BXfDmYP3OI8XVTJUa5cRRgIbUwkMsOHeMvLOzV/KvpvSSBLliRhbsoEczUZWEd7NJj1fOWebxK2EA8EkfP58iY4w8LnS55iciyXLx3OdGThkaDdlAPHipaM89MmSTbb2WpleJkH7zR3BEvH+7yNIXB9d4DirYpseayGwJPqh/cIqjsAodVqQd423vfYqdcHKCRcMkb4wgYqO1sE+RFrCBYVkaljr9LXc/IrdkuRd9JTGTAK1wAAAAACX46K/PD+kt5w14UHHri5Z68OT2YQZrtnd6OI30uPuFnCW1k6P4ks0HO8i9W1qFfiN/mUczqwbk2WIom3L5tOIdWvqr8rprro0coftywyi4o7byBySNDLv5LBxrvZ5HALaHc5WB6O+D+Z2uGFIEI+cSMem5po89MyBzjyyn4GH51eoO7JXebznwpnLXlg05brMsnODav4ZUxYGm8YHumPVmrz8cYg3JvFJECR7MeVKrIMAABBG2n2MI/6cDPClu+SLga1Z2I4+T+tVWht/La3YdMLyoNaN0IrbcovbX/Sq+3PpRprrbS96opltsKbuJOO1IZw3wVDzm7We8JdxNncdaMq86wD0w+TAqHwtpZJVGX+597yDjB5OmljxPiBFOvOArg7I8sE/sS09ItKe1VtYIReeMCP1c+LHsw6VF0HFisvkVWZJ2Jhn09vJ6CDD4NPG+Qgkzs9cH8nC2hEAtQh/Dx6hxKwMMVsdZmt+a3dbUZ8ylkhy5SNz1EZxwfM6+1GgxIdFk0MAV+2CpWyjKEFR2FaOd1djHfw+VtJXUFS+xNEMgnOsh3DFWjWjiwgF/6gJr/su/y/O7JO13DksYp0uNh3FdKd1XX1ODCF04EQW1siG6gRPFIPQ1hzQPgIY4/qQAQdLuBnHiDyiks1nXRcIiHl1DZ58mBHDbv2y/HYiinm4ip5CQJOleF2CWZRHUeifXJ4MlwRvgPDHFoAZkM4TH/w29Su2ttyIEOioN+uvjkPAYY3zDt+CjyR7XO4sNtVRzXhChTXmjS195T6iX/53W8CJQrCNikLMedxG+8YNHlL8fNPJkvsuyjKnNqCHq5lh6DyZ3b78buUwotvb5kEpp2eBWDslUeM4yat75xkdEOLxzOXpN/ID3uhE+/pXqkbb12e6YJYuBhwBnUlo/YLnpIeUZ3VMrNmxGpwTnbBqFEVDJa1v3fxn47Dtz6kdVNBYtduz4kRP/QEpzzOAItikKpx4YuJGtbdjvi6dbZtp50BKMZCVHvKxdhS69Bfa5Bijat6fWht6GV37aoAkRz99wtrIcm8iaFsM+odsy+ZFeRNAKVAZDOxdjHfBTDULfEkDl/08FfNmn5P1iqxXoewfp6kPMgBtdytpwknbwN/wcE8owCt6fMJtAH/12DOA7bv8+U5JmXP8bClBKbnc3MDlKOaPrl4CDaTWrnKZII/rFd3G7W25YQV30GhbOtIcQ2mQFb0+Ab0Lq77FKw4k/1zA1zTfADhfgv7KKZmVREd4+i6/PGgvxYw3V/favCk15G1G4yR7k9z82qF55rrMzW2rbOvi1N9It8KL9qr2Uk81coKiZe0Yi3HIqqa0v8Cc1IAR6NlmUuO0jINFfvFDVURuJE/IY9HzPx66Gehvg1WTcW8ZvmjIkLGOfSBvO9AEdeKo5wJsVHbrrgOWe0lSc46Io1sHgNeqD/GgniuHnNHPMupPB4Cr77mz76vMX6y2KByRrEQUFDIbz1jFOSLcZuWSssJcDfWHvYR2paJ5dvOJMAzIBicK7RoII9yxUw1ZE2PzZyqgVApx1dE6+ODEkxHWp0kLERGqpMaazYN/i1w/mQwyorX6rnbmr9EOGHJ2umCuC+SOnsL5cqB83CvgD2Qutp2Zq4NdHZ1FJP9SPDPcAvN5gXNdNAJ0IXPxdPunq1FJvHshRy+4RNBhvuZO3rblb2ncW9i8jHQ4GZDmAwfyKAibO7IV3hbbDbPpAJQDRLabTxGiqQGHDSKucGeps00osEj39+1ghN/upA6hz2fZajCOu062jDIev0gNORKo75mDuPFSR8pTENsx75i77M1zS+t7LvHJzZ9N5MFrVr9fQ2JT9zoMp4AAEgaDg9YzrrSyRBxZR8jtMVHdlNjxyb72lsnWki5jiDhwncykea8Cg5AFcv9efFLMQnD35xi5AYIY+Ml/Z7DNKkQCx6nnYVJNH2YccF+JBaK9ARKWpJyFrz3+m9gUDQqHro5ERQuV+viekNsd8imYAjbiI7ZflcecGaF4YdeZc4fSgX/NS1o3vHLZrwJaXl9hcYK8C39UfmmXHl7lUgSCZ8L8uzbXJT1q98YmhgMxYR7OjZDrfDoEqF4I+hNTYaxjcyMlm/y5UKR1t9UYXqMcxqg3/LwqUsLWbRbT7S7IUWkGRNiCv+iVfKZCRJ5H5FvqWX1o/BSxZvmBtbnkqwXuYkbRqL5+U+/2+jNOTGWqYSmlWCH7HpiuUhD23n6FyG1UTFGFwT7f4HRaBifXjosBDp5JQQEaB365adyJGADt49gwS5ey0c/mVFA9LMK/fur5n+XHjD5jkdHRLvvC/eM6/rD6p6feLTr5wkso0huCYjh/D7qvr2F7BaX+mqUtsf7f+SLxaMmM/8dCf6TUid/oSi5YlzmppRSppqy73AOztO0DRAw5duJ0LT2Sem/NgLhWcd5m4pVbDKu7z8BGmP+JdsExq6HVulNaloROEGEAxFgBDIdO6n33iHTtdMkCpXet3sjTzjKYGfR8EZ4euxIEvI55q6eBJm+ZSEvOuwLh01+wgBR1g78uxLtZDSO8V4kTdL3+OyKQTk/Lkbt3Jl2kMpxykx33AtNPxvLoWzDXNmxKXYggF8YUpvduQ5HMQAViL/BWDZX2SnyErNo3vEzB6W9H4vPYNUDshjueekTrt9DE4xptZ3RfYBpQV1hH6SREwqRaIk5byT0pnWI/EhHk8zEzNDYQA397LmFlnr+SdzLL+OzXwMQqMW4Y6Qf2iRyDEZOYFv7JYhdIXZ8uQh5mXKZ8nNZCRShrdqzV0eAY+UsyzfsDFFnSxlRPjvtAWCPIRER+BpsJQXQL1ybJMH6wLY5fowFPh529kMKp6Smp6aN5eWt+7HX3rb3fQU8hHGz6QXeQqSnzjn6aQeXcVfRtEsecaN19fa5YP12gDDpxgQnKQ45/JC1qSdiwC4iELg6PvH5kbklKJLsOrjJuQioH0QMkuHKfm4vlN2g0Fqrj1jwjvLxDZbxzi6jqueH3J2kOZlQtU5AAA/tu7iffwB0W/LtE72OjFu2D2uzwSw+eFDcekUlEKIh4UWPvqpJYexTzp48EqDmiaWnsxq5q+bGFSnJoaa3+VhB6QgpUJUtJhHM/dqaEVA7oOJkGsRrISGixOIOB2rW2oJSvmCPhbAZNtzmjdLRLl02rvskNcufcVHHh019g+8M9c6dAPCQEsumdXOYQiKkLW23LO5X0T1fWCXZwkc0sCUeolmIfJQDHfh0rROwgKoHI5rGz6t2gZ2Q3glaQAAAAABaIkPsVXvnCyiQCrBkc94Pb4dty8PPvJUQVtE+w0+NkwfztpQHSTdXy592aPpb7a1XonHkT/FIvUgSNv1a+PIsREkTvPJr6LEag8xTbXg338r9dlJb79koGLvkw2e8YL+klAaCZV20sCEjPXrziFnSUi4SWuSozlQGArwnKyDZYDP0KA/83j2U2cpx/AJJF+VZJLwyY+Dz5DXTJlN4trsyURijGjrFNpzbydCZXN4WB00seZjf7qms37zNr6ogg6CWoF6k1/fDLkR9oO8bV4kKk8Iucs3atVUQAXWtinjQY9p+POfpHkY7kgG8SK5PCOwfYo7Tcu/iIVkVOPCI0KgImrLn7V0LJfBLDVpYzOti9LGM+QYG/IfO5/n9H3GFBbDkr9NR6ZayqXM+xEfBYdGWbd+CoicJrlZYa4qVAHkuXIiiTT2zjdst7fHfmNkJg4fhGnJSvHJvw1NQcq/qd1NzBigiusxStY7QEU8tYV8ofA+nWP/Y+RwACm7N1XBVRWw31pqHt9zu2XANEAOev6bwqYdv74fKCbbHlGGYlzO++5JJuERzgrrOEDYN3M5n79TrFqYDwZPMHVOIqaT7i2cUFZzAXtbysjgloe0A76FM1K+c304MMXMbYB/OBHY4aCfW2Crxs20+n8eIFsuocPu7y742+G7m5BvwUV8HYLS54CyEjpEohDF3w6pm9NLBx6entRA704JmiSJhON5Z4mwvGso35KFThx4AgIy4aQVPiRMHDHqCu1kzkjiDGZ6IcdApwKEVMK0RMenGekqGLxEIrbbfIdsLUEnXado8LegiLxqN6dolpj2Pzqh2tdetN7LphcHsMKMN3ZeAglF7ObQZvnwxMXGkUV10ryKUQ000fl6HkZzkdM1WfotrfdpHEmlZHlZGG6coIKS16fQEXePIA72CP1DWh5RjR2QIhEamKplKPMDspmQms6A9HPphM8HVsffddN8mTT7Ktd2eNo/wFWKOL+nEKlt+ntk51IBElMzhMrrqDc18CeRfVH2l4tDDDK1N0QQKGWwNv6WOw14K1BZIqslpiJj82bIahAy+xHMiUdo3vbCv7uBkCgTPPgl3FIUuIQDjDhffaprtY4/rKKyjI09tZL3UVjVI4LkgBIZ+WRN5AnjrkstCuqJOSTwJQgc/a55FgKxC4oyssru3nHcwYX+rSZq2KqAR3eo275mHQTnUe+oqdXpOfiZgbFUCk6xZLF2qgPWwFSax0DyvbwdXzNkDA+SHohBr85LNKBoxb+ifvaaDyjahtwIdhtxPDbdKCdyXio6ihe2FoZRTGFN9EFVgaCAqcpKeOOLCTICAv0GRWP08oHwBbTcv4TqS8+O17xZyOcVZJtYeHi4xcCgca54ZZtuCUdD+H/Fno/qJqbGYgF86HfXPRcRlWQXhat6e8BQGgryJscivllKOaMF/h9FuHl6a/6CxHxSEJlSvfvfO0tghDEw/RkRga98fK/UMdydOhsOgs2n1exs3+tXIyv0zOTBbMpBkoVYhlu6iSDPWUHDdauIQyIgu0FgvRrg2rbjw3YezItMTuL39kp1pfPqk2uv/jgsQH94BcN1MgqaTFmXxb3IqiL3YX0OmtZoCBXNtNxILEQiywDeGdUcd/0heWDTb6MWsYsmVXwAtTHzKJ/To5XcbsBZcOULRy96Xbhb1nW5aZqN9IEN1EAGd4DVecC12lIVQJCSVBWn5U0DCzER4S4HPs1i1Eg3P6dELYPguehiylb6RIfutBvJ+AsYNycBHbLx6EtBF0gzwxYstRsbUBnBMWAMNmlBQNyv6lKEwI5d92Rw0Z4wvj2N8NUoJCY1UhwRMleZUoZZugHgUmTqMxaTonEF/2XrLZjPlZgacdm0AxWRa5U+BdzZmEzVdTGu46Gx7wdyA6KNpVNl2cT//xwHc7AuCPpSXVTuei15r0qVuyjsp2Y+QrsJEfMRocbCyW6gXcDwTZcnMOLoiTjroS5b+gcx17c6x5o3xDk1ptwhQEwvrhRy6H+LC+ccx1X39q4OJBRC5sBhtiPEnIW0P5tBblSQUEZEZyTJv/iq9ITgc4aevf3QXa+CmUjSwMxqbA18O8LYllCWgVNo3XOP7UKxJJbHjTYosAIeToN7kVKfUmPNtQLE0haw10Zd5FzeDXkSbhUdyvBRTbN8M89UBsBBebFtrAr/IyoZCecpIYl/63H0RNKfloqI9w8N086UbjuDgfDS63BqJRlsBlCNM6oilwtmYscAELqWBI6JH2D93frJK4eA8PYAqutt9TH4v0iqyjU6utYdiwM93XEbnqVXObr6SnTlJXY7u3npjNqviTUoThrlBpeN58x+6n5iF9wxvvBY90yKrZLN/039OfAAoNyYv1qZYHsMXR48q9bRLrHOebEoSLaZdzvJ6EuFHu53tt8e2Yv4IYe/YLFx/3PnJg7UKhrLMZcSzvNW30WYrTj19SxC5ir6gbHhtBN6q2Yy2zmBa9UjqwMkD8eWOQ0sTJ7cCRHUgJRdETVQad6lwKSZW2yB4NbldUGUCofJeele18IS8Jmh2NLZWyQx/yO8YWzdylo95zsK3ohEv01F+YeWGxdoF5mHNYCuO0EMZ9y3Ktlc6zSO/Q37C1vPDHzLKwMBoloTzgReBP1P0Xxpevs98TBun1DJgKbwlDw6FBRkjvPVXlVjCzVRwiXl+Gzlc2M1aMyMMRDEICX47ZuqjgvJaY1J8nAwamLEeXsThc9yb6I54pDNKbMeDbvzbdIRkoFkuMa12ju55xIF392+PzT84pkukkOiBOrSWA2JAk/ib+9dEDzF4b/u4ArRMCDbJCkaAsM+SoabE27Y5SqkGUowpH8saBEECymRylaNmzDgj4y2SvAAt6UcrEfxU/0H2P2tcQXDPFEa0S/vd3yp3qlcRVt0SZHGsoCZ2iAgQdcZ5Ttv5/4qZdAAW27khW3+NZHlEubrJT5k836Imol39YWft0+OxLswzY0efREGW5M318XBjtKJetVgY38JH9kCmJFqzltQkDr57T2qtjhZq8Tn1zACKBy6hoMUM/pkSQs/raxGaORfqsYoyW6CmidR0ThZM7+/hekSbKYvi/8DqeuuCp0IFuDMWFfYdUZyNBO/6ibG/99LHRA4/qY97GiZkSu5n1Hz+YdoB9M/2KRO/0A3iKDB0bv/6F/XKyAC9E2MmD0F0rhKGX1rNOxYmOwyeGIGkop3bqDSqv4JrB90zUD41+YZDE9proNR3ctWazL8oAyNJUvaX/YjovHoIjP0c5oHkzwEc/QaknEyv7K4rQLNDvOx7l4qtiIYcy51kh/FsSFyUZVmBqoGbuelyseiHBKfI+jSXvMRAXN0hrqbYLGTz+iIJFwE2xhEO8c+CO+cCgOgulQ0YV6HhKhxSflCUsIuiyMvMeV+L263nlcyuCpUgazHbU9AdtdKcSzOyNM/rRDBMIljtBCJMVSfdfGsLJ0eaUg0IbiC8ERcxLgtavvQHcc9vTMBvxxi4koeh5IU5ywBVi8qwUcHAW5sHyyldzwwtM5HgGnRy+2tpOgy0AOuVbgK8X0CWpDlmR/Zet7d+NbVb6ioh243ASkOAgZwqMJTIttFJ3rPHX3J+u6NnRypIU7aCRWu/rbue3n8oEdKk1zJEHe3/HUEkw7PtO0IECqEJ9nzXbyL8bd60hcaC0hesP+hBpTDwxeJGYisNa4pEeXbUWxKIOhOPc1RK52w7WF5tD52eS+veRj6b9YLMfTR+krTEu4iR5SNEC4CPulPdP58K0jSsc8/11zw8hh97uBqCHOu/xH4AS7DAn9zg6ZHKX8jqu/Aouu9JrW1cDhx0+4kUQkhZ7ucUJktL3018DjsXHxUVG87xdnsM25QzGlsKupc34KLPEsMg+fGADXQtnFCA9hwjQmnlV9u6+h2hD5Y5IhCc3igxXlQcrgVE9oN5H+xYTftaPiUes07OZh6nDuaCr8Zm2T5ekMICTEHB+t6oAUdPYTUnL6Wf+bWaxcQG7knWML1cULolsARGDBTumJPiDmvhMRwjIL4WhHKnowZ95eF79+iLI/M4aGPL5jOjMaTDtspucV75R555BgsHToDw1/RujJdvc4hcdlNDQ+x6zE2f57IqdanFJypMeeLh0R0A5hIN4BJkGRuf3jRxATzsyxHai/MRbxT+G/EY3TtFS5kJSpNRzL4cAfsCZV5M4Qwsfgqny8QKBV0yNPzG1ys1rAb+wudz6LmuST/aWsL1I5dCTWuob1ba5fcr8xbDjXc1/9GQEdOstT+7aG85wg/5ZhjB7pYA1XYTnAyhpnfEQWqyQMCzhjp3yk6Jdw+aIn1XEaIlmJv+bYaFb9GO02uutpE+tC8kH5HcscMX56w9guBO9g2LzMbwCqLLT9xkDcJRhT7xqxRJhLJkq4i/MnJFdZXDH7TCKR4Nc1kxudHEuIE6cdbM5fHPiQCjcHULLeg181q9XQhF8HVrZ8pplTAKCeQG03yAttz4A/ODwFXR6BiwDd7BMfGGURqIh3pFgdoUaqKI85PHIuBjo/MHv+7azzzKds6809Rtxu2K4ShylJPDzQJDWy/8EFtRaGdJvvLd57AgV7bMR0noYCod71ZspVcG+7+opVXUSeLU3s9EiW4L27ChMp8Fuu75AAAACtX2YeodU9rdEm/rIOD/B88RfHoU46tsUxoStX+DMm+ZX/nf40vGLsi0bY8ybyq0CBIwSZiW+jYMxyEweMss6TWh533/DdVPQAHl/UyIh02tvKU5/3ksAa6rR8XeRc5LNZnEZE68o5GrEeC9dx+UYk0nJqRZoWZ19dGY2iF4o5rPidYmK22czWNx4JkB2awcJb0/GHVebQFnnU+JV7ZbSWN28PV6iVk/LSjVzQPTbjKgQo0FksCZpk49sPeZnipP1wwjUw4Jceijf18Y4bpOIsRN+HKhs5OicTV4qxxelu+CmG1ZgMTZ0r2kwdq5PbceoowTgwiRs/N4GO+Y1erj0JJA8nPlUu/PvXkpd3CKGUOdolQjhuhV1hWHjh8X1Kk9yAsaP5JvzVngd/TYIM3+er7S5mcqw3ajdBiA/5185z3BIl6MpmAxYkmlIrerWAFc4HpSPGbU5vVuuoon3Gd40zhK14cjif08KS1eGaaPDLVG4AHGS4aAKLKIOjjMmW9wu0PJGM4ChfZNYmuTJ6CGJb9uA/oczmjtDATfiJ/QTYeV4WnE3lzyndcbAHVBSnuLSedPPiyE0mgyRs81yUVHeT7xoAxpKkTp3hr3NCExDfBVFgTPhSIWvkSdO86S/7Zi1V2gd6vEUqnwfWxG2699hySfeQVukioETuQb6i+mAcf6/QtwBaFF0oGghaxyhzZUH5uXXZfT9U0LL2DARZE3hVsjahn/Cq97eAtWHI+8snCDD3f6PQpYjooqWbg6SvMQgzDjvlms6f82ZmVcoIF1tmfxY0PQ4DUY1wUuDj1D0Xd1c37ZYnAhzkIhwD5JkJtnpaTwzvmDeoXeKcKZzLpBTZIt6N4cfkSCpteE8bNyskUi/HpS+pNmh3kXguTkLdqJ4ioQCKze3vhQpA30JYAiYXwv1dkl1nDm+VcPu68VQsYoD7a1Nr25wzbJt12MfttoaNYoA1uhBCoR8ZNOfngin49azZlJ+z3WolDqpzz0x+b9uj+ij7+L2PXOyNW52EISIq4M24HyHm8wnrWrYjMFUPiJswsYAW9TKT4TnOpGcuuF+/idr8GNF9BqhYyFM5Vc9p+xKdF+GwOTr22xh9brfmDG192qMEkZM1+JTl8xwnx3L2yeaZKKvMXdNV1ST6uPnn+qd5bTs1ryDB1voTB42DoB/KXchxGxAxcplpkV/NyW0TwqEnvWo4MeRANRNOwGgI5knHeR+Lan8WFRG/cjtW2acIZpiraozEqVdiqkz1oNVKPdBGVCkZH2BrpVNDlXH3qD8iILl8V0oSJ4UDGj9oUvVm8+nG/iD2z7lfg3HNrMxNuovdbWLbX6WwXMV++1bux6vhXilw+zTYfGy452kaY7Qs+PTk9jmKBHStPL/DAeGTNlhoiDtU+sI0RABSLb0RyfIOTmFf4P0MMPvkhqzKc34EcX6eQme1NkjIH73jR49i8hmiRG2VWo2wdQh+6isL6iOTiaPUmjfTosWO/LVVesE2IhUr6T5C0//Bzy21rbUtg5jDHPfFby9go7QHD2sQ0K0+GaPqCSVmCXcEGIazzin6WxOE7hn6G8wFWJ0K0oRL98prpiCUeNOEo6x0ltKPnesfBv9S+ONBOwaca3Mth7fbyMWmtJcHjO8k1GNhLk38dtK8oXkHo6qp/8Vn/ejNx/F+8LZpbQjf7J81yZvv1rsBq6thYGdv7Y1vgO2+eKDSUC3BX6pNjAPQ4WB1zoUVBOw2y+4j3KXAMr5s0pruC+fhXNbcqZYycJc3dvJOlFM0vrmYQ9K0uswydsbV5ZDeyEjgApedfY6a2q6LQTUD8VdudJ990+iNd2ZEosEadcOpfUEsLJLBjZbfAEYz73cL/5ucyvOceyOD2X0gXhCxulOx15Tq1o8VtZXjeR40XhHnZYlWw7VGT/XXcSXEgJOVUEZNQ5r5i21VxhP/l8MYOabIvI9dkRyi/Hj0LunH9BjsG/fq72HBenlPpAgXUdZUolduidlGtyCDBc0EcPH/vxsCXtM44cNIdnjIYrN0VYZ37ucstuT3NpwqxzVzC06b9T7iRMCXQKZ1R40MUvDy+9gJP6YlnPlpeRTxYy+RJfxSoqLr4nAdhI3ZjqlNvCv0Qv+tcmRiW6tOFgkFnBDyx4ZLNEv0zDkCWYdupGaDc/AC/TuPLEpA2EfLPm69UtJ/JOiB9BlPMF0caKjB+JD2O36rKE77B/MccVIonjJeT+3jfqsz2pjoexrojXmECpE7VAtSEJRPAXJ6DmH8UQaKGzZINraCSYCTW2uCD+XvSNRsbdmVjxuGqu2UZ6o+H6tT/vshTC6MfK7pnvpB6/vmgWJYn9n+v3GFJ/xs7t0VJzTr581h+5R6OHm6EQIIWCeqvjBKL4vZ+mqj39fEjywTYX/8oXmgceP5EahVkoW6eqWPSQo26Pnb9nXFlXQMqOdFH/40UZO6sNwX9RCOOXeGIYlSGZAg8mKg0fp9wYmrKtds99bNQLvfNpmW7BPqyUsWUcbTfKBhXCe+SbfQ86Yq6qnW4KdDgUC3qKJPgmyuBJqYYmM4WygY45NBaxBTjiOG20JhAxkY2WJm/5A+HSvvhmNCEtioln/5oVBdpB4QLRTpaQ3srS3v3eX1k3x0CgaLcZau7NoE927SldNx5diuHKtzYB3tSZKcLWgqsnQdjJ+Fm0hz4HRpa1hsoFGbzAy9g+l49MPtS/pyWE5Nx0jQ846+23DhxTevXA+qmW40gZTde/Ty9z+nVzmDSQU3DCKVKzCnCLHtlIbIe4iy6/c/6Bbb0MW4WPL954Eoyhlm9rQHATZyiqepeLd1TZM/gU6O9+H1zMmERzlIy+hjZ/7fDjAS5QuNZZy+M3ttm4uk3yZGKHC6Whf2oHlXvHJLrTtie3jWKpyG7QPnJIsPUPyjZTClY2zP8n/SEzclWrkCRqd1o9pCYcxoRcHbiSMuuUY14nMZm9r4GfTpQe9GYq6lX97vwVuvXt4Hj87/PegNWPaulP/A0RVLA/7jvLqBs53lRl+t3dKjQx0lk3YKFZyETGxpJng8SFvL1mi6FtzjDo+rHzyaLMNfGH3jQQziM+dw/kUHay5Pk9IyqCNfZYvZlro4pAZBw10pQ96jIHIHYRSYSFCsbja+kbJh+cReX4vqTb74fM4SBMiiII9XKxdz1/dBRLNXF4YFQUA2SepzurUXeOk5yFPAmKfgR5M+lhMsmSDk5bIFPIthFvVKFVtVAm68Md3ozhDFMSp+LB/ySS4oucRIXPjdR25fotkOCPfvttGid9is+nzIv0xgaVZDNyGmqSec/Xs+ekU+/1kg8TkcEQYlLuE8js0/q3wRJrzh3fjTkJBX9ayNAnTlIBnZoSCYpuUBtA8aPFnJbfZHkONIaKvnpRXC/nvpzpo4MsV5M+mwtOzuY0J9gFyze7OJ7+UEo7QWeQ3G5BZ9FKEckpfW3khFHlx/6knE7GOhF5YNtLpLYClR655Jyrk9maWjrpF5HXFIWVPgQQom1pIIXowAnn1aa5tGilYkqyTj31piRsMciztOorz6rU26B/wEthIH9tMVbA5M8jF/r8/9eXAnE2ZDYL43FYM22t4cl8Tbkm5iLVi9Y1WkrtwUcLLaug03VTo2uuSWtgXc7cdQdIEZr3mBv+jfTJkjh1Nl8cZSelOzT9Ipag99dOGcZBWNeEzY5oPJ+TFqUZ7QscHBL0b+FnMygtCoua8Eg8nmKCaDcvX7C/hyRv7uQAbUDBV2iwaM/urOjQ7HARZf6onu+cybtSOgQY38S5iD1W3LEWR48HCW7WdvWpWS5/VqqNvFaxA00TtX31KhHztmMTMAXqcTvW4LfrhVEy1vcrZNPOIYPYNrYkxadGcdQT2/YYJQxsBBfgzJYgPzvw5rg67hBbNzYE1FIpZ9p+/grskJIDeaZopkZdGwBmTNrc7CV0vjOaN6HWRz0PR5KGLYpd9EmkpRqKlCZrXKkP7GFXrLH3yUXuMINSAEvuViVJUS53lLBv7Y5Asa+zAq0tpx6a8jmsRFY0LOfbkuJHzNMvCR2lXCnCH93vdnoPhimFfOWHRpLCSzgjEKWERwuJp2Je9xUNnD/rJw+XCy4CHZJEcKdOiSJYih5bX7KlQ7elEfT0+DqMh09kN6cAKfD3M0Igxxah0kqX0wrFWgq8RE3MxQjQIz5gwMxchuFeyFedQ4dXOOHPzE7RrPi0d8ukPRj4MJOmYRFojvk+zoNwVgqAaKtHZaTlDP8DuK5ujirxne/BhgNHk8yTV4zx2q3YnbDyCBQhfscbJgWkX89qjwhbwr8stnMplwuM8f2NnlRJlCU+hBRQ8d4bKw/TOjNMrGqMUiFCo9fKwwHwEoLRxwQ/RMnn3m0HX3eVxOg9aaiVGmASnSbSQekbVWyZD+h9fbrby7qNHFDC9R057XjCBOQAzSekpCQ4+WJJPS5A/OlBTEewnApWVyNtffTe+NZ/RfRY2UoopnL3gDDx54x9LY7gk2Q3suAlB6sPchh+uYJCd9jy9PkDVgcHR3sQOC1CF/L0teluMmwFbF4ZZTsHs+O8YVD3aUrl6Cb+Jx1p4NhRNssOvSmdcmSZabfsyQAmV88+SYO/QzixwF5LmvVnQduC2jVsICBAbJo7//P00zZxMwQnv6i07KKdb4dVUDwzJ2yKBE6gPIF6DtLWwWIwx9CeCA2rffyncho4h8be/BrIzEhMNfi0wpeUfYSn5mqAAAASLTbFTHfFGC0kPykt5wWCNIzZp7qJqZKQdsXur+tZoDD/tWDdoYSL0TevmG/ty3aeO99rpd4G8/0btzHAJLx6WpdGrY0h9Ufw4DcH8AJ6h/5nnQAbuEPNHojiJewRSbSqXp/lNdkMlPrNXhjtgGu/cTH1ai82kgFZueMLNYmuqG9yOsB8gQPSHX0DQtO+lfN/hH5Yy1sDTLedfOOEm0i/KWoyT4t6VEtDUF6QE74lA8NfAOo7YTIVn3LDzVXmHHD7iCoBPLliTlBh+c5cImJM03lD2HEzchHVyNUKHaB79371O2pbq0k3sl8Z/JPh4noxm+BET+ow7rmasvOcwvq40r41S6daThOMCO4VaU3GlI7Wz1nFvV36sHTtKbF7MdifZjsgAgCLW+1hq/TFy2S6PJwVR3vqs4rNr757C1mgdNacnsFumbu0Gm4cgzPfTuELtL0XwiZnxSlBu1DDcwNw1W6cS+/pD00iMxCfmUj7OCGOmxzWwCDNNBzp23ovjnUH603KtiFhIC/3tdXydW7UZnnU4G6mPR7O1IFudbWtxVQGdNjZuC5vfxqWVVXBDi7hLdJE/uX53RCpRmVSnibbFeb/epu0m7Pb+NtUvsVTe2uol5Q4UoldizIKW7NrNNpgbTbDIxBzWTbUU58zRfO1fE+/g5YipKDT4hD8GeZZoSkh6dvnG+ct2WRBAG67tg7fkIjhoNpoh60ZaWSRAEAHodqCLJkWBNeWuT1A8N6CSW62jAWTw8f/MQKJ1dmLqLLrUSRWZ9zLVFWk+RQYcO3crWvY63fHJTQLTGTMGLhc/fj22snz4dzREyRPetJHBk6gMTK5ks6+tLI7wdcneMJoALQ5eT4nVvnmGaRtm3BqRsg/Il9FWArA6k0COzrvWi0Vx7jkiu+yoxmfHBPoZNGYzpIaI/OkaYjUcyB79jJYh6+SxWbvEnI1haaZULY9sud5rknv9S2+GHLAFaaJcLQjiCiCb7DdoBGLONvQSSHPZdCp09PRScsMtdBGJCxf3Gp8lBGUIfvs/1CriIIwcT3ex/fHqsa6fcX/XhBparOd1fhbD3FXGq7/FEJE8vpW7yydjShlzeoKr3YAAENM92A9xvE4jqYIsdBApOibBeKreWmU638sMNYEbKwn0FqS1+h8wkKamNQ5KO0mb/uo9flytubGjtiXD8kmjVeRS5IePe3oONT89NBq/bdC1fAOlonFAo8u88hpbMKMVMDP5YPjAFblpAjjpOyyWbjSBzE4iO7fFccS4GxJHAl9hFGDwRvmI8gBJ/L4VsF5UIQ0wB09VMHi8be+ec/r7SEHaw5jMR6hfn5aV4P+4TctBIpEIjs4nFg7s+UElXX5cR78mJJBsHey6P0H0LyE6ue46RyLyXL7mlTWT3yTRX+hHBPq2m06j6l5RM451w8A0aS4omQRe7/7Q3jnaebu4uxsSiWOYExYsI+aoa6k7Fl9uvJwYofwVGTRdJ9KpiNat0wqyX19bMvr6IVTlMO4T0zKp5aZDAJcm4KNPvKeHJUtPT3J60HnVn7xlTmFAEkQ0r1nh5P8QNjq35AT4TrizX9npyufjAl1aZIxCqd7JADVQgCLjMg1eRbl1wRt6OCxMeA9UM4yn8fgVeN08PAzjbr11Fd8KEtpTxtIQsd9TWh6FNPWvdFGgIeebNKy1duJQStze6rtWtnChj8VS/MPDSIInK1rqR9kRDfKX3abpnuvAvEhVcvBU1laUP6NN7U2h7DUpklajTXJx38s24kdTpEmDvnSf1Ynwziv4NW7K4kWup7qbDpnLMgwURHqs7XLuqLvQE7WdtQDusynlHsFqK6duRYx4uyX6ovOCBshZWK29d3z/GU9mf6JqmYwbUwAfvDvneCnajVjwL5gMYhR/p5dUqBOzVshUKXO/xFoWkcIGXCIO+lafnnOkc5GO3fJMALeNM0TscQwNx5dg9WDFRsJzC/gMTE0dO9E8YWsUgYHQLiMExV9cCs1xvY7HtSpBxanKRQ1Fm5j2cFbLQDk5MS+EfOz5HA9aqlkN093wM2AVPq8fVY8ScMfcWvw35V3fv4SkdLhIEfJInoNgFrYsiaD41g2Ln0DTaTwfy6uQ8Ab7kdlKXfNpNAF0XeP/hJqVbHIwk8xTjBXkiGiblp4qjUbpX4tM4/7LrgJwH7AI5PkC7Vg+PGHoHbpBVrKhQZ68DceL1jJsvQLiIlgzLdVtUQdpMC2S+MwDmmSbLHpLiG2dxHOqBV24ynvgrrmvH9rHSrRuAQWBbuRgAH63xDrAE/OsnQaZgjL21e9qaE8FeUnj6sGvT44GcTbZxQMSawMi1t9yOojSRwYbl+qI+3gZCXhcqTBQkVq8ABCMEGdNGHI/tC8/3qgVv4+bMsbg17NDsmIV+rFS+N4cXXVYZU6WTw+FQDDfkKv3xH/82dytxhinXeP49ep532F0wL3RSd/T0gj7HOWjqgHEvLIM2nwWo6yYrvSAZ0zE5lATWyLNfop8ubo0E34mqZNo5m3WPv+KpnUQceHzrTrzXBaJISKQz4F5L0Dv+nSem0qMqvy5AzArazR6U7+pk202qHauo36nTMHXr4uwhTTfcCzQY2RVNsD1UXr/qMGyt5nFwlJ0+5WWLnbfp8BwVjhoQ3HIxSS4kk5BTl7TLlp2S/pVnB8lIFKbsFnzL56JlpmGL0Q+IT+NFWE7I6sQPCt6wKwHIG2TjlfBQo27tc8Dm6PVkCImGIPMMHsAFyUWQO8gXXexeAqrnS2DQ1IJW0CiGZaBqV+vFnOjMFg54EpRgMkPR0sVu1ZkaRhwSLE3G8VDND5G2Vyv/QVHWGf8ZaYXlLfLUm5w+ZzmP6llvlFHdrG8MLqiu+YbN3nJ2OCrA5chcxqLeliTxoGzTuLX3EFsl6kd70JXRUwHgXKiNUP93vdkCjgr/5m2Iv8ejMht8yW0kI3A65VzbFXVhb+4lBxFPbIXKtZkVeAm7lWutwz0EebwmmJirnwvCZNmX/b0TMALtv2XCOr2OU8SGc23P0haLhsVbrqnuElQP/oc3q+otDVtTgJHwpKJhlnFgApu3UUd+KdBJ0NoBdEF/s5Ul0vHVU/BekiGgS4rn5WorOXN6v4LF0ZW9FBvkNUWL0xhxjlV7opI0GgFfCpFUJyB44pYtiTSDL7vqSuIWaG464B7wLCrqqh5wNwNpSD6i62AsbrSiyO34yWSFjBC52DBSa41dWfBehR+nhkmWwHM2Wcpye6tzlAx/a+2pRahe7Sr4jK+O5ie38bpiUGL3omuqExKT7hail9v5ZhkrO7MKgF6N98KUVR24k6gTyYMA3++eCxteM5IHRfq0hDOfXPVQfKjOHXhm+tmQfbxOYT2l8U2VMx+8SExWcqHDAYrsYYTmNz1Jnz00ucOYruKYhFGVdMA2JpDqSiDq3wjPW7ivGYvkh1BopXGwlOl6sVzPaPS6C2rtQYLnSRm+KTeoYRU4R3WEZdfJzQpRQRi13+EY2/rf6TxCGPBep3a3Oof9Foqm58gtH7itcZd5Yes0/6FlimQCTZMc3Mnd8JEOM+EkL2kqtPJYK5G1/e6y+9hoIZeyMP+lRLVpcoB6/vIF3EKz0dXob3jhxLRZ0JZFiIEqd6MkPgGCeowvuaXJsmIMt5GybWYrSHfImFJaEaXR9aSjaKT5WEYTxOIkpXYdDhDxTcuA7oQ/NisAo/9aQ9MhQmTrEmOCBtasj5U3dndWjuzD9dC6nOOKn9rBx6OA8leeEKRsT+n4iRp5djHaQHQ4O5eJQoTYdWxj+yknEcWksjI3es6Oc1epAvaNzum1pWwME17PKhZGbwi3qcd+sx402i3MkwWvX+cs0s/iJuy09VbvzAo5ruzCX3Zzleq/bsMvwEZERQ5NRfwmM1vLM34fStWaxVOJygJeqkBeD3oQnGKZ4NPxMv/D7sVJI7+/H268Mxiukp/qztXHWz8vTxcxShWtPHfjA5xSZRN9rUdFc1ZSpqDujaOALLSDD7njk+RKkRuhudT95mkZRXRk1msu/nk3hKZyMiAKrw/+l6mbYKTQ+K/3YQye2kLvfYQ1ay3fMFFDX9aUOP1pCrKX0d/tjz88oVEqdQtmFNhL7BdKxWkXncX+KStgduSqi/6NPdkElGxcC8dV3tNzXKz142LVvPrwXYYaJDyQv/FcA7e5N2+zN7scVmulT6U60QbONdmzj1PXAg98UUiVd2rCoKrBVWezCcaPjEixzLvAaUerrkTzNKnVCWu6xbT+xTRVg7xDw4zI+u0ZFDAbqUVxLFwjVBPLGgy3UYibmuTSPqTW3y6iZsazFQJNZteO20m3psc7Ou2wWj1HRhMu01f8zzIHbwjpQ1B+/zO6xaat6Sf6n3Iwybnxqiw++i1Tbgn6OR3+eTIR5G1VtdFpun3Bgy0AFNYhSfVFtQDwH/CergJNDRXYSZbFN6tKbtxzUpQm+RVzYcSNLNpveWpsB9i5mBPMlvWrHnH44vw6g8Yg9PahXVLAu6TINuvUfGhdetCFoYoT1UUPy7yU8zGsAZ4FVcSloVSwPRNrtvCXqjlgrpYuPuuJTUXYv8zeS//X4dmE/h/XeiSS4UrrdV1ChX1DZDQ741SV+4AkKDoTu7EX6aP/IY64KMpJMxTCxaMHHmhM4q3DfK0bpFXLpynwSD+NBTXupeYCqq0GSkygqxkcLdq8h4GsNNlyUD/8YEpF6aSIIIaWs79ibZfJiu2qKtZqgxgG6AByZYVQ/G8egJOfpkkAgDC5hzp534Wd2TObFt4sy2plX4fGSPdtUJIJHW4HoIzzNkON4kFBqc0qm1Ruye6SlL2zphG1NqnWtgxW4tyDtT6EMc82plRmR+22lR+9GSxTmhma4u+lK5a18HjF4yJUDuRg/oetB5usltEAVc9eW5B+yBipXKe3HUdRXJKpGETw0BW1GP/W3fR0NM6eW8iBq/U3OFyg7DvB6GR3/P7GKAAAAtEHtbjxk7liF/WVz6ZoaDSyT/RBpANHjzlzG+TIuhcyZmcwTHFwGFUUk6zMeXyLc3BJHpYbjDFgDk4GukjwjSDE+MzvHCK8oH7Y26kz8QiaztLXzD2sd/qElfSOchkr+Z55E5NXhTK8mNJeLX8A+wSsrxJSgddzmNJLLAFNlaEPNEuRXgehxMNdkLD5cWHRv7K//h1YSHZyejQL+qot4E6VKOYdcjg9pfOVtWUa1OCm+zbxSuZ0Q3QSsNi865E6tkmV+Uf+Mp3vlrrwUpw93KDcKe03YwxRjmE6NfW/OAqiH1gF2SAcpyonmCxdfx+1ThpSoJQSYwqdPhju4mb0laAuercwun8Pp7cp6O2PwRzijdRkk6Vve0w2dmycEDU9CtNYHO75AtNoQ81IAkEJR1eK3EYOdY3vUMhE3idluSE7wY36I9MFB7eO36Cz/YOYyFgko7GqqpydHqomSpyALj4ZkJJfI8Xtfw/K/CZlCVaFpQpTqdCVu7659XOLZX/Ky1a99X7pnKyqYNuLYd1u6up7SRhw5HG5U8WToJmLhJtTM1Y685buRUty/sMNnylJmCfhMkvFhyh/LhUD5ME1hRL5zuM2/qO5HparEe5rjk/UC7OqPbSE5Gv2lCIiOMDH7dv1qcbpZ7xJzxliYX6D+RQ619jHziUbc5ckCdQl4GSI62rqfNb4DkqfgnfBzIbQ9YSvJMPbJlwkcjUVJ6Wj8IOptDYCxEZ9SLEJGzJ9XkpavEHp+3lFtez7HAmTrXdBwKFLjnUQzoPNFNmpY5gKHGessTe6rRGb1YiJEuQXZ334IbVoueDOR0djfx4d4XTipe7rfn/9PVFPVVeU23hkA/BUgpcuZb+EDTwKCMLkH7JlDmS+hJuKvjxYN4OxaBBBDotMtZxEENjiVlHLaNwZ3NIrBFqt91GPSZZnYVWNovULdIOIjAl29Wy7TPZtBpy4/u1u9iYeVGnRsZmaA3EV3GkIt0EA3VvqzKHDYMJLee1i7qgL5tAV1L3DFWexIc/Ph44dbTcH1tFWgFsAuJdXXkMf/tH7YxFoxxhduUNKjQ3z+8Ev6g2mfSu8by2jHptOcQ7NpKaO9DAqYR7IuoevxdhF7/IBrTta6iGXWYd/akvs1BqZBtnSUwr/fYkaK1J7AY/5G+b/MIygyYBiboVSaDvW2IjJxLj7mX8UsSfqPkmXQNVBeHLXCeqkuBgm6VADZjaJClQN+/oKqEeCEZZkh68qt+WjVZuiImx7iDLLM3EiKHoVonkhX6lyfhKYzyirYL5chruGccXCIyTzTfVXa5dqqTlcNWSNK0qE3C3OaTttw/rNr6fNBxneHOW1aumLVSR3Fb/gQbKHHqxCGm3qVG9TGPu9bIeGfvHoD/f64YUSbwoSeiYEyxqh1n/CfvvirL6AKSw78SM9iPz9QXYYcmOtOgLUJ2tgAvqWg4lrRLVuWyoWsRfqesqDkUfWRiZiOyrVGcyD3vRW0i6whIpOepq63ymt6ZqbysJS2ixsQ/NVp7B3IDlcHrxodC5KKd4qTJKTeFhmBB+6fhHVRYtEZ1cqw/ALcHBXcYW2G5qf2VnM7jjn24SgBUAhdtfIMwqB1L9TMkpqv2YW1gRDbGdC40xn1LPVUIJ+PP9+Ked8O9KYiVrrf3HK0ioOVaa9I5kRuTHl0oi4l3jUWm4AuXdt6ClECZyQ3IE9NqhYJof+wRolQA/sugpqkl8fo378jFSKfx9EBNYL89tpp5RwCkdN52wIUHCxhhA02ca4e7gZ0RJsPFUiketVeMyGOwArv0ZXI9n8RkIH0RwRjo/7G3HLxMooeNI/3970sKRhwl5Esa+ZCWPfK0Y4FrOvwfQT/+40INw3AYr8zillMes7iHZKJrDGZLkzwV+JTI98ihym1sbj43LLP/TfRIP/1jQ1kRjr3tFDrY4Qmib5JFiD2uc9bi2UN+p26YlLyTguHffBFBKoJJJZLL+N0+EY59Ko2JqGw8wthYsgGoyl8TcdjCK0UeskP/NwLebR9OBIhD7a5Ks8RkjzvuKoSrqpZEz8OHGm5+SmgRDwOKmA0PPAxCCik0NP6hyhpNektTgXkPH3aDNgO642u6gYVMv4CI5iN18YSqbozecZoU5y24hhI9mkCRntfVwQBOmry8xKKCuVA0PlYI6WB6zCSwDx90VBgYyntjVObycuEAA/zDYgVaLbAgUQThul5xWhtci5I2/y+Lzq13H100446wWgJa5xN2d5VrUmCsTzDUZwgKCksSUfNbrFFNVTbLpQG4XEQYlpQeR7x4C5Sm4gWlgzkYRT6hClq8T2y+FoGrId0PsMyaZVEMMxt52F3Pqw827nUceuYeybTDvG2NKhOFFSmHdR8XkssZWXQS/JXbuyfl8gE/Dj0Tj7LsQkKZ9His/KMbwxhF/6jzsQ4csCEC4VHlJ8dRm7i7r0R9VfrwRfBA/Ok87P8Limkac6R3GKkB8+lIIKWxEaj+ml7irgOclF/phgUO4Ifk5QmJO+/zh+nNZnrttX5lxNzHwnvRXnWJ1+3WQpCPBRbKNFcP+BS1OMyrKKlTRwrjKA8KOhLk7m+/JuY21uXZH7H+xo14A+vqGgMR2zBP+AsgdTSYQnETA8cOC93T8lqC9z/PX1g055cvhziMtJbQjaXpTZUQ4wLDKOtAW/pSLF19Y5u4ZJPQhISZgqtnRAAVJ3QCvaQuskZKJX1L3UrJDOZCmN5uZFcM8x1sDOrRBfTqU3Se9jgOymNXg2JaD5qlq0jws6VSGHjwGfqCfLUbtkjaz4q07E8EiSIhOO0enVhbTliPn1u9fIKX1fEx1r29OoiI9St/PNvn6csV9FIW3+8YtktK6eU1kwjOCb5CU2UaoBogubeSuvhN+RQFbL45a2BpePZ2yjgPkVyBiH38yX1oF/Kv94AgUv3hqTy3Ja8yEXgfozAbF9/i0S9dlasO2vgKVlizcLEOeRdKpe+PSFZpiMZYsStKq5CYWOyYb9oqJX/Vns0hoskSN3+3Mcm45DmNfLDR34jDp8nVtocnijAQl5Rp0WtrpeJo1wEixiPnFwa+HTri0M6UejPPDKZka7B9sHn3viDcsId+T8c/8Z6eaWNBHh+303ENyZXyqjX6A/EWSxB61Bi4tqpw46+UFQyjUJ1S1tbHX1HdvXb7DLjdgy5LIQvUsLQF8g7dm46HlDUucEqvrIQtfoamiWJ79nGzRF/TEG8X/FFzJV7wqMvDdNyrteAxx8cMHoOHx0X2qeiI1W6wWitoFURNYheRyOGqjH1/HZRKMit65JwnbjxtyYPnmBoJ55pAiu5qAuRNq+FpYQrZr7bYphxjKUdO8yMnCwDKzs6pIEgT4tCplbu4eEEyEarFYHBHcq+zgcMKHtFgmrN/ATyEBoigMkkoh924Vh5ORANT/aqU6zsP6qu+cRvC+LC9lXyI7y+lra/wLTky4cpSDLuzLQ2yS8SfztQz14ZvS0BRkNXSE0enzw5cSdxXEkFseXXLEy67SY3f7Z9gqztHKjV3QMLlLI/tJFNDM0zImFQn59xb399JxJBNOLNgnwb1okcCG5XmNVR4vK/3bdAOrIQ/GmUIcLeGnjdEqMU7algLm61hM0NbIPYmicpIIaGinbp5oqn4BS7V2+joOr6ZXxkhDSztYfUDkPZCahekZNltem9fKTD/36k/EroGlAdWEZUOyS+NgwdaYu7A/d9FErwCbs5ZACY9x9XwOpC4eJAyYAArgzl4H724ilttS/SM6MG3PVzqr9kqSBaO0uTwIek7LnKWfF9RxpXUqc9ejKPlX64pKtNpX/o2O2mBRC7TU5F6R0dsHtoKrNoeA2ZPeNd81XRZWpzuUpkGGKuJdI0XsT3ot0lfFJo9IUsyJ4AtYsJ35U+3ed6irjLbEVnb8td+KdzSmahioCxzK37CEJG5Rsh40eI3eSgJNHqotNZRrlHc4dF6lBfMufjcIUvP6RMRuGAprXPadMCbftRod8VVdiIcoMkpcnWs4V0SgW+L4KMyZ1qgSQsLoELHfGOy7Tna17CJjEGbaW0FTc/5ZsWZmjm9n8fDJqJipZa1dnvbdB/JyA8W4CKz8OnNlzVJD4oiuuYqFrB0IO8/TMcRYbLiBHsYK4xiNjicUvx0MlleXyPc3vXhV/fYcV79tgKvI/YBFuaJvl25UcCq5aZIma26iMdPcRiwoFSUQj9DnjfzMqaZTQSkCwWaPMvKDmbUorCCv3VWw2/+iIfBRNJZT83onH642fUkuZYRwbDHjIENHTLCEIvcyBOGXXVWHACboDw7zRuP0ibWN1XuGdDfiJRu16MCF3Evz9bYQWOIGMRBEsQ6MFF3bI+lKNhcjY97h0aYUfBzIS163oLQiaM5YqNHvx5N0ya++ZH56ib1h4TKS79d2FNfi28qyTLs2t2OX7LJYHvLV6ibayCMEbatynbugcutoJ3UEO67TwQpGk39XVzmyiIEXdQowxBH3vlb1mYBlUBoZctfIBC4iRy3wYpdRYo28fg+Ndst1YMsKR2C6KcEXTbh/WCh7JqqHb9/eJWgMCXbIm42MvkMKx5OaG/rdncElaMMUuzmGrghjjR0y4GYyz1Ae8eW6cAxRcxGwjY0BuWc2938pr/G+iUB51Kh6tcaXk3uOdakngqz6YNGTcrSDDCDGhfpnlTpTKRE6MMWOR9L/aCZ1GGhMjT/Cd5lQk9Zom8XNDHsQTXg3sCuLwkHT00kie500Fa85HAiKEsTFWCaS5Jq5EFFgR1S6QMV1iUdh2lTzHUCA92QQGOEg1o+9aH1SHMB5IgRuLGAAAAM1oDIoUmxwkfyeH3XHkMCvc7vR6K5uWHLHWdZ4sGQL0JIrY7MYcDBS4o9RVn12I95sIuvsXGa1R38mEMhRuMA3H66nnSwjMX7mbnkdD7y4eA4f2TiCaOq/Qy8/cGXhfXFWRHFBXWHyFR7wbmoRMKHGvlXiYayrCrfIIngu6xV255h2tjjFM0Xp/oS6LzfAIgB042+Yp/M3p4rkZnPLGB8zac2rfPe5c8nnm3fxgfjh27Orme1dSE1FKuEMt3M8ggPvO2Mn3XsDBMYHP7PNnrhSPe7zHOWmkQj6QDyO1vFmnG7tIOhXxZngbrCR2h6vtcOnwEwFfm2ZAtmFqx+3YlW9AZQ+b6PgQT6cim467tp03ga2zkecEv5Z32plhD30W7LJQcjgjydTfFd4gAS+G5xdwqg9ZwzRPePqA43ghWEkWiRYPHyOzp1Qlf64UU1rpunIYlZ7nI2oPxeOuMo22FDGEhGQ8FkbuNwW72fJGAeRnF+XS3iEREQcz0wRxoa0BPU6+gCj/ydXYsdxFVJ3My/eSa7VxeBwUkMxfShSE2eExS09zqPrZU2Nqj4a/j/paKnApOJriaY69bLfP/0XZ297ExM0OxrKcZjzQlyCs2zQ/WxoXQIySW6+OrAu1GKWffdsXHQuYrzkXYeB3x95kfm25ytiKvJkbB7o693lCz915BwU1jcSZVPyLqIh5tHdoz44e6rHJQWDttCHP+BlfyCXu+hvycnoOj86dBtliablO/G/ACWjDSJ2vQDet4Jefh+c17Ljytt88nCyf5p0c4A4akl3MHaYIs+w9uMxvCwmFdZWqnLjTaMG5e3DNdfj8vArgAYP/QoEwgcqNus83tSDmt8gJEOaGyS9bGTD5e34btD5CG2B7Ri53vR9nMh4tS4iUUnp/CK77cYDyRbrKw+MwWNsR8Wk5p12TZGjQw0kEplVw/jFpzT0CtAF+6FI3MJ50NeP1XV2LM1N/e53gjTgV/xG5OO9l4WDdIPZJ/gkiubSi1wT9Xk3haW1JYOAhV1oBZQeuYFeTwfabADFjv+ACvPry2G3z0N0+faFahAZgRNUanGWzs0vtFFFhA1/Tpi5QMENAyTL4pCdkPYAfRiC8mkRberUvg5x2P8aaotq9WveUnWwIZbRSrnIacoGtUgWgciUXubs5Nuls9gNqKsQxaFjRBX8mOl2kxDNHN56EDBW0Uy8AWq3HiBOkAalWdc7Ip1rfyXHUM0R7hRULDS9jgVMq+0iY0bCwvOS7KMnfovlRse1akxBSBQ5ezJ4UdQMzVP2xRYnw/8eoTR6XoJ2NFnjFIejzQbdjVh47z0taGiYwTRTeVdZZCyv9rtEaOEoi6pj6ao2JKurYIDAMO38wVZMVQ4JhybM08dLh6b4Qjx3GQD81G9r2A93Qibxg2gLkZzP5OdMVGxKPe6sJdOR4TKOyP/xhOB1tNVzLQigUcFEUQAABaAsqTarVoY8PR9+tIu6UU7/WuVDCJ85dxYQ1sG0tM4luYVwBcRkZg7roAOUUz5WMAdE/prydXJC974THwD18E31Kj5z88jcTufEAYU5ma7aPx195+pU2aSIRztC4oeKi/ZIW/fCj34Gsm1/3wHJ3Agt/FAaJ6LKsfF7z86lkQhoia74yOpA/PQ2Qsw87QiuZC18MkFd/9uD9FDjXPzADP2NHASVd1YD432vUA5aAfEUW0biWEkeNnsEwaPvX+rvihvgB/UzZepD7Su8X9rx0Z05OhK3C8PnDP2tHHuZUmuqhgAC+mnaBa+ymXY0fqhEt02RZzf2v8JMx9mnpK6qaTjCWQf+hnNLyuanvO2gqRSPdK+QDCECGKey3SJXKPzWqkbFjFIFpPT/8uk6aQ/OSSl9L29scEc0nEM+xD+TM3AOoYetS+f4l7lxmgM2aU0t/DiWn51YDY8NDUgw+PCF2zBreOIX+ZAr7mCQfga4J0m1iAt3df1O3xly7gaGawM8nOZOkGmaGnNOnppFa6v1gcFybfwaEX73nRWmVwjWLYMhoM9frgVFRei/xTlIHrnOpzgaIpffd9zqULZmUq0BKunJBvEuDsA/8OyZR90UbOvhD52ASKEoOdqJyJS559sOl3vXyYP8gMjUbX8AOusbYXbFlxpKZtJ7rdaqIm1/snpyt0D5J4aGMmMjW9ZIyIJE3CD/aUYjkh2DBIEIyFivHL07Vj6yUUB715uR0ZcvJvj6IrxQkzds+6U4YdxtxY+YnoW+LhDM7Gawl3/ZvFpuLDkXHyRpjV8oVIrj0UWZdf+bvjr43CU5KfsPYACQnztKGcUZxwavWDDp0PkZWsetgBhe4gsvFSHZ2FRhToh/JDqfM9dr3/w+eZ18vEv2Tute6BLcrOePCEgbmx2tpSELqYbfwBzYtiT8FW9B9/vYrY5/x15wQMIzcclO7rEiIAsAA6uH2djU/H5+nYHJjM2JvSICiTemkaCoQsUzbflSBjFtwyTH99YoI6SMofaj+RVe3Pod/A9pz67P/lq5+jpwPV7MUipXGz85B+HdzGYbT5EhU2NYLf8sMzFjwr9iw0zjDwptub+L13c7C5dhs+cIIkzJNMXuOYc3ThpELNgNwREu/Twex5xAqRIKX9VPFnlcpXETDYX3djOzJVYoKYZWXsuEtQBHNInh3U0pHphkwDuy4dPYOTRL8WAnvtVq0ek2KyHYcv2/dvkGtQvYJueJ9JehFMFItUcuqNJun6zpLM1ENIUZlWPmCXi7kxNl2a5gOxxUawvCEhGosQMLDH3gIEdnWdcuSPbKVhKESamrdmTeZ1baYQwNJksbSegGaNmwSkT3oIjhQ3Xevkwf5AZJUMJE3amesRkrCqulzP2FmCr6+Zb/DfDXc5gLZa/jw3h0L4emNtRr1frNEX5jRBPxaJOu3cI7DrwkqdUKvDfUzQoMcPl9ddbrs6t1sq8oNTASu5r9ngcgQboxgAAOB+gUSzdMaXr1J1cD4XumE6ntUzNC4/bO/S8rdgBSJBPN51ghAITwnHkeaL4+mF3QF6oweXHzrV4T4y+1OzlIt7xlomoJjK5tEWvFPEuGc1lzqfRZdOnwh/GdPaGRExSEhe4KBZCoHvwxhtX1euFOk604yTuMWhkABYzD2sqZ9K2UDA+PGRdizSFSgLSdQKLc8Jsj1MtuLPD2FUCrmzMDnTKWHgXCvEVX9LpcN75L3pItpPyFCOrNwco/ROqQwp1fF7FBhMYBYy8rvkhlJVNIwS4zNzSWWZgJIoVhlZsGt+QVF4HF9Pjkoczu+uAyf16FfzZJ68YP5LCHlCWt7/TqPW2hKOZYBIKjSrthTKrQo6keWpgquNPMc5OOjTRgHvR83l+YbLolKysNexW+1nVU/zGO6XBaN2zpQ/uUkLAvojbN6+g4r2pqbfIz4ATvgfyQzUA7ETk76+vrwYPiblqR4KbvpYcUSubjppZ0H0/CvMexyAoX0pTx4xhqh3hPrdpQrCK7tL+k7K2vTyvXk3sT+2+AAh271rVYqcKqXTLp66EELhUlh7pEqmoKfMKL6YiU2h2AOYx99us8EZun+4ERQf4Z7jjmNBFuLvV/rWdh6gW5vTU3uEWk3ts+8WGIfRcKzQEFwPpo3lyMuUmya/P+z2YG3rpHhtvkR5rbIwO5bR8u6s5EZJegNF+isM+XZabg+o3oXvs5oysfOiZYmrAz8Dgaf3LViGYUq9sHaPzbpenwbdxyWloLRfTu1M8vSauMUPTxR6Ij5ZP6vINImlUobX0iAbfhjV0cZmgfTfHtjCHMUhpS7XhsnyhBvzWo8Vr/WujOejRjE5HA/NGyJyZms10hfp6bkHF8CyIsfVcerCwma7ooARUEf3f3B1KiISE2XDD2ymxFiHWwLwhT3sMozx9c3oweVW0BpP/708sxhPgox8mWIiFpfRaB/pmuZgaabGnd1iuBsAq0oryoS1QiA0k8oSa9tAOsk5qCLoEMqmjBRGPhw6wzMhhRQNJnG4AADYFcznfumXuN9vb3mWRXjLKPs9JXcmNbOLjhXUnpHtGNVQAsEizNp31bMzIKFwFSm6jJmXLN46fKexCRcOOrgQkkEg1KAuUk3qCHFuX8y2G3wuijCzcUtkG51MyaHPik4W4PpBMupLY1wHYBM/E8rissQ1HRsr7nnBYaVeo6r5Rn4iUpNYstR+GhQQQft/i6rTzntg2RkBMEQVS7u1MKZ+GGSVN5mltrhWxFOjE0gzZnh4iV2nU25siTjCZwQ4tCUlv77UGCtTagcBzmJC8VAHIUaTOmMmE6GpkSgUZfrE/4SFQzsGXJayq3l8rMoV43vXxGLaCPMTBbTurSjSVOspgTVOvKSqQOlFtsp3hivbB8VJJGrbzo6Y433s2PfavzqCUc2c++sC3xQRaLEn5oAAAAC89+zJcqV7bz6BBPlLZjauIX2egn1S18LwlqWhq9TKYL4oWG8eERwwKqBhTGAPup5Y2M81OlbE3qZttqN7EIrjH3n7C5R4CW1MPdBnRsNoYVrZihYZOC2QjMxF7tMHmrpF9Wxaj6C1TqLT3l9CH+NJ3wk62QWDgOd8qjeNrZ04fjDDQzCMXypyXmKPjRG7DmLAyDtX0t9XSJTbWm3U80f+vYx/30ccov1AWnaRYQlChcq3qp8kdIEbpvm9TQtm82OvR49Awwt7Pv1fROdr8b2EDm7XYZIax7o84d2hax9OwXJX1FgExTyZarRzhp/3vbIWRRfg45I4sVJPYWQkoheyTrYiGB4pPWKhA3kAIbgDv8x0AUFCaP86IwueJCAGOKImNRyuuOi7Z09oy8/f2hFr5rYC7e0bWaqfaRHz0MHCiaZ+8L0qx5+DrHbzwhou8T0fSEeKKcpPTAyMwUpGdEC+a/rzusmYO0qmKhHjRbd/y4QYsAUh9bR3Y9OqTgCBgi5d1sN+Fe0CIHLk5diGhLIcOgno4N36BpqKFlekhV3o/xNbnaG2f36tKhuuBeXpNT/YTmr0Xst31C/W/jaaLnOO1ab5/SGqDRmtyn2knVKtxdDn3hFHk+DnLJtHGQ2RW55XqQXBETLV2t9BxfQmJ6QjdjtMOhz1t34uR0mw+FDPncTRA94IfuLfhl4VZMcLEZinYP4G5GZ6/VmKoofnCCgTjgIPxb+H2JN3SAThaIiVigexhZB5wrHEykU4MkmT6xavQ0tjNWITb3elMuxMh4wjJS2cPmJ6sxPK2hb4kanO9I8sir8Wj/v7xoV9Sapzuh1JEAP1JiPasnfQB31yl5Qk1HmTAzAAAAAAAAAADHU5hODtaPVFJixM0P8FLiDfP9UKyAXneCrQ7XLrceGPnR/WgpUu2mGyMKtop6eVZ8ijjuXkfmiDwX2wjsaWGSkYTkYm+tJ3vGNqSwrYYRydIuEjcGWQaUUQrd2XU2zZuMEO/tdzkmiE2mGCfUngU5SGf3glH7c/S1QDdYSkSJi1u0EvsXlr4uLjXanwbuJJNCZAXl/QLo/pX+f2hk1oqpDxxMuQlryhzSavDGIZQr9V3lwuSrzuhdUD/GXWTPQsxhlZFhZ9wlAuXron2L7gkBTYCSsh4Z66Vkdeyt35aSTXS5n/Y7p0Ttl2gF1leCnKW21A0MaTmGLgmjS6VGVyOyZengtsSK9qoSKlNRXNRj31QN7M1m4z5bxIALd/RKsBGPDz2KkGZ+WJyXb0iJhbTnu6TpcIc/tZVgeaEB7hcKCTUWlrLWzlUJCvcAMXdGekjahwskhc66LRFktxYbICxtYmZAwOGsgcaDzvzpD+VS//lAI9WhIXJQmbpf5Orkv8+H4y+fD3R2FFvay33JmWH6AKJwc0amknyKKh+GPqbVgNSpa5xIyqt/QWs6MmWAz5X2+zLV2VN3JWJf+aFIba6REELuz9fpcqD95OPqTq4MwJa3fVPZIzO8IW4LydykAsC3T5N2vZx+Qjcy2+k8hepRixTkEUYgcuStfCCtZ+hVuqdgL2lvPAbx5r9GKSWx3R+Umiqn7iqEc3JA6+p1KSz9NkMjDcKGiDDueXSWaLLzb8/fI9ZmvPGy9x+Sdu2hL80jB0TXA88TcoJ0L/nxigyLdxof+cFYcs1rhoU8kJjO17WHxSSHcyadHYj1qoaJNiaFb9A1QBf7y78kVhs+IjzGNbUdeAziW09ol9Vtw5vAdXcNRsIfFjERffBVksrxHFKyhyZK9yxBDw0LH7KbK+NFmU/E2nu3PToOQysiDzWM/pk94bz/+xxAAAAAAgdG1wEJq86TJPQvUWQDIv4VqLqfdYrPekd8t8Ci/OJG/ome+6qaIt2euIuJzMBABHgGq1VTJCMUJg3/noHS52kS9sJfjgHE10cLM7VAKmWB1Y0iUGWPbq+DsGv+FFs1HUGs/4fWoglxUmzsFEASxOU9Rcs5HuaP5azr8AxnGeOm+WMdq+byOUz+suZDH2v7OgvO8+6xF8cxYWUKs+jEenrz6R3TNcTUacBO9q/GN+7pyAe9QNdu5t43xWBRav9Sz/98lG9fdMOQ+GNGizDCLc1kF0MkL4yMFMbYWMp4O6W46Sfpsb79IeaPcsYP4o71gb6KEP/qkfSlYhW9wBEd6FTgnlo5jGpsywbC13oEWmBPxJ2QFbVjmRvi7/03/jzMkLTW8E47V2fNXKNe2OAX1zKWYPh7V/z0mpnDP9o8J5bUKrkXIHDGQl/TNoUZ4kW+7t4VQ5WZ9Ebz4uRggn8V6i9Rt0y3M/kc05R+RVSa5qucfNR36RHWJO+Ldj7tCx6SPrJld3v4bsSkJUE4zQjCf0HVpxvTxvizpha8reJ2OJNTQVkOhNj0aJbj3Wk1shVYPtgKZIebD3ooUc0polFZbYPrMBSgyZhzZlwsrmVTnvRDllxTTiCVhsdVyqWai4QJDqTlOeLBfW5R5Qltlkr6hM50oRW+BulzV82+gncy9HJ+nq+sF49lNbB6aoH21TOT+6L9lC3ma/2IVEtjigjurYs8o4xJHfsBciuvBNPMnPqcfLFWJgLSc2+htL1Ws83/QEVGGKUSsTdeF99pB9d0frveFTOX+nhgC/2sRfy9Ludn3z6URP+prJYbNJ6kwmbVAuwds4u/GBf2+zKZdKACrz1yUZqtvT8RSeN0cx7twIAAAAACHNJ7LzRBgA8PCWZJaGAQS8u4xekoXa+VkuAfxc4mzdnAW+BjxUaB7js17J5Y9bKk/msXDM9K/J/bPaLvR60c3l1EUr5i/3WWsKfQKIiGLYMNEcPHiRENONij9THtttiStaDmslde9hi17s1aKd6qNRMcOGsNODCobfHuJ3HFrN/Xi7S1eiBhORrxjT1W4HxsHEPCKOusBjGYtWPHatq7cGYJ0tM8f9QVGO6XXzPeF/dxW6L39bRuPqVSfE0bs9g0nr9z7pMsJ2eWH8prlrRtd7z1W1Ewf3+3PiWnXvhY90sUocfvIHOZA78ihwiUtdrvK57detoqC4NZQEzyhFhFr8fgYm1cEF1SAKPb3DoMaGPbPjJl3F5N6pZ3QBQxhUeN7qK+tLLZzf0+/wAmmllVLf8EuRkCyW4tpYovry86zujZlNGNVsdnDAAh3S50L+qvcHYknkuIMHZoui34gERDPXOtPAnbYCBbB14td354DPaVVAnd7DjEzHOqrnb7QBb50USQ3/bVivqwT2j0UbW06p9Ew2co4zsy806L2FL0s5chVHMy6GSBErLmIgQpJ4+OPIAj5BmiAg7MeaIIbZ4p9Lgg2E0CvVsZJcC8iLwcW5/tDZ9ckSJ/PQTieUhxhGWENrKssHF/4W2vHWt7QX4mLi3nwDCUw1JCxWHnCVOr/mZoHiPncQ/5GFvRRh7Sj6Cza5RATNq//fuPAYVj0VDLAfuU1lUNj/og16Ogddm1h1GjailNltaf3LmsENs+yfVqhbY0mO4hXhgQOhc0a/Mk6Bt4l75CN/VG8bLinv1CO2aoNJRQvwkIYnhSmc6lkNDAAyxojYVXeI2JWfVHmZmn62x+Z7z20bYrg2OyD+Ct7LMX4wulyK6ryluZH2vcCZrqhTjEcBKu/4JVPvEcUxKOq/e29RNc2rcrhECsdA9OUohBPUhF66rj+lXg0Mgh1vDhLUpgR4vAZoqQj/fmNPceFuarOnTPOqKMRq1lwc7pm1aNadDv/bq8P7EQfS6A25ti3IJf+tuKgdI9YLCwI4ScxmC/E/BauoNCPMF8JGPrpxAqx7AqON3sXIqd+MAiAj6tPagWjjkGecEzJhgKIeZIVC+sjoReFZJEybs7V8SbbltTg6LppfBoX6hgl3BUlXyUxfG6gEkgD8kAsvq5FC4Hk38R4VX1hMhBNdA231HCkdinjifBlfVgysfIORghBTd+4nW2yt/43aVTYzRrpm+IzqjJNmmFTyJkQuR71Jb6tXzKtihsNWH0GaQqNU7wo5m3oMFlyuDVxAJ+7M9Z452wScyC7MmEDDAeTHWNCpMppfDauE7FoWJvnDh9StlHNY8B649PAldWxlnWJuqwNIV6VXnNOzqnV2TKfItXQD9dpOGOt+4MC+xxiYjRIpzATO0tMw+TyID/MN7oF3rzve9ElXsXfl/ClIwAVFX0GnVj9LN2DZJ0DshWKonzNyGXfSUsor3D2T5lHYA3TC3glYeyXNmN8JoEAj/pkWBwW37/cismZhWluFpQdbL1OzE3a4UEijNZNzjLLJcdjbLXVvkc89fyk8Rx8NP18JnFWnqzRy46b9GJh2DNRWJse3zzKtQMkJnos/ovjTmX6H7sJ74h8TIabL9p2zjAGRJnlSCEvqLGY7q2kYWDaBqgOmSxx8t5PJJUCIeaBeYe0JFw4cRqV5qbXLQQAAfSAv1eIFIi4EO5a8WzS+eUaL9S8pKyRYHzX2OeHZdtpAB751Fa9EjeAvRflLaAx8uHarhJOlgh1GmJwshvMFfv8HGKf4OjuKu0RnoyBI7pzv2qB15cFOSWH+YAZABUfZjufPIY4HdXEHguZpPkbolo+6Oc6jSfiaW9i3wvRqZ5MLBCgd0/MAVAWQliw4mrq+gYsuex6/oFFHe7Li7ZMwg515cwCZHxkb/X5ds0eQC2VlC2boThXQIBJN1mjTL6srdewemedRFBqay5j0vayWg2qd7gr1xNTNvt4tc2NeL0lGMrvmPWR3ZawH7vFTfxDSDor+fjdNp5ygLScdpUVhGnFwA/hUVPBYCNWXdRqEFQQErDm1TcjeZo+rT8w0wz/lNlM8l0dEYvcKSJL4/FKcKezc/g4FqXQFdTFEmvpSksH9Xww/+C6LVQE4czOcaLjXi8MHwINO4JwrGw0H+N33Tox0VqOG1QTaHg54UIOpJKE577QMf3q1WZgsBFCLAMg+AfeXUEDoHnmTy6pPPNkfS5n59waA7XRl9a4Kn8r2c3yX/F3mv6Cncv5FsdMj6jn+6IYsblgRX/YXZhP/UaiitS9I0v5d9U/udSz6bavSR6lf4qb7+rfFRPrTC9FTH/o9vs4HDHfWSxb2IvngS6hqVZhV1ceu21s9SrweY7/cfm0nXgQUZqyTiWA/j+QTzETTfnUx0WBK9iH588srtVKstahGnyH4GfGDSa0XwjYsU6JcSAStvdOgCvB58NU9AcBS9RCVa7/5aMZKqc+Xjo9swME5sc6VigMZofRnAwTJ2xbbhiqAPzdsrt50gTYgxBje4eUuQ2uEnMmoVyDnSivs1KqaKpOuMZh6ysshRlVUETjj1UocsH8wFK3fdBNrIs/FCpgRz0hLOFEPs7p5k5i4ZSk5MDOy6SyfCopXJ9hoUDwEGw/qTFsUwTJkWON0cKMBJsGrAXKkcsjEjCr7OUrXTxS4f7D8XkDKwOep4fLbKa8ZypNHNvyyhpGfZA10DGCHGZ5Bi81euzPhaoeB1IFB3WSMr3ez936wrC8OulEaLKLXpCMtYgV83XJtqVXzQgUrU3HuXK5vegbpVV6+kgnvU4DjFdyS1DR0zP3Ey4/NiLHHExwostiQvAWCJDIV6zNo85YiCbhtUCHjTXSoWerCaOb1tsAVf1dQsqqBJQ9MwwcMNRa1Lu/5pr1T80CkAa6u6KsMVm/nk9J4U+bNL7i0IZfSQv3K+wmHF9N1EQPQ4nNBZWkL3vg9Aghgr6NIiUfTLgN95tw1CrcnyKrrLaWqgINgeHb8F5IAfn8GJW+/q3OK0NFvczwI1tXTS0xd16YbzM6uHOoEmLBReFv7AQdH7eukXR4FzO6pZOi83tDDNXW8aJr2Mq/ZagOHL+Y6HLIp8Htr3wt6pbdyKSZeAPi+u3Vt+mfCOnXne8sFKPukZmil5KHsf4CG+AgOD4/e/IAzsJZR0RTMfmr+KaU6j6EZaQh7k2xP2zB210RzwObn/4l6ZCQQzHAwrQT3Z3a2+KHYu3MHAe/XEaVYMM300bOW6CnZHiHALrOmMh/V6LHbHSLn857WH3+PWYosUr/VjkH2BVDBIylpqsXNxEIZxd62rBfgwgPoK8aw7a7cbzWT04DpMut4O+DD4GYzYQ8gbmMX3Dl8Wvos0Ruij62qoCVQLSBd1QHeF7almuXaGc9FMcuKsqxKs8UpsX5n/7lUkq4niTVDLbFPC0536Aogo0IUJG+7rMC6pCrZ7N3fbfTCmnsH/Aq5+yiXFBKL9wqywZ5KqfvHt5meBVW9lk+aZHzBOII1WiHvTQWKAI/VSSHZ1u521cxKDWPmnxXfdGPmC1EvP9lh5kz0rl+yBPjuRwAAACsaTfZ7S/RsxefDKbQ5C1OKC3tjwHo67qCHyNC2Z2/5s6bMGrvSph13GpmIgZRqnypoldx6kU6wK17gdUW38z/dExd/XGSEI7km8BBHCwS9mbO1tFiqAnkWVq+D6k3T4asi0h6wGMDrshNTm8HZbiYthJfSiqGgwQktgxM/p4A0bKSLxJzVjPLo10zh9jrcHtEbmlJyVFQwK0fIqdDNKLfE9HBqdH+UZDLvykolOI8TmwmQbJSf77IPcdVgw+k8h7yscAvrBzQ2QEM6iDIXnIf3KPekNyuAihsUNT5esnf7ZOQY4RgdGuLWG3oSoyW5cw9IkYQ4eZgaVlEg3yiKddnXIrdtJR96YrSHMOKK6j6SgfV8nR9T/1S5huflGjNSBmRU2bpyGENfLs/DcNggNKuuTgwKjns7GvPMHdFrypQuWRTs1gHN1BQ9+L+LP8S+QF3yKe8pu0jpi/fLQa3Dt4l73HMZzTp3wwGHDivwPF0YSN1Cf05vTDziz9hs4ec7xs+ouM7VuqD5ACUYgngOLAMTglVFiFhpnBLQe4XuVvIVg6pmJmxrWuEiCf+f1+rbCE35r/izqKUNjfMVIXTQ7G7p/7MhB9RiGKf3K2ra57H02n1VNTzd+DTrr2q97rzXyBtuTdlMZNGxxwnbqLyzi6+E0kv1/dS8NhLoZrjclBFmSY9p9Q0t/jT3Rsk2XyCrrhulUsJWV7e5FNc7LIZy4xeVymcTbGinukICMcA0byCrcDQmPo+fT1+gPy0mAvTPTfvoVf5tu6kJtsQxJyJQDzPyof64n7FmWxlVBW6XJRtoiHNMNc46RahxsRC0VB/XRO6UJrQLtKuaB0+xTtXv/VZJX4ocXP1ke/6BgXwdpVcKSrO0BN2E+64A+h4iTf7FjJyT14yACpM4VYwriueuqryiaknC0Y7hS1VHGSLZqEL3KHNcNrtj/5ue/cTKOBgfjyBKZPY+1trtTIzcC3fwUMK/8VwSTiw+bz1q2NfZ3qMq51LGJjaIHPjCCr2o0GOiGQtuIdQXW9UT9jxUzJlSAshi+JdDhKSpQYOaZaf1cf/kxvmhq9ewmyep8xk39cGuU82aV02wEitr3WY3Y1B1zONSYvNQ+PeSOMB/Dg24on2UGOyUcgkzYmj0We0i+LGvCVYRiMK0fzatpkWbgyp2yf62RJW7k9hv5xUXeJVQGmw2tgOPZVbk3bfQj2gfQYB6hFnahdR6/8HLMUGjhDeWDKsIPOxGJIHk+M/GyCj7edMnezOV/bM9zdwFatEu0lTaJP+oNe4FYb1Y2Ror6MJ5j2yxJghVWyWqJcJEggjS669osHy7rTiR6QgCdGNSit2mPRAaIPXXrqkJi5TYucY85axtOBWI7Cx8HlFsxfEWJ3H5dzMsiig23+Zut+kmnA3FBdPboSaF/P+DFsBNtsSjxHn8tC11JXivp/VVXe7p0m8P3RYlLaktCZPlbIMZFMhaH38XrlMzrRrifwAvIiux0QzzxAL35ggqTzg10XuyzQQ8LlmLd/zOTE/Lz0YQGlA/2EZ2DJfA/jBDXzerMH7hMxkBzjWafcw/Qk7CGmixaP4wliItfDGVa/KMSm1hUYz2G06MgYpIbmho10UYwdk4mBiYozdak3oyRyWZ02qFAShRdq6A0VjNFjSlKUPDK46srR2a2D2d1F2UlzGGGlMmQ/NustVnIcHsvFjBHb100fo826ReaJhzEbw76CXhWzgMNr94d8KjD1Hf6CH3lKOljt55AZASUkpvBkTKFy+mu4gSYL9nY6IiuAKy35mZjovqH+bLNqyHn2cAg4HmW4meGrPENuP+O9sHXShu/LctX4uIxT38W3DjDy8cwCiLJXJ+Fo7FWngQWiQ9nLnTb6qWsv0XMxyJ8MCtYTdVaBvLfZgW92SnyGSHmKpQ5wPo2y6Zl7t0RRf7zR4F8nM2bntyVpAJ+yc7oVy391RhQaRrkSI6JySvCmoVePyTuV/2pvgAYRasHXYS3e8vQtBrbJ0dP5349YFjEtLP45Y+Wz+ooBzkeZV3z5gao93wSrsNvbcf0STgsU9PA4ByyGS5I1m+hB+dkWiuUmdQ6CaAlt2O090nIUf3wljijIdrfYUZNR6RoIfLBx0IGpFDDTCE+QmyEBlV2HfAa/PMg7syjpPoXJIoA6bYC7UwnWQaGAb5+yRCdnyKcOVwIaU4m+IKeW+h8oByYkiDoc79KmJGGjaUvpR4mWGu2NqgKR0ePGParRZ3RscjRfYNW2UpG05G7oAgfxj2hVITDbxx3DQuxeVu6yxEgpATORpl6joVRxmPB7NkM+f8me/4XMetJcG46PG35QF3vpX1NYAtTAZ/nmh8vAnkJx1K5pg3DDMCmMWMuFYOJrR2lKy5mIOp1CqJ6UoqhGRJ/2gFuWhgNeaic+Z4ijSt+txR7b+NC7r5FyLwWtN8ch5xSMfugPtIlI4CMJ8NwC41QlZju7po/Mh4M/GWl6ERnRCdPKraz3eiAGm9/e8UyNL62zBlw91x9J2BLSnLLl/pCVOviwWM8L4OExX2mWASCNebpU3jMPWl/KmqDdikthRH6jyyz+vwmAawFn/mAig8oxrmYynxXWyYXjw58FJEqZg3cc3Maw+bCmKTPnwFrc9+detse/PNqy5m87U9RT+7wL5Frwg4pDCCl2JMrWB4PhAFcUEGNT7ipZP1NTNFwJhE7hhQ08VDwA5AvT48eLo7XPO7Z2fN0SUMt6ArJImwI75ZjgfQ8bxaL0XFgwbY0DVElqErRnUttXfZtJzDS3rLidocPAZK5X0J/h0ZND2VIKtgO/a7P1IOg0ThWgyEAGvAwWdVzxURTMIZoXOv6Cecrz6pfe4mYrO0ZUG/x2WXCXZoZjxLazGkJq9cpDtGKIMMh9o7rFDIu1V7YoBMHAzzwUCZ0udxQjBVdlKPdOEo1/0kG0XteFOJF24C0FdQnSrREtxYGPViOHC1bT1etIXEZNKHtfh7S2+xTDoHN1+Gm9urpK4OM7ai4zgRm0PuV+IjeGwXs4iu5woomqnX+suLtZqbjeuuIzLLQ1eZ2UeW00SsjQzyJCi8dzdLFGBFCXWuUOtyf0b8Sz/Y0yO8xamHnBhWVzqaVRuPrcvQfZ2sx50gkbpTli5pLChEjTSEIbE0fq5/+Fm7xGndyOg5ULEb7O/8FTb+lXC40PFeMVA1hAnU+Ieq3gIugtg0wrO8bWt9DPHm8N3U7k1P45LjPJfNw6jvnl+oyQ4F1fvGwVHCvqZwJWpmqKkBKQnYP6gWbkdb9XSFNUlhlQRUY8h2niqXlWcVXQI+OfTDZ21mxGeh0yDLqEOp/jtucXXPlqkhL+ffGVIZD1hgJavAqUyvL7jLvXYNnTbefC+RSlkrvW06RbRu0dh3dqZMyhrYSpHsKZwcAaIYtk8kWmFeKd4DFp3zLIfQ83+GtqOcpOazLH5xfrfX6SNh3eOxM+L2Nxj+wIk7D/zwCDCA7LfQi61Uqo33v33Y00D4RUGQKeMuDC+8FstM8dLa4xZ2gWR10BcG+UbbBakN1ZPWyj9w5zs51uFwnwLNdkKpmD52KAKlT4Vf/gE+Vv4F1SmIPMT9HgWfLMkbj3wCEb4RU36NS3lkgnRDss7Jsy6VQwPCEmyRHVlV7iYixJ165rJFil3W5Hia3waMkSATr9rP8QFwsOxprwvr5mgVf1eJFLpmx1AgKTXWkkhuxtYAOrDbk7xBu69+aEph+BC5c2V8fkdi0Nsg8zPstCrLrSh02z70kabHW973ZOXCseRbUQU7p8IP45dg8yrigvscAbTiR2RQILyrvt0lCeAnyWVNi1k0FUh2ijyLkp3bkGfi0TEPnJUqPJxayNrkNl/feW9IneUhyqjZce/NmiomE8W0f9Wd338ro4R0eZIlbqr0sLmCoiqamxdhYfHhnd0JR9yWCslgxQy7iNFmOilTc9PAdOzrvjq/T6OFWi0Mtng1Fe6d2wT2p224P6gigbNFILzCNDrBUtZwTxKmorovz8geemdfbqAMkACSeiB8SvtuU5R8AMXK+dQUT0C1LoCiKBDpCsU5moPULxkzLaRuNuixDYyMxzgEnsDsj1H65cGqC1CWSona11K+m0p4ugAAAEzkinw64eAg5Aa4zRg0UNeclsAAAAAAdlAlyxSCxT9eBX/h1lLJ4VLgZKIqn5g/tnq2chmNEswj+BUFzXXRgbmTbTkkGkPJ8Du9XKM/oDc+TAD3SL9DWUt7HVsXND055fawXiLTmQ1OhLfYV2k6T1EjtqCYWR3+tN0Nacx1TeCZsVeJIeblnc07WJvklF6n9tH+zHvnS05FnCrAmZnvZQHpop70Hn/CCFJMYrsabeyxMtqjMnoX0FOVWFat+PM+rU5aNI6R6BCaT6+qPbcClA0mTqTSPWU7Lg6Pg2r60RpcP4O1p+tDm+SgUOoLs/tKmsjIta7l97KlBeAA4PFS+5rKjrr1AJ123lDa/OgFtam2+nNZ/eAyUfGaXlo6Zy0ndGFxMsFjT1YZcenL7jcF+q9gVcLUZuK3T8jjtTGPoxHlLv36+CjmQ0uWvfFpSxOoZbXdJYEBosY0nC1gOGREJwm6KVsJBUIx6avzCJabsLZGkSJpJ2wBFx7sgMCNousb5M8oxasQ7Fcb3kzML5hkuPqY3lX/h5v3vQudQtxzydwhf3WlEpRZf8DSGrgdLMxbFo3KArVTiye+YjiWhzsh+e9XqDK9JYYFT4KeWzF5O92r2Uf+f0XVPwtT9cpcjLkC1mY9y5dRGFuOCFjNO7PcnnWNWyhodXsarRULhT6fwL6eQ5bKih+JrTIvHegWKqQih0s9Is3FuGWbiD35KLLsYf+SSsD4UREM/8tpojySm1h9pqM+oRr4l3dF4zyVw25ylS6HQdIJMHnsghh3SE+9oZDdWSwZihuvYwvIAURX3ADq44niIRYVIK1TEzAFVyPDgPvvYMAi1ZxrxdaZCOZgFzbvFdMtetkjQWiIokLhkaEGdVykn8RxLCvXe66hx4E8lomo7K+FHhaNnhsaQsf2+efPvmya/DiMSpDBLCVa8095KwsSjLzzdnCMzH8abYTsQxWAMa742pRn0Xx5zbnm4MH313AoYEFOlZhsNbxVhuHnTiJTEOsbBilTu46Bh7swWRPYIytcpyuSKT4DEMPRHzEruQwED1kUqJjdsbG90NgslkEglYq6dECOghYhjwLELVOkV5t34xOPB/RHxFFovoDTLFmDH/1a0SHNmNrDTEdWwgEQEU97T2EnCaJ50RbjB3TCNLuNhMkLUI3+mSt4nsv0dzVkWfqOJsoGHeDh/umhv9cmAXoOIdtCWz3Z8rWiGCBtolm29zrgSbPlg5zf/ew9edRyrvi3xEfyPjs5gU8ra87N6Bzjz0SOfX+97WTZk5sWHUBlfuvsIWqMAIYYUsQyvx/vyJafZLmkdK2guReXFDMutFsERP/fXo+esVjSFn76nYdLNiJllfqPJ825Ak1aSPpczzdoOpjOjUETj3vGZe4B1UhFVAPQyqNFldKuvvVNkg7AIjj9rrzI1Mk0+IO+/jR0SQsbd8f1v2bC6x8YfCDyynTnpEot8yDUdzpCtJ6ntsbBjP4k7aXuzfWwTgZofrQyk9T1MY6e/KudunlA0cFk61Zy9XsX0v1N9qHAZbvQYosdgYth6zsDjuteZJW6ngMq5M6Huw0MRxfWgWJPrXhvl0eJ2OnbrJQq97ZJSZdO3GAkIh21cs3HH7bv01HsYS4T0Fpv//9UB9Qh7++NY8HU3xE4s1x7/1ETuOxh4XTGUvfAVsa4L8yCc37Y6zm2orzRFx/TqJ89Zn2smJ3Xo5yq0+Qg26bvRoc6ik6EKegSMNMSzdF2p51nMPohn8Eks+cD7Vb3EokxRnVUfHIeN22GGN6XBtfwY9o20b0gz1zbh/Zaw1wXfqNnut9lZdmYSeEIGPs8xTzRrDMV1SFJGX2d2vsbmonO5sd467Kr7h54dxDaDDUFFWPR7t7ocgkFd3J4+Bg6fbB+PwUtdZ1DeN133pX9FIHV6TOh6bmCRguMmgULk6JHkosZPF8Ckrjuam+y3z+atgkz2h54tL/WHfkgQglXkIgEOlsxbGopQJ0BDEMeGRG/ZNzvPFTsYNgNV8m5u/39w28/BQhUs5xAIkfVuwI0kZnMFAkqYa16t3Vks+ajjrFyZSMDQofQ6Dj6QkkYwILTYDHD0R2vZA6R/37uoF1RpN8OUCDU5vJQEJal5OXMDK6N2IBsXRdJIu41c31sQUUvEAKAejVBm4RGuaz5F5M4BH/cIjr9U58BRriPvr19TAHd3j8XfR5Axpv/6JbIv037o8+MGQTzX7smulXQmNVTpdcdicZSLbvctvsCEtl5GhjgUlCigHWyvqbMmK4UGnp+Cns0E+8leUw4v8g/RVhMeGRdyTv4m11W1Sje3dF2R27w6zFFGcKH3yV3X/UxWTU4xMjCtNqpMwPH3pfijFVOesYvPdCdgJMEKzI+UdHlQwHUBTGzsIeUwuU7i8whSTIFbhpTZKudWseozdfOt7YcFd4Pbn4a2NdNniC52BHDk7i7rxWZ3LvIg+Y6CtkVFaNBEGGBPep2AZt0Mqe0AyphfCTkOL5gy2wIJJs70+RS0Jfuxl6+rGNtPlaxzE5Z8gmOen/SU+f2LydLFqZu22MSoAJsWV1RU3Lc8wOImZy6+xKBCQiFKrfW02sEZPKq86lSGPQTmdfGV0Po6qq58imzYnTl18eG/X0BG2PEgEsh/uY7MO7C9iOJMOj3fRLHnqnEKlpB78NDtzYudwU3ohMvZossWlmwP2mu8jVoI9Ll2VLNf/BUGiYzC+4ba3N7rRRXy+kSgAchTIeRFxSv09XL1irrBXlIWlQINC4b/G1YwI/Anfky+MwqeOtixMaV1ihTK9gL8o+3I60+IMXiRSAFijzdDVQh/bwMg5WRa0QmvI5Z2x8r8XRWq1YD6ZHM+py8gcWGeUmx6nKYrG2dnP8uiGZrx1zJFfdwZD7l4Jtc4eMD2yctTnUnYZJnlu1uEKmdIUzZl98Hm1aFMfjJCbqaR0UxQYYtep8x2TlVlJbF6FKy7pPA8vM1GlJVbLRhKPpgG8szcn35nfWuwWRzZXa4fD8HaflpVR/mm6zusxIROOpXw4mGoTqerKSx/OFCuYifhtCIPjiuNRrAb6NYA/pKbvxY0oUJCIVeSpSyoohXm0TpBsfKmP9NFmVZHNye+fZ2n3o37SBFIGq5dXjt7ybAfzJZdYIJAEAfkTbVVYUWSGGxuLByR1r2OlcJIgewsXDyJzQeLCin5aZE+tEV7F+WZiakg0mUpgO8AVQR2ddeaFpuh1Jiz315Cv4dMOZDJaSKHmI1xVTBEolnYkUaiMihTpB29V1VjqSU9ZYjLRrBilZz2XXKBQh9VD/UFB6oJ97q9KeRgT4lYmTTSfiwUfYJeoFbg7bKriESzpkf+AQhDM4TXVj13hauiHOmrAY8UrEcWj0QLdQv4alrAzvEgR33m8l7iTLosskBHtHXEj8voKQjDacFTW0glAxr+a1kxN3wzLXrQ9tFPCO+khqu0XI7o+zUPqM2qg+ZoJrJJrmzadckjbhbt/qMbT2bZkRu/nMAX41dYrwi2+nPpqbE9RQ3Qeaww+Tutml2gUyZb1WqrSBNqTrjOxY/FMscldIuvkk+AX5nM0R4k3O8dHRZUVRRT2FQYTCAfG7y/TULB9qGUd46V/kWWZiOkVYegpjWX6WCmqq1w8uyxlBYhWjQMfzWulVAepGVQ0bWxp32ZgkEcA5jnMzY0rbJ/pSoGiWWIayz+VWUAKeTjJAazmiA0iOFz0QCjKLvAhDK2I8SchbUdH15OLBv5PNZTLWWQeiGM7onBTloMgirfxk8M8ZDxHuExWXR7x+Z0gOGreFWCy+ZG5AM0XqPlCIqFQB1wvg25vxSKMVU40wMAq1Ztim6jfbsz2au8JF2F95BhohNp6W/mENXm8sDeioSo0xNs25QNDMO2E/kjCZMt1JZY+GZarvtQIhIKosUFF/RtoZlkZMBGEF0HorB4+YN2s1BUdRfR1Q/u5RwIXyPVKB7C37TmOBVH660X1zIoDKnYutb/IwMJ0CdP2cswvv0aJBaMvMsLpcLvNmqUv0uqi3Asz+RStm/4DbGzlT97ZP1jfSx1tFjrQ1M6rnqMzxYF46PC+zEnq8X1kGRBSLY26LEQKMBZygSzgncyhinhk6u3itJLq7DPjDKJPDkyW7gggj9ZLxwlruCZhCNRDVo23RPIaZ/KrLtp2Pf0hl9DyUzNVd6cgltfkjcVzOfDZiFgzb2ZsHxa8PAkMxdj0XRCgxDxlp1dcd9lQQPxN1yqIzaszzmCeqFX8zbLYWgjbQi+F0FyaVmPFGvjSIt0tINhLrlnS8fW4s26GGAttqmF+K9bf+R8Szl8/8FC+6lEhlhBmWVdfzsws2UGv687AfTOPGHTijfus3bqxjM+EcFrPa6xeuJXz5tWp7URSZsTca4CJYAD813XK7Wtk3MkWG9mKXWte34ldIQst0WhxABvAYfusHUEtXoz/U7p49thpZ+DeMgdn5HWOQnT9J5YUypm3sd7mZuRtaNrGXzC1E634dk0W3UvAf9+hT6uQD+q/o4LGzaBzfXljQbQdsKksdTc4rEjyL9Jh0Xle8ahJWJubcJsc5lEQ6PdIczR0R9RsXkRv5/qZindZ0wf1lwlt/PhBfLNLNPOsVRc6RtM5Xz08vOhbOhi1ytPV4dxh36/KuYlcKEwMCl0hiReAwqugCySpsVIWN/7WXmBXmPaTsbWOu8X/hc04LPFVZ4yNot5kjzwKnirywNJUmXsRx42MMAAAATLTbFOrvqr1X1cxdAMAq6yagjP8+i7ISXHnLlzJceJdrv4uHAyu+FFpFWDXKV1vxM70N4+B3a52440Cibd/g3IhywwXeg/Yn93l4gpd48uU6MIYPb7zrwVV9fD7s/a1bhtfgQrCPc1Nwv7+46N7L0/3HxnVX4DXiwhRKXM+FkoIk1pobv9LELz/eGtqbuSaKKpVrIeMLBRPdIaUjZHNmbmXx6xTSm41YTG99h+mBflD1muCgzGzwD4HDI6gJyBsYcfr511VTaShFEjOds93MIYRLEfNyl64rRhSMkUxkGzjcOkrA2YMnsRzB1CMUL8N/aUWOUxGJLMx0qvnN8pHLYCPxWNFCm7+0y6RbcKnzbYKWC5j0p5xVAxF6SnptHcttkuClCEOwBFD409KemkIhvFdBJimmiMp8vnglfqO20gCh/8KIiaqQ+ZF98wadGPp5/MozLGrcDp+/Xb65LJUYc/Xj4Go5Yvram3CbJyJ7d5CftNE04DTnLFjRQggHUtl4KaAVLazYc8UTTEzjvzJCCZ2e9W7oWtd18I0CLBQMmb42GGd5eFIv/cDzZf6LSas6GyRlemv4Qn+LZjK14XjXVNcZMDg7IQ7pfVmSOHdhiP/yUmk5HjSQ7a5m3yPbs1ygnDOLYnfKEM5sKwUNhQH2oEqHAejAK/LKEMZf+Tp7Xin93g9vgLA53L4A8QwtT4TkAJqiM9D6LU3bdrZnnClZgmPGD3+POT/KUvcOTJMONx92zNtiK1SXJfOM8mzyzGp5odkekvOXfm1+aFPzodj2w+Vm0WHR/tc2lvMj0rVLFJM5BJlrDedgzn/mfIBhxZ4/BJ/oGzC8M9IJxrZmRAyH7VIFTjXFdI2UlCYtAi43dK86DxSKMXg0D5DeOxtJVvMhDAPVv0bEnwsunJ9Br0fEMhR/VMi+zLNuvLBkA8gVbQGVwnMJGDbPXT6x8jAmgInS+Xjs1TBXKLAG35TBIru8CCVtufO9GhrQOOmY2pBQCkx7sRVlHYGvQR9b+csnbjj2Kl6WDSx3qzMm3dRlZ6546dsxWFAPFzTji/kx3QOAdPB8tigGs6z8kwUQbHjaopq5hZDWkHb4ed9Kx+PeWT8Uq72aNDDDyiDoXcB/ZlnwU5rdggV9j4mtgrcAAA8kk19dBGa6C453NVQSiYs0jlh3twsYkxAH6mIgedSNrq0qsTDjnpaKaMB/ckmCs7bkFoaLkhDLbxZij72oX33f2AGh4V1MyjY7fxAqbEvks7q5BQaHHxwq/vN9MemYs5ej/bI64ThlIL3KaL2YeDvAmsAGTJ5ICRepCnqiFdewRSE7K/Z0F5YBJQre4uKRIGEfmGY3bcPtxcpjImekoXR+T1waHazLkxyxwy27XAAyyDN5dea0ec/UsS24YBgKan6unPqncoJsuUb+9WYzjfBmlrXUP4QXuMFvCsOFeagss0yegHA+wUpaC6B+WzL/SjLrDVCdP/PjOSvJ7h+FBAkxUhd8IxAQiX/eu5NuDR73r5Y3tvGpreyBqZLjO4huqo576Wsrbh5C9HRJPwqiqJ+TYDR2QRDJ2Kkf+91fNjZGskApqJU55dsxjNsaTlEp0IPgrqp4CDUH/BlCkwpT3DpoENXR7kc/TPQYLyhOKN0CHlGztOJ+h3EINaDd3rqh+DG4bu1Yq/gCPyzg3cxpaPAWVpD6tsUgGUGcOsMX5PyOeFVUBXZffd/YNWZfcz0d/JeWuSauDM/9EUbIJm4Tp+de45I87bPRk14vOxu3dqoDyiks+LvdS1Fx9BtcJLPc+LXmhU9THBPyjY7uKytYGO1UblJgaG+fsu0ELCxBA17mUWpCWxuW5MgK3AxCTMVsyuigmPlSAQlx+TfuHPX+AytWSv+H8ZTf8clteMTXPgKCAKkZZxNNppMCA4puUcNefYLE6yP1vodraAW4safkZdxZ+djrDUKirxD8AbkO8gNfQusLcNArnGzQRfTlZkl01NnueJE7TA3IFSKXfehC9VV88fPjKQDeEfBikDgy5Lxy6tUpsv8mA0s2mctFOMc8/OIUAL28uEIB8n0xXgYS+h22b5XhiNUdtlyXPlGO7VVlQdvd6MnsYeZj6e9lVNLDEOShlA29XO7rIxJmB9vxuIEfQNsDos43KHnT4LtRe7Jkx91O4nsL2jKAAjJxXIvMzNp2k44eFqFaqyiFeFp5l2sB04MnQlgK6h1BdYupjmBiDp1T2lJrX9GNYFsgYhDHEXBrCHBJzNisAMWIOsQ9WHstjuJ6VdVgk148wnQs7OfEbfq7s4ciJ7A704BSyzvzQHGmPjZ0DJVPmp5cW4NBESGJIwbNGNrLd8/xGULXcQqNaiq0nGYDGBHlzqbDuEVoH7cOXUgqCJDL2BQcI+pDa5UvAT0osakFLlUG8aW4iLEMIqliSZGvallEJRFrDIGmFE7TRHtwzT4OCSfUNBcsoMNM/siBb3fiNAfQClrF8ngdLMYob/4Za9IfUVxrxzG5LbryM7PFZnx2e28zcl3LsC/auSNNM7KldFa8K26mjbrIVgBBA3dEdeaPDhnZBNRwAlIBF1t8di7bL7JdRAV2pPzRW0bIxj0NSTSX6UZ/ygBxthGnvWs4oNTG9oys3VKqDDuH3hj69uR3iawDXVNRkpPpcV3IshTeQu7ES8dJPe/FkM97NN2cO8JyvfYKFbQcPO73KXdgPvASQp5DKa4rRvyqyK0tqEHCyhmU7mdy1cQH9uqQWaJdBfvLf8sMmE0+oX0n1RhHYa7eAp+2EfKmTy3j9wQDbKlf4WPUyjcvagYk7wwz8NgC8GiMDVVlybfQDYiDT+eCI857JYMhZGab0NloUmIac9nGa/UKp8hULGaKKkhW2wxlgQohLECClYwDAVMk3O/vxxp/Hmd8FouoigM0Cp1nFhy0sgbIkLDmVIPBV9/w/tfw75+UjOmSezqQdu19PNMJW3LCIFMN1FQ7NdrkcwPuyKUD5BtgKRzPE4XrK9ekAU6BC5nCmpdxpuTA9ugEGlUgUU2Gzxl/qsEJr43LUnhr5rRy348ib2/A41lH4FEHSxan50opwsrvvEz178eO+2vKpOnaQltL41R6TV8pbrUD6SOAWMJtZw5jYSVaRKAyykTG7VAoGA/1vTXEqHrZyl+Qx9WpGpe+XzW6QWR9OUaXxFs3NSwmk0OgR+sHx0YgYAXIwtBZIit3Samu93vViiVsoLuBz6YWM3UOAY45V3EO7LoDfLoQG62ZFZfI2qCp5PQrmr0RVyUR7r47hik0IxMfN+xxE4pjcgY2ZPWwfnfyx4feNrHXcEIpQ7yMX6Fl/9qW9EAjSf3kJWsDqrCEi8rqVPcs8HNRenTezWvtjfqAmmVNGHclq2s/LAb4Mxf6mIpEz1B+Ckvrzu3qjHqS1TKLMLnLDXWF/3VFfcUfx9uoKxC6fl+7efH+lQ3y+bhwh+QNaLwJI//ThbbKWqcSr0sQenXi1Ejo+ENFC/8zNax4UtyISSa5p1sx4AR6xNZcPKobn/kWqVUr7nkiXTKJJyH1G1NNjOUhcbgX3vVUoHhXEhzHoxtKX3KLQgDTecdiZg0pl2lZhJNT2Q/UQv1OqnVXvS9UxSzp6FFJu1MSGw7aZZe1XHOuUuQKgrk9EstcozhIE20w9RPS4WOsBClJvjJPZU1VgJRcY3+iemqhUiI38+XkMIkal0d2Ue7RniNsEmvfsvtVMslc8CxEUJKDmoINGMvg90wMpS0A4mvXmWlPdjtZ63ehZXXUyWe59jBdtaWq6sDFDDgCVFuIK/sSo++TcMxV+2AqRu4nQJkYaoz57TAyZAsrJtG2rKl6oX0QSf8F2B0XXvXvUsHfZ2XvvhW4LABG4lGEnNUGQkC7WxwASwi/0WkbSKCLF1FV3HCmJNQcozfBB8kbr9hHTTtsksphV7Di8ZE/4qhuxBf5lLVG1hhFP7F1FMRNfC1a1jCN0oIOUh3VQmUSP3RjprZSmd1a9p1u9hj6CGBG9wFPV9OmcGzXarlw2PYQ/zVFtj4+XQ/MQN+x8t++Tbeivu+Jj2uvsSzmtfTz6v06AHGaogTVl7M48qJABdBJuuKJUCmE42/1K2tNdhzsxEo68riiIPKgRUBExJtbGxM4EENfR/rcMXAU6AvwFqOiHyuXV+Vkz233u92sqBSGvgoYyspQgoAq7HW7Y/ynkSJzKL5RHcVaNcx6setNuJvsqwtgVz1sAsGiwzaz3zqo/GkATN4kZ0AJJFMMReBZMt0GUcwJhNef1e8yTdUZ7le61T3O1fH3N0ZXm+FFwx70iRGUmb4PiwACYMAa+JPy8AShm84DgDf946eCIyd2VB3oKGZBkhFq5WcRAwM2vhfaceduIDEMu9aTaS3GVCaIzQuigyyqcuTMeu7mooTz1osGcapxMxjwb03UwX/V1V3rDQlhXC28nKQSZXcsXEpcsNKirx4OJWLhWLhPHkZC2TnirmRxQDP32r3uB+uhqK4vmVD9aaMuoIEthyMyx/FDAlIXKbeXbO5uGJpiEoWtzSiAXEHDjxIe+gt6Pt88wdGQc4TqhDw2xQYHS52rFsljbec9QrsF7ekf3u5m+iA/rUOY4a9yYVk0AAAAAD82SZ3EptwuMBAjAzaasokcDHujM5YYc1AnQYVR2A8fkUSksWd31C4ZjxhbeZa9pXAVWIDPmGyjHU6kTXAkQcUvgj01SASLEGuSGvOfaH+gllnYpRB9NacjZ5t79dG+5u5Yrv1yL24oMjNR/xptqNBNS+8bJJRTIcqNLp4q43Z5MCgsOVjfg+nZ651a6MOJjwZtAeuY6WszEyYgA2opOw6BICTWmRYchhZeItZtxUoCTD+iepIpK/by/gtkFPJVDHZtHB3HPtR1MJmNbCXsaqiSOnVh+FXTFgxutobb2abx8u7NyRboANGGBLPWVJ0i9DZUsfWaSm/Ayh/1ZCTMiO06i8yFGzD3Oe2NcXLQnvrTQtiAI4s5Fr1ZiLSr1oZ+r3ZAj2dRk9Worod3dLRAEAjpY+mstTNwvHYODRGOQT0j0Zf5ckhyc1GaLtr/LfjdWVdr+0MLaHfYMrd1NkeXaUXdP6+kS3m2V1OigEmLED99rEEG22NvFH1I9+LhcLihbDdh/o1nZCLtFssV81wHPzxDH8Vku3TAncDXLsETxqGmze3BUILf17to6AMDQX6PUbdiFgoidkCsecoSz54wr4ozj7A9BTqAMMAZhoDN2SJXayLNzNXYBpvU3lbhljou/gONz3pekxtrE+WX+nGvWQzOBYgGhZguhQ5+YMv14uB4twBsGyJfIrAoU2kgH85M4KDWCE+VArX9bfvX3mIhUi8CdMEPnI6I9u7OrXZjXXZh/wnchxMtQ/HX8/GbFQ+wxeFl6RSQw2Ld7gFGZjD571o3FRt3v6wvw+7Z6hBsoEr4OPl2I1/FaemB1kYPLot3Vn05sMLnQXoHi6XVP99+L/e0kQD98UofSqy/aNUh9sovdT35Y6rZfAwoVWfvCivrS/u0TCdRAQGWC7bw6wQK3yrH7UupL+b58c5H0YfBpxdL6fqFUDrEc/WIom2j2JZJvlanilY5JvqmPTIWDzbdw0JeIKZqvcoQTCH1oefo3RuZK90TgnKcIvFYAEfEqKB6uxf8iVkhuLFYImH+oLCXESj/zU3xahm13mWuRlIxovolZZdNsrrFMFlrMGDzcmo2hGyGSE76mpGZIqVX49zIinaAKo6WpOVg6iOVplAs8onGBYn60Xf/NF8yNv5L0T0iFw5Y7mxiQb2HGauK037epVlvAenV58M95JQbg7CEZOzySGeqH69qdabrNOimMhDU8Xh354EaqDU8duNmZKZxmk4Mga9iuSK29Saws8gsuTJdRGyUaRIyUMZYNv1Fq5jCnD2fYVQ4vGlDTevWZnjBaSNh7NZSRbgUCXd6shaYaL28ojq96yShtE79GOMuk4cXcNNB36GJ0+/6wJEe3b9JBXXl5Xzyex1/eeXJj95XYFQJAe3cH827vtufyvh2uvmB7uAPNw5aKUuOThk/x4/PNvhUZxUdRBYpyXk4Dn7wTdiMZeBP9aS9vDhjkOyyFAair7ddWmel20tOC2mlBFA9As0zIK+TVEDGx0rgTc1N9rAzQZL5ukWEumlTkx84XRjjezaQOrj+yalr9vYIOG+VmGVjuKAKKlFEbmWWUIzlxcjdkSqzeGjQUYsQpGLVhD08w+wz6kPQbhmrHEbMCCOUlCZ8QSah9dgK1JMTfycdiB5oUuoQS+ykec9cOS97CBnqXMeNS9stWS+3cDoX9MSxEJ1h/o+tiQ4f5nCXEOjGgqJQvyOpKB612iaOiYI/4WhsIbcxRgQoPt29n9jHT6Mn8NpJgA7MAuUqBsFPLfL68Od1C2RPk2vnWvgmE0Vsa1Cn0TmyuLV2LuDFegh1ByBZwBwOAZBDfCoZnZ9PdXJqtcAxrarzMuhEWWBs+iVD5MbjroDbG2SxnzgY8WZYNT+RRreRNqMKtaiHCK0aGiz1HxJzx9yXVzRnpkNiMWEhQn5QQRfRzcqPYq5SXwikW5ZQrl8njNddlk959o7QTXXjwP2siS7hpA8dJJxstpm+HPw/LNkPdqG/1zKbV7Z+C560xV0C0QZhtR7kGAa2JsJEzhG9dTvjSgSLDT8t4rUcRswsztbN07QQnJ6eIl6FcdFbXl+yIZA1Dj4RTEwDzXl2JoU/VHYCp8La4g+TRl5k6Osptv0EOTGDJyQiwtobyBltMv9Nq2XoCsQmARat50IGI1HqT6o2tn9y064okubdjTg1sXrFJF9XtkY+/8sBbEOtk9ynHcIqvk1cU+k3rOkA6rEaGEMt4/5AAU0Vy5JXrc7z5jIwrUXlOYwxyOjTqIApALkivGKRaSq2tS97Nliy82vdWwELLl0fDV4LF6r5iIG733VYDAxV3jAXBOcqQ5eCtnPTakt4tZEbZCCTC56PwklN2KGRl1gywpgpyLNUz8uqFJbd4Vog5PZtTqcGlkCtDKfG5vBISKLO7r5DJTUvq7MhR5GHpKF5u7xsDnVDLQLGsLdjxGJElRrOwblwxh8hOpIxgYSU0cgIMkjZ71WCMseLVGKzbmmypuJrFK7ImAMKIjP+pcM+y0WR/BbtXZ00JcSQr18mi+BsIWVXotZFnN3vQ3ciDsXhHEk3vOz2eUZoTMtx+nnnLX1Y4HK+WdQTvUneEx7ItQ7LYw3nLMFWTqCKPp0Hw3ub99Kk8SMvAxqdEoxvTp5f6Ju4KMwQxSc0lueaEX3PpnX+rbycVMvMTBUtQGF1jnmzHjl4PgEVOxDWKIZWWoQ2yj4U3Jh4tedfcmWWPJU0Aa3rL2vOejG5fqE+Vh8OD7XH543A7xNat/YhSNjwsbW/rlyut6WiX0kLpkBUIlGruvImR7ERa9Jwbr4owG+6SJfS26vh6dXYsalJwqzyft/mWFRuNJS5r4gzNT49roxeaP6I/DNxMHGQ69k3eKPeg+4pbpmozyVpV0ly/LfGNSDlw43XKp/wdDGwez1/tJ6c9WbpTsYzdWYAL6Eyzrsx9ucknCXMGnqHCJw1QMmZyWXjaDijdWXUrZdHgp1xIBr9RpBbXg2vAWNH4KBwNUQg08S71I8W2tFhAXTB5P15yO8to8NndcMnHVG037obGhSNi9wAcJYsgqCpVCZXAJAf2JdEihu6eWQoge8vDBOKo+luW/S7SpLRHEsPp/0Fc5BAERetcLQu2qUVavs00VyyiSutHI2SD6XVjvt7EyNYgNvy2cYLJ0s3a7EXbT56Gu+dDupEQjdZ/GV3Vi6O9vlU+wJ90GLGOw+1Kd6LIQW6HIlINPWDjh94hN/PI+bnwTsmjOhtmIEGYsXOaCDJmQgobCv6tPUN0xLs17TLWjy7Wbw5RO9KS81urcvg13C9LRsVCmuVPp1xj8TAjlWsa331mD2XzgWF98N2Kmex9Q4sv7SFTNIBaWibvsroejkG4GcVW8vd+OTGwBf1yqk9A/bAUY5AEWkRNnmmiHxYkj1Y6ID2CXSTG3lnWqlGaQ0toPjUrxox3RtS33NRK3heduCJ5XXeEY/t4N7Tpt4/fLCouQ0g87Mp20wolYYKRauq+Ed4XDivd05IOrLFuGwXpPEaRJrQdci43fHG1BxIXMSMucZdwbiHaxwTIX1eu7rgEgoRZYVWyf7/KVVDGlKzLo9Cv19Oq5/3+6v6JPnP6x0j6WIfD5r8UJdl06si4wljGmW4jT3/ES7R8IHoXzwiOEbnwMqbPpND6IgigCyAKXirPEJMWFLJYcfPpAzJCKd07KSFBlU8Vpmxe/V3K7M0QofuuapJPJ64Q15VseKKMrKvff/Us9MNy7ZUqTi58XMLpZnzxLLLWQ915I/PlID4q1o867rAHifA01+addWMAK6rBj1d5/YCw1ufUKpf8x+vtT7l2AKW0QByC2JKDQW+5/VGrPUDnWPdWx5Pib8VtlIG+DjUs8XR9Cb6P9JDBy/UxweM18Vmi162HKIswU7YSC6aURNinTwpkTLVNKWKJCsVHwK//FJbeMgaqt9i+or598Sk6OhCugAh1Q7A2mM9YfGjcmzm8d5XdpaRp4mkRQ+pHkrTv+Q0tcnFrPqFRl/nPtPJWd1DXYOrnfKzymaMKxsJb4ycITDHRclplJQsymhE8Axpj/r8Abf6U80UVzWDdG1sUf81zzLSYvFEZsUhYsLvsui2IhZxnlqRMD+9g0aeOZQWqlhi/upQp2gcEKemQFzIcdj1u+pzxU/pxfB6lG6qkAaXdVhW1eQAAAAAAHGJH6nJMpopAlawATixMddpCQjdpyuGtvmNIFdgP0JoUQqhlcrVKGTCi7pQK+7GAB3SQTyhI/CngnlCFvSXcUKybZeW3BI1YDE8KChuQMEh+E6i2e2z6oAq+BK5ZIHvtsWxxQmS4Ur7gAL24AAAAJFfuGsq4Ws0V7/yddle4pBUrP6clOgxpX+fRENDcI2qb6ugScgYrvql7imYWYo8m0GvGzrGCInpFOSGkhnsGHoobyQFwDpEIgbl/7AMBvZ4DNrW3n+TTxJXy3HiDlLijd16ITK3hc7K/1ahNC6AH6FFfNCF0sJD7FXmrnQu6DJ/lYMh9aLaw4wSwnz1ClHDo7Uf+5a1MABeGYPikDgf6zhwh3W8fZ/rFMEuAUrirsEnK2f878J2yjZb7B2Lcz1EFe7+qwFJ7kZ0QSfiHIRvlG8cNFii5MTW0DLTFcC9P9AAQGE3udIMsrmgmxwrOGBuPywsILNkdAmlveh4Vvo7cCesIqBGdUOiKfLgQc91C/z/Qw64MIWc2VH6Wxvv7UF2CFBnfY5vLAiUtpFhdbzZ+0Le7R3qUOuVrovUtHAbAV8TF8QA/MD4dY6R4qD4Z/a2PE1ywKoaiDP4JfVhabje/w2vEfcNuWfwXgZ0RaRljYIz2JIaElW6c5XFmWtlJMd6hWdctwWwz3oQDsuWQWEXVfO0oKSRU0ouGQhAoQrKujyJLiFCJtkXWwG7uKfOPb4Nlm8CXzSIRFAWEvssPghuvnYnKuq7HIB2hxVgUR+pcRDDXoKDOYk2KYRtwOusFG3VZJOpf4/4IUodQcwlwlBATkxHKbDcp1eoC4+J26eN/iAgVqrUT+WGmFCFR12XLzwy/3ofYvkM7dCBpBGzZlOCsxakBrTB0JQL3NbTTBGzlJG3SmHE55Lws7D3Lxm/ZzI6kjL9yNVUbCG7XNgVFYp7UfX/hrIydAs4G3/LolALwM108eeF2UD9Ri8xQCf8YlDOWNX7UDPxpQ/LVQSo9q/VzE6gT5tBwrkj/PTjQgrYL7U4Cow1jOylucYPEXsejO3pZSNIEFMilioBVzOyxSKKp28799PPgiXwuUgsEeYGgRg6B9It1H0LKk/qgvHHF2+viCUS8SLEa70nxrgXiw+rCZ9jzckuiMqpKEmVwGgNTAbUmOQylN7Z/eZMTOTM6LBJFkyYtYdEntMvipDm+Ff29BUXMS2FdqRPOTXXxQ8f0I1aDGq/binjasfmUE5EPLBMvhQnHhwqBnw6AOp6ik9ZK6d7a7GNBhUK39ybxrNaOxkgD4ds9oYt69cJkqmd4hZvtsWZEkHRpYpM3LLEbXMDEAwcqZ+IQgurusUiugOFK1d1LUVhT95Z0nXW9vM1guJhB9f0sy8j1ohamhSwkIfV/bG5TceQU1+TmwPv/vtzHidPf0h6QqaEJoUlnNd7Fc4zFW9jy2boiicoCfHUvR+wlFw0H+4jOCxLNonpyqbVSejG+rA3Zf7+p8iQZqB/+t1ZIf1gmIkb5LbQnF867X6joZy/aP1b2pwCTspGvtEWIzdX9Vj83wFP9UXmngE3oUCDPHOhTAFkM37OZ18WVgxgrA5u7hCWwFqWd/R08SwPdhX4SLGACMEwVzR0yONPeVqvGtwvVnvjgZz23gb02gHeONWZjonf8Fmcz1xpMkQA1ILH45PG47jcHxhKG1xL0aeI8xANbf18e6r6XqNEskDoUId2mJsQDWaSETU3K+jUjYRq/lGXUKySgueWlGeQ+Aj8RHAm5/e8fDnympfGJXmAkc08jyJ6b3FUpvk1qudQ7NHSgsDhpbQMJY0eQm+JMd/3OeZskom+Dw9DDJswN8OcI/oFExMvimV5LQEV7LbMbsq4Jd/bVy5yJPuBfE9bnZTO4ylkWVqcYgytgl9XoVY1jwf5JgLNMaxIZYnR6U5EytAjvuVCaIgVnD0yZGHtPLFxOUTyOcvchdqTMcDOlZ6kjPxJJHMG4imO7ta8rllLrhl8wiHUksYSpEGGMkP3I0G+MKPLjlpFcs0IQZACaWL0U9PCClsUMGZJaUDWY9reil3SxAkqJegBSKw5m8h3bgSD9N19s1r8kwYfQl+5K8VlmY1XOPAX5vryV24EMqxRhCi2CS6q5hs0pIa0mVGBGP7ArvGfqeiNSlaN2sj5+541COShdnzr2OiFcjX1peCmQSu13wzWKyrplXYMeaEuUNtqF0WIJRwZ7C1nEw3c+5loh9RBnI48dy+BxQ+Pk2ub0VVBygjDltybGK62sxsKeySdvy2jQ/L70l1iLOZkMOy2zxyH5Fw4bUeIxX1XBMr8r+unWj6IhmfxzxhkCNaxud/koVrlLmorLvK7COhoV8fKDxGJ5hFqo5bSUHeAx4zgoXMmLyAiZcpQBYJVGQbD1QqapPl83Y9gmdtKm3Ncu6XHyxUmFSbOeOOUEFQcSPMaveHNVYkb7gFQOMrvhOT2aGLB1DdOO2cYNkYRnnXuAypMFaQHV6/r95Wx0QjEulL9aQ/oyE87E8c8nGrz73xqL+6QmVpXiYlgyhFJ1EvHQUIvzLqAvdlSC2AFCZhlp0SEVSQPENx1u1Ait8CQQlZtOzvMstnczN5Ece4elT8jS0WU2AcvzkuChTD7gXx81F44bV1/M5ov2PAUYKEVlvBAJvEwWb7nec6+4/1/JAQdTjXhgUnyOMCYRGEJnSmre/XdNnk4aj7BVSqlYDz8FLhjd/UqKdy4vbFetk2V7sga0qy6wICHd34OloUpFfNeE4eBcgEEtvUSCWu8terjHcQr2B7PKR4M6YssTw2UWzEyXhOS2SIQg5eZGlUng4QHWHCXzBB6u0sC81ebfPSakWsQ3TlgYsTkrCh+XA96BeH+e5bxypZ0asSx+2LG93G51C4NaS3ynRaZ3eF8zOH6A/s4Xa14txNPK6rwokuQfQMgQE5qBaeLF8he2N1d1QoBReiwxXTpSjaSue6E0UprqM6Pwlkh/67FFQSOTNelhzB6DkgYACK4bxwINjS82LEJXPPs+rNmfh5kM4vkAUaCFtS12eVVReLEbAHJROI75T6Pu9Q0uvtRIcafB60TAJIA/A4nPq+WhTG7KNpcDxnwkNC5jyuA/6Pwa3RT6gS555zoOfq7l/b1cCiFHUsY7FoKP/auk72VJccCXBmLVyyzYtvsoL7IFHiCwxiT/N39rHdBwxTEoxSLRyLWbUeibDhhpq1z5kbYWEnZ0jHCEaazXNxuR81uHAGPd6xwpkojbZF9PUQWIjNqZuWO33DnW6r3Gc/wROZbYdVxi7kVnmNleIY+jn2ySUJslmSK11dxBulx7WHnWxmyJmQ+GOLOkHRdQxl0JXKrY3Zk1vdfAQU+QyzwngevPj6RqPHUgcMO8AnAvDV9J72hWNK2fxpyraB5qWjpOQyKDuaA0oC7vSJyY9ZiJkRP9XRA/Lj78f9FFWPwQY794/pVfBYtXKzuYrQ7TShN3rwlwvVl3dXEHXeYjXTx+FBD1hlD3EFO0VOJSNzyCFEffc6iX2w2OjVIDLyYVVTrPDLXrSEhagTyzwpSrpo1pIOyhBSr87aRoC34bRsxmj600OVa9RwfgH1Hen76aT0xlLBq4hl5w9iNFMh0H5m0wg3UTRXwChmgLFve/tNOPgbWxk0Klm1AN3U5FleIY5GGfQ82ZtwO17A99AssZBgZSj603TlGJ+nW2pSRd+zMOgNVkAuXyW4BkiHMunE5hY+Yq8yjU9uCGzYNzFXamcfkULhfMGSlETY3215VccsmH7yQTIGbbOD70N4ju2P3j3ECfHLezu/hRyoTHRerZHY6mzz7FXtSb6fm287NwPXxwI1jZ5HEwUUYAiXsXOmp2HGKdKhkpkQj2L1+wVw2VBPjQolKuTvBX2KeI2cJJjFwA+7RyoJc2DIVyvxLqZx9ju4rQZb8ZKRdrTpkpEH8eAzjhJxr77AK8U3MG7fozSxnvHnDL9btjan02Edc5aOJHhr0xlUrmlBkv9ZOzms0qmzM2gbdFF0koPiZwn9wBpFU6Ja2YQRsBTx1ZnwmwkTnlDZFFLdUltRvIbxYqMFHQbjywkBz6R1eLJh46jnyr/WWsAnmlhhCL+kFoJW9AJ6BspsEVs0Ratw1Vq7eZGxJ04A/o80HyTH2jgEpcOf7eyshIR89yZgNMUWImuW9EuZzYmwQgYXNLt8vYipnXQTESoyJwdLEZas67LyvEZ+NAEdXlw9cPc114gPd8014kxSoaPSrH6uIqqz0u0C7dk0z6KgNLHoQJckE9MuGn97WthcLmfyv9Ou7tbW7ve/z3b4XSa8VaN8G0ytETq4KiQ8uoa9WGMgOVwevDPocbJPZq4GdaGjgFR/5fhpmz5DunLiFNgP3VaFgnVRQFIVJD+vT4kVeh8asPnN51uitR+ZhduZ0A5FiyYsoUm1rcrppimZ1pqI49vNpDLVsl5EsKPOAnXmGDVDGe7HPWtTER/LhoY2inYnj5XKJPpsfNt1zWNOs3pDy1gFZwxBvashZL/ARKxSZgmAkPHDZQ30qy+8+vqY86CzHVYpN0ICGU21u1xE0euJc+PsupZOgm7ajkOLYs7CQYSgI2ATgG1Jd72g43kQRIoUm/2xOGowD/4o8NSm4hhUNA7AAyQLypZOvCQdQT6O84Z6UW4fUGK8Vil88BOMTzMgA86vUTYXUyzh2npPkY8rkKGK7t6AV1uqmhGqHK9bW2sOVudab0Akoar9E/ow2RLb0TTqInnBLPH0SwjSlDsF+WD4LrEzElNnHDPWGsXOrjaUAAABDEVmALs8WrYIPD4VmOBhEeDSZYjlqBP3HowNCarJeHx1aYL0U5TNfEVGY2QOfdK0yYGz53sHiqb9CRuNF1Vu0/nq2IstzBLlm/i3wSF5vTX9ogSM5RC4kpnPv+XR9fEPlhwgqPCXOg+c9nMTWGusFoLy3slDQCnJm9pkasRIYZq6VuFaehFuT0EsC24GmCTQ4eX2RCfMBPu+w5IJo1lH0HTXnUa6oIieJUU6QEK6guoKwIUmUFeZrcF58xAgGVoLNpyTY3sWiwxAqyn9CPLiIut4WQFZwcREsq2Mf3FVvFDxqKjQZ/hccO4QfHW+a6b2oIFHaRyQMlFS3oeQaD/g4Hpyo30RjRzTb/oawy6jlhqk8AXV3z2TjioE2bbNe+lGgRo5gEe3ETgnoRYykNRhA0HNA7xviMPSv5gjQxuwyBzbnhzqJm64h/XtDrDGzQ2g16ezKN0GkyYQg75sFsJO9HzrrdFmU09ujtUh2Wya7Nlg44LLHicEPConEjw1A9IQq6BMDtzfp948ykJHQvtXUFbT2jF4cb/YPNiRU3Gt/kJbIOwhF0DgD9YFqoDFe1tCqzcI7QMuOz3kD/hdysn+d7b7/bXkMqTgQq6ozLsBAXARTK9oPKyjs7fUpmrrzPkS3UeyCnBradzwdH5RcmX1sJqsLplOZprBJTKw2eqc4kC9gB8VEc2jz/SOdH8em3r1jlV8ak1znjnQOPvJAudQ+jVgmHhsQ+6CPi+eiUolGgUULcDydv2ruNCR6ip8XImxKMQwxeOi00arB3PAVHJdkhE/7D4D+DIS96bpGnZqC2LOG3yutH6I3bfRWx4jCKrlf+f1s3pWgcWibQPz5q1fYDWrEoZwv3ZIb6VPKOJKWcSU+PILsndPfG1osUqNUjVy7P7v2EAc1zJ1kzUJ/cmbAABPt9WmdMRhkqp+vRY6bdgQUIKpEc3VudusSxkKYaVWcupTQXNyJ7H6/ytfeTgLvk3opb3dMIbxBvasJTRzd/Mh6VkHTnwi9UvkGqt4HeYim31TVtbDevrcq89EsivChvoKrQ8UGc4Pq8I+m1HZ6wpp61dEaUFRHygzPJu8uJp35gAOA4a6nebyWTaz5iK5m6XV7dHgHHaD3Ix8ZbPmC1hKV3VaJlWxGiddBiAb9AcNgE0N9wRzDxJas49KefTTge9rdXOQ7pDDfO+CqQ8j84NuNDl07Pa7ex3e5Ho9llKwFxuDmzK7NZJgIcLU2VddRHdoKScfHpVTyIVHakvEsEpwSpxIBX+L7oEJ+if9ltSCsh5mrKA7G+pyKH+qpLTwRqvrg9CHDU8LinQ37YF70mvSHBIpbzN9/YfIyBODJmTo3OhVaRoyKFkn7qg/deBCityMRROKZF5O0QAY7uP6YsfSX13iHeQWdup9KH+kMRVmoJU0SvMQMMQB6RC5uKR2AeNaSAqFwa7EfUfciQJWO+r83abD8fN/eVEg29ntiOlv0zdtacl4CEKUM1lggmDJqsN9AHBCddux1FXcRZDP6NYDwRAuf7RJvq9TuUHmbKg9UCZSEggNtdXLpgSxKNDdqp138l3rAlg/L3E1lO2vDK5gfDL/ClluYbHiCdvXkOa4nMoPTP5yUX7cubJQZliXJ+BKt5CwPwxQ+DxsedNWKIi0GzZ3Radvq3hywg1RJlY+yrkUy8KdbGKdyhJQKJrEkJ54Up+e72wYg9DTJ5ytYazLY2wB3ph7KIEDXxcw+WT18m1C8nAN7eb/+cEJlNFt48D2c/V9sAAMGa4ds4O9dgJJdxEIkcqhEdezkgiSHGoT8o/Jujzn+Y7NNorzNjRIUuh1WlsWcA3iK5pZ/1zEZgWdQcRaHIpUgA3NcM1DjjtjvHIgzzmFQGUPJdVZHLRLKgpwcYIo5qxRa/+QurvcEgU4FFwO5655gEQLO1y7IW//Vn9YOKXuVZsSIO+3XuK2DqU5IZrCLU6aToCrnUdlch0GeLUF46VbCd+a+IVFqrTw6wd4SvBTvP+HUdHcJdLNbYBoVT7c5tpAv9kgk4XjuGTQqVDcYfz3cEEoNgpG3rIOUx4Dd6n1dadd/uiSUvixthCkar9Ch2k+fiuOS9JoH9IKrZ/t7Hvt8xyBmuxLslVNOJQQJPOmZqCjW2zvGVkiDE+4Tq4dsgp6OteUChVPETRTuT6xKiuf0YhXX1UYetbO39B2hx9/p+Xf3V5qqsjaz5zJVdvTU+FLatgOw6N9JbdGsEAf2GsmOUqSLAYzHwk39dFR6LIpdEVAja0WGa56HJdCHOEplbQRiH1AYAXqY6nSy1E3J2n+ZX4S0CzbfcdiZTZn4+riLYFmZeiAfAzjDD5ASrsXR7Ol8DkPLlTWB5ndFWlMa9VQLn7xsSqejls26HYPtHeoPZsKUuiI1KNZWCcEMiiJjjzoflRt/dnR/m1zkXHK/RlRHzPKQ061DON20qCZHug61nNa/fU+ht2BOERzm1Dv6Mk1I1PaGaQFd7je+R/VufmmH6XpOKOs0drldhatZ7kpqDY5Su35W5nOWZn76wwOD2so98x9cquyZEE8URE/zp9naNiqNL/DEshsB5hHRwt5VtwMoEVAqvIp/daYZij2clpkhnyxjzcflsIWCiohKws2C/k19FOxQd5b3aoGyq+fY3dxWSKcohHmOgRKyT1cGHc5w6hjXfxPoHyMKp31DdJtkpr7v3KXtchgrnxUKJcavSENeycw51z50TbclSNgh8cfb/s69GLbrR+NV+CIoTXMui8St0357puCWi+yD93YNFSREq1YuDoH58wjcTsC3xTVaI8NpMUl53B7fAnm9QO4F1+HEmYPbWqftwP5H1+p4dryZOrJkkCEYU5mjcMtugxz3aaqMlLQNqfXg03jAijS6rUjkDTgGwOfWw3fASoSCO4FSjUrQ0DbZBnUkPl7oZu2cmKrgIJRgPFfLzI3LbYKFGW2YJNEVrmYdaitJuFWEF0uKpocKUdNUVTZJF0s8Gba/nT5DVCERj8g1tNiSvo5UMDro8I3w8ifNaOLxCvFiDa5QZV47u3X+xmur3ZVB1NCzC9OKnqSYXJ3vrg18a5/1oj7c5XRqVAOieaXkLbKWuIFi5IrUXziYtypdFWm2qWUN40hdyY90u/G3zwKTg/krjYy7d2KdEA9uQdp59lgURmmjYvBgorEvhLXzX3495pb8ZyBtCVKcH8TAhiJ2sJjQZFAVntuLNsQpjjbKNeN9OLpwgJqzgFW1Xx4gZdij7yBMAqEkaEuu9c/OiSodeLDEOFprUa/ms3UsLahbiQeUbxPbo3J+HKvFN0LA7yyfm6noqaybdY6ZENiEKUCSM2pNeE7FVCO6FDo1IVGWzLOxa8rrIaugutotpsNV6/4fTJjr+B3icj2oE1nsXL09wnAZizOqakv99jwoDJy0CZPZp6aNrB+sUdroOVwfFl21DwT3MpXysO1lVNbURZUi+/xF/V1ibe/DHl1ANhj8e3uJEHlRUDNTe6O5njjDD5XamAAWGohg67F38JgLB6Hiuh4uLXQtLeKgaFrW7bjamM8lfoSqlavoHLWRcC8wGK77sXoXWozpBpu9439/d1D1ZmFte8jUo6vNrrjsCpAB/wmMhstDrmA8a2+p6rf71WTiRp7fMcok5YozjFmwyeM+b5DciUNxLqRdTQQaaO1LbW/TVUMfoqWbznvP7DN7tRruGg26jTuhRk2VXzh5iDFTIqjUGqLCik+HlVSrXDxj3ySQzbXPzDWJHbNNVc+DeOFju0LzOwsJ+KJnhKn+saR872vDzrlY/ZtVFGrMuRxDXMDw2+kNByQnkVdWsU6z2iva8dKag5pm1avrPiZ5W5NgQyIp0Q+vSSlJxBJaLXoMco9coGWVSxb1s3+7gxzCVSK35GhtvpXblm9mjlK8miil/5wuv7c+gEhIWZ4+bJW3xOp//nhP1T8/RNplojFp9TgJpPI2XR41NdvZmqCJs7zH3IlDjun6MIyO4dThOV+2yEaLWZdV7+ZZRb0gTZyLkpnHlwULyrWrkfeCct9E76TxEjxbLafQU7Kpt+16kA4lquCyRaqsPausL3J/zH26Wbhd60BLpPQFcpUMHmEgqfWHQuREUJFn4fnpCkS6J2wy0LC65BZH0vTXawdRCxAWT/PC8HZyHedgnrIGzGP5TmFOQv32Jqjfhe/20TMjB1PnXMdX82z/eVeFO0lknH+t82dGGOAaU2x+KnOFVCb5JrNa1dlBt4+BK96JhgExBv7hdmkT3VFER2XgJ9H33DGYz8jOqAGt0G6P77dVfHxR2zndLDebUZxWf2iGW9WQgtplraeMkh9Nv0tupd8e4zCZloqXfMYbhlO5l3u8im7SiSaAoZLVTJEtI1os6TE503YGI9mqEv/mHRD4ogfgqxQzICFMUoKQEbnIY/BSVJx1qc8XK1YqV4ulcfZ3zNP4uHYxsZI+teQgCGTxDdsqiB9MsvxeIuRZgkIKcD0Ka6eaQ7ltqLz5caZhLUO8KtXtmZ/UlaWKxNCj+mUlaWAy/oR8bgwYm5xw1xMSboiSFOer+jaUK0vEui74lg09ZTTpcCPoqGpP4AAAA4gkbb+6KpTTWpwwTtCs7urnBGCO/gJ4dO1Yy4Fh3a4MF9Fs7uRfTLf+suqjXG/MB5r5gWjgQ2u3IaTyH8bUEcjScz4vb4n2sJLEuhAKlUtTp3I1TMbnb8Ajr7WMc7pH8fTefXURn4jxpJ9TDLVsG3rlJ0m57LTWgEfdwJ3rC0Tg13M98aeKy8ww03yq5ZRPzrTqAO85PrVhfEaF38Hcsx0Fj8SEMZOcV+xpAvET54Q2OvROGbcGaua+f7Ta3v2KpebLAS5YQ+uAFU2VcPV+Wn//Ni3+HZTmHydWgn+j/XgJVQFYMccRASH1GbQzw50At/NMqkdE5otGlGUte+YAdekhlY53CKR68ZqmlSLFT0obGTsqelYKd0M13OPtzgQC+v5XqL7jlJ60XZVC0iwdLsOhnq5hrIOCz2Cg2iIu7EqX4E2zng4E5fEshl+3bdW6bgCD3yBoE32a0umzt+59S7Db8IPvxWVNM5KwV5AtdMnXeeluS1Sh7/W9Xje2WO4AS/xLbAwAS4QFgxgrCh/P4R6+kPRbwUYDltqiq2iobMJJEX2Wmb5GfAGGirSMYEZQMsBQvBtW09SqfjLFTtOa+uuLul0RuSQZf55acpErzIKdd3VcI0BP4Rz9uYL9N0mEoz7616cUr5gwC7aPWYGPwMmXT+uvkeF1cyr1P8aosWk/0MU5wjvXHNXLJLhBJcIzcB/mz+Z907gCytzRRjrzl+5FhVq+Fecq9yyDDym2gVc5qkNw7ti1eRJYgQgoSlAlCXFaydoF0I2pw+MDyFwxNElEUu7/fPss8rCaoe3gqlUvuR6EiwZyY8MoN43Ewni7iMUTZODiLwbCt6uWbW9U10p1unjbMHKgiu+qBmnsTt5aXeXEmsQDa9gXxmo0np32Gw3O7I9hSTTXsuUN5wB+XNHxqFkOpt/+Fmu96UMsfTDY/l4lvte+s93tG2oF95uk1Xw9Z2Q/3QE+WXAJ10oJVTXU6h8gc7Z4AWQx9g4fAzYMxAsvR/ynfEj3nMOqa1Q2CKN9MYdVNfw9TNWsx8VaAGZonxO8jnMmBSNuRFILBm3QhLX4LdtDRLQatsMUq3Bcc1E1O1Wd+/7TT1EmuRYWgpqhdryNQwUFEyqrnaR1xQTBiL5e6Rq4a5IRdpFC/KXzgqCQ6MLcB5SHLrr7+zM29sEHEmJ0SwBYn4ou+dfW7Apo6CaBSTYbPnX36ZgaDX29Y63vroaNLpsj1+sRLat1rqHJS2NMhz/N3IrGVZaY3+kGzi1SnjsRD2Ol22iPiDs6ukKTPRA4012oyKSJAXR1GVPmn1/y7xZcQZDerlAF6oNzzuCOLeouxkhXTNeAie1liuYSW59MMpSnuSFtWORscmjysF0+4i444h79CVapXZgC+pGuwZP33R+IESiV9jhaffsYLXGwtpEV/Kp4M9j0QHMDwQZhT7xwPhq9F9YA/fD3ZWasui3s5mq++FOI1r3hSET+/IY4mOdq/sRr0z7xbzsrfzja8IzYdZiRv3d558wYNxeR9oV6NuBhEJZX0yxDvk5IsUUoR6PXaLB2qXLfNpE3+54ZYZZKoFEQDMi70sl8ZsMrsthu7i+ICCoqPcz9XgA/QEvCFTLd3yX/H1UgP9NX28SEi9Hr8/JA+MgCU2wKCwNyYSx0ChcDU7DvtrOrkmWeKVCstBNcgAQgJn6yWsO8xOXT2hp6L42v7wXqk7/fgbsoCjyZ0uEDX3PT8js5QJTkvLX4UvrF8ijCOG8VUiZv23aBfl2tlAZcWbITK1c2cJH5m6ecHqgPUpxSfuC+5DxVzZhs6NZr7K7d/BL9qUEIFhNneoheIYQhx70nx/TpqJyO+c7JjRSPG/J36JyUV5x7cYWkPzrpIZNosL2QfO7qBdZJWGJr46uSlsU7tkuISXwhJYrbffmwpASvSPihwhkT9HLgCwhhMTTImzq8o8qV0pymShOcaoJPZJghzXSEt7ZN96IYHak3Kn1YJ40alUVjUQnY/6N+yMWbcp3+gsAwPDySuIn+MjQPnkXRlVIwfWlNcBdixeFlZq24pBBUqGfJBytDrfrPAjEyBFVcLtTbWVYtwbyGkIlMe5xrCDmuH+3QHzcCNsdgSK4Rgq4SiP03zWAJgeZ61XkekUCq5abX12xNL33S9fDrYhT2sMzLR7nF07I2bM0z8VhnHLXIMy4wISwvVZi/gHbGaT+Wec1FfFnN3U1sjmzuWxraWUWpdC49nBfFs1X832UkYudwUlrMInHFmjXk80jcEUrC+aJb8GQufuX1NYXlQHL6Q71IJuEs7VqLBFM00uUBtuSKyEm5ZlYEslJboyJSj2oQ+U93/3i78ZgdOXkC+3AK4skUDKA2S8xjTB52EUb0zFnLe+Xp8foOdfKOgfPQ2vYGbtmE/uFGo7HzWFiUQs2CzOR9UVEckY4ZzgN6SaGAzgvNoEeQb5IWwVxwQxDq3IwjsLEfcHDEvCIZNx+Z818wX4K4jTfhhOpqguqro0Vtw6IZOJQO735zcq1wYjD8tajOoyw4Z/UXu9CmS80VcpOOrLg588nRp+DeAim3l0bom/mZvJSeWBTnjq12GcAIeHMojhqMIShbzkZQFTGbC/nom+1puiuFui8Xiv4Xk2RlEHPODXk8NjibJwcReDYS9m1KRBlW2cMedw4iWhX/ylkEaHNEX7GRhNRcbnkp59ejTE6DBP/iGE8KyfCSM5NWtSm0ni0ovR2OKCIgnQ3WfSH+F0/EJ4OXaghuB3QOXfxtJBDfJbumFT5zDcKfKL8M0Xm3QQyjlq4zhRIr4Py/NEktIb9t7XkfrpBsNVbm/BOxY5oNe0C3cGKv1xpZ5eDxNSCAHGJU8sjBt/hSowhwEAIewal3Uwb/cMcCdO39iZL7SesUYb3eDs2cqDdwEL/nyHtWD6oSiS9um8KE54RXUXMCeV3zSTqE2qPcnCKWDRnOMo8s9zyRgetrA11c7nR39zy6WOzkaXxZywy17z94EnaI1TVtXzoH+YpwtR8PfaRYNkw8OTLr3PfOkycIW++jR63o0FvrvifGM2rB5k4wi5Pyk1Ci88WVZUdD1wmLa8qW31Pt1hx50IW2UnCISvYFBfoBLo+ynA1vHB8dJk5SslvHycpuA8JLRKzoAuB7n/HnNnvjT9HGZxKhfcWQV3/g1BObaLbYBODuJlKmcUKvxJustkZ+ZgZBu7b0YV7PzyrqntIiHBDF3ynhbKLABtUq3Dwy1Ahp23D4/iAOuP9loTUYtQb1a/SEHtyuBtEs3p8rK2PY/3pNA9ZZkTswYe97fE+0Q9ifacVs7D6qwIUO1+28OH0iRSwgIuFciCzKlS9g1B/tPUHP8AZOdWhpvokEFSnhEEGuBW9SOXbBqj+DuPUn4dv5cAwIiVWYiq7dUrM+GgBTXiVsY7SQ+SUaDt4uWCnL77v37du7fc9MhK7gTFVJtNsa4MYvhxlu3FueUZT4NowWrkfv5nqyYriQ2Wu/4FuZyAKGsuSORGkGNd+rGzKs3UL6hQEzucJdZcGZi+O5QXGH+82C+MvhtsEWruV0Zi3sEpSkH64IoCGUM23VSksmGCz/jifyXVjmssEHXMbW8jqQ0N0gQrBuS5mZiaA8Bb++aDv+ci3dDN/q2fNV/jUOV4tluJpzelz7W2b7QOxHMHM1257Knomgb72JY7YdcIfs6EuZvLLflffG6AYxxHcIx0Ab/Ao3dRhAC3l9nGFeL2CFl7MLY7MQeqtSUZR+M07iE2mIEcnGTcbs9ZEQKAAAAGP0MOkrVDtgrG8XiC1jfgMTNAZCru9rDUMclsmJ8jw8scyWY4aqqtVQGkB9Kdm+wxz4AsP8pnKgmdszlDF6eg9TFhLp+F8tfVanYvlW4vrempeCcTK2jW1YEkCZ4K0vCqYHoXOzi63EaZkLUMRdngoOGR2GkyESuEutaQbRnDG72Wtf3XOsipF5NZv4ja4f08iQjXzlrO6vHZaNLE63lw16BMkAk6TVRpdof1rP84Qql0XReccPcLHwXZb995aP4Kb0x3B1Bvw7CiERPc9iyQSvnnVmYRDJVJlXONru1wvTbaRI0pe3183czxtMk9yzub7ImWU3PuEoO5R6BlWexhMFImmgzm/UiPlBxQ5uzLgJgBqK6oAnmlP7bicEaYJupTzizsoNMPidBcV6/oKUYAG0FAhPN7nEbkmayS6oJq+srSR4HVprqGvKu2/M6uPJ6wQoxcFaMoN5lteRCh6Mb6UZggQYxHoc6DCGtBlW9a6NTaEvn5Dkx386/HsWVPhZcJwU3h0pZHVvgn0lcDvWFJXn+UqdhAHGsWhJj3COO099uQU2fudEdZIGO9/grvsOpVLO059X2diUDluSNaRaXA4UqiHCkWpR3yW1GyqherFjmc7Bnhu8S8G/shhcktuNk6Ui45KfLaMEVhwqgGB4DvFJ04anIkYL718W5J/X3Sk7WZ8Di1X4FrfYdURKQH88LI+u+dj4CTaxh+Cb7It81u3MFJXGVkTLzlF4dHaTXdBtAVYE1GP8mvonSwp27TtmcBeBnlzEVguW3gLt7765e6ei1ukbGezRcZiI4hCsL4FQ21HdNP6YbXPuc+yc4H94CLEY0MlftlwZMwcY/BkvRn2k4sPtqgPlIPlB4TDvQ7vV1zSOXgt4Iar1aNjIw3Gi9e76R9LFDU+nBAJRm50alzStaJQjpD/62NvDUt6kKRWCWb7WjdQzRdgeLvvPOY/1qgZlIxveGbecQBOLiImpZSeuMMQ8HGNXQoAbSaBlDiKvxL+YJeShOpQAElseVZmEYSf6JGHLVJzrzcXBm9A5LgqpuPfHrlR8hHiDYciMcDcsX2Tp+1Q/vAzrCdvInMdJhQDZIWyViHjkS9dN61VCbmPapw6tumSdNJ6ELzjcCYZK63d1rgAAAAGAyF9WYA83pHuh4KcLxFjGFLGYldH71qCaKhbZT8eeVjaNJC6Cy/ejHZzkMYA21d3o83Ld0NF9Oh4o1bMZ1ZyfiYCHH/63kY8DEOmjtZHASIGfG/poKis9ZJTgtfe5MH/kof3gDTLSqFgxMRT6RokOyx6FqIHnSwyELM6w8tbcfjCbSG1DgfrbGJgGbAbYRhLw/JX8zOJC6mSz+tdNGIHvakRsUT4KnSPA9iumqbUa92Y6VoTO0GzdoQAfBdXofl3OKXLxaAzWYQyFweYqTHrBG0BQj1mim/O6J0fjdqu5wceF4S3NJc+JlgIfyZhhyT2bQf3e8juuLpVdO3XW616lTrM1Lq9qJaOGkH134y6emiFa6i5Kxrdq8g0q5hvv/ogLmt6lA4Ij8YHoABQO+OdEqq4e1o44PV1Hazbm8M9TLlc3CPERwXifGlTSTnduRwSVOVd6GeA4ct1C55Asp6MPkMBfjEAn9NY+NiZYZNlggAAKj/KUVJv8fmAcrq9ON3SxxhsWRWSoN5QkD7vJJb3FSDJWFVderlvF80a3sOWAlmJ1+0yb7zufviXLYdgC4uOIwiRWRiJo4kWx+YZRrSHPh5up2CUfWqAvFhfgKmBWjWL6AG0FejCNvkPVz46cfgzuZiLdnJzvplQz/yrHPMkJKlbNhijyxLGCDhoSdcJsKeAJtIs6lCuaM/Ik8WvmCfIuGoDtxQGPMF1N1sWUI91j7xCFQUSqtx6Vu1O/E9OfO+uadvQO4x0Oj3sn3eyYzVhKEC1VG92LdQ9PRbQx/qly1ZrzQ6dSbD9zbQVoJoTTrZsQUwNQ/NoPYI3DsDC7WkFSHuxdQWkRvENPwQp1ys5czQ5xDD3FG3WuNWDwJGz1rPJTWL6Txo+yNUXrYh/dPSkSgM5YURefUZ6ocSJU2KP0SB4N3Z/cgrxsSgKIKDBjrvXiNQNh6lAgV5Qom/lALkJd0UfT4/VKSSHVd7SstginYmqOaH6hMJrbOlmY7P/Yuw5IsUc1HbgdvQiHWL7nSyXD5f6s0+zIjyRpIcaHkRIc4ihdH8b0PYZfmdzaESjdZbE5YsRzmf871B+GatJVBYfwXufmiEJBxIVnxs+iVPgQcc4WXkYHwDrb7IpVceFnIS7b35oLWYU4FDPi3o50Z3CFK/MI0lLLse5PVDWwNNLf0OENRB9jyIcdhdhz/JnHf0O6gdi02kakayjhNFpBXw/MaqY0t0DXyXfj2npIh5edYJZ0gFO2WyX8YbZiHIBxglp5KjhKmra2Cc6jLWqJITszX8jaZcoBU0C2r6Yqwqn2rlFakxUQs7EVRMmCmjAcilAPe9N5B4Oqen3jdlGQOPt2KYCZdJfA9Yb2sPa90caLpAi23V/iV1s9FQjN0taIVhUVtIXXHoSBFNWVPI+UkKXl0DAKQ8L10Jlgxif9Zx1228kkl9ZI8jf1sB3YNmMoWXhD4eYy8CWYeYjB3u2YA4xLmiMsxBWoPGByWY16X+FoHF02cqQ1UjZ2JDH62TyTwudr32GpJC5ACA/lDN1cjOH5lqBsO388DRx7qqFpOmP4FiQH+tGL8pqzW/o8lQP0Id3evR08g4AlYHQhtEmTkshiPkHMVvaUy10tiUrUk5/n3omRnmSjE54vp3jzGQ42ZQCM25u/4V6RRCkHo3lNuZlQLk8BdDm8vHj2AMOImRN1Ye2bxBnHDXLxFbdoxEY1j5G8unJ3C+zxl/TjAVxuM4b7RDJl4I2h/4VUPe44CnvDzQdHa/ag2dE6/l5RHI4WAQuJoWsE7JKnvXjxgKYzBvLNOlPTdEf44F0zSex8xgERs6oByKXCAVpX2TKokdILdTJT2uB69SYpuVmbGhUud7BrTJYR9ZlmXFnwpj9w0uYI1V6rAg/pp+p2snchMTBi+YgxiDMQ9yJufAQBuCTtzjR8HNgHcEi9Vk5Rpc7DmSOhZcDOW8Cit9lfPQPjhpJrkcUZxFUY+uYytb6dOn+abnfGMAQPgD5ahXKYsMVrfoAEzf4hwH+7+NNJr6wiCeBuWGgpZvRT/yj/A5rnaNPcB9Ig4DNbblOpLTaBVf0GBkqwvD+oHVdx5ki/DpnMSxpQTe1DRNvL8v3xSUSPZYjKkaIIIjK2X+Kltxr4zlX+973+Khyl0do6w6E8TKoe+TQn2RzYMa1pIXBU2lerSjix/GlHsIMgAWEtKxCM7HXbkCcAic0V41zitGQtau7Y+25YnLCbegLFZbfjovKgEV3W9LiEddz31Hc/qIGKQAfMNNiULyK74FHgcygtId1eitVEwpQkCShna/AcwQgudpdFojvAJAXJyK706vJCvmhMGUr53rPYV6v0Xhl3cb1iShXb9K4muAoJp7gPWotcucC6tpMqLitFCEeaw86MAJ7t2bG4NQyh8OSQpNYjp4EAV5kcjZRi1nqz/2HiKVK9B7EVklfAix4fu5RWhpJfbyPV1YNor9qRrGHjQ+5AsoI7nfzi53ZEQ9p8r7YVaaUjn/PN0MaYLbMVbA+bzdonDjXAluwu+ZfKYvOpSqxUVtMWL4Sp6nvytSdscgbciihWpMtWSkhhhtVL+X9Mm9G+83DsZeMhj0sWy5dTssmO3pFw104ca7BzVPiE5lNMLgIxSLQ9eABOiS5bTrJ+Lrri5zt6B2urE0l61X7nogU4dRbwNX0fRejwUgsdrEkoaVc404WmC6i0fuG5kl7xqOepN7YB5pdQ4l5oVbINXA89LZQVmWFLgu3jo59HTdNf7n5TBO4OBOFF8865xucl/UyKyu5eNuR09sQn8+B1kncdyf2LZnk2rejLQtXIeVvjp3PWQROmkwrlzgw4Mtd5KTuEk/RrP0NZntsl/9Kl4WUnszL9RWmNs/vBqZWR2hDHQRhBJBF9eBa+DQT4kwHrnvcGEcwMdNZx8S2JftSb0/FV6i7Mb6UuWvdpTycM+FR4kt+B4jBOPFO+k/4TVdruxhj/atGuW0wQSsm8XUsRICBungiMgXbeKia5MD/L4CoFA+6j6Rkohphtsp5MGvuNWKKpU4TjISLp2nVqFMc2PB9YW5y9K0pTOOnh+FaOw6XzHzwToHhnaJYZl2KA6XN7CxM4FoXBrg4k0g1MWcX2loh4kP0D7+D4flO60T0VtE0A1rehjc1vkvxjtLobt0MKWMWUGqxn8nDRODevcPLvjKgl36yDcfifodHTO3hJsqmJTfwMXq2kogLT5cn6cvEmTPZ3opFtaC+zNFJqLNP0KnRZx0xxfJpr/xWdGJG2XXUscalNl1mXO4S9HmO+lEJmYgd50Q31xDKSxwDljaGOO3aGBrI9FGBZcAMuL+DlVKreXCCuzXiBjEQMHzX/KK8DiGZiB458Y3nCRg5PawHOIVGNm1WtVXlTUnWPQUqywiURBpYegRiznYNEG9cDx5By3Izk0zoB0dPoazuwrfx8urxlC4xcKk+P1G341f/dIempX2y9ylhwiOpByjwT0WxhRJMetcxkb0tIQOLftuCW8N1tHxhnaewkhPRnPOi1KLRSxPLg4KEWJj9GCzDYzAHaObEfuyfSOWfqi5VfbIx1kR8XCHWyaSoWaM/GYoLfEQzpLgpvAQzDYT5QLKumukd34s1ao9fJHnqXr5X8jDXWCG6zV6UDqe1TZm9qsphvdovFFTrKpuEsH02i/1P9tw3pe45HKqX/6FQ2CTr0LNr84d8Zlqkbj/FNQETvjFBE8/34V+LrAJmcraPZk6lqhkPnFDTX+WDlajECOu2ZQGtes+/TZ8K2aWpsC8Ndg3Iss2MK5VT7hGxVueFdVpOFqulQb50CVvqNl2gQ1ebsa35iGiINMvjrCMo18xSkOFZmrvW0s4FIBwJkmlNSwe9KfN2/P7/ZQNLxahmWS/6V/XbgEgxOtZ1T4cBmtttghGPkAUisafUDrZLRzqVPb7R6E3V4+PKFJBE7aOAjnqH3oEbYyYU85NzsktJjbUVzmmRSK2SQiOnxcSLFgShYOd4+yyWvxgHzx7L8a9VEYWH0NVaIdZMW2sj3WvLruYwnyE3PTnSTsJN5w8i8Ct7rz8GMBu0nJUL9PVeYbLRwmHYkw/ghsRAJaZL/KXCNO5bqE2AL9es7iY/KiHSOYIcmp2Tns3QG/+Y0NtydMIEQlpcSKMiLZCyHVp+KS0Vptkz9OenWOPcs4IHT2DzDtnOvksYaIQ/1isF7SvFti9H/HJ8KEoIVdqCzCIVQkwIonDsIWEteHmmtXaC3230R7oy+XeYNTFPW3ddmAuLWvbUJ97ZCifxNAxmH3Xq+L0Nce2NdHMSZWB2yJkkr9Fx9E4HgPVbRpK1ynwMBkAb6pAJLLPJHOuzRpJ4eHFpPM8tLlRhfxxCAAed8wmlvTcgkIudMD1+ICfPuwPYQtHQu6hSOevLVriWIdLzSUl37CqfNDWuckXbYFPYwx7hBM8dQS5iM2PPKRML2ONS0SZwDMAF3S5tU9RXekaju9RKpMkpwTEZGbfqK9Ow8vsgSKPp7KGpxtA34BGoSLHBmfxUiggcWdRa6JP0VRq46MA+BcMoSPA1AKsNm90H9OooGG0+yF8TJHUcVLfRKAAAAGS06krUwVjMb/L1crlEKW40Zo3Lgitn2kY4hwJO7sDAFuPiAIoOWuGkbltRaW+6J2rhgkCb6IaexcrdfD92ihH6NfGLdul5zzu2MYypTuGSOn6TfYHc9fnUbnNq2OYn0GM6qf+LisuJTj5D7rGMQB4mlmXSV4FDI5Qv7DT04U2T+8dOgk5I95eTndQNv6bLpHXuxRRpHThE6K+mdp103cd3sCZdcjLMVs9GKQvBFffhAR3Wwgu2VUbiF6Cj8BUulJPuGLn4IF/iG1jADYzjl6l+JcpooyGNuWSXxTDu0L5zJohvv7rpJYehahNnVQ559wlUto4C6zrvHX8U+xJJeJgvXIsyagBVJVCTNhB6cmDdRe3ZTHsjqfTxuAWR3YPjJvzb52hnHhevKGhVC7pt36lejgm/tak/L4055XQvY46W81WBXlBEDYl2BuxYBPtC53Ju4/BFe5pZ6duEsKQcwcjBSAQxE3HAGkuCjP2Wg8o5vI3rMpzkTWWivOtdlmA0mWzQI0NcL4lbyndXwvtPMgCUdbqj/yO50nKzNOsreN+VKHPxiChcIs2sqc4I5y3cO8lIiLvwbSFlDP+Sjn8pRUb9nqqqXXp7jePAm3TXrMur3DItTVFxfF1qZKUQ9yW+KCWKwR+X2YG88RT8YgWmxlBAG9vdCYSVFliQHV16uUmRjg5p6brt9DMqsbYY2WT2PVPiCGFqVXjdhLNQV+Coj9vVFGSKsi6JoohtIfig9iix52lCfxRkT1ZRf8M2v4Vq0tjzP2Z+FY9doE9o7A3cC+zg7rxwnE0ajufRtrInpC+G+lmEWiIvP8nUERkdBrp4tujhbuG1CCAp9wok5rJb3kokyVdfjD3izquD0rB7cNcIeiBKuVUMJO3EGXFNxQ7IikevCCtD2pWMbEddq70hrzYYh+sKMi/qBrPkpK0nJgiduGL4/2nHHbJ0elB1fNOOil/Us0nlAbmAM/iCEtLh0PdWej11nlZVmWlM/ykcV6gk3d1bIDu6b5KD3U4Go4IAu0fTRJvRfVX7BKjEgLh+SffOEvWNK5rHHMFS1Q2EAqCAcyJbansZTxD41g/TRKlccXFyEWnIRkCoZYUzNAsX4E9qhqKBMixvId+e+BJJpOmS98oIiOxkOpMbwG5yYXgwFAObzLGjBOcPnO1B5UNzaj+96ilQYhiUsRtxAhpLgjN1pZyLgeIDbgn2eixMps3SrEOV4cVfr76sGJjHAjMkaxRUCKvnr6AZb3+IAk6pMepPvYCq4mtDP6c+POoItYddKJf0guupnyHUtFz6Bra0SN//FuPJVAmnOo4TBjGXdUYa5m49J/hFqf9tIJgZbOsO3etfuATpuma4BEDyG64DRdeS3lwigD6xEcUVDiahPKOvukXyIV/CG2fhPv1jpXnqD/9qJtnqElDyQZXNNauQwCU61BBW9RmowrwD5Gi8b7TPgkjO2XEgGDmiN99eeoUM6cSe9LxJQY92BGGTyKCEtI2bpjasdj+t62KLYIwVgoHrr9uNbQjSH3jice+GLAqSxZ3xQ722bPCBH69eLgrJnM7xwxnqtTUaWSBrdHqmcisxjsfDrAwBLdVVUSn404cbvDNiKjAoUGZYevS+U7tt6Hcse8Fx8tAXk6G2zTx5Y3yPOMGf2z7sLF9oRft0xI1Ifl7qYHHTNKcJlrA9hBe2cxJYrOi2479xMHx5en7L0igJwbIeBtHO1KBUYLRu0f66WchGMaYjVzMGGxAjY10zMER5//jNKBM+xRfoRtaulF+QAOEAsZqw3Y54+EkY7fQwZUPR68pTA6NQrx/OgmVTEunZMUgBB5BxkoTRP/etGLKW0ZErVJ5pV5Y1LC2WHJWMRFp0fAeDvzmriL4/zUkmu4epAXhVQ5UlrHbd9hSTqfw3wR1ormXGHRyNw6CI9KczQzH3KiS4Qn6vv7R24eKXMDHpp1Dc6kzEumLbHYqoM7ywGpRHRlBpT4VGPn5FxsWiJja/y54VpzcklVr3O70WXDuZ0cbliwkxxqn+DyrlJRqP2O1gNFhDb3WpxAh6SnCQ03H54NIcZitjIhgSN4PYTRh5MpU2TjKdW4M9ReTcyHf0kZeIaBeHvlW8mxWV7qTOVUPQZveB0g7C0HRH15hiGtr8yxzmkCpozMhZnj9iBlRfP5OEH6cqvU6mKXoBMcj9biJGHi19nsdric8LuSiahUjqhECDaq9Fv1fvan7jwbUkkgtyIJKsOGywItA1v0ZktYozlyyvfDv8vntvwt9EeMpNB/rxHnWdOD/wJXrqAPBW+7NqcZ3lM1w1FfCGqPSfM2rsmLVaT04Vy18OwcRAxiPe+j1GV2diJ5PwcJKgdG6ZsWyt7qKuu/hO0OHtqrEDZ0nKgjogzxedGB+gkKPBWng94BzZNQVRaYG2WncJMDjiuZywsrUoDRjYBvgWhT+XslLbdHo5Vj49YMIBbFwR0a0y3BBuBJMWrMlWsdeloiRZjWfzBbyuu4gIrXnwP4N13Ccild5WUdq816QtRezboEdmTKNK3wpNByi/NZ25+dpZA7W82IKi3qGOX0bHezfXvItOCmUFqPJB3m+t2AcMKmGlBLS8uqSn8iMUVXf7eRBJP3HmNVjJnqd63C+g9PZQktKINOrsvWBDA+uTCcj95nuZiPilQpvJPG/dZI4imn4ruF5Tl18RCko95UlOXVRb8x5NfMdclX9JBTAOEoHTDYfWgWXcwxWbsXmHVDRQVfG5DxLpEzwCnDzRikyuwpDbO2tdXlVUhjwGGDLvjMTpGC52lZZxlFcLbTgqwF/SMWNjXSyXgArE/mx2YKWCIK2A9cItBN7DDSikKO/P55oK+gfdbE6czhAjBoHh//dzWo6jAAZx+cEoQhtqFJ24rV4Z2AtDS60sV7uNNby6Fdj/xw3ns/s1aieTqA8wkia5g2jr5cDMTnGAMytv+yXupo2FAAudGDThyy7kuY6MXNyxV/gn67so+l6hN6L9vs0gdSR3YulDw5k2nOBBUK2nWF8SI9DHAi4p7DesmTzH+9ohn3PPcqS5DAebCjykgDfPrNAVjPhQxBLlHWhy1SysH+7DT86saqTYa3AMlbs2UBL44RI++YrJ/3Q4OXj3+5i36ndK0sq8I3nsz4d9eGlAm0u8KD5VKUheU9NPF8nFvVLmEHqou02PJnZQ58L99TknSwp2Xwd7JnQQBnNl35i+GCXWAzAOVWVtRkP8guIJJ0OhQolTCT4f/R71+NOomhDPht8HW3451s7bcFXQ2C3tg8ZXaup5a40uXqb4ezGxKHdoJK6oEPTlTBRvqYSjDLKdzH+TQxGNdaA2eCdL+XO9ARdlnHZI5Yfmo/9HdOhGp45zxcmRvE+j/rwNX6/iCwKfSZNvkV5ciDzW4XlkXyXxiA0j3BmJhpjRtX6vURQU6Omb8guPMchnIAKj7SztYqv8/WxsMMBISVUqPolU2qJNvx2p+OnZCb7MjPDKPfpe/X+vBcmVrpy9IGfaQcxlC3b7ZdnZhEsNchzvhr/u7D8Gp3N6+wDkFfO539vGOuJgEIIvQo+zr/6f+qkbDt0HsfLormLxKFGGBZHdXaFSFWEFqsf9ZLTDPwRlwzPD4ZSt/OPrSpktneXtb7FJR7b5NxLg8gYardk25mIGRr+S4tc95/KFuCmDej6h5XW0pytMHb7PMn+P9TpoJ663LAz0aNJMRAtakkdp87Qzl5OghEiKTN3DLS0Ci8n/zYWw63Ae9gRNqFTjMXnW56jxzUpCRo6TkfZ8rdQisPGimgFfWv5VBhAwaEUPTPLaxf6I11esAnmuTyo9Uu6bECU1YuCfv/wrGGxT3RFhsx9oeICw+CAHmaWAYOeCH9wZOpU+ygrWivtnZKe1zhz6p5HigpGTIUnHw17kErvLZUJHoVUPJ6CWKyZ2YyUsuvwB/U+MElrWkKbJQBTnTe2MxX7yXwjiWNd+vhV4fJ58q0abm0tzTBT3/fK7g0LM5p0qwggTeMsekpPsdLujgpMMuOw+lwT8hVhvdHiJiAd8h+baXRLCxKvQKkSy5+sVzM6X6zYIr/i4IZO/0o32Wmx8JV1Oa5lTE+W65Aj5mUiCllPkr3FdzCep1Cf7WR05OsjmS3bpKL421iU8GIWDvSxbD4cJUUkANVJia48TVkT+hzr+JfT4kiiAHYgljK0sHVb3bpQwdhraB10wIb72BkBm9XpZfizSujGSvNNYpvMx/daghROl2jkLVfKpvE1cUAI6QOTKg3Vq1t2IDv85GAXk+ZGPu/rN1JrYX8km0gGL/OuDF+JI5q7HCX70vdr0Ll0V7LVGIRkUYxbmf/HlfxjKSRLu2bl8I6XIjCGO3XZBbK/3TGwbieJZHNVQ3awkZBQIFHdWN7ZU39wx1Qmb+8kxe0kuiVQCZ8uWBFYVU7f2YBp4A1cp/0HsyQrACD6f2yurunApl0pvORVdD/opVeTnnHCLyVpWmYiS/vxqGvW7HMrqwncZAfW0G3DKfQYNoU/1qt6Z8ghxpQOKE11DausdB1Hn5ytK5skaEXYR5hWntkdW6R+6bdXpWByF40S1w1Mkk54WISlRUonnU1+6hMfNxFa5DoFQVIiFIb1RkHb1JIM0NNol7AAAAES0q572GEvVnkWvVsZWJXaTlk0OcoicDB4z2/WfgTrcgHb6YMQWwUkcdBceqPBKJY8yTSNa23m4bk9Pa3kLEk41VgZydlC1D6dHOoAXhf/Db73jC3bQ/i/6agUIvAz+Jwww2ByPhx419LAHx6GnVyYk76hKyQLc6/f1MlwcJXlhp1Pvop7XYWd+PBG0WmIvHPb2X4wmL+N27fPxrVGKWCNDDYwrnJ1Z5nGFhCLQbR5LqB51jeerscVwmgVoeeYIw2zgQ+OYFptMWFxEHcJZhau/mngWWLeI1tzquyyu28vdxAUqNvvwicN7iuCD6h9oSMw6RSiQ/y3bnRRucXanzq0zWJsdl7AHaEJplMPLBZdXZe8PLbDXYya3AfpL0J7im8+tQwScUbrRN0+9RN0qKnxyN4NLM5KV8ofBWSax/s97/el5p/qWuqJNeXjqkwg7VBYILdhBDl16Tbcv95C2NLBwHSMUiQOfEicOoSDdygI30KdpiP1/O8/alPs2YaA0Ye94kn0j46JhKMxP2v/YP4XpD++S23r9RabtwnmSob1SckNNtnEEe3RipUuX5Nu7VzqYL8yJyz8yrdlnsvz+lRDC4WP3+x19NjkZWXNdz+Jj2D8AmNMhSKz2gT6aVOTU4pG1TECtdxFkxyMA5tP6vJkxHw+ROcsVmNTUTBGMutRH8H1TehngqGq7kTuQAv12u1h9g1+RsGjwRiKnSzYiFofBLTEjV4H7yzxn/bQ2yQYQ8xhIwzv/Y5ln03AkX8PaEYC0bhSLt2UYcDwIeNIj3jzFIFA9SAKBBTCFGDbuEmdALrKqvzYwCWm98NoOp7KcMEB8f99vCLDxAfWgrgNG4kbFBhbIVNoeHb3D8fFdiQ+tzkExcygPzZ1t0cxAYyY7nHl8Uer6+iGA9FgpzthBDb61PLs1sO3PyeOCXBa4KiQSg5YQrruCUDviJHIarufhorE1Y4OLCwIzFF38j6/8QqQInAE4Drl8ZzBnuDOUklgMFscXHXwlknxrSKaplOPbY3a2J0IBva1EI4kaosjWFmIQqlerm0LX/gmUjHDG/OWPHP+tTOSY3CiZvvwuX09paTxbTy/C9x0cuRI/tfc+qqihfIgOgGvRVCgaJ/4usfdaAFzMGgp3z1wF0EBGZdymYc261h/cprFOLgO/ytzgJaaJi+/NMMvNFyKHiWPtqQJ1nHwhkZ0oY5cNs9KgFjPbEHtEOiZ4ez1IMFR9/fOWh5+dqh9rHSx0A3Ql2K+oPMwdO6xxWo2/aF+SIhEmMARGBkerPJlVpg4j39LS8HAfyiPCZcaUSawoPp0NvIP2gSqTNKwjg5T1neJ/MbL/QzRHXgTiHhi+29t/tADno+SitjDyi8OpEHJBJzXPGw723/9FpWUoqfGypANP4ebK7LBq/7K4ZYmzEba3SQxiI5GPObclOvLYCDPw9jtrLoyYPRSpzvNT9prLOfJ/Tdd41w4Jb0PbLyCh/dRtPDVHPmFkV9yaXilF1EpWm2fM/hnD/7XTuCXpaRQDNj+nbUj6Q0ruJqH4+3BkCFX184vm5Q5miGbXnXrdo/Bcs+oHx9ap5oql1TTTvjvEePkow9Xb2N4+2qXUxzu9v3HVdbWabBsRoqBjS/LwW+wW0ZsSqIIgdZ5JbL4AvL6DeMbhFlmijxqS4z5l2jwnWaxH2oOh1eKTO3HVthDVBA5HZ2ci0yp+BPITNDwPb6WNx3ZHK3hXAO1w6cmbhBuSLYzjU4SDgvJd/YfWe4/lfhZXS5U6ziXJc9ZH7YYbgSim5RWW428Nw4udwDKYDxfsuzSv1UjKVa50bP1ew7v7rB9mk2Sji1waCBPAqc42c90QSs8gJ1StkED07WCZvj6nGkRnC1vD7qZJ9x0KHGFxqQ609+8lfAz+/aAy9NSiEOYayjJKUvkJKmMIKhO3Ny14DmDv+CpODvt/iKfAzhUWKZKN2cd86f94c84hfYICspqxsSDsUS4PYPgcJS5ZnQj2BgMQ/BlOqnodS1uzJgay9SZ0qD+oiIlYU3rHfS2NWurdcrvvxeV/DdPugsFBpWhpcaR47zW0EHOXIh/+YLI3OeJnBn984jlcvEos3RcruivkQBH0DKJ3uTPST/4r96xm4v4K5fEbUsINS8hTiwQC92U/38NrVngfKGlyDmTxZOTSwYLJX0jEJVKH+GkTFlGkZu+VCWooBiqoz1j2gVf7hULRF1jVLPNagLl99b7kHwbjjUg+p4I3atDs5+Z4Na3PJmtg0x1/GzCDl+r6ohKDp6dDLk8GT+jvGzAJyOs7wWWrZlPYv739CfcLM6z2K5tQdf5W4nYkmtEV9+1034Y55S2Ba1AgBqUuysKmXdTRBcYkI/OQOcusexYPJIhwXBajnx1S7eve+ZNjdNjsVR85MeoW207efYF+skaqKx4Qq2sbW0zxvdp7sOVkKRvCM/xwVHyY2/tDeDhSJq2Mw7V6tVw+JT4T5McYdq+RL9TKIbJvkzQcchdOCnk5veJZV6ZTgXSdxwWIE8KjHoKwRQn0RyHmkL6hLqRoHDtKBhDHhE+ZDP7Fgbcf5//l9tTyXEqacGqKevaOwrFGr2UKPKpW2bgoU71brb4RyzxsLsB3C+fqyAl9Q62CUCT7/8/FRft1J5AJEPHQ4+ijqibV+57Apu7g8so5yxc+QrkAEtXmyF//oRMFGg8LB5sEPf7/Aw0Qj2vsLC1ekhkYbE+SUdpipFncS++1jzmbN5irRbhbSXZVeBzHA2WiJift2YGZ7V+dbjc0p2KsMjhFR/LPcgNHp1EIM/zz6IMRmua+xPKDwEnS06laUJCEjiSU6xjGNI0M09p3NC/KGRs2nj8jZcGXoA34uWunz9UkMXZyCIc9Rt3IUJzECdkYu5fh/ODgcMaDtR2pULnheiKrkL7mghebxhNa2Urb5XMaiVaPhzNDpjxGRMnV3pTkdjV60zi7Ms3bTe4jVmELbPzcme51l3OjO+VtAQnR/K5lQ4FLOAEcB3FsYZOkgCm6USqEpk25xZ6ZcAYxtrNUKq+PJfk86cIG9yZ5zjl39y83D4TgtuqGbAC4IV2/1r/MptgllRsiNLrTz8jMdZaWMxVjFwRRs2lRA1jI8YryyHWkFCDial7Et4wFgMUZncZ47FyipyM77hPdQLUiRScO+/KodrWj8p8pFqA3dIV3NclIMN1dfxH+hq4C2PZihvvygYwHhEy1Gz+fMwY3onrWX0AXBNsa8A80wJBbxPUlNrgsISLj/UoDzxX5O6o4vBoY9F/+wCyBjg4OQKfi0hJBY2nBtJA4HKkTapODI0hGuvgwxlDqkPd9AaSYa6AkA+M9sutMxWoYujVgqU356IK75FlTOlE9D/77oNOhDlS/552nCKVmDIWdOk395lQXuU69mKZbDzDU8Gx83+w5sEQjBl633rOYOJyopDZ9lV5dE32AT8yGBf8isu8dT56egIwzUUnoj0OWLI6Upoh1S4m8InRqU1/FdhyCH/chGXrVSh7pk1DEBnzBJ51mGjGOkgpn37rtWccVIkAqo2/oT4qgm1O1YwzbCx5OtL2jlFdqifayMlRMcOXltz1Hno32w3k9jX0W556HYlaKvDVJN2FQqcRDAJ/ZHiG+wjzyKWIRzB4Ubbt8iDsbh0878ukDThgJF0xyScyxfg+FQz3ql6/CGhkNsNFd7+tC6ixgIyp9U8lLTPmmQxMl7drNm0b18LHypEeG2Hx+dJuOhO1ZhxbPblyRfKb8doB1fMmyMf1YABEzb+mQAx9LHyjo9J4Xtvxp9gFdjBHUVXjbZ4j6olzeV7+b6A3g8rVn5Rz2KceVI8DLBRfZrMK2o2ar9BLL2/oTjEzQSvUoybkzNqA+i2+I/0834ezZtRIgucBv2meFekkCWNbmFNjJpCki1exCXehGEAdtgMdXU9L/NRYHuZViWe3h0i6QzAkwoWMVdwwotx79rTiAlLVcry91hUG6WR0v6p29uQ8colI38GE3s9U2bqRfXbPOmICwmFjEpTn0AlEn64+4cjx/H6Ctnt4y6WrnHhIXfS6Tokmh+kycV+IDE/kDQGUd5qs3iXAjLIb5vNxTWdknE0I9xQsN0o1mxcthQb5Ed9efVmiJNdBYg8g0LavJXen6o7IzWskeQCdclASO9tGz/fn5ZV2BWt/sEg+zXi4BtUEjUhduxxPSWq7RNQpaxqQjkp6Hl8VczcdcsFWObuKcmo7AI9Oc44E2dsWt2ZMuXiZZb2zPSKvCByZ9fLQ3fLKQV1MmnkxS/b0ktVwaxjeaEzABOUbM0CKPZfHdVGeK5o8Pp4/0eIu0CP0iJohvZjKAAABghF2quJYxQ8pal5T8tvh4a+Q/7kePYsgJ0KW61eaJuKwKWQp1ybMILNtAcmb/PthOIn539jdRjjQb9pbrXgTV7EGrl+St7FCOH2ujD28gAAAAx6ZbwVtiJF0D2SYpMcZ0Ek7T81ntq1oWQd7/85SaVz96rAx4YrWNKfgPAwOVER/4d8BpghT5PjnGJlPiswoHqtSIDL/2vBtaTm+hVim/Dx6cIHnnrAnFinB63p3hCPJi94YbsNzXJIa72JkoAr0QJOZkKOza8ld2KS6dklknlKEU1h6ABg2revo1xr9gCL3zOazZE50gpFl7B3PoPJfhHVMH6EZcBN5nCrGKQDEPQwIJ+ejGy9FzsW+Qqx/ij/kN5D0MO38Hk3D1xXAqm4I+02OSKCWcsmTe4BZNNL7cbhGOSPQxrcRbm9F+SBuwPpFDMSGGWykkiVO7jP213s+JsTSburCv3c5xa73RNcwZLVKo0DfbJnYPAzfzgrVCPSFUQyR5OkeZW7Vb4WRUxycdnLLND0XR7KO6/0bhuTZNjLm0yV/tz4QhxHcyxvDsZpbFRbGb8lN9P3fQCMRjuwEW5Mb897Mo4z29dj+btwRzUt6MJw2XLbwhfRlvYBKEhROexZJdDfDhZK9g86r/j2mUDJz5FSjnA9xjUxyXDCS8Adf2jF9RYBOoWAhSRxpmFhoSCbQzlHOTT2WCfY1Ui4dJB07SdQyuChyCih1uIdN6zfUDjnfQRY9pqYxBQYZ/EyJVCdCArqjXlBru5agMlsK5aP+ft9YG8twBtsPnEg/3TPnVNkXdnZM/FSuWGjf5XcvSsh+HqwzoaK+MX261OM8CkEJjRrD7uqe6KPHGUTHtgyIlCbGeFWIJgCpCl+9uUIqu80dA0+gdmmRCWSngJa027uOHarW2cTqWgIHxYHapGDlKQTnLmlx16CZwGUdHvvx3bHLOJGBjifgoD97V/VuN4wY4ryq6MSCzIGMBsZraU0qfu1gMj1x9eRm7nj9lydNP8b8liYEyNhu6Wt9rRKmIpwcQ4BN7hhhI0+JLWrdIECcOVQIhuN5+ju+GUEyf2Ed0MkV6ldvaBHIJs+/FB5WCFwNmRRZzO1bb7aCRjuCpGoFW/Es1y9j+e9zXBoGHTtQVzqqD7GkKCNAGvKZLFR+bid8jXRFQH0tLZSY6fVEkx8h8KpTnzMRhkIpEAhGboY4pWLSTGPkgP1MjsRKdfRxG6qqm4r4siMtwm2DbHiS6OEypGS+aLopcDrv7mIbYkl6Y1uU85rx7Qlx2NUXueifMVviNAcq0Tr2rlo2abZTZ0eCxSAi1oVFn8vKsmoth0vfLUY/rhuHrCHf3FQnZ8DaQh7JEZq3RwBCrg6eb1QFsELGptkVHNLStQWlBBMRvGyyGP71OsbwAYh3gC6p6aq+NX8iR6Je2RMjjJ/tx++Y1xZN5dwPZazDDpeUv0rQx5Bl/f+edIMZf36Xur2fLrUXiUKbvphz95VeJ2P1JKH0DZzeOLB0xQvGiYJlb14XNlediGcLCX94tD796DqC0Op57PJJLKZk0BGUKkJgHHMWduoTfvmD7zTgdjv0d+LVkeqNvm+Xt9ssXx5W+HuxvDlR5DqJ7nNKRabW0stsIPWyAAAAACzqNZb5HBKUOkAta/Qddik57EcmpeXUtnmMg97o56rov6Oeoa5FybtYqDlYuhTOTLGHvXxVgnsB7i8Id3kPFMk2erDJolRleTfVDWvmxS2ivLuh1VHH691WoKpibnkKIC0zvQeB+AggxFZ3BLpHl0k+zuQtqZraG1ZY2IZDdwgvRE3fSmqRD9BY9Ie7poPe64qpcxUtDhxus6PuSHuAW63X9SmUWahU6RXefbOKTssizvSTWt90TSALl7UDZf8W6Lks+vreVi6i4VyIaTmgx9eHfVMA7ki6cojCazpTxKxMuhNEAaodqgiD/n4WpW8rrT85Bxu2fSK1x9slMIYdl2MjqRn8VN21/MhualMuugEj4sqiZ9BBcs1+f5Nra5v041Lp9bQnsZ6ovWCrlbcjmtgbYfHnsAUYOTUCk2a/LV1u3iClWIbWkDXYEuwQDrXG1R2RRzzm6/qu7xBJsAk0FkOydm+LFgWzSkKvTYnpgaFqdkU2qKT7R8LKRJtzf1z2JRER6dvMsVnhffa8RZQr6ZOPu9dpnkLJ3C2NjypKpSlVHLb/FU6gzTBjlbVseO9f+dwjJautAKxZIdmSo1xyUJQYtKWTpvG5155AiZ61dANVAR1ggE5bWrDnCowNXnV9YcBaf9qdEAMJwlwuhqCYVpSB1QPWP0sE1s+QjBPIuKHIsUkYi+/q8brJtUvG7diyLDozlx0v4pQva32DFjA8ZGH3zOx348QqAmbwyvUrhYs+b03vecQtMI32GFWsjxe/M05hEHDcoVDvr0WWo1N7zbaUPdwoGXb00l9mIUzPMYRANQtz+J9G2uUZn2QNUoOuhpiso1CC/ruHUUwMEe2SSh6z50gvMDzXwYyY4bNEIKP4ysOYNUOs36mVYjlN/VVW+sdNZ1ztK2Rkl60NidfRWgnutHtg8qhMct9Lvtc4+9xyLGC3cmGmKxjwyWXb6EXMH6ujresOZwkqpZSdInPQhIyuUEG9GgcRz54Y2HPfRLFo4Y46kcmitYJ3p08YIiEF7SvSVc0efmWS721Ax6j4chgjVaFI/4xLXw9T1KAKwPthnYpVBNWLdxuQ/gS3v6g9UgJcB20NhUBdH7Pvv+eszu0Z5mOooiHYAaPtaB/mBmGk3WPHAmVubxBeE+hDRVtmtuma8U3X1lNxNHUo7WipLydx9HZGQ/jiZ1clbdx7sS+lkMKmTLSHYOu6itQf3v9kbYauOwxi6YYzNo6g/Kmv5hzFZScHF+/KliiUfOCmzCrJ015w/UVJDgXFTZlJWeWYSOWb9HkxGmRfOtiE5TLRtw1Py0VFFL0gTy1ehXfcWpDTBhZBioTWKlpknwXdX7stVRjOnHeUJsN82o5iGjttDjLW0+7gX/5fZTKNRbNc9A4HhFBNh9Hb2yB7yj0XuWI7phsNUuCTA6TlnwfsjX+4nxgxm2lbLKZ47ui8q6Ia9LvGQ9rmbK30QxK6rTsQKRUwiKpNHE0ItKUBZqv4qMj844MYzXrDjEx6FJWU3JdFItgXcvTWjVhvNJF4/rffwlVCUYs84AqJCrvkvxmhXeKkp2RSDV4ZAkWoTe2AcaoCQrOX9x6+WSnv5VnU9gVeWTkpC3w9C+eDexL/chHXxGiorwvHHFcyJkfMMLYnGNWcXrtk2DAHllR87Bhq/Nm+v7OHtTqRv50Qv/vle3/bgV5zKb1hAHMEmr3VWdN5tljFOwwg5Wgi9USNRcFESQDG0qXnTwNs1J5OYRYu2CUKxumAiktlIdfAPTzX0yjUhEVmBQ7hYuZ8l6gbjAUeyq6BbGXlDCSHNc70d4BeEid3idUB3pbtU4FmOsYTeUOJSwwb+0xTip+tzxILCY8UV9nd9OJC7vueccSRFg2Mb6XliWprqSlx1LHuh7TXTH6cZbXQWth/rN+hL2FXudAMN2juOHkxtwPic9UVElBAJp2uLb4o6OHOofCWe/EQOFY39ekpvCgV843hZYko8kpJZ7Y1k48F3IHGNmT5O9a0xzd7KqI+yKkddd/CMu+m5e4qq2megjXLqIla1z70bOfz62Td4hmAnyGFgtOXTczw+wINTA2rETWaYeiWum2xVnaQWAxjAuncgmbe2T5cUUo8qy86O54NX+tlKruEmsimSjFXg6e/I8CuDS3OuroPFRXSsGFhHUbzUBU2Lrj6xejonvw5zhHRLGPml7we/4u3xBT9WTarlBhtm01I5H7lutCp6qPrQCHu6iUMYUxkMxPo1nOGry2VOUDC2XlkKFQfagXHrxBeU809FT+5OwCeFYfhGLSpP3F742J2PsHMgvwDFh4TyKmDJrPVzVPBYDKYSYavmNDo1fxtG57+bFXu9mvJ/HlaxWnP4NlVhhzRt5LRW4CdJe2tQPcSc7DUw5DpijhA88QOaa2XeiOdDhKwRyIiH2IY85Jyl2abnZ884VT/5ybax3//OtxgHpuCisA8R10in8AEa0OY/DXvrzrn2irQbGUbBMBdVbXepjAOC/9qPMElxboGoi9AygSzozQZ/LFp8vSFaChnNQUJ20MjN2+WxudbVDvDXnK2pTyAxelLklK5CQ77f0/t4muoU9XCY7LDfHFzC/omloMPf+cS7styBd8vZjwzeCLnbZ/MLUV3rc0W+7UJGTIL+AxqSDN1JD8AcG9gc9AVkkALF+UDu36uFYL5Zhy7hXvA/S0XpBXR8HoJXmnmW5HjfVIm4nZA7Ob3Y64OtyKqqN/aYtCaYEe9920VCb4GSYonkMMvErovWLzoIA4cf/KwkPDQKplvGGlmNFa42fzWDghdQsMJ54LnFLbTmgOw4ctm/MQ6vBXWntWN00k/owBNBmjvMI+3MJZK3OuaovGRA94H0irvZnIOecii3Bd8s3QM2/06CiU4JshFW0W13FNRV3UiaGMoKuqC8AATI4l9Ei937AVnkOVuhYGJPbJLfwCkkZ8Z9fI297HOabTSllLh+/ycVN71dxPA6XXXOz+p7jm9pcZBGYxNrbETiEX/6Gf9EojyVCwxPuA4h7bNWieRaCKYCReUkjinXcE//6vtUQPftquv/0ZuG9TtAUjB+FOre+DmNqxw31f5WBS88JN9xqyaKgzw2zt3Pe0S3sicXC8+t6PuB0gsuIvkwNUNPcvHmf/eAbixlxTIaCllDCTjJGJdcfatoPbBDg5XxBRFKwQ1z00jNY4bQ9iD7XQTrDoRt71lhrO1SOrsF1QzCYDYsokJ65hFNcaHcT6TmI4+o00a6kawRg+xHCuKxBHRYlB6aybbkEJ7BsNEBWaSUJ7laZqwc3FpJ0xbf9QShx+z4KMd+KoCjGRSPbaCfYoENCepEWuQMKpjjSbedeerVEi+HQ8aNlB1y4ileKnvjGnybLF/88sduqtAxQzeBGl+cu53BJT3Pl6KXhy6CZhcoun3mKWuxxJB1gJ7sMm6STFhN5ZW5U7XJa78Cx+FEsAEzNkuja57jwOyrw+Jpw99vXufMr3iRIw3l0opK2hkE3e+FJXw/iXTKsEr58omCytGPrJfs1HNJkh1L29l9hXvAvgtZFcuA/GM73qeX+SrtykO8xe5Za6jYtxVZFkf+hhoMeLUu0J/djPg0I2/Qwp24Vf5GUhUtWtzXDHnKayjQ4A2YgZOGwY/VcAFWI5JJSCItIoI7sfQFPhLPpKEIb7dIWMRJW+F0L8F/FsT43rzY7irmo80q1o2+sgvYKlQGqcL2BYykwlnlAtJ5hsru4jdiLZaXP2bJrnXb/c/RcqiLVUipDpRN8xPYcXS28IvgcFbotfogYIrp3yM4AAAAID60AY6E7U7rC+9XydH40iCjoULouNylKxQmT6qxHR2nTpHozbl5EKftDN5i5qyht53HSgqtB/X7ixlnoQEfnlotrxYo9UZWxx6BbNEW5ocA3xeEPgLq1xLq5eDxZeFuHA6+WYgQhCOJgd5sFsBKyrBdqqH7raDEUkHheng27A0+LgqCCW6//fahxWJrIwU8uEBkvAg76wAB8YL250yWZ4tiyRbb0SDQ1ukYD+Cq1pzupsD/6O0ylZ659gzf+orvPqwEdTRXwJXafPoFnCNL5tImcyLacZ3lP7jGam8sTgdpmOnM6YMGgRmY0FSX1QGUYKRepbGC/8iM+DOiakDqPscn1LQoaqE7+kU5qzrfpNFEryMUAbEyipDrZ/vhvsxcLJxTFLdpqZg+YfK6qF4ZHMW1hY6QfI+Sm0JSuqQs6MdSAJ9MZBpdkGwMgyBgKEKJVbilJ6JlKMXwQC+0NSRtPGlJ7wgg6oO5OHRhB5ojPINeP6rSLXd2RDBud8TliCDbxN4iGnlY4wThfLgkMvuv9AfspfLoHTXCgoIrM/50aD7m6nE3wLmsKwv88gO22p1dQAI3araGXx/Sc6CcmYGgyrDzUl5ukS2vG5qnvGROMoYJY5a2VQFa+cnkkjIJlegk92FN/wxe2VEghx4Uat0iR46iEgEokPGFP1WXW4srXk+N9qYvLNw2+7Fy+21LmY051t+zl28iZCD792K/JQyLZWyZdqsFDmEH/T4sgyVhuXiTO497Bx06nlUT4h/DO/BT9FHbCAq3SVvlWmaH1/nsNNBFdUL/SH5CRfxXeuJZpg1lvG1nuzw3pgkVR9wMOLRmDvOEjn1niPzxtU0fYlrde62Wqit20HsdrwRnNnZdeydyNAZvNjl9Wd1Ung16i6SA0e3yW5d7W53vpY2/jgb6M5pxatg4SdCc4y0UEzfqUOk3uvDpGeFPVuHoiZIU0XuW2nsZ1D1ltar7wkoaxJPaAbFmiNoykNF/QYhw+jXq03sBMuGYmQMy9zDHuhq5a5inN1hJF58VEh6cnAvaJA9K26Fr2GzppoSs4MojZ3G+1uihyQI7kRSegloJva3lhN6RA6jJIC9pf4pgbvTwbp5WyisY85HtzlAucPrBe9M6sj/XqOLzsUH+N6GT2kEmu9RD0HpvPtjI4hgGKZEoJv5ruBhJWFDoGTu7ppj5SHVqqlyxLqTlsynu13C16xMLfOA/veXvMlqeBUqvL7ee+QC2uVbGv+DRyETAaR0UgTqSvicMmTFx5HIt8qPOuzNyVFFHWMxvQx5i4bvOaL0vywZfX+gkM75cus/9nPTYajXZsIc5DES60DUq9i1DbEi7jxaBe1+Zt81beCGQDK9lhuU4rcaniUuDj30HXB0TY8wb0kzOWfEFlLQtbKi4UDqc17RxGF3lx6tUl1LW5fiPs6e/PDItvJBIINfJNNBk3nbB2wUOor2o793c4mb1Sw0b4msF87Hyvann3PamDXfbXJZHZyFgprAcCOS9tV+b4Xo/T59zE1WJ2b/QCwujvOKHerteDquop7Lq62FHO6MyAM5D8Yxw98qz6QGkjWe8C1dUvu1LuKxO6aA0j2LHOky3Wrj3M/onaUzH6qxuRVF2TdbGfWVuD/ORQhaa/O/Cs4sX9xvZLKrRYHeFLW/i4kUCTKF94+25nXEI2Ee4NGeMmQJ7nFK+aDIYFUbW7XXZUDEu0Pvdca91bD+34tP5UtOXRzhsJkPT43OoEjYekEyth3mSAP7yOHntB+1hsuyMpiaaeO+XMD1U8MQdhYQdQUN0EsPdz5vAL7t/As/wRYnYrQsiE9MLF7rkbgcDwkMObrJTcnXHUmmh11PRhxws5rNGWMzU8oc6h/hLWuFk59kFZwWaMs5iiZ1NwYWv54YZild3r5r7mZLDCpR6a8DaMHpYvuytSWNgZgo48SBexM/+tJBIpSYoLMuFLKotz6UTdfxlfOAOhEFfErKwtk+Piykexl6p6pM5pqtCz8W2y/CowQjieqDfsNwHF7mfWU7YCbFvq4u4GPwClDFfiKcj0g4k/YU7bc2i12Wli0Hi+//sTrlpjzglpBShizAiZiHA1Ku6uz0WLlU0MLPDF6wyDXu3oqzMgVOHAt6s+6Zsm2lnKH7gughgGf46G8xZFLkimAGGxFuqICwjZEUfrb3rt3hvXRj3pSysQUv2WmJCe+P2oA/2PJOQfOxo6sfMfjBYMVHXtRCcuO3hbC5NdVIzWRj/XNGYeBx5j/6hX3dOYF8bJ74e/V4VVBukeq5w1cvlnyj/gUR3HX1x5Ga+ORFzbN/UFLuJnaEniliVsm8ym9I9cBjnWStkqiMW8sPXcJcj+UmNWADELs+qEMWeD7S7Gsl5kbi8IyrTeAVAN+3hW2KRApqnHgaMj8Q51I29dj4wxt06uc+hA2OyvAmBrqZNH6951PJCBeiqHVc5sGvRQTWSXzhCo+XBZ+tgKtH4Xn5N47WTUmuvKV9gmHLKZazt0Kr6AYd43fZvbJ+Bn/CnfGUelvMtzj02uw0qYJeq507xifU92JVB8FFl+Hee1ZF9dB5so8g2qwJiTIdeC4lQGJHWLLkBdYw9xd1iIWVqTW8s3yRLDwVaUujVKRF+e6t261nQYFxKqp3sMUR1hVdGAPifmvlWHC0iuce7BWN6Actg55GBfIpGMlZdj9yd8ZudmPLwoSOsEirjVrjxhC0g2EsscpOU+b3iO5P5fsgMMttcQhXAmc3bGYbFRRy85w+lDC7UGQGF09x6KfBOwHok3SL/wQRVmRZxDS7p/LgNmdgPw4WbAo2jOU5cC7y1U4rBZ6YTT3IjUAb4r3yw7y95PBSL6/S9DDUwklDeTE+tcTV9/S1RJLhZZP21q79/z/F2D7LqA82b3y4iNNQv9g4aLfsfXW5b8l2U7CGeqc+zBt8+gKTGI3mJ81DY1ozso3tWzX8UpU+PTOR8v8Yfdm77P2bWYbUQBYj6eYXUDXFQ8SbV6ufa2tsByJ9xm1W8Ow1xYlWFnOWcNdUEyBQ+KhPTWYdMB/KceuuZY7juDUpAMBBGC0MTC2lLzwZNC2pDKYOGkDTSAB3GVL2zrtj0zviltny+lJebGd9wBklobJZrZSWmCIAhxmH5bcEMhalmq1m14UgXY2lowcwvLqE7ZXpFBmNhdYF/zKND3U0M5Y4YSpWPEXvf3lW208s23lOvtGKTZ+jcSaRM1eqkHaLCVfbLUuWJLvcJ5OAVezSLKpAxgoIT0mR7v3HVOXlwmWVZ8sqMDC+3x3z8wb5sEQhGO3+0E0tZRBBX5NQX2kKANFBBND+u9J7uThWTrqmyVXMyNNLoJdwzb4xm6ScA3BtoYpB7nHcg0V5Q4czqk+l1wYC2qONZjMAcdPlcL15iVQqulUKMijqpZkBB6oIve5YMukGQn4jGhkL/OyD34TRa9xYcKJd+PRBbVMDgVCM7ge2ZpTUaSefFrTsCmYwvnhlUxhbBxh5Jzis4jc+6NIzQyQkKYLzydxYwVjZYmtfjWQDAafXJyXtnu6/LVCejmJVY8JALc1KtgzAoIisoBKLu3x1lwArB68iAoBuMwbJS7koZ1t08YnMiAjW0AooxIi3xoDh7QmNSrEa52XAHQTswXRvibDuQr+JF9ftM3AQAuyIOE66ffdFHH4VsslI087sH+VDYGEYYfd3cEC0j3p3E7qYiejNPyj6ddDQR7kEhTY9QzSvdmmDxCpcLoTe4joiC3J2K7YPbNyLDYN/R7jqFiegMYWGKc6r1/baW8MYqrIAHGoAAACkRJ4ww2TR8+p3bijsWlUgQCBCfvLc+cAt6RcGQpGKflIztUQa0cXQ1DqtiJc96+VMdNYdjmlAyul2IKx25E6UomN8bTpXYAq04FGekEBN6MiszCKEkcGwIA3uqvNYClzu/bVo7ecLJ2wzCLaZgMUrHOU9rHkDbeQr3oubtk5CDe4vHFzUahqTNHpmEL4RGmOc+aiLFdik7vH5AkDLquB0K7DRfAF+wMGFh7EVd1KGK+Ic+j9HQwDKg0HbMmKh3OElhEfPCaJN3ddBtAUpNiZrCao8rXQKTFMz9Ly6Go0bsxYNX5XTB645gtJIEV+3euUaE9DvdGU54U+poe02aa6yFPRWIW5QD4o8/KEGd/tkXKombcchxPvkN0yI8m1cFn+SB52P7uBnym2AWvBPH5Sv9xlecvWRXMerMovX5/G1Et6E+1S2HM2qCCII5CE2FI0tkaeXVIIQBnehUY6cVYF3fQc9yMR7ARK+i6tv5okT0/Yjigrcq8T/3wM5KT0sDxECZDOIJJL14UyH9aFCCauVnn7KCwvgUTJK68lMEGTd3eNKoKfSroI1W4hUMDrHkmatJ40vqZk1h12tRfd/SsC6ImNBS2JiX2GXZjuRvVr66GzYo1gBxvhPc4yIbki3sXNWN5G5uutjELREaPaliTE9MNwtJr8j+4NkspNe8hxL28DSuuspjOMHgUBZumxCR9mKtO+4xgW82dr2HZ22NaEB260COQah2njAk6lG3XdPTyxEe/L0+7khG78ZcsvZqXHIU3UYh4eVcGpFCdWCFXWYgOp0iZHr8KmmB71O1DRZv3g3gtxWrbtxvJukiOSuxfUzWZDFWtZcjHwDx8ON53nRsGT38FvL/kAJjElQ0s56S7LV9t02BHkxHxQSupWEeVzdfUq7Z50b/ZLg1boo9d2NsOaeOH/FDgDZCoh8rmhvhQGBGSxBcYrCfoldHjjtIHbSvfSuajwGP4aFArMSGrkms+FhXFVLuBIDKlvttpOddTzOZ65z8eVTeVbNjbWRWxEzep/eNeZp+x4EHBJ1PYkO/wo8wBFkaCWwoXKcBBFe7vEy0CeXh8ZQqWKbqDk9BpkCWA2TQGvCEh1okIqfJakrXadvCRzlRgITN758ZI2bBsH8k5jwXmQ9MKsObiZmExtSBfX1QYqv8Hc1WPgUXWRi/YbFcEVADabCl2oTTTqojFCCpbOP+tTn/xcVWBrrXCUtI213S8fMecOyClMZ2XmThVlgJDnseJnQ9wzj83EVpXn2KMfmWSSK4NDAbwnlLYKrY834YcNNTTn4iMGgI1dIaoAdkDGEytySOK9ZBYm4zVEFcoGlnF66Jr/qhAZ9uFZ3R4ZcZGb+g4bmxSBQLfIocPEkfrGLmLz+KzN6SRns3feJtnI63rk70RlUWLAvigvzXUY50XP8V83APHEJ6S8ox7vl7FN9RqgotFPee8SKQvvEiwtdWNZm9O6h62AyUZQh4ziYt8Zkne0TxhYUOeh27l4k0B5rJhao6VryTGgmz6D5b8mOVAqpTF7WUyCLPDF+KyVOpleo6+SWc0DvaK4RyBu9SiqxvSbEGCy0CPnslcgiUvgsyzY3GC6Ffcld2lZfbktCeLtHcxaNCZw0zPdA6A0ApEkbcAnpM4qfTvSTixoImfBSUTxN1K3pJnaZcD/KLs8GTL68zKRXabeDXSogO8U/HGim77yvsokYNFlIIic4xq/FM+vpOhD6uurc05tcTtaZ+zDOLaoGUGVm5WDhJPvG34FSx8Up5zeLlZ48ggb00jmsQ3kJL4SQ8rzk49YkSVXAz6Gp8p8XB2PMF5ctbp70MDopBiYc/LCeG/L4IeCM9HI285MLQgwV1Pnblhh6z79cQu13lu8Nc8to2HS1xWzWwuTShkFD6wqytv2FTjyV8vhLchjuCcpW/8U/frYRS+exIQDysCCq/Lml76lKGZ6mvYQnJQFxJMoKytJQZz/kIobhtfk8corI+6Gj0DkncPPfMHSBVZ07fMmhmdnYUaRSLCqsCnRMqjXOuz6jWwpNA9KpPN6KivuYWxTiDbWtYhPD7YFWhf+V+2A3IhLkB6WJa5Jr1vIyzefB8Bve4qJyqiPMOSRcxQ74+v7RJPHZew3/r7yjP3AGOj7euUcDx/mLVcTGr6xieolUEQj8vBcAAS6rDblJiSJm54M4I8Y48ox/fV6Ab8N6OxVqBsuBm2BIIl705tYLKfUM/xZxKmJjbD2qfWp4oLu7uWszyl8maO4Ednu2ZEnzPAJa1Z+XlaLJzwpWixMr7dzaQ3itpvPZBPg+1OeInGCTdPlpFRU2LBIxITqWyw0VSoSdZPD3idCpXTmoWdLL23pX45THEXxuSDeB0Zwin6Ypjhxzt8vvK7OR9ZVj2rx6t1Md4ognLKJ8i3f6QjRI2k46+giAqvih7ItiySvYewPDpH/dGFq+Ia9eMTgmk2Hoi/7wR/hQLRftgKbzQZkylHp20WwyXcq9ihYk74DVZ/nKqRroX+OVdG3QrbOKBAztkNKNNfYIhM2vGDdEipKNqYdeal87WcZ82RGlThY+E6z7nZL7rbc5lUK+ygFa2fhxvBf3EI1YKl+DUQBEQwvIGV9b5xVSWiOegqB4Mm3PFrmiINMAwUxQ4EkFyeSC5QjRyRE3vZhVfXxDZRh/d7yJBS17sCZuZl2mj5C9sE4wMjTrriJFVnvb5hmymLX0Q1qeKsSc4LN0135k/fhYekSV8jtVi+26tUu2Zy16nw4Iw6LeNDqBpBQwc6tlZBHA+04IgeCilmmTLjfWY3l9LZ6E0Mi/yeueEM6SEedhlQFMHu7jDJoFuj7dAp3k8yBKIfFosTTedkyapqokxBBhXaTndTFcjVUtx9B6NHLDGwGwrtmV2QsxUcpQWLC4abftZa8GDsvQhWvDmHQcEiAiGwzioG+0ySRrVEVmWWkS7NpB6z5w9YvCGL1gp4GOtQgB3e3xcZ2ja1oYk1UKhzZZOocWqiPam4ocwuqw+6J5GlmHbNC6R8Qui8y0voGWf/7c/KV3vG0O1t4FI/obPZ8Lppo6a8gF/IfoObkVXDWE8QAKBQ3Nc/7TaRzKwbQc//p7oTq5zuyu8HgVp3zhdcUsLXbcKZI837sOVRgfYjiaA49MJzMBVUu1X0+Z7oIT/x8VU5TyvEUz9Tywhl/UVtgaTwRWwLJgznYWeTRT2fAp9NA/yOWl7q6zYepsCnvKMcuSJHgZXN6Ty91Y9prQgeE/HihleNiBBrUaLEmIuJwQ7xrvJfnALUBG0WeTgwC5oc3ws+YU4UyOI8M7NZ4IkudWErLRpPSTFl9CGCEukCe2OLS2ZQIN9bBFthYVcqJ//AvspbsydlAFd4TmQvOV+riEv6DVWEMzageQkcuO/X6EvosY6NfuLYhLsEdrtmEJwIwW9Zwpb5UMMHer16475qxv1BpvN1dBq1M9UqDU+z3mTKahjOG/MfJQcAmfDjJxaCvDDCkTOL15HtH875lwPcqdPhPalaxi7sRxnX225xZ6FETQdoQYY4N31LGxx+5dIsVWl9Xe2ZdnO3Yq2VIrd93RCfV0bDs59+8UniMAiJjLlDO70NB1dMZ8hNqavmjUolddaib3s+IFmSVyPlY1ctIQgzd066SRRRiZGSR21xjCihrID908QXKehfyj/skU0aufq8GGdnTl7/QsU6G1A7MXHYruVI8gli3oG4pNq4N77xMJu5XGt2t7g4xDEncgqDmCB/RZAMPZuz63bzkU2N3ShQEHq0z23L7+p3ZEJEKAJPTMw+OKJBhcxhsWAlB8/J9Vj1rG4I+42EJdpyT6cAfJ5YAdZIHGhhpIOoeNMtqpwZdMoSWBJnjkdreUjcm/WY+hvVE2SFhpeuVcKZvrWYspFRk+GttmPFDIxtrld24VKZ0cDC5rZba6cgsH4anAGb230Wf9FN0/LmULMbbXT5V86cGf9G/SQxypJiKDWrWsCQUiAewVgjogpuK4Ga1SX9lPYD2VTZblqj9V+PZ6a5COYz19rQsRsmEDsjS6w+7m/s6H31Ndg6KtFUhG2fRndWbtREXl5RLxXlTbkONiY16GytMWOynlx+eJyWDHauqFUzUdCNTuxQ8clrXQx6eBNDdyCg2eVrGgj4tj6OVda95MdpLQ87owwOL7FUPLJxhN6LUexH8OrIwlgUx876t9gUvDWZ74+snPSL9OwwbO7yfE2QO7jP/Pa4/ZpCnsf5oc7EGWsDwejVHH5n1dIeqsxGxYSB2WupIpkwMZnNKAhviZvfy+ZXPEw02oHZcqO8ni9HZkqUu7BlFw/654zqiny3l/zspchU8Y1WsRUP9jGJh2d3rdAETbUlGHjAWS01y6oAUs17cE6jdcD4bXck5Tn1aN6vKdItRiWTE3wuSfKdEJc98JS68SRzkSI1RUmKH8YiFPmmLdMtr6vd4H1q3nOtla9qNk+y3NX6ZVwkp6bzRhRYbPYaTQ4Dg45pOXaXRtfgSn7d1UU4x8EFnn5yR6PzPi9PNR2VgN3gZuR21xjFGxxCfftpeJl5vRuIu6wO5h/JAXaldkKi7zuZrhaFvUOfUrUXvbSu30Eu1ve9xQFLRSAJIobUmyccZSqickRtvAaWfaemRsUzoK2K32XIPpAUtfWuyGY6PeVzDOe3OVsX1rJtWix69Nlu2YDqdnZUx3qRNgFZ8ngmcn5Cy0hfuDs9vnXzpgtrPu7uPbOYRJ5v+rONec7N7KXfc5aLnB2fXIdUWTC+oJcOlwkK95TvuatjVbOdBMgtlRMo3qRi/YTiNavp9Rvo0nbGMPRxAAAAG+PNYPYEiY2o0Xw/TAMg2+VYsCTc3xnWArHm5BNmGmdl1yeO2spoWM+Ayh5AdclAgmB0vjBokhdzoxvo8rPNvqbkdYG+M/3HHNLOnFtF62AYoAcnwj+v6WTwIW2NtALkC7S99r3zXCEvrGla+cF5DyZlmaPFjDbOcnpZoPdrYC92kw5fkKerUWgdHhWbDtzLlg1V15LLXh5lPu/LHsSHu9Cx2P6k5y8VxIgVkipWf6/2MeO0bkbSLuPh9b+oU/fpYiWrYRGwUiXGgUHe4hhDD8pzGAr9SrljW20UMcr75cDhYCy1X6ohkoGUscJ0QqMj397z+XvQ5GnopHJPu4H3hDD8Y8YV/hnZ6ipbgftbwIJSwii5ZyXPeUOrMKAaY+j5KGTdTUqU9ziZCDxLqWRDAvKFDHOg4d0igPuNtnBGQ3RKORAng5Gg4A9PEddPFENN61oaT5cyHg7mjCbvy7qjDf4Mh4CBiJVjSJCpUfMhYpxnWlakJKiSVOr4C1Fg97yW/aKzHOaRfrnZtCSnWByTc3O0zeXkTt/nDn0JUQt/YzlZE+ezeAJ6lV8aSU/TkguKc6R5etHjOqj6A6s6kkbvAhjWY9i8z8CoF/77Hty5U8VtaPbTFPNC7yYhpjDth2RZ/5aVV1EIU1gndzKG2nE6lMpX17cwWo6oW3Y0SAQAxakcZX/ZmP2yMu6Wx1RgxKzEsnL1PzPyx4zBht6JJmZn/LQYrJuYzTOIdqeBy7TJ6P9STniNVfZ5UgFT/Dl7FD6l5WTXkDJOrkaDHj4v1t/8bQy7D84rm03dQfnWCbyXG148OmdEx2JmbC3Uqpb1A9GDJCaVj1ZsL8DBVknKvmZRicEdtwtOBhDuV65POx5qbKfgjc1NVNruEVAsULgiE7xUf3P5B2R1I4KwrOP4LVk+RDoc9QbWl6SGpZdTPWwZ3sS6ysh9QR80YgXCPLZIi04uE2kgCJu6NG+JoUhdUv9T1OAjfVd5WH/AblOvZkQrGSUdXQJSv9NB70nsFatW2LjJfjga/yjgmmkLOZTrMSP3SEarz72PxJyjCALW/v041pSiw7iDhCJNi9p7wBWNlFky4Bl4814leM6IrA6JkQ10y8vVWG6TnArEJRH9cnzLMsmWGDtL6lAXRe//+kc2Lu29RGZLTnOAWs1+YppyG4B6Uw3/IwS5VlOHcoTJqk+1GXsVqJXSA/4ntVGGZT4kf51swUFEOD2kl4RrNSGVOIwt3xsi5r1wG009RjyjB1wVSZKg7oGR/1pPHhzEXDJVYe0+8UpmOx4MGdNOAbFYi+Sn50ypx/54uagYvcKrS1iq5ETOtzZyAwIoG9swbmtnAPkDElzoPQeGXKWudV2QT72PxJykW2nGFHJafrES0/1SjP6D/rr7QNK+AMFtHsCCanFyUKajyEqxKvM0cT3KnwB6a2l+JejZQLfliITKyZ6YUmlFKcHDC4me73IjDbxFqmuQfZI/Eg9C9trBKfVA4z79oQAhkkoAgyYuvxq6WtnepdrDqMQ4KmOZdK1PPPEjPKWDRZ+y1gZRySvIXZ1qshzF9tjRA0woO9mqQAxl9MQPZNBfuhuSL5WCBgEwZzFB5qN5YZnUVqVxtnkXC0QWBx/6EWsC5Yb9j0a3CwIZY1T8+3BzMErihTgNsXDDnwacWgmWd5T3ozXgDDArZjfZ0prUu4NQUVWoxe7sbvM8oxR+TsOxWwlO5hhvW2bzokPF5qjP9zywPNy5gVcZUSF9R9NWsNxNx5oPwIrqnrlz1NKRXtM/QeL5qDvaS4g86WqTAFRkK7MnLT6Y6+9SNQoATaEssR8BAQp6WqirqPHdGxrP2+ECistrgAIrjAp3ermYX4jgwsEe4R93Oqzo4fCsELmM4O763WnY+ysIy3eVnzOxnF/LTVmkfoR8aagQDFJir37ggYKKEfnTX8gqFatkVKADkwJjwQJUWP7RgdvSB1uIyix3YDpb/7N/JeYnaZJnbgDF1C1Qq+BZExHTKArc+YaNycMDPhdwzVGnfPjVhnGkN4gTNJA7TcX5DbrqnzyaohEcFyXXO3jqNIBWdREP0S35yqRGyRwsLY/uRD0hQjGJG9V+bemGYY7imWtXc4+s4wQx9bFU2OsCzA7d/PS82f8zuiOi/0MOC6h5axzwqKeX+67is4/YVIFzxzCtHsfrnDf6pH1mDA76JZ/opbGaUese3PQuID9oGXBbQVyfDm9VVAs8o757Q/hxXddL37Fld8awSerwgm+SVaiG2Vy21UjKGc/hZwu9fLKcpHvcTVgighzhNeIQHM8BXOja74mt31tAjLfWYr0WLp7r/c0Oh3Psb22KlOF3Q+qm9eM2jYFv+i56MFryIw2bBkVs/x/F3/S1mXqrvT+jU86FlPv8yPswghjfSxMRwPUpIFR1VMIhDm1nIHRJX5vYzi6mXsWTyyyFCU5PR87YLec944P5NUG/GFxK4M2UIdVqbVLHXPxaUoA0yUW1Gke+IBIxHArP2jH/rXYQfsb0k3DxTI4IxvynFmwhq7Q0mVCKMG90H0xn5yLG2WxElG+ShAWwUi/NQVzmBbtC0LFbOxozMgU8rx1ha6c4QgT3hcDEYI6uxj+cIIhR++K9jFTq9nkBIC8XnbSwh9NyraxRvCEE6VjCq0Id1tf276mlYiVz5DNgIYyS2O8QWBriTnAdKVyovncaB7OqNFtJjC8r0sK+OF63TVfyaX5Y22BgPu+Ar4dbAJN4tH0Q1dX8SY9AkePp15svNvRXpIyIp0ZReDZTgeodepLahHdR6qfN4Z1JJr5ABw5YRVSskoPAISXix4tprTLvqNmxPXw28FI50HSUMUmY3NAtXMRtHkk7iUT82875on8QhVs4u5jrDkwGjpKiOmIklcZAkZEMoCHDfk99FHq1D5F3vVS3kisca0MOADSxzflSSXhBdVfgVGMqsmK/+LXhNupvIyY6sH5m20VfspKK7RPzl02yOKUFhy8w3l11ewTRaahvF9sl5LUhlTUcfZaNajM8RlulzZ9x+utqmHptE6TmMa4k0BVtmXyZa1iMhNfvpN4mItaXsirl1ebzuQY2bmuGz55Gv27sS+RaX0XfQwh4aDQewzrRl6Xw81YySewFj5lxa0iLDkrg03qxedPrEBWVDpQgUAgwvhG18rVSjv+9IRai8wIB4Y1is99Lysj+FJ/YkItPNKa4T9cirgyUvSspfT9goE+VGKn1ljkj/Bw7AU3yxl33/xHPii5neMTATjt4QQN129woD8yF3hPEEI0Uabv0mAZ+sNRhKhSqLAAY+/DItwigjH+0Il4Rume9esM4AS7OoStj2NvWMq7CltPGWvhE4PqLou0NLNMnYw1m+5WmrTN4QLRgUg6aODaG4Iu7piH2i1f0FU72NY6O2nctiVoFLr3Gc3JfRJol7Xhm9oVOq6XR0e3MTN7Zljk8GoppsIyJegZZ4UMHz9rL31Hxfc+fILdw9wZ/vuiyc9hh6vNcF4KUiKnY+yrAg/kes5uNRZbp2H8Mvi0DAQywYqysxOIzHBjwKcKzH3BRKE6SDUAx28qhC5VuHdBEBSzxFtXBf9mxZVgDU7soxIhot4dGmoe8d4cBhPFAXe5GlAv/ZsRlMJucRG1cb2Jv3QHZzfKVB1PLpVuHpC5BVtu2eAyQuj6ZAuuk63NbS718gtQcM+epCspGjUq8bR5LupsWcmqiQDCWufbp76NuCpAJqUx9Ky51a73uXaMw3XvdyEq9Fg2+KDKPz6HSnjBsyKyRq9NYNgMTHnaidi+Pag8QWtkjxiohSpv8xj13OOCqH86kXe7/4OM5DKdLAV3ey7NDBptJOoefo0p9UuSAab+Afw54sXjORgwKwt3k6DkDzTk8uQvNDNJZZ3ZVWXmIo9ej9sLD3yJGPEy/7ZGzjCkd1Hm1zxziB05XGMA48919KwKvUk9+e9N4r8E00S5V/CnEJzW5jg3WGD4mQJ+fUZGSjdPEdTSrcxoAT7MdkDm49Sa8P1ezWqfxWVKasSX3a159a0GWcgx1GWKsqvyt/i/VSn6JJrnxwKIRjpUqgQ5X6M5nWeJHjHhMTJhqiq6Ttm0DNMiUZNBWmUa1m4xRF0yW6Z8+/skgStH7SSf7VZN7wXKx0JvB581K+raf5yyPttatGpzjwL1LfcHq74Zgh3iSVRaAjgaTB/ZX12hkJa49OUpCxLU3K1B5T37G37MXz2yRX7BSkQh7x3tKxyBAUu3EElbquEJ1uScRpPUpi5MzO5LYHgbAonyEvCkcBUDkD0T9DDngnUbxqY1zA0j3rHVstOF2kGPqRunj7bZ9YGVXwkJy0h8dihmXl4jZNGUGri31HXGSazOfMv+PLxDpIYRsq4UrQqtpbBilzEGeSG8Orv+PS0OrsV+QIsl5c1voKsnlT6mg6q2YTrN2qraq6C7pRTQcQp2h27e1WNlWE2rLOfLUs42FjhiZFzRWvou4l4MwgTsp8rkcX56SiYEduGLljCySrhvLCwGDK44ZYDHRywuii3Utokp4xYzti82lZ8gAAABKkIgYPKBT0dPuEAv26/MEPN9uQjIwzCFcCNU7TzJFwJ7G8VT9hAlWFTVkJsSTTPKujw/qA3kRhXTBSOa/QOYpFPUG94XezK0LPPvnJvkeaxY0sAVMZoaIRxk+hZlLWX/d2f9OK1b/IgUpplaPLOFwiLntHo4qd7xkkQ2mSDbQHSZc23qWKiSYPwLdphjXQxkcRg3n09fFz02LmIun1WVDZUYkB8TeoQHKiPWr7M0JANB4hZrutdGRbN8erlyN2zZBfRazq4y/9EDTCcWIK3+Aq9yBOUHRzIlNKo8sjzzMpnoBLR0nrRQtMDHBm2BCdjn49g8HBB1ZjlLqOjPbfmwGochbUv2PJl70E46PwS64U3Os1M5CSNG0xww3LMLfqLnZ/4fEEi6gDtZl9Uio9zQ26fv7ILwyIkA5v7+rJKmoPnP4uSfEWb/hUbvq+c9uqtHeMuru7+Sk/p+9TwE4Zl/sz+Ut3PsL2Ds8UqlYNMCDxxpQJOCxOYUqmWtRR5qsL67pSZk93HcYC/xvGfE68R4B/2HF7bPnXjzh+2oCEY2x4IaJBkL/BxiAZGs2K6X5ndRqnBcwtfAFefTvXlDZ9lFknAqUIb4du291Dx5Mr7KJ6bdtO5CruyN8TaCGJonU2elURf9oSIjp26BCszK7cANAqbXuv34Ia3mPqkLANPxJ9ZjZ2KAGpsnIM4oK5us6/I7i4hIPvbwzclUL59F/nLHbgSf5QbZTs1HfXQ9WbE7L4zcXy4rhH+Rbw0qVpg1gJqbThEnvn+pWS4LpcxF9fTAZ9YkP+mynwMzUCDGJinNrER8tc+VWWA9+BUI3G3+WtiMtg+iflKPw5DmwTQoN3oOk26U+7ZxU4OCcNZjf8Lezn8PQi7OHUiH9G0Jx6BZnPoMc5wDLUrnabD/JToQfbD2MeQEMhoFlCGEp2NyAN5HmGCrskAyRoGhon2iDRTjwqyzc7YhACUTL2IFNAUR6hK8QEVHYQVYLUZ0kX+Ne0omZ44Dn+ISBOSAmIYE75RdfrmC/Uwsnr6Tqkc5fvJ3MP/pLeNAWueOnBRcatvB5roedEGg4Di6fCTpfMY9gKT8Nq2Lgj/1cbRKh6y5V//Q6pVO1u+42ofsxZ8DXQ+/pSy9DOIoonPipDMMItBbHb4BwP4c0jlPU4I5SzjwBU0HLm8eGTGkZqeRpB0W4yPIMOdH87yVSQvWf7nrXo+jrhHxlHZjnX9geSFsVUSW8KGDnvhwrXativfyCPA5KKaGEEFqCi2/MCYa1qlJLhW9Cnhh6//tYWBCWD8XTGUjZThLOomNUvaS+LR6W0IwRb7WW28E1DbrC3e3+X7O4bw3KpXjBP6y/SSAq2nUIOE2X67rqnrdwKmhIzHaqV85J0C0vz/tuOkkRUIasqDk6nnFLUIRg4ulTxnQpGiR8rnqoguxEUQQUYcW/n09xE6a0TQAHsps5hCc7tr/JpkQVOhI+6qSqhJYN7aRGfE2vUgKyu9LDrMA4kTXskmj+kjE6FG01YtrzoVEPDXCavZsKJN8uTFo3S4iqOUWVU79UuuWvct22BJEvpJGBF8ZMP4EjpYB5fPTrFuq4Dyv5aECWND8S0d46o8CKmpOBf5+pcW0VUpwXqfIgD92c8aYXUbfPaReqR+mPrpVAlJymHLcyTA8530K+1SI4uRh65SmopZWbXtqAqCwEDGiNNtfc0IpleluGUnPrPZ9YbWBNxudiqs7GVKFsHac6zKa6CDEDTUICK90XcxMbBPsSdvwpFszIebqq5aohDBjI6zoTcDnKFOORAdfKKta9vn1+29b3L813qvGkgUUfHTHkK4cu2JGjuRo224H8+TID/cVFDa4E0iY18BVOD5/fpSqUEmoKS/Z5l9huQqSdDWL1fhmSERUUiqFQ1nXp3tysCSz9E6wqaUpi2FFElYbF5fEuauQEjs5lKMWzbA3gUT7R52bzQnUnak7cZyAbFZHacrLtXYMGSZsuv8lRDuZ90WiADaonv9WRawuqETv0DQM8Y7gZ7lkhRCKMTo+VCCNgsez8q6huQSKWKLvJ77PVR69n/6J8bebK7yydhFbRTB1rKioCDs49b/qpOAkrYUIxeZ6+QgRaGgtLPNiE2/3Wl92A2adsV0GAx+1+59coXaCh9ADtYMSwjQgLD7kelPTztyBFFCCan+e8iLdez2Nu2uhnz4UBSx5TAvjEzomlSobAfs0joW5kq1gyyoQQ/5ZwzW6Ma5qw25sqU8qVMizV3HrsYwpPTBeFlOv+EoEJatJ2CXWE5EmAcseQqf2AtK6kuXJwBLv5dRsdGWQI7w4uoXijZo2liJdowR5S5wKOCKm5cS0IB/g37Q6BbKkaLKE3fNKgv/pA5+BmVEO3cMQMcoOjO7JUUpFZz1N+zAXFQXcmW3ig/noxcR4p3zg5RfGQ+hjhPSA1SLJE9ZVXkCcGmVSltKLS2pdFbT9NDx9HvN1OEHr0zzBEHiZl/NFDdE3yuUhAxPweBwmPW/KHIqfzqwR8ytwe97YfOP0I2kGlgeFjVulk/9NQbzH0OlrBkjnjIn7llhbbmbH10ERdam4i/6YCroHPQVRF6uJJFBW5xpa8sOpNwT25oPBBICAdQHEOCsmanTqMjHPp/AnpgOsTGF6Y+vQCBA+fNtRyoQmQj72H6/R8nzebjwTJSUPHnoRyDtKdZkz4VzWYkFaZrcOOt8Al34o/apDoKWlHL4B+WHGSCKoLH0F9H1tYGz+/9SlHQD7RfClRXFE3dIBlJaRUo+I8Cub3JxgSyKd1Kik8xE6mv8Co5YwAAAAAACiSviHR+gWnphfvL12ZeGQRfQXARISEyE6cEosWCtMDkhPv3lXZMjxZBhiNfWrV1oI1qzmH9FqkGR8jqKHy9xogG0IwPfTDpRab7yxw4qamIVihdeE97caN/1gKXHer2CYT0lYOYEAeiuIM+B921Dhc6vvAdMsxxbsfiwAuUngQSMPkDjxacvvMgTOg1++VSXBtNFunl43e6kOgSOu0c4wp1El3qido2UpHA1h3q0HDONSANKqwLRt/MaIkAYB5ZKQ+Xg2BOxD7bKvrgsE/fXIvnbPfzR9wjdbN/5YgnXnMRIyVBvFpJ2eaplfd0tdtfefhVsbKexqde4/IMrnkfwO+FbHDipqYhWKF14T3j0FmVozXOqd2/vAN7JZSz21Y5Q9vS3zbqHXukyaFGnG1vMOcqKijwiQeQAAAIjByP+vAzXtHM6AUqF0F/wYAJVZ8YM1Bq/1dfU92ED16vXNl/jbrG5SNVn7naH984HJArLzd0/BuHpIidVjCfCY15m4WPbaeaWJePqFrItN/yCA8kiYwMegigJOCZT3gEOWJ25eAmkZiPwwBQXRLxFweUOVt+8+3iM0Qvjyw3hlCS6C7kvuJCQxgyAAAAAHs1TKb/XM6vRRWh/Evbj6pT4tDzxItfWLHiO0IS0kF2K65gb3F2E8ma9fs6x657Qgx0GRzxEBBZcPCwvy1eRyahjX0g4bf2tLXVTysK3+2cAmnTYhjplDmvuSRzzJpk7416W+8Dk94QT8pOAq1JtkvYlWTAbUqPjZuCQLaxVUrlQXu6+MpiOOHsX/bDFroKLme8DfzgBUclimcPKZdLxWIX8yMyhMDGC77xQHx8xMTkbZRNsej3jc0uD8tY9vvDtjnE/HAnO3LI9HUzhZYmuW5SleNLyKE+4ljhW3LPltYDanA8s4kIuVTjRUDYQ+tgJAJFWr9M5+3ULZnRNJkgccVJQbnH++YxdoFflfQrHiYz9URjUMPrW6M9O0Y8kyZdZul5+pXdPfLbqXYr/SgYSxEEgoyLTNMrArlmHIG1FOrq+g5drlMYNuGxUT1ZuPguMzJqL/gbEXYxOVXDzWsQOo3Syho7U/droZdocxCip05W/E1S4Gx3DkVj9bBnF4rI0VzarQLenY0YTS9ERp1JhzB0+6QKvRlCgWJSNgN7Ir6sEmoE0Zox+OmENF8CtufgsSoQJqadp+kCg7mBayLV0xJJeutVpujutAX6ml9/0yuC04Ekyfdfx/vIvG4aUWl0MUIfM+R6pyBKJLgcLS1ATpTPgSUwJZv52rDUMnUOsO9rFd/Y0NEEnd6tR2dD3n68zC1z07vLDacy5YtgtwjVUVdkX8R+BpBcYz1OPXAl9yNHbJDu3mWV7baHNpAC9WnOGg45BBp3RTWxmBX0MYyj82iGD09hbDh1kgxilhRwZ2tfP7zjaN7tDMdMXBjQ8RQUAeeJ6QZHKh4xBOLY/tCMklWjcx/TuauSrSCtg9ew0ckxggSWasDr4hlRjYqOGkyYWTiFzaLa5p+u5EFQaHHY9d+Xa7JWTQh2se4+dmFftqb2ft6clB/6NeJOaO+QKoOyqpp8BAWvTTViXSbg5QolmvEhHni4TL7RBkn9BeLgiehdL5lzIFyLqndfjlu6aFvSaSgWFCMJT/tXMOiyYzfH8KWuAGBHcDri4R0cdFDqfA+fS2DQY9nVWKxwsOb5rvz5juKm6UCvPzrmZ3BXXNxqXQCZk42xq9tYdcK00Opd/7o/9h2fMvxywM2YzDyOM/VThvc544U1wq4/Opemri3ttEfGHQW/bMqwsYsasQXXW0XUmPS3P7XILsPivxIox1zhi2c3ry7vUfJ/GQ186GgeFTjESUkRex5TUViWJQgqu5GcwKnhGx909uiwlSqXfTLKijCn3LppjZiVJYoxLIecac0bMHCkWMGTg7UjGfg+sUPiuajymp1UiLRF7btm6h4B8lVQfhMyDIgQLkNR9uVJOYY2rNk8DF5XyO/C8gWvEGqAsPkgpdZSdND3n+bNDuAwItpVNfCaYpN214jSaisX3M7IJeBVY/VC/qPOm14Ynne+78tMY/U+m8wdwRtpxO39T83tt//I5AhrJZcXRjlVeD3Lih5pjiSrRGW5igMTyt7z6iga8fH1tZvNnpsC2N/xGhtvSr0Soluu1CtkhMjk3aQ+mXCJDamM9c2RbpQgJnttpHHPsv1go5VQo/7yQS676mLP/jcu2asYiy3kZkayEo08iTMHBwSEIUcqdnbI6Jn/TF6UM4yUfiBjIP4ExC3ghbWk7E5xmLd2QQ/Eq/6HmJYbkd5r9wqQLuSq6ZCBkc34M5MmHC2/M6AUKnLhyX546M7RFPSzAH2e31TZGyDZ/yFbphoJLAAZtVWqcggym3IVbyEoPYGLBf1cEL+403cY5eIv71wczir6O1BI0pKwLoFT9Tt7KnyQOKT4VCUXsFg1PIj8zkOLl0mYQp0Q/N5wHuVZRXkRX247JtoZoKB7mlujkfSF4YVccDT2uGitdCiobDHe4iTnCsU1FFaHWRgc/FrRA1Zg/XO3SbpGFdXI1yF2oEIdfGTxDq/tvwEVTvAF00g9ev18n5BeFaVTxEjAfVQ2WsK3b0SVHmixPGU08P0GI9Fjnd2DdJ/CYdx9FqMILhPWLi+FuforTRwMGFtpL9QmA6SIXxwbX+Dv6HLfC3yhs7iteCegcmayVJL/xkYr9xrQIml83M8FO+NghiZaDeaVloAaMQPIdT5bQ5mddrx1cv/r72MXwlsmohY+087o1/HEP1Xqgp+/QYuLniCDg9oS0p5HBYQkXAW3NywqKIDqHtId8j8M2FawEFBDyvOMv+hTlBR5SVLYeaXH7N7qiQq/fHf6Nrzutf3HrOaMHb4Oqqy3uBy02rx5yNnJgP5/f4tx10EOpz2Qcy3f0VDCeKc2CnIDxAr8Som/0JQyS50PdaqtdxWw9dO0zR/ZD7FHPVVJUiI5MZaQuoqhUdy/3/aA+v6HHC+Lm11OEoB9/OyZPGW4ODB7wi5WM5lSJP+vNtUxlrj5MPxUxSxmc00tt52DOYbNlhJO4eV3pnoGqDSq7ESX4Sc7blFFryE89mlt2s30MU0imMHusq54v5AHn1k74b2A7yyy+h6QM+3nAKasL4T1VkaJT8tgSH0FeozJbgOk11qT3/SIeuocBboBwKn5aoDv3Sk8NpSQdR2EyeAYvGfLDiESbBPFuK2e8BVNpsvWCrV2Pc96s9GkZYwa5PDSr/cW1AFRiVTGX8iDrlo0bhzh6hkcn+NPh5dL2v2njXtHJiUag9v3xFchilfQmZVB58EUJP6A/oydnt3Jw4Gy4qHO93MdgEFK2QFZPxEF94O7P62bBhYQapSTD8dwLIfEbRr10J5GAkZ7EORIN04mxBnU1Z43KkUQ66LQ+bYYy07BqhtRS4h+k2GzL86imhGV+h3pHEJtcENudum7bkve1IpKCBMR441hdSyCKeTY55EdQFULOoqeGY8g2bRxHHUCXA/0IeUk06Qpw2FevMUmYeE+tboGWQCcXsEatjv6jVYcNuiJ2LV8iNlWaaTvmSRfrYXUGCxhzeS+FVtkiXJF77lvcAGv+uiwEtwSCtjNmAKCrmzlzUoXf0VT37WBYtjW5Jk73sQaOhwgYLICucABNI7PMyL6JFteIX1PWbegPWpYu9eW6v01dTxQ23w/UhBoCZQ1SRdRZHBlN9XEMf/H8Y1d/jTulqKiXtAIbpKDkSggpDi2283T/dtZFQUn/rwIWVQl2ux70WuynDm1mmJKkIO2DTCAtiwwailaB6oFjqgLG6t3d+2We2hV4BxtoLAHZsLCoZ9ucq6J23aKwPeWDRu1SYR1+E/chk+CbUJXF4z5WiQocLHvS7P06kTsP60Y6lE+zMf2N3QL/wBypLKvQEC68mdnPa5477tTey/lX0daUrL+JCWdhJcCP1GnX8JAv8hCKLL3ekdBe3YWmc+DnqhmdNhPqEhidMSA0NA3wg6lz8tIAqx1Gz69Ls/Cj6PjIVoe/NzDizPwLfWcd4ziLJIlJJD5PyAGotOgpShaHXLG8HhU76vE0B2PggtaQTZ4OBwoSSk5GqA6VM/z0DVvppoA9Ci9WirvsGwNP20MDq7mg4AjoSTYQaKLjn7speLP1pOs5p5PgF9uMmeoGHlrb2eW7/EG8gSEUVivnsXY5ErUGmVzRgOffU9RrLHBohZcUQWqq6EPbMDrtM7DSlTVsgdh59LWzfNEA+yBsmlqglpUQtLiaCYmFbr5xtLk7vWOYrFZZvM+bZGVqDfnMyv27axKlDgQ6pIg5o64B4z2C7sdpPQShSXqSzxXbhhEeCaK3PI/LUiu6rLY5VZOYg0OikShVBWub82jrHoGsTydYWgrPA6WqstebkFihtRUhygiiQniLgEkGlYyVI6uWMpMmQeJgCCQw72B7LqHSNufh+DlVAjPey+hqf43p1i1dN0ZNWsmCQz2MgdLD+nBp5rgLr4Y/I+kMCKJuKyoN+XCWdtHqbUjP0WXp596ByPwajxNG+0JNwG5Fq+yE7m30qYUqASp4GD+OF9RYdcAx9abuq51dYpqapAvJdHUANsQ2qTG4Blf5wSA354GU46rTnW7bKM8SUhnFY1KVQVVRlx823BsXy6aX2nmEepgpixhUk9bTUF3FdkgIvEkk/3dSclWXctMJWuiXmEIu6oMMC1BgNIP66JP/zbPiEKpK6DzIlmZyTNeNQ9XJ/mC6Ex8kb1pBUlUduRv2k8rLQX9BpzlXIEwH7tVsmhitC6/iQ+ttUG0/PhbtNkdSZUrHF7YQODIsDwRxnfVsZWls3jJ5x+o/HtXOXYqesNsO/8sXwugA9707FJ3IN/ush82huIul0ri2Jr1uxLZG0s29wgk3lb2na7DVTW3KQATNvgG5EDIc5QOclfqqoy4zJmunqV+Rhfez+yRnamIj09wx5oYrMY4NfHmQKJMJUFmuhaMZvupoNYXJ3yHdvGplfr/1CpCuSU31GvCmFGb1a+HIilFKdXCN6OtCtEU41PjLoeaqylrIxGNqU3sbOy2A4EesbxrSpweqDuODcnkiXeb15LOAGhsbAa/UcQupbeActvT/0JcRBbRkT7sUyVsk8CkC5V+T5B5CfznvP6l6BU5cQSR77rUPeFVlAr2ght1oOBRsyYZEvAnydI8zVO5vk+FxKXzAAAAAbmsm/thlW3ayDvmkkkpufXYOnLPqwzKBaB1COgyifXsk0aUI9GDtn7K7qoBzrJ4sfY3ZWNXanQIncKcNPxW/NRhrusuOB6AZR79NE/OrMLU9T8/a+WgOGa92sm9XDeJah3MfnLqvFHR3RiGjoAqw85+oC0XuLN4+hnj2clQLkS4StH98deWGy5nxCPc8f525Q8v18wcNR5rkDNOz2fhJ44QZjOunHRF2MbndxpwCNV8FQzIu4F9gdpm7rq/pHuqwSxxUMpU0vkAgghVZxbJqTNF7AWytsJWDENNY9rXx4exoEwSFw+/CzzZYYwH01nsXMn7yEAGcBJAgCKO4FQ+PKdHMQTlzOc7G/JxUSeRs3/uEORJlXlDr3TOL/aQAq4YuoYu2SmhKRJ/VYulBHB2tGySfgYkYPxwjZP6or8Fpz1PcXp1IvnnXNshZxt8ZQqGccGDn5lGfh4nx/sq7inRljwl5RJdRTpBJwOaVAPGbZ+95a+vvU0n+zHdedmZXPBVzzAj/wHFobaDhriNOVAeXrYbonDQ5UmyIjyRDvYNHZhtYj/x0LKgBHniYGCIJNMQLD8FV83UB+NeVKRY8dCfCBIR7qjpUU1R361vradl92ubfJnu1oY1/+ZgHkrk5+XGepkm/DuIRMT8G4pwL6aLls3rZP9CWWqrR9PP9ywr8ZMaFx2OQjl+dg5KorFl2mylCpnMn/lJTIB5N8a450GJ/N4hKg+/U2CUxNo3JrajMWWegHo2eIk8SO2d7BWsniI3xEnaRs51uAK43alULYwHJ7bWRfiw98ikhN1kK+JB5QijSLg+slaZ45casDnrh7Iqx9Cf3WhyX7XVdm+thpOuZl/fsglkOa5ERQjwOSF1SOuux7ginShRDlk4h3Tyxb8Xgb1Gy3C3fJKXplDJrQrR6yVmwi9IYXN2AumQsPRuS+tgvEhla4Qdv4kKiSE5XWdIonI1P+QWxmVBiXoBG4sl00Z/6RHfWBsAXOzX0plFTGWrPDO25cmjdlOiwgvdrlO/e/RXE0R/itiZSdvOCnpOPpmb+eacnUK/9SgR2kxBmVF1ueB4S3bKlBh8Ejdkloqu0JGxvVNpGNfUhvYd9XLJEiIPYRD5LiSr8wTj1O2cJ/noxlE7ybmU2LFhF/MP+jAkFKE3YDvTgXRVLkeyKeTj9umKauP7YoGS2QD0/S/MdsLddeiAEnhXL8/k6rgPQOnfEpZA/9ls1QHejdbRRuCHV22D4wlpPZhtUayv35HHoNGkf6vEJZiWyepH/4MP3JuAe7SRGjY4Ou8MZmD4oIwyniRL4LEE7XBSb94+ZN3B9hDq6L0aCBDv50KtDY06OTos34dKIQBoG4Oq2q5ltHGHvEpice1fwCzjl5zqmwmhmfEGLnKIGvu2jVnnfVKNvQ/oWxiRuX3a5rufzpx62OQPi8ph0Smga0Z9ntiGqKf1yFpI+lLXeMvFfPLoYZD9/9blh7l5K7zHX5eXC9w8pCg2bgsNxg3kqYfKWvlFkyPl5OJW5bDxLq7MCyLKewownLkdGAtuanH5AH3zCXo8j/ZuoZvD2pEp39Z45mhhosFu5Ys5N0Z2SghAuLM83K/Z4eAeJC+KiXuscIzGSaY06rj6dlgY5Hk4WdY7fBJ7OQ9ZLgMiLsFXl8txOU2VIDBLup5PSc7OUzFeUaMxLbC9k+Bbg/pBS0TXgNAuz0Yvwnu/qCtPlJdwZDIdC3LRRh4YFY/Qc/eeczdqimpnkFdCfUprmnvV/uFuOv/UhGJCvaDHXhiu71rzrSTLNxD5CiO8tMRpDT2ZjQaTjQH/TOy+2hxqAY8gS2vz4woaqv5mew+nf4OYWxt5mOAWYa2PQHALW6HB0EELxKrpRW8VkwrFD5gSB0Tkjwg2jTR70wm45QM1KKzeUuaYgrVNE0WiyGXHlVZ7fZqmXunEryHp3Vh1m0Od7ailJ63zGMFsTTcVq3EjpFQTuF48vhAUwk/H5enbtP1lD0XB3jbAG0MHr95j/hpxPxw7aq3Qk6enCMjSTI1CeE+xBlPCtQGsB+5Y0xhxIV9YVr8JK4B8UfQ8zzyZiOuhvGmzV5oqaHzhUWfMPb3PZX8bAdrOHrkxQ2cI1faO8joOolipP/zHK2QKyp49eYgheZ8toU9AQzle7JTHBxKHBk7KwM82tbp5q0XlrEuefyrIEk0ZGVDTtPkfgqQrx2xqsxegPJWQRVJPMH3N8f3CWDA563OXs8rdygdSpz+cLrY0XQ5qw+jy/Py88swqiMZxCY0qabIhImOUGsxm1IH9RJuU1nSHYi9pBq8ZEAiXI4vYbOtJ/sLe8Ww9ESeo2le8nuUulT6lp9kiTECJIwlKG/fNcuRRAs0WBHjz6frE5gwIzikXa0Yrk7nM2awn+JirU7gyfYzNjtFJdZpVXst4vCpu8hLmQ0NoauZ5SM6UizBJDxDvfzPKBP4KXMB+A81xx0F8WfJmzWv9We8H3aDW5E5h2L7VKfg5raq2/h09MmHr3jPzc3XIn3zlQZv9xhOJiDsK7rGFKIckn34XiOZJW4gIlhAWwrPjOFQqnfyHlMS7R5MiSy8uFaZpDjyKZjqGCCUno/wCLZMxzfZ6LkitqwOoJDdrhcQHP39tvKfg5mPY2VPADLsuBM/Y159hcIw5coLj+q3lJun8xU8NYzu/gcJHcDJd8OTX2aFWQswUR7nfhn+en571ak925AQNVGN1asGCEe1U8wldHX76N+x//PJmCyFBp2tE8LC4cHlrGawXT8jxB4M2wTrm2eUw+u4ziLPGS/yeC99l8PZ791C4PqNSNLn4BtEg3735f7OTZnMLcmF0/N9VWNIiZCSDkrglwjSmRfM3hM5foELTwxolkax4OMiiGlicGnageE94vjPw/Mgq6j675YwMPzc9S0n+2ehNo6FQX1esnipXu/9pCNSO/LCyoElVaxwYWEspp8fImysG7G8KlTyydL3bHsMqgl4AhSpEzgaBa8l67oBAP9o14Yx3o8vhhm2a1iyWIGdaWZW5IcMK7TGI//Tq/8p0eCA9vg2LF5MuSJatD6MSrg+UxxXsJIonTBSfW0Q0SAy1vPX3Ex5iUOArqC/v3NKeFR1nxMgGb6Qiw3vPPKG8KEcX9Q+3lO/liYaOSS4TpqLeuCEU6ps5QjjviDwkH1WyUp/tclVWnjWJH5NQ65NSz++klrWtJsxoRnchQ0DoNoKnycte9/lxIOz+WWPnGdUGcx31uqMdGAXNycA8yXwsfd81re3jQaHCszUTbgcZBklipshtsCfHTvqKWIY20BVz+Pg6upjLZZE5YnZzer9WyadFPQBGAlEj5hIJ0kSknuWw59DlsIW3vJd4Ge/D2hThnnwS3jSFhyTE0tnM+R8UIAJAQ5IjREPxKPjieupfN9zihLTH7xdUNxXK7KKL8SF3/mK6DcvijfPWTZxFJokCBQffpHHwgo97xzeDLkmMJqByF03n+B/GSqu57JJFjYkunIajwQkqmBJC+OVxNoR63RjYKwqw6Ifbo9CI1+gxX8n2We7gQjdjFlefEMc7XYH18mhrZ0hw23+7IJ9jp39yle8TR0GpcZbaBgP4N4lveDebr6Kn9sykh7XhlGAMDJ+IU0g6itrwLherD11maZca/14h7UalE+ZM0r8wmqD9G1GA73Tx9cfikhoZjM5rXK01rCPBzyQ6k/siVieRPsrG5Qbz6OnZ/+Ky6cUAFyQBL6ebxWxf4Fe/cB3It0psMcEgkphBaqRe5894oAx7YGn9s6Kh9sQJH4dQJF9KKyv8JcT4dk5/yvRtVh9wSS/uukKxQEnWl5cCHMr85Mqjw+ZSH+bOhvVGsBEMEBZc2jCH2wIVaWrm0fMIrI5vlsniyBCive0TprL3gYg4v1zu++NGqOSu82xdzjCE+9zhIgH07vi7l6phqVDTS7OMCJKFV0+qq1PbMXZ3cQjqFhKRo7v+x/Usikzd+j/apD+QqUP+LkVjvWJvjXctBHvUDqMocViLfz3UGmiH0AUTWV+7dMABT8NTo1DZsyoGEl+pmTJU1L7kBKTv2bKWV9AtAceGc3avM1xN5dsPdrMjxkLxck7HxrvDwxAs9q0icqSF9l4vYpDTpLreOYYclM9sJ2q9RKLasGGdR8CvwCqx75pUpAq0VHix8NEw6D8n/iTBcKIpUDTMJRtPayaYI+2yWmWPjUaZCpN7egM1//im0sSWmHB66g+aVkeyPZsH1seSQOXyxzmVinqIG9WeJ7v0TqYzL9KH6H/eOAglu0sh3wn1Gs0aCnjHAQtfNVlaw4+5aK4u47ViQC+KJH3ZSjNZoAd9YA1T+Nq+u6IVwFlU6a3+VUk95DhrPOTjq7imITvD+ARIsLIvfVH2gMNrc3cmdxa7LsY4RGCzLzxDU1Cd6lYXPgQTTkGhF3iNNQE/odaC2SJlJaTOom2Eq67AbUxPM7EjRHFmkBQ5cg+PZjGWsNl1ROolAgxYpaMW+rsrPqOFUCpAJgzw8OJihEDpKsx7OJa/2GU/ygipDm0iB62eUY5lpJ9zoMwp2AnKj/YwQ/r0JQ8XNp+vAkNzkagRbuzqV5XTzUL1DSQ3/d7ei++nAvIj9IoONzh6Z4yaBBRE2MYCBvrhrcaju2LB1bTl4VqTImcNGCY67twko5ShkJhssAAABaNOsxklcDGDlDtT9u6qNslt+H16TyiNH5sX1KkWSEupgI/Tgx7FMymRsb/kgX48ePLKi9Echvz5p4S/eofLoIjrSLE4XiPFs31oqnyNoZ+cyQqH3CIYYBgOwWjngs27gkB9DVYDtFBccFeO5PNahbRNVTATuMlH5Dg8CmrX2fGJsjfcXrUVuqcNIuM3/+D1oey/myiMlYriqnhUW+554Fkb0L6xo2NLUXUIVDF9GcacE0qo8W72ZyMJ/d7A/JkBHM2cYQxKdDmrkj/jqiF+olzTAh4lomQJfDPLaeSob0lkFg5Ra8dFvBTqWJFO2yDD34hpaL29hjnpjfy1MezXGKCZpeJ2cP6qV3sWEmRu/5NlO6VFghD21uVJ757AOHDYW+Ut+nfUIWvO6a+UzNN4VmD9RJhCCTuoLTeypBzcGgTOcomWBjLiyw7ocAz2tjLPOYLZuDclDkluzonT/FVXH6Uwze1zxLRSJ3xf2SmLK+NZ3LfSV/6L8NYHYyNcNS8LYV3iep+WYxnfrpZOCX6Yu8yXnriB38z2AObBOXGvYT6B8cJgK4veH0jRJilEdkeaLnXOVT4inldWf8rI0hzbG5OKwXR2+GhWjV4Xa0lReW14vduZO4Mcr3pcMX97m/gsAe9UGI0P9mhyXx2picIB2ubLZIybQcgwdn1egt4cQFx9khzb0FzfmMAIeWLbO72c03KbPDpTy2QZyHS5V9leHvXCsdmlntf28CbwiR7SF2HSIRYS4sa6PuM+9az54Efk/9El2CM408hsQVzmHYotyacemzS/LkI3NWDUkgX7cIPnnaLj5KdgPzF9R41eDujSAUyY0I1cXIJDLaqGn9waRlQRVRn+Ts00mw2QeuMiAhyQ2XXq7EWX+kbfITdk/SFK6WcavCwALog1W8Uy3RSlyxgwH7IoBqmHXqLYgseFojWd+CCMgAiX29aP+KwVI6XhxCQ2WWBRWr4AjF5VA8kKKEry9P9ioNyXkoW9s7LjHVCMDBaDluKybG18krtshV+PDoEQjawaWalJBGA3mkRyjM3XONHJshCDm4cPoGH9XlfRLBAR0Hrgv5crfvf9YTkl/F6vT1oOirmUI8NEdGCSS6MlS+MHzk6RSM8qst+Wl3OjY/oWWp8k+hQQ64Pc4lmogn8DetH4iKwNnBpshRdRqy2T+vAY9Siiv78NMyUB64SrAajHIufyD8Wefz4s+QHt+blEql3UveW2IoCmVeem+hl9pAaqLmqrcz6yoglvmXnpnPWQoX5URy2AFm1k6EtdX//tO3TzUT0LKqcQStPEuv+aB6PLsUMQZOJTQ0gmc2qfAHdjT+ybAGskYmh3nW5qOTk6SK5lUKh87U79yPLl0tzliRpuQOuI5MAL1B/MVAHyPOKNlsqqJ+5kLmLkSMhYUXbWyCr6Tstt+BhbIfftJ44Hr3OeMkA1GN6KupvGiISgL2jOQhMwlS2si2cbp7+cDKNcYOO0ssbu67KX33TnQdZ4zHJV5FDmJSSqMoQLnoWD3wUh3DEHaiR6x6bw6VFuDYjzL7BlT28fTopFLGIbrEzMo2Ti1a3jBOQOUOLAndsywGPb1F5uC/dLBrZUbOcCOn5/Slvjk6JK7j89J0kRhre1PrXniiuGUQ55cOTIhBwEBi2IluNpJI5frgSOUJa6lg+svvly+H998bgA8C4oJm2SlBDsmPVDULKa9KkrTWELhk5adNj88s2TArDhxyXHwL9R45wKU1xQuFm5ze/jsHEseFVEF+wL5iU8scmzCef5k7uGIiPOGnsC0YA7HEBX1x7p0cJtznZMkeoi9HGK+/F9VSG69/RDpDZGC5Vi07JovsKKTu9DO2/oQbi/jxixRRMf9x9G+cnN2U8DYwPflTKn1t4vVkYiiNxgRGzta4AvD33ZdKo44QwPcz1PNigaT88HVlnsc6c5tumESurYR9WRtSivyEo8jdVfwiDtzMS/xaPgWNa+bUAYAoHH5YK8FaDmGzWX4ZVz9mEk9acuGELFEfW2ExZhHM4reee0HrreL9ctwAIKz62uNWg9Q4TGwMKtP5EsrybO6RSfcebffpcSMaW8Ct/weokyRVvVgOn65hB28882/+tykUo5IMhYQ/0KULUABQG8OjZGmWIeh5FM+ftjDAxIHmk64RwyCx4SRVbOJu1QCcWnESJZPGgd47K8bCKuKGl1ccg6ieJzTNlevbF1CPHwdS4BZfD9Yx27TS6T59/cmLrBWSkWc7gAnGINwpe3z0jd3hobTfsWtefKaxn0cTD2ntT1zM1xVbZ9KTL4wHVT+uzDtd+SyaIb3+zd+vbP+sLUF7p1UZmXz/18KfQnsjVVFXcaijo5Gr52PJxWVSZqjtMhz5AN8urLR1LsijLm5Kf/UPBNSTLc7HM14XPVGnvMNgVbGJiFsNCRZG3HBwtpDXgLFxRz1djzGBKTqPJKqUAnG2QdNHiBF2dDviRU39oQzBfCn1+mOsu9uj8tcIU+umVQNOK3DtCcgwrgMfWG8IxLy6LvAlT07hQTThll7KmMNzqoAlTUOe8gWZBFAtlfosIVVp8vU3gjnzkwKsDPaWY3wGUfkiTUvEW+U/b9zRGZ9A7NLHnFZKS9x4KhbN7mzZ7f85GB0uxgHQve29qsGoI3lK+xHNeYXBS/P+mRk57Yxhb4lAFGj2ZYRDoMBgq7esFDIuPJ/eQRQVQtdK2uRo9dE1neK4pNH3Ms2vbFJZKRggQ5YyvfzePugT3P15y0d8bw4E/CWlk8GCR0+J632Bf9pslQfqJ7nzyEKxeTwD8vhlUFioTxshMw4G1k+J7Z77JtLSjtctUkszZs1y9xOwG8zyt8UoQU+w/4ZagS7wH6w2wcc75scJUwd0l6RZ/vrgKZkfe/wc2dFHxhluhchPQEQwrt8ByZMtzqHFIbrFYhZGh+bCiZEojwoXCIt5Nlwq4lV580GSoww5WcT5TYk1OHvjUxH59rDOXM+xLHG7SUwTyV4nlAuClQMmkMp6wLeKrwM41rGGGx2rrhFwUh63s6Lc8exsWSa7hYH2UxN/xwU3qBFydW3MyIZg1lW2aDWz8BIGFPe5iipqcmWk88q2v5zaVKjB5i4Lukj4FWNOWczZGxOSb0XkQgU9SwOnbsHRFXs8AgwudPBPeR7KN/S2STw6UJIn6nscIgIrlh8leht1NwAwoUDrOa30AcPaRs/cU8H0flX8H1JRxQjYWrNCKxp9cbTLgf0Sg1wAFt1mEfZoGG6w8f5GerwKJ/h71fOPEcddPBetN29+z0JCMrI2+aXpb0OyzY3UNnV5y4TTT+tLGe8ZlYhleIJlHqpq0Ge+ZxETMYEd9GHKabjVEnPsV9rbZC9xTkxh21OHvr7nMuU5Egh0Ub2Nx9K6HnZmmU0+fmNindUpsQMcGx2aj9wTMXDZv6gyN4URCc1TNhflg+7u5Z/obC+u5rqJONdI2itX/wvDcqOJA8Y1J4oJXsNl9eV42NPGEOcqy9d1aT2EnPuvA1b04q8JVlv9xV21kqNIkBt/vDmLa8NTGNTYUdesgdK9EnxHO5SwrqI1ZPCMGM6v68827MDrDN+zT448kHlukDQU7QoEq+giO0UhXJeWa3kwKnWBW5C2iftD+RbjI4hUL+DGwkwcucF1UgIci26xnVkQVl7BimSWEdX9YUmfJlTV6Qa5scy4Z4G+HGjS2jbjSRpYDpoKpSfp7zv9z9anPLbVJmoREhK0qzgWRKieZDlIuRVFapReD1F5sNxIMIKIZY1UBRUdPi3hPjf9RXMerFaLgCO6x01TuushGPZujE+4Z6Bf2Lob7jEfJUcoPNTPQcn9u64feU0xLqLCdchuzFUd5btdTPYjydSBJy+o10pxd55V6svJJs5JnHAdjVy/4jpwdfIAfzRIX3ka8l4E6Z/dq/xRq4wTGsTpO6Lo0xtaPvjvo9eCsZJ2BE5Liu61F0G9w8vgCEl1rhXoe3vyKgIRLuy8n6ueEamN49YDMhwl6IPEAodU3TxxEdYn1apT1z084TRtki6ocpcHaV2pd1enXzwIQnLfSVhU1o7QqQVTFJH+VxOzPe9DtSHoodPMfGHSTuIx8vVPPoA/+V1TCtvBd13eLRYRsuPI+rBER/YsibOfTF0vh61evFxsF7OYpgJN6MK06koGLg2bYjOYT3+m+HcbkKSYbTJ7UKXCrgNs7JE7JCOzDkXchwshbbG5AwJYCuEsxx7Q1CVkSVJYCa8vLnOzNlYJ2RDOcKCoLYg51ZDgEs571XQXSd6j3XKvTJ/cp7q9rPN42BAgb3vgZhm+lw5rkbHDKOhHi7THmSrfQhQzsoQZ2higrYAMjumXo11Zi/QV2kbarZ24vOIgN1CyT/J7sHrg5/euWRknEBfaHjbwuQSGJcgwWGGQEXCmHlmuhiEGpqOPlPIqkc7C85+hWfnI6z7nJtbDclsJHUqpAOGpFlvYIDmx3hsw1ffb3FNuxVD45GEeHfw9QDHsxqrZAkXQ1HqV4mx7OtDQJgus7G7b58IPrqQxqYkzObk6qq26Y5d+6bNA/iOfOb9YaxLY6gBIahIezupB6oz9m5qnSS1YLbXpyLZoBOatwFFNUOLk+q8glFkGsChYZrG0pPd+cB3SnzIafwzXn6FNDpdltbYwAf1NI6cbjgM1qJuNbmkiPLJRuU0f3getGsr/YvpkFQyZWQyFF9Fz4kFT8XqK85oraku2un70atpjL8K2agu+i8gAAAAANonZwwL8vx7yjF2m7sMoDa7dxwNCCApXySAIL6/BedG6HrIqZa8+Tl+0DQFARhaHXqIa1VNTi9bAofRJttCUcsQQUQfNazUIsM1nt6K8x72X0Drg1WcCXnIgp4f17ESO2V9k+TD5Ye3j3jI4asXqgD+MmNKC4D11yyena1yhtjmexXtZYpIbNDVsiIZ3Jr8ZvdIRa/kWU5/SOdvNTOCtwAAYGMiPFri5/34Y5M0L0LoZAtx5epTEK4GD9jgoTTW7WzzRLA7R+FMVqfSNIrtBi5PCH9k3OplrpjKgqVZpouWvWk9LmTOUAKZq9nHm63j/BeqHHLukpYADAYoeMdZ1qbAE3YKJwL5LmyapgcsCStq6uVoSLqucxN9UWfj1vSky/7fSA94s7s0EYZlVjh5Sf4XnUSl/8eZFH76Jm+pP11Sqwk2KkRLzmID7yNNuY5h3QsONfKAJD8R+xLJjWQFjlguCMiuhqcpL/Uv5RAIKJ+BkSHujXb2DImidCVY9ynzl3ji4k1cVz1tzaJlUT9oSBQeznYXBpktsJrsph7BkRtOWR3J5H30dfPha2Y8AI9ZPwCtjAGeTqNoT1p+Fp1zU7BE3jm1pW1Ko1Vdn9h9j+b+UO21IaRk5fKobhOd6g9dsaU/foKkihCvOm26Rx+K6ma1q/CSgj21sblzAqmsQKmr0yf9S7c07IeMyINXN9ZP2y8ILDBCSOINZrMdrGySlB4IajueRQgPST4I2Fanhrm9dkiuAxLLm13Kp9fbn54jp5iSV1TMPKwzeiLuhKQeeL4YqAO4/l+oHa8PrUiiTi19H34+o+Dk97wRwWzTOGlRCr/A8x5OLuksxigG+VaQlV9fe67PkPGV1sWSbqapQBl+/mAfIsGOFjlguwYhD0Tr/kwpFwmNBLuWutVD1QzbOLcehGW30FsMSXjRiZdqfAKCJynr5QSfH15BwtTMIb5X2p/4aBdM32kegL7y0frgUEuVMkGb9Y5vszypPFO4MJhafOPYnhQcmEPtk+v62hXx0fEjRGdKFHCqccbeliwV/yESlFBYuTl0DqJ5Y4fLy/IJUt1lrv57GHpvGVHz9NMIwJcsShwwZ3JQ47Y3hDiSlj6cpmSDh3Vd7KbpTxUcJ4qODAuwBx0kvh46DuubkIzE8XR17fcHidrmFGiBAe3l8gH+3Ftiw0BjgO5g184xsIWPTmtlVyLhqvaL8mLy9YMLzfxvD7GQlIbhjJ8cIqf16562ssW73R/Dv4xvBSwEMi6yFzZYoWLNi/Q0p3D1clbzRcbF3NPe6qyJPJJbpFMN9TUEKo+2Bqh+JQFmAoidIYjeCkAqmtlYmFyNScerRSi8+3bQ4AwJk4k6WT2Hh+U7b8r+kkaDE+couzpOyi9ZNEyt7K9GBiAnrkobpvmcmxPQGjCpvaHWvY2uUl6EtGDHoAGJQNd6DOGSlhscYFoDNI0vfL2BFUSe30O2uPkPjIkklUMr2FJfGlOVfaD+73pL9WXo/FmXkUhR7d6ReA8t329e8f+gqiR5GTFjfZRRsQ7WShhEdLBz2ibQ5teKNGHCUgD3XMrVEXJKKAdgCWX1FX2EMLajntp6D6aryEIBJ6x8rXR9wr5t1tAqVx1n9IWQTDFJegA5r5rg62jDNSNhpZmKi6FDezN9pnnvJAmtghupuyRd5artUlkWrK5RXNScFgJNi1VSS/5su3jJSQUdiIlfDyjFsfQX+PC6ktpi03eUUbXR6rEeMeQtZM3uM2pDxRq93LKWhOZ6ScyeBk+RliOLPfCggMkWVdChgsdxwug+kADvXNmdErMu7lBbJNlRiFGYi/AeEVHAAKRcgVUfSbp8XIRFdNtJhA3Gewbg2q3mZWc4d3PeRhq42Y+8xDpmNeLz92EfLSUmMgDyIFUzqM0jGTA+1SHH9kHxOfm5zLp9T0no2jiJgvm1w1kkyEmjJPkShgdzeSJaEKZJLXi7BSeO2tLGtMc672v8J8pBkWsiC85xELBptfCAJeYGDC9DOgOpXbwSoGvzVTyOOjSgtNTV2EEJMPMLBc/k82UZJx51R8nWmgW3GjXehrksqy6OgWGO+Zwa6BEOAoa3Q2jbG/oDD0mmRQul1qeJwpLyNYc7hnjA9ujG9bpFCuBaoD+xYh22r1Qu9agTebNKWOJ/vppUo84JR9aGV7bpldyomepCU3TSSinEQyYDZCVPVTKopllfTtqKUeO+nPtzhtmr5BCPaqGHKVSykf6WnhQwy7VIaVxTXpriqTcv4AIuh/dsypro1BMdSzCfiijZy/BrUIcsWLOlxBvcowkF3wZq5FZicI1foNzxtl2ysFF9/8ttsF0vwpRlIRbHp/VYtAM1DVsyR3QJu9LrpoGJwcI8/M6i699htaF6kH4cI+Dsl0Zi2zygnWK9m7ZdsoLeg5AkkMF8+RlyXQ++Yep0Ew7v+SXieWof1kb6ctWGkcc8b9I6W1RrLp4XtVSJxDnw7e0jzQlqgq5OdsP1Jnieq+W1kFARcNPVzIqhSmc45aQthejAiYwahe3if/5yMWGSIDDHReHjPfja62KT3QFT/vAEuuhAlpi58ekCtznITkDWWqx7YVSAnP4CWQjCgm3V9zvpxQKUPPfaEbwVejewIwbR7whY9cvguyBeI+3Y6jXZhR6GKpEeZZKUO21slPyMMAtiln6+V3mbSUu1CkAgEtYHr/+GrCuc6yU+l5RYjeM2a1NqGbMENruONHru7tA6zTP+LGEIJL5TxJBZYYQckKt4ZywlzCpkdXYg+qZ3K6CU1YIdrzXGIrLqvLhrPwBFWWbm1JHiumlxExBPj8v1Q6NV+JHjWh+YWzqjGJR36EK+sYWmgFrma3bSqwP4S0W4jcZv49VM3J/d+oZjMSx6nrKJQ63YBG2YuQkn5aTRCeqrEuTb7D3xTVfIr1i0poN/uspopSszlRzLz4at7T9D4ZyTLi/OiWIK32PjqFCgAXER4a7zuvMmi1I/XEH3Ey88dBm9jWifGUoGQ7wkvydkJgtJDnqLuWuUw3UFo9ygsYVEDkbe4Zx9U9GNgvRAecML2MICTo8ZVCWxSeLyIUq5QJW+0VXiB2w6373++lm9IhDJgfiCveDjkXvVtx0yt+CQ2TIM7UzI7zrxJdwDtlvjSOVLyiSiCnYznDpcZhxKUwUwIi32ZvOu0FLm8zDnaSZt/DI6TBGAMNHWXztpsa3FZ7Cch+boHE7S4RMwduRWAIvhaHiulF+b6vT1YeuScL/s2vuYI8BvY/bCq8QlVbxQbOWCIu3f4MdW4u47ZnS883W0mc5b/4vrFgU2TyvrVrt0B2HOEZG2g+1Je6/Ifaf9HopT2yquoot9tLJej4WctwJPQrurnxqxyCzXom3l5VCmh787IPRwnJAiBXfPG9eRbliB5XpRKmEMhkj4HpJWDK/Qik28sdO20wMJwGCdBSuHjjaewmHswc1mxPlArIVWag2xi+lOZByUQfobXsXxxIbk9emws1akJxBY9dMELaurJ4j7MOBKs+HD0++hDv50KmpQjC79cziRJvlyk33Yj5ezjntFUNwquZYIpTmZnHz/NB5tye4bovXKk+cbLnH4yqPLVKKN4V8T8Oh42G/ek/xW1fie0rbWwOoKUDOkmIUT9Jh++ChTnb6kmTtQlAjh9JSkQVVnqS7mVRFDN//+59lKqRpvddomP9by3gjguxecyW0agzolkyEmY58dRLc020N+Y5TEgtG1/rO9MVrmXgNdptW5dM62kMq4Qq215fLFP0CAVM5/9CiR1qbt1s1g3zHli3w7v065PT6WZq+xr7/f5V9Lq5JJcUwUsIJUVhD7UL3N9ddzmAnB8r3lHuaf3HXtqS2GPZaNNuzCSXzp4p6pXOqWC6SIE9Kmr9UT/IviyBjMj8Gs/RinzsZlOgkLodF3WTrm63Vvp0wYbTb2BZ5FIxxNmHtALVt+Ore17iqBuHNZj8DjUgFGMMrawr4L1FsXSOR+Kmy1PhHl/4XydXqbr3A/1w1VHR98XNtcMVHrt/CrbyqsEx2t9eSswCS2Bfq0KVMvsd14mvJeKWVsKWFdohIooJUq8h2kSVL/p5gn2Nx/rIf93wFQdpt6CaD1Rw7qy2hOu4Nvcan5ItO58xK9S+FG1PWft1/CLjuWeb87nFpztoccQVQc9NpOxqQ75Wo1JSB99QjYqeavrpEPvdFxNZlsoNOjUSCsKMBNYBpKAAAANIbTrHzsRlVW3cke5GDSaL0+kjTjkAoJuWRsEV358gbhNOGx6xvoQrCiaaDgr6KKL9mMS/f3xyefkAthA3BhCSWrJX/knQGP+r607fCpQRyj4o7qU2iFwGwiNcAz4jUYPPxJpaGjFG3huPUKZytLaYHpcIVhsZ3+U+aAfQRBXu72zcB7nPnwvjVNIhKqOGDee7QDWcRUc5NNhfwD7Bh8kILNpd2cic0DcavIuhhbKue9xRNJrqIgDb2pEIPIWY2K61r6f7BiK/7daWzvMAS9oxVvcQiUu3zPebyxnSBp7O9ZikgieC5D9kQ4r9aa1E4laqbI60oBogz5N/IVeVWc41boNUAV8kHbfzRcA3coBoUwhny9NlRsC+ySreo8tHfqVnD+33Z6fiSrgdHp5Hn+Bj/itrrBofhR/zE156DdHfM7teaOaR5OrwIIja5ggZKhfrD+bJfPtDSoQbwRCQlq2Dm8vityQzoji2IUM1/HGNpUDTLp16dZrAYdvxbN2O/N4Rbg2j/nArWddnN45x4XlVezC6FS/Hiwwdk83nzbJ3rNcvB4ft+sdEFDuySJteYYxNbu8QYwwATPCvulK0dxlb8nmvozeaNLrjFfny1uUzE5/zE5kdzIj8BmMxrpuhWWVPCzMdoo1xVmLYC2CWS6EjOcqCgdRPzy7VXUJivG70Zlkp2kMqyGDQxhE1r+cDELkZYBkwuoBs+oBLyy5LuA6saX5q+jOLgrWEaEmJBrNNXSrkoT9J7UNlK+qinnngKzwMrgqE/wxSRygEU2Lt93YwYUJdLMhft2vacmVEpNeQRfJLXnsKl6WaI6uo1HcQjVzEKSxpJMGSZ2HGKKbwwqDp1eCbIgX9AVQ5I6YFVdLPf09xkqYZVT7HAeMZ/c/browhA3YN+D5Rny2TFEB045G05UoBL5pJmc8Xcn1GnkNN6pQNyAhyrjula5HPKaC1ORWZHYPRVk9HPdcAGzL4uWVOVaECvKlg+Pc1No7EyM0g4USMgGDDsKzrLNSbV9M6mlGrMueX1XOnB9B6BCyAaK0aHBvDLA4zHh0cKtYDCo0NSC+ZAx2vMbgAC4SKrhCBD2sK/y3sBvANDfE523eyrxc7lRVDGkn3j+mCTGCL0LQLUUIvGT0639iaJfHstXpiDIUWOu4/r8FWoEFKRHOeUUGiJMtyJuETrCA5mxWSE7G0CHDmY5qB3pBi73LL6Dgz4V9F/d7jRBgDEExzTMGX0CXuD9WAaspIIK6Aw3e4v2J/DXcElflAQWpYVrLvtG3DPwd8J0govdiX4OkFhsdtE8JWFuHZNkJkh2TUwZYjhXpfk7Cwr1n6SKJU92Orq+LJOyUK8rqU9e3LTCQUNBQ3TZ8BK8ndU6oFEnxNEnLJ9kAmAL7WCwLBzBdaYaPM/+cwzn62ZQTR5QXQ3uMemeD4dIhsQ7Xdhgn+UqoFrrnR5GL/p3Rr0Sx82TIP3qk4ZqUCPpoUu2B53YOIm5ZQt+maPK4lfQcw+miFfIrTJ4Ay0xE5Is/DNOguvaL5lDabLPz9Ctf2kNvCVk8icG0Ah7gPaoMuCX6gXEgB4Gen+b5LC1DfktbtMqHtkUO6sxUh4vQ6Ygm8UKJE6/7RNwDavN2/KCUweE400pYwaz5oKE+Q5y3mqZ+CQYaUceBhrimXJMIOAkTAYeaqR6lo1nw4RfQXlsp1PaBL0ROU3c5vp6Uk7ifX9E80S5G2e6mxyC5E6Z9bg4apIDjE4jPj8W9Vt77FvMQwz0fq0ZyJ29HaUgwRRw9ChBOhV5lk0s7VuXJpVKWma3s88wLXEBhMnULtK0SYeXvelG0Dehz1GyTybfRFoA9rHqBi4st60pXOhhg5TRCL5uspplKx7PX7P+gCxQbcaMfv+nf8H5usYf3MPzTbr4jFnrxfyu5U6h6adfoQ3s90s2IESG2NhddB6ZgfGEWmoGvqGcBOdsoHX5znsL+BApq5XuPAuBNTXCBF3W0NkNmnf3n1bOlH18oWbzzjxLLBBtANyyy5C8bJZra+WYsLOdcRg5/W8UuJTmocJ796VOdba3Z2UPuy8khhwIgHqkIJpOutYbsN2X7go31MioroTbJmrem3qbUJpZOviEs24JTQeqgJ/x6gHFR/IZWd6HcC3UeD3+YMHphzMZHquGZWC/fhkflCJNJaq7RwV9n9/NgcRl5NfrStiNyFe/2ZxHGSygt24/Fb0JFolnMxSTSN4rWC/FNJgPbYHYxESpt8rFhrfFzABzxIixomrnwGtAipGNrF9tJUElGlG/XhffdmOYZ10FOEHZwwdKcUHhzSuB9o12avQTJCCmEvj8rhyRW0YxhIMo8crznz0E9it5dVPMkWwqYmveqBP8XP8WYXuDCWvvzEBU7CbBvYg0d28ycjHozomj05h6qAu8JC/E0pEsO2ur/aHqsvMGkhxq2ryecVFQ5w+ogUj3XMmqsxiJL816ag8LmQEvV1JBftMsEuj7ArSh0e1v03dcyv5uTZYpsCYnRhqPt6NWCb3McilmxiMlBKS8geAS3wOB1uRYbTOnfnsxLXSk6fl4SIxB3ov3ONgiXpH4o1hoz8aAqKcvIi0Pkht6T6c1lLL1+SRRSjKSQaqrg8VrJT/H0tjb7WCz4OQU++nSO4aGjp2fwLpfWMzsotTyebp8WYN3KCG4dNqdDb2Wy+A0aeTBBJuAeDjAzTklFfkwC4hJnomc5yN8JyGQB5m6ps9+W/IEGWyMoVZvBeGQpDnt2MDafTHlhvuorCO11CVCd8XVsxPaXIrtPgMy9bvv2UuEL3mfYXiFJxAmmAKkkNu9w3xC9Mh8ESZCpItVVyvqTi6USUSHPt/LoGwJfCxJxNzAJvpJANfRtImGn0nwINAKQ5X4Yl1BHiT0eV2MFQ9DFwuIn0KuvezUImoKnJzJ4PI6aVUO340jXqdAQXgNoGlbPkua2Hl5+16HITFlVRoh0U+bwGvOqrzkB9kg0iLxfxrFYnqsXtivRN4thMD8WCHTsSfPOIYbpAU58pU0nZssRpixwVDCgdUlGVuZ/OqL8f42x8KjwF28/ANlcSbymUunFs6KRr8WQNwc/COl+aZlyIuFne2eU66vkTnRtox1Lk7miZ2CpVNi3PKXtIvAGlErD3WVME9A6AwrfLV6Xr9lPr2mao9cmBHG4hZcCZqY48iM9azl100jxiABLIpzJQ8b83CzlDTad6iMOL7Rqvx8piuXGLjKssnrt/TEGDO//KHCh/xfL8PzuvsNZ+9JpghYCai2oRZbpcIxLnGbkci4dunUSZ4VqN8gLWeEC5MaD4A03+Ncpg+Tm0vGUeyJ7rFWBbr+ykrOpiClySsbc+v9fFaBYrH0P08StI/5iSNvrsRU8Mpv46xJBh1BO4ZqDyMk3/V1qekO+N8pRDLbNSVRw8dBPwDPgA9cfW2PQzs/Eg9agvj8Luc7A+i2CyqD8GsdnFq9BTSClEiKqSoYJMd3gL3G+PgPsKCOrHwQOqtZFTOj7ljNaWTE8ZUPd9gH1McENgVXg8wYDrqeb9fcqo4UWtPuZW3yhwPViVJjcCn3c4PR4gCbmfhb28gK9UkyPbGd9CbAwnwBer4Fp1Vp6kUD4EPLZ9k0VCeC+9c9/3P3F7wKnFMil11MD0013a26blMeFFOhLw6Lv7qhxBVvSkTLYAX5UJO6f3eFrYgCYH4hgT7zwXO922MXs/kHHdGfCLAtGCATJldN2K/g0dqAAAAKlEVCHhV428ezrBn/C+ESxlrGD+04OlQ12SejBQeluXENjnYhDR+yeBFZka0Kx5ihRR6Lp8ciDepFn4Me3Bx0NC1TEthn1+GS1te13iEJNH+8XOLxPPC9OU230A/kwRVTZZ7BG7H3TebJPyLWhYnl78KkcodTJugq0ZhUZC8/7MAJ7pZiC9YyumHRtov7bmpMvHq2EdXIH31JRyKOenSbHuDPZHcB6W4WsS32rNV0Hgw8A8fb6qW129UHjxB3Bhe2EDWfP+stGitNwrBHME5ODgjVwG81RNQE+YrSR44vp7Oltw29abpgwCZ06F/U1gO71qIIbziX3A5G82knspnrfHsPz/mwoH5E9NkD6kaLEMzrmhk/yQqWqHNu+jWniDjyd/yEDGYvqV2XOU+Gex0TlPYBPldZvOp/iP3GvCrFb0LLOdiFytRPF0AhSxaHWUEfHea32sen6NTbG0fydbhD6LHlVUEwZq9hLqLq5VWg0zrPK1Vd3JVRnn7imR5S+UMt9wYRFqcX5wAv1Q5neGjS20e93Jw7VnTtzePqImg4Ba3hAuP2ekwrUCKoMvyT51gdWDDVnnXUMPEKzw5aW18fudFk2V5buUzazbZFw7IVCdbTVQ4hBBoDo7LgK9a3A6fLY24bbPjoMezGHJdyzN5zkU37ZBSSXinc5pmoO45pPfXHMHcGjHIrRU958pkGB6lyjZwVa1UOQYIgVzSv5Pvup1blJ/k1Iem2iiH5pD3JpkGx9VnDzFG9rXFeSa26ReZIXPcnaiGIR6QgbyBiRZQ8ZM443mgzUeVWuTwi7GEMi7iYdUKXapGoyyrTmSzEXP6yZqF7tpIGoh62RnDpYifg6Fn01NE97ZeXEW9viLv7J9wBzeqf+8jAj83e6COSQ1d5XNUbErR0llBcZgvE6KYXf8IefM7zjaI1oGdGPqFfYlqkjJ70xjuu7JO+FurLuWctfxXtSzRpXobuSfwIyZ9hSlHVMbKocACcvr6TR+API3Sdr8egiPhwwJQlQ1FuRIYPafplAAgbQHUFG3QgEyxeGwa5qwdsMA+uaCeElROf9uLEDjTIjrJ2GNG0bedWs2kf6R3oPdzE2KJGK/3oYVbEBdM4ES5LDxtobduqpc8SsKYpbQn3NxF7jT9u7IX750wBvl/XcxVmujIFFzsnULEBn8l9rrpF3+dMLcfyQlr1fYfZwWgwllc0s1iI4/UBhYi0IRmRo7b/loP+idZSqMFL3+J9cD6vqfGzaKYCj8sB76kUHAzUao+P8BD2J/68+lnVnwhoBd34Swn2zfBqIRKmwe6Nm2kLLVzwJ61bXcMXEAaLaGWoLQwQZ4o2f5HAKQ5YIdBN6/lKpgYnKAAz6naEKK0J37lefoWVpYyyIkXuUKRIzPbVHhZfiX6m8iZ/2kOJL9U19N+1ysG/iaGAww0pabb5m8N6Aid3vGa6AOarzV7e8P7e+uQCUlALn7FnvZB8EytlT/StSxw+svADN19CGrJSAKfbVVL0PyvBkndj9I4cvEi3W5jpGBsHSNd9h+PRRCaIWI38f7fdgt4fsCiBBds+mY1Eoz3AempgFcV+gA+NFpuOgYUXZ8DmuYlFZBna6tUzAEMXJbdu6xm6wLJCdodSPU5DXdzrZ5zAs+KRCgMlizvELJdauS+XXHxDK3a4cEmsmtPUtDlM8025E1klSIe80Uqv3eTXRrYP02Fpygz/iDoRceauHfiGZeEouBz2hd61qoL4seULlt/YeB6xZVziNVleng1sGGjdcpnhTvIfad6ta5bVngHEK/LsRM83RvH00jlmC01qqyCGGl7RvLgw60yqOhWkJVEW9qcnx5Cna0K9Iz7lQsLrt1N5QTnqgVQKXV7Wkvpy/opfuU0elDIdjXXqzFxnlG/0TKfm3cSHbN2b/AnZZbFl4A6M9CGmX/4cmO1iB1zY/5gK/kIezsd56orw/FZ/78/VKkTHWzMQFnolKBJx32rOsSBbN9SSLFDCK9K4NyKIohEic3HUup2xq4zRHh/Q+kZXK+xl56khe7PW7NqgokWjkCvAIdtcArmuf4kC1qUtqb5Npn9fQwQriJx25RilXdanGolgEuMHNop1kMFXYrFZACDcX5L4WJ19nAwAGQLgPZ0cZpMNM/JNzRRQNm36vqymF97Oetaq6RsdHmd4FTknkWbo/9DZexohTy7C8lwdPhoMMvLWT3ka7UwJM15Dw+kntB2SDUvWoUOVa3OBeH931BKn9jlvXPE0+iTZkJ4eMaIl7xIs7CE9eSZL0ezq7DdCv7Z/hLbbw/4260zulpKQBQhZbyABvwgztDTDu8hbKPKxOv+U5+EHxq93BXke54jDwbNg37I7UDCFslSwgcCDlaAm0sdkEY4LjB25LAMS5yo0iK6bP0l7f7IoUOErQfRAah3ovXdVGFCTSeZtxKEM0kXvnkzsoIWdUwWAxf9m9zUbC45DFn7aIzTH5Zdc6R4R5p1QM9rcX9HyMf7i96+qPVt3x5MCYnebFmH5HGCGPrYqRWxKk3oiEPlirWRx+oZ1Uyu5ITUGy2ge81W6bWf7XL8dt4mmHwzXvoPN/wmAqP86R0/MNtW63xWkRyq0IWhJ09bBVpiEXQNrn7oIMwM7rCLM7v05billqsRVoqdZSjN3JsfdImSvLiQHQzXY4EYPeweQIssYc+Rt5ZiV0vElwMnoi5fmErSe36tIULGebz5bElFateFuk+GWH/ug8D6smwcPXj2VooZ3RgishUGamPdiYufnasuls+RWm4bNmf5bZH19sc2H+Tm8NdLhOEmcg9AHQLt8PqGJTibVURpeCZ4NtOHQ0AvhHdRJOGTnY13kzm3vKPPYMebvd7jxBOsxzb/4/ulRNAYhEil8Gw48N5FySxqnQgMm/cpTcKJqfY6VNEgtLCUSrnc1HNHswIgRN5fKCdpv7Wk1INjAjGdxjhhesMWCsmHL15vqR59OGZRRy2mZuOZtU1bF8ILh+nXvHlJZLTn2QzTCqbco6eJXoIJCPKCv49L75WpTYcaePGc/rmXNJFQk/Ryyyx3HLA3fJLzKJUPnyvV7Cg9vSqWqx68Aj+kpvBLAItAmuw7R8MAQf9N/iqoqZpnpyN1ltMd+mfj6UMZk5plBDDMAafRvNykBFTEDZa+5fOcS+s8nv+Fw+rHEsCX1VVxNOhT4hDHdMxFtZAEAi6p+swMCmlmdKVVdoBiaEnLOrRGcL0TXJDGA1ulqWtyI6upEhx5dhY12F5CSOQC0Tox4s9yDV2gGgL7HKEX2eNSAi6Y6JiSDb92SdvP5p151mwx00ccg8wuHjNEqDfB1Z0cpnYdz/1hpYBIlNigGqXHrXSdBhnaJy2SI10PZr4jCm33W+axiLlqslcWAmf1bmFNzvJJr4jfIK/o1tUpHKXW440y0XZsdd2nwagftwBgCS2icjXORGHj8V8zS0c417G37Aljy1teVY9XEnZEZ1Hsv1R4Kdim/+StQKqbBmE4uLcnbll8S/k1EP+a829UxfwojXtS2hY1ANt25k/GBS8dins+WtHA3Sb2PeTS8IwBl/qCwwsjoVrbZwIjg1MIFuPYXVQNXsE7xcn3SfPhzytPoNttpnaymFU93G7GRlnWl+8k7bHBpeiiSrcOCV8aKkJaKlfTvEKRNQwWEuHRcC64kpw0utaNSZ3jtrOmVGuRkvuxG2pK/7G9hmPMn1HwzilS7cKp8FPcd02v0HgaUG5sb2JPwykKTGwhY7Um3qaBtCkC50uBiF+NQBxRXDvmnq8paDugRCgk+R+sIncYA/aZbeihus2NTgyZPadO7WTcgsmYI+6v8NlfLna+1ryswr4zMYpTqEFnh5YxYz6INZR0zBm/lHJA2QJ9hysKe8W5gYEGtEU6tjtzXapkul9tPmikKebodX3+KGbDcKO32KXYYUDHeurZWTjXD5rpLC7y8ePso7lgux+ctB+yNbH9PsY8dVob79APE/hBbohM2iM/1jN3M38qOA76+7N7meB7++Et40QsOuaaf1Ctpa8KLmCcU5wWK9YnsxfEKdSeSZwZN0VCPVoMDKofpKt+9lSp6aThuMKRRarna3fO5FLbqTb3welbMlmGpvJd99GHXzPchaNDOn2o59Wg3KhDbDjQQ+NdAlkv0BU0csjTlGP1/RysiaVxjFBd7uVVzbTcwGwX+5SJqBtMMu9q3wGZfQftK8LKWOCzA2ebusYJbXD7rCmWnuDAj9tkllcLkJFuDkG2h30WN8pclRBo844YmKSO/ASPNcKTow8KzVzrUJRtPNnndgm9rWnPuCiWQaOiCsYzmBeKsQJxmk3wRKggPUabNXH92tR6XaJX2xfhvHfAhm8TqqpG2fbcuf2odLBdTLflpSARzoJBqHHKEnjqTsN+9L4KvzbL8iC7UGXOmZIR/UwSDr5N1/gfYJ2qVT1EC5X9KY5giFn0HKyt0o328jXamBJmvCmyQ1r9houvW1+2C69k6yqaZa0vv/p/Sl8CdJPIEg5uITgQluGWo/h+c3d8FI0BeC8Zec6p85vQBuIFgSGFTxoNKbdjDfMcJyyDWK1zKyC3FC7YAqVy/y3icsDDeFyBfYWXzXv0AAAAKxpTm7SWl8ZUantJLjldDNXwQ0otXhnxZ1+eOainHXTXrto3cFVp9N2jEtEfOXZ1fLWvlNOgsjucPEKPZMiKpqI6XFqmvdtR3P3VkHEv8J+1ZpH4esWueD5vvo3lb4MZ4BrKkj6rRjomkMjkWkgSldTm4foHwPcM38ZF4KnX4XhPvwft0Lbd/xfkUAJo1mPbIRiLL762eOifCHgVakHO5+taYg6t3+HCTWnkqda/ky+igp5FXzuVJm1xCRuhY/txYOspeOgCCYe3C7XV5heZPhUHQwOdOXPt4L0zMTdgAOhYUe9bLvMNAm0XaZ3AdF/gp8oeULose8vLPleHHxc9DEbX/NbuHvcto5dR+7CwnL2CU0KWwQbBWdlJpq4J4RYYRyCnFvG3aB68BM3pcuQuk0TkAQ8/rUwKVn1CadMF3Y21Ehk1U/mlVvpLSIBw5k9cAoRWUM/yVdvtsjNs9lUkYjboYWEpSdei4rmbGLK+ysI063pKZXKgGQbhBoNcERsmqlyFWpSr5MO8OL8+szmOnrGFrb5USC4pRUs6F0YWDvecpcJF7AKOgyLb/I9Sv6b9nfSnO1xrUvz56ogq7SxcNEhq+Dtpoltm+aRfxzeP5eTj3mmDgiX+n5Utzt6gKdzx95MvBIylcHktX4ZNIX4MOFs+3BlwuYS4GIIF3qbXC10GE0aj20Vf03BS3A2XharJwR5LOZDn3XPJa1BvyiiE2noKJGfIRRublCPO3uEI/8FSfjiWZkSI2/AWH05+b+CDSkGlXWjeukCHBEcEcB7bnolfHscsOmcZ6O8lH2gDGKStCRUOtv/530M6pbXfDgrgGHbMzFDDc0inJfSqMQb4SSf5WBYVYz8lVgcMSmH2Oa4KTRGjD/rtmj7MDZVRdersBcsJ5XGSZE+xnUbWwbLu+jwoCQ+fV+mmGaHFIKj5j4KhjRRaC1L0UsB4DuyVUGBHeIp1naLQZzOsxN/1sz1mMFbsnkjGq2ieH6v47TktrYAsCNIsgWdeuLYmmV7o0e/HlX3fno3g/yW4qofquKLkHSnERIU8jcU6WgEtMvx8I7QB6bnsKdxoK+iMQu025r3ly3VXZg9DACkewNMj8PU5C/B3atWYqyEx6UPOHNirQXeaAiqPonG0bQqC6W1Ps5BNQl71DdIRh6jk47dii5Gftm+urY1lMC9ILOE9Eu+jhUvhr5wcxO/QTJ1zm2jkdUWPbm/YV3QAvjr4YW81CBBm4T0xHd4YgW1y0EljJxuprfdFOy5kWHtV1ekdxTXz8hLKtXr/6rsRK9CR6IkFpIU6INtGB0wjyTR2LOAQeZYU8GIWjyIThZe8XZ/w9hjyvPnbSYph3TKLy6oas/wrq/nMk9r7gWsPPdM1rqZY/UlweyQXc1delu5M0G/xNywUQ3CONUTnNnlMiNoXTTV81qMT5wKo8cd8SwVr5sseLzN7wzej1OrcCpE2x29nOeg0A3uN3Zjh4SVbK/KXFwTR4lDXhe7rJ5xgoR6SEn1Sg83qlHZCHSEpCmX3pHAE6emO/Az27yIvUoeuBGq3M9wzkyOXC9or4XNjaEPvIbKiWoZ7+TWXRO2TDlmc5tRcYTRHLL2kuPrzL5/LRVR4B8bqInO31e03dSkifpvmNAq11669N2YCWaGhTwb21k70VmoAVsZRYaqP0pIrYdsxx9OXVG2EujiyJSBVHdHc9UeMWIhMmZogqpdsbDIg8r9NMzNkxAcxJm1BG9AY8tloTkMpGiiz1ff7CvLvEpXq2e0rk3dnwlvsldBitNo9y+MAkPKjscDLF2kdhcLAUcIB3q265YQIiZKYmncOW60SKvHSTWOFaeDzarWXGsC4y7Paoqy4v/A4pj+d1wcOjT7Kf9RSePNJ9QT8G556xN9LOyuxBL2JaIflyAK3PMzjcXv3xWjeSiXZ94gQwCVcwx432kI6eyXh1fiqfAG2fU4EEvGLe9LPv35O5FOMJjyqCTtsLeWelCrQGpAOeORTWtP4PE++SNxM6hOvZ4+loeJ6xLmCw5razfw3Az3276Rq+FBa+SzT/HPT89SSUJ7vUxoEayTkZr+zQdGt9ERGxZfqQcor/6OGuk+q4dUdudd0xGVCa7fQwhQ1Di/FH7CnNQz7xYJSSoyMHVBb+IN9IPLo2AFPkD7KufI9RVs5ckt5M1MYUc79EteP67JEmRLzP7CQJ9HozhTBF7LdWuKOMHl1mR0rTSOCLcBgSD9ZHWLmHQNGxi4uHoQsjOpEj92YAw6nDD4SVAy9/ia4fgbPmN54TIReM3bs2UqeOAGaVS/PfYRif+AncQB5Ez7Vrmah8OL8fzXZKutIBw/ui5cZvz3bwupcmDV5aXJJT66fCcDkwC0iO/PIsgRk9YJIAKUByRtcpdomUk/IlGmD3BBjQgdvfEydm1Ue1rmXqZazHihYAyzkZQ63Nc1B6jEfH4zIx7sYHmvwN2vIeh8A3PitIN2r/v65UiNAeNfJkNnmGL7NoBSJb4O1GuH1LP8S+4TubkloYe2Xe2SzUubIQTXXPCd5s3RDiNK/T5G0Ix43kXR3U4KrYndOhJ0HspxxaBUgji84i/bWLTQ+o6ui5gwp59AryuZrxJL4p6clK48B/z+g7XE70WPocUA50M1BTeyrHjb2eD0/J4LExCd5Mzk35OteWFsqW1a8D1yyvYRO/j66zK7GmLqIXdwYfF38o/tGjoUiVr2s/SWW1sHrg42WcXzSekY+n96LT1iVJ/FyvfgffICZA9GnQqyD2CTbxmTTqV9YAYK4/0oInaNnPY+WmakaTQOHRdlM3aPZ7p4GZigsBkFLZ3vkUUeKdBj8VCBtX8Q2gQRhKHOBoH2BXJpX49iuNXiTcvK4tyWNyABDxStfeytfvouY7YS/2djHjTbXjss3IE877gazQoI1AV8KhuT7ql5ozhT39p3h+oZ/fcuiMaypYegV3+X6RGj8aOyjpBeWvHOs3QnwDj45oN2o1vx+dwniKpHP+0d4dVNcTyq/YYz7oz5+4PI2FtbYnuxzsOOWpQNJ5loMgrQAhC/q0Toecw7TJ02NBTKHECcvsAM+tvlsU1AhIyQsXSqYOhtlu+qRH/9IW6nmmmlGxmQoFgAN87amec9auCgIjZPzcr1vj/GlZ8Qsw62ifQgL1mJCLgj8GCsJcgL7nih3IiuE4dxiCXRUjurCLUeUJFt1bTBKU7x6+uzqZlM0npeB/79dUQhD4Qru6XECTeJz9UWyHRs72dDBsDFC/kvtYBD+j3aM+3XlrLuTgS3hnXyLkepm8UFkWWj50XVQmxmtBJ7bMUtOhmcEI2fnx8Sx/nFxxBg/XrHxo5146JkrROMNuNhSQ8T2+bB2F3LrE3/2vwgSqHPJsvS3K5ZyIG7FhwIclo6hXaarAUsBKGOhFOVUw/LjrzW6FbcqGFQbkhFA9Im2WNWyrCpxPTsMUa93WiQ/fbTS6MZr5us2/fI1DXjEj+aIuSc6JT3m01D7CQETCZffrRqy1dpuV6vw4evAe81NTPYTwCjmFrdVi9QU9XjNSVXPGd4JyWbmTpX16kfj1RnPdcAHVsNIh9bfAhPNdnmzqJRcwgiBkbYpGRlSXUNyJuHs+pF3ynVjUcAre/ILt/uwHoWbSr8TjewLNoSHtiAAAAA04C3Nl7HiapIVL4e2IENBVGsj3uopUZq1BzIwwZ7btLLsUTj85V5IffE7FNiQtg3Cpnw95S/ig83KCk3BU5XkyYl+3ISF8hGUJMqhQcnFgj+UCAnbQDAM9PBqlVJcCC7+eWm/e46hsACb9mHnC59ztibudgDAEYNcqk7ou2XAIgH2QsO49Y5FSxK4SKCBET9jLCyOfTx85ZSMMmYrzQow2B1VR5NSPxEkmjok16++gBsvlzZXoEcdsmbK3bc7F8jVfmjvuCJY630VtXAjRDUi4MDN4yAU2GbrzElJIZ1lwuK7dj8SeEaXPduUIymF/2EzC7RPARsiWAN0/Isscqqs1lkxpu0pAFhwxAOnAskhfo+JX84vZE7W/FdHx+mxqAAAACHU5pi4GM7ANM3QpIPmE0StaKi2UpJcQ69oIgvDU4guf+NjJeP5QB7WFr2n2RAYRMgKot6ZEwJtRlmQbIBsx7+CTKC2EkW36wkR5VvdPHAxNixEW7uOQUBRHXDcqvIIqhd8L//spQXZtZYwlQiwYM4HJXMQTQKUO1Mnr+R9fpgBLLAmSbmNLX5VwLbSoHLEvB+CLqHJz4Y6Ray4pNUDuwXPw4dmHw/1xDKsymwpIvi9QRso1HQi2sEb4yzkGBoELOVjJP4rT0iOBW++Y/OrMBUL6dFo+76G6l5jp9INrnsvBVb1NuScVks9R6oh1Kiup06bpnUD5waudyBrfGEqQgnW8hrbWYO3DhTdy8OB4Qvp++99dxTwB98WrBOyrUrVhIrkN1ccm6kZ3HZmeyl6j2JRy83jFNR/OpXtYOH08OMeWq6AiolHphnUhTojE/QUGL+tZCjl3vi6Puwr50kkf0T1SU4+95KqlJUum/UC+RzlLPADADf+EAuLHXZfJXerYo+78c8JaV5uxGIXSwjckEcfFbjj8EcPLUe6P1jLWr+hX65pIClaGbKiPjOwKd8f04fAlJeSIehR003n3fdXB+U7Z6aubHaYAbHjUMvvrbK6P/L/MMvrzGUM7H5pFu+ZcVtB6MIwQl5Fc0UemffXjZOWt4PRIhrGf9wPt/nw5Q/HfU04UfPlEFO9/iufR/dtGrM5mluGEnkx9KzbJMWhsyoaiYyNrXJ1KAJrwqUFm8APCraX6r54aAEy2BvqqI69+H3RDsXqKziu4ggXzgiSioRJf6rYwJjR1A2bCOgxVvCh2lrzqqSlcCQsVx8wtj45ahWp6JtcE2LR3uUppzBuVA8FMfmnDKA6P7r/4GYp35U4RRZ+0b5H6B8Ufq0bJnPi6FLm1K3RD4i3r0QveRD/kC/Xj6Gp/98bzMrG9noKsmwdcBf2hASTOcf4SLRmFNHdS3VyPA+flZJmdiBjE5B289FF6uzi1eLiPjb1Y7N7LloANMKToW/W4jM7TVIGPbcRzUbvmgEHx1OfKHLVhsod5QNpYXMfvC0TTNVJb+E5LKysgctPZOxTt7CiSO965tHc2RmRtNy5NfoSUMCxjXI8Qctn35c1dkeGQ0fvTV70R6D1ddfAoJLomqDlLJcbYJNSruqYhaYqry4x6xeGZbWyLrbKUphOP7Ld9K7z9ERfSohihCdX+rlvZzB7gewq+pBBEp/6QZIpfkea5RDVFo52oGz1MoKdOJxSQ5O/+6zupjdewlZUO+wzi0JYSxSt/B2R2+B8PvQoz7gWYIactXeEILArpy6ur18bYqINqB3ePeYJCj13nofAZzdqC6AR8ySJ9OtHWmarG8VfWrbuXM4jV6voOX0baf2p5XK5h6uOqP8iKgCEK8o6C4baUMLu5YMtKUtU6Co3pIQj4qaMDqZ/FZNZvBxjLy4a0mvVu6Y6x3aezOFX6JNYYH0uFJNU4z5lMPeg2CfBXwKlYlAG8MfjGL9+IYo5dklgxYWq9hksOyyqvUc4E976bkq7IE+ED04VQnH84y9vh63M9VEoms1YQHU72OlQEHuGcJiNFEdeG0hQPWcOsm5TVJxGT/ckFrEIY7oWYfMXZBXrPPknrIjj1pAekPqhDK59rnCFSTELPDZViuO72awQJZ04vAjnRUISkDTM14Z2X43K4NhF+GjxJG950XWFdk+HQc07XHdUXBh2nG3/SEQ50eaeZBEMnYrYp6kW/EgjeQiTU5tKor5qk0L9lygGdNqrOdCZzs7Wfvzs+KsLNCMsS/NQtSbCVQ84o8ORl1hhl2CfKLm/0vK2/qfE4X4HxUh4cR+AgsuDIrmM1lVdTyTI587Cwi5lZmdDiO4ZFc3w6kUb1lFlHV2wQdOIxWvJubPE4ZeodYg6f7dOtFuFtgVOz5k/CAIv+8BWt9ejEFl0PRKxe0oePeEhcyg2JCedKcnZLaQJYhB+gV2OIZbAkgolulXugrDP/CuhXU+x1looYUOdT+457OmUBwuHtQmRLMDPQAuKLpDjb6bVxjkv4AioPZsP5gLygM3991i0Ww+HNOil7zpy2YgelVURes5B/IcsPJlPL3DILaudqMztEQ6gL7ttyircYyA7pJwdINmjP70e7BSXkyyLZ3YdBMkdlPj+IBV406AHm3zixNJrygaY21q/3mZfXLVmElWrEmghlKwdemBhz8V7WKil9hDY7ZagchZ8vrrPT2V0ty5+6Rk8+6z99B9n3FgFNnbiOURHSWKIcAlibueSFQVQYHCq5pv4niSws7NtBgB1CDXVpJmrIuNocnsOdEGbe+GHzY2qoHkUWQD3D5D271teR+N5cNYh+7WYyNpMMdCVJ1IFtaMktSz7flCQEJ9MJtP+Ne1uQnpdpLLDJnebno0eKY9oIHgbrTGcE3h3I2yp8KgGbWxNHBKEFvPXmzNIC8I9MS03iWEl9ixDKpRvUeIIFIcWGbSZxEpkKpDcWaJfXbyqfwN97DCYi7DRdVMWTUl4PpjjDPjD8nhKNbsWZCjbBkNvi7khWhQw7iKszaWEYarUDi/ChBK072iWwuAizIQf+Wjrer/afNk32GEMOcGYtS9efLH6F8XIJQzCo9pWkqsu7iV/64QIdK0ZOi6bZg/CT5PfnHDAAX7/0NHhBOo5TGe+IVyZWKMHibxiH+M3YfN3NEHUDD5hi8iYPHha0Zaqkffc4zgGgDAHSOkP9HLLffOUqIIthOkMTv+cXd0ZWfJztzrTO8xwouwVFFDTbvPPh9qYZOeBzFhp4wZLz/b+mzdiKioam/v1rMna2GvDtyG0b1EaFUJccSrBz4BUgsMhOUSyMlQYt65Y/6yl+ud3pLaJQOc0ya3KOhIlMa8nxsgxOlztL6xxjuV2NLlWivzrQ96ZbozIchLDSTIxbwXZC8kqaA12CxfC5jm8V+n0DwRMDMuYtK1iZZFlhA3qOvv3QFQMqv8gKLZu0mp/1/HOrQCKn5aOEgBJoCM5YPiFcwL3iGKiUVvZvePZmqIHfFziWxnzZ38Z9FL1VbYKU74eJK1wwzsBef8BFJWiHcWxbzpQgl1pXE4IvT0kNJonys66ktSrcvWv8z5OxCF0gl3Ikx9xbrykwLs9wECbww9OhGbXqmmXUBkVPA5KGZgJp5VFZKXiwaoo+fltGIC6Lhe/zjCUe62lZAtwNR/j/8ZD3vGiK/jjvzKc0bxlIB8ghRM/za8YDZwQfUR/75qmhFaLXypxKe4SJHE6iN1LiOKh75IQjA0SlNwIAGqAg4Ll+65oCpTj5qdbc5q+cZYDbugBMikgIPwuGR/GxF1S6YznrLHKrSRQMtP48tDJBPg0K6/PF8yYtWQe89q8aw94oMoBcVUKec+FfPS90zJvFJ+MzPcMbviXHl+tyHMc/hM96ZNksYNwijSYNex8hLYzy1AjWQ6dW3HL2nWMYp3zeRFcIQhE05o+F1YUD8IFQWL+bjK9CHpnfx+rHXY1woqf449TwrARAuQ8+63wRbLFoFoH0osIOZia6QHkdh3+3pqhdE7xunqvAHWpKe15bIyE1VXt0UOF+HZst++ZBCU/AHZvjACI2TYnF0ouJf6Rt8xbqfL6KjeK/+M9ZKrWjm/zeTdLgWZ4XgZYeCW6Vv6K7PZ3cec2aop6wcWX/PZ0+uyneaH1Bq1KYwqwqLfJDkS7+yG0fL1fFp3/gB2mddsj7QRcrkbc1/piMRbWS4BMt++ZBCU9WRiB4pjmJJGBEjoZGkyo4ep3v/Ax0AhOPNVRiUJohBW15NRymPDUdbkU23866RmbQEFbGcaxBs+T6w1gG/SEm5Z0JHxAsUFoQhxYXZHYJzQdt3x5Z+psWNsqDU6vhX0uggALBn6RG6mTSy/A7ZtBd3M2gH8kVL+J4COdGo1CLjsGqZJeV7julWBckKGvJi7w5TWF/yeOKllMidDkDFdALDWxF2Giafeh7Qs3UCzRTTYJwHI37/19LYaZw4yNChVon1sCtcr/mF78R/nrgUFj/BxHcgtbyx9SzDCVIbl41VuXsfunDOY5I5vgWfvysCUyc9A87oaIZ7jCFbmQpKGKaXQd7SjHMvOHA3IbuIDyE9eeOWp2ge/dWWhVZxRlVr1hEhQMVgmyWyhlTcdcHECbBeBH5k0iVKh+lNZzOFwr0glkYGsYxdXZ9pTUJqKg+ZYmvmBYABSGySeV5mHI0Kbz3wEHcP29OtgARON/zuhwU2JiAmrLv5dp8O9d0oSSt/t4GlnISEzHTmCNyi/+M9BbaUVXcMnz3L1uGTIMUsBbxAAAAAEfszfGKI05KgKz1ORxBYCtVCTvwCS+0BASZR9FN6Et1zcyPpwoAnFUgt1nqA2YJgzCClYxATctvf4Lgscb73hIp+O0LDVjVvtLnvY+cdVd0wfovD8PBGsPu29dApgWOND9uPlomExmCs0TpOBQZHOkuYmm8H217vZSoNBErmD2Q56Ao0wElVvjNBiwRaPo/cWbfp+nBW6VjX2gcvdN0Jw0pLm6+wz/B92mJWxvLXWzRrF7m1907bW3u5lD7wv/PF8z0KH30WW2wV9XJb65DWVV+ZGUqBXAedh4kl6uIdGD6NtXJ0OUYzzVWvlKdR20XVQ+MN7YwosyKVC62cC8nucBq+wozVcfMn4IDHHpgyVYsepV41YlirHkzER0KqdSOKNF2MAV8HKUQ1CxuBhOJtqDpe5mV35OEWdlvjlsH6soeVHGVvNjzXfqcFYa2Z3AA1FAAAAAA7Q4Ot6NTy567E3P+vAWOKkTpET9HymgL2oramcFcn/fE4wSm4HB0Pdq5z3dGuw9u9275TplWadzBLq+GC66IsifZc/79oDvDp/Dt3ccUAkRzc7w3TCoyEp2TR62gJ2JaZIWxEwuAAAAKJt3PyCANtPFuCCl+1gUo47HEetEaePyBBdkiXv2psAfT3bsO1m1uNKpt+Q2g/glyPzbVbFOzXEfbqppS0P77kp/S4W0SWGFb4EcOx7rdyJuYCxwropYIm0jTS0HAjR1vm50OoTrJMY6kuiXybna62q7lrYhRLGAMLN+Hk3AVx+pAcLIINl3pMDHA9Y/PS1HwexdWcKyNPL/8QjUxYzX4og9TPSkamU/RnHQxXAS4lgcjvodzr+AixtRFsOyDTerSFy+0CG/BFVDU/euUtciGBxLmvRm+RGtnK0q8pusUvLZ0i3/cPGMGqJQ4wk1Re9rhfnMaDTxs9V01q0R2C5LHhOAf8arz/eMjg3E086oCbHvH80nIK4DyGZMej+8w59V2bqrbHPklsfMF7sVQs7NEgsKUlmCfc88AJWetwqtpG3R44BBnpZcn4pJxZQU/gk+DeOfrE/n7TInZ318a6epts0qNHFYcEM7EVJHZmL75pRvsFvw1zTUO0msHDDw+ARgAAAAAAAAATJAAAAAAA" 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[ "system and the nervous system as a means of control of the body.\n\nThe placement of the endocrine system in this unit, in relation to other systems, serves a third and final function. Through the control the hypothalamus exerts over the pituitary gland (responsible for growth and regulation of water and salt metabolism) the students will be initiated to the brain as the locus of control for these systems. Naturally enough the students will be given the opportunity to briefly approach the brain as an important part of system, without yet approaching the whole complexity of the brain. In this case the students will only see the parts of the brain that control directly other parts of the body through the endocrine system. In this way the students will come to appreciate the control the brain exerts as an introduction to the brain as an organ in and of itself.\n\nObjective 4 : Analyze and Diagram the Brainstem.\n\nWith the endocrine system completed, and the admittedly simple notion that the brain is in control cemented, it will be time to turn to the brain itself. As we move to the brain, our combination of schematic and anatomical diagrams will become more important, and less pronounced. This unit is predicated on the notion that students will learn more effectively when given the freedom to diagram as they see fit, rather than following a prescribed plan. That being the case, the balance between strictly anatomical diagramming and schematic diagramming will need to be struck by the student, rather than by the teacher.\n\nFor the purposes of this objective the students will be limited to the brainstem (cerebellum, medulla, pons and the midbrain). In this way the students will begin to understand the divisions within the brain, and the different responsibilities and functions of each section of the brain. Furthermore the students will begin to appreciate the complexity of the brain, while approaching it in manageable parts.\n\nThe students will then create a schematic of the brainstem including the routes certain signals take from the brain to the body and back. This will be a process, which draws exclusively on textual resources, thereby allowing students to practice this skill in the absence of models to follow. When they have completed their diagram they will compare it to a diagram provided (see resources) and evaluate their own work.\n\nThe students will begin with discussion of parts of the brainstem. Explanation may be limited at this point given that these are unique structures within the brainstem, and given that there will be further study, only generalizations are needed. For example, it would suffice to say that the midbrain is responsible for the relaying of sensory material from the brainstem to the cortex. The key to this kind of discussion is that the students understand the fact that the brainstem relays material up to the brain and down to the body, as well as controlling some basic body functions.\n\nThe reasoning behind this kind of division is simple. While studying the endocrine system or the nervous system the list of potential functions of any given piece of those systems was relatively short. While both systems are quite complex, the brain is far more so. Therefore, unlike the other parts of this unit, the brain will be approached a bit more slowly to ensure proper organization of all its functions. These divisions will enable students to classify brain structures based on function, thus aiding in their understanding of the organ as a whole. For example, if given a question on the AP exam that asked about a hypothetical student's losing thought processes without losing body function, the students would be able to use this classification to determine that the problem existed in the cerebral cortex or the midbrain, while eliminating the rest of the brainstem as a culprit.\n\nObjective 5 : Analyze and diagram the lobes and structures of the cortex along with their respective functions." ]
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Objectives To teach the brain in such a short period, a teacher must cover all of the functions and levels of neuroanatomy in an extremely focused and organized way. Any effort to teach this material, which does not benefit from a careful and methodical approach to brain hierarchy is doomed to fail. Therefore it is necessary to prepare a unit that follows each level of that anatomy logically and methodically. This is where a diagrammed approach begins to fit into the equation. The goal of creating a comprehensive schematic diagram can be accomplished in a way that allows the class to break down the many levels of brain function. Students will need to appreciate the complexities of the system while simplifying the geography and functions of the brain into a form that can be put down on paper. This will ensure that the topic is taken in digestible pieces rather than the overwhelming whole and will aid in remembering what was learned later in the course. This process is predicated on the understanding that, in the end, the students will learn this material more successfully if they are allowed to learn it in their own way. For this reason the students will never be asked simply to copy down diagrams that are presented to them. They will be given freedom to diagram with as little or as much abstraction as they see fit, so long as their diagrams demonstrate the needed information. In the early stages of the unit there will likely be little variation, but by the end of the unit, there should be a great deal of variety from one student to the next in terms of their work. For the purposes of this unit, this process will be broken down into the following specific learning objectives. Each objective represents a full lesson, which may last a day or more in the classroom. As a result of this unit the students will be able to, 1. Identify the parts and function of a neuron 2. Explain and illustrate the levels and functions of the nervous system including a. Neurons b. The Central and Peripheral Nervous Systems c. The Autonomic Nervous System (Sympathetic and Parasympathetic) d. The Somatic Nervous System (Sensory and Motor) 3. Analyze and Diagram the Endocrine System 4. Analyze and Diagram the Brainstem 5. Analyze and Diagram the Lobes and Structures of the Cortex along with their functions 6. Construct a Comprehensive Diagram of the brain, nervous and endocrine systems, showing their levels, interactions, functions and influences on behavior.
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[ "Objectives\n\nTo teach the brain in such a short period, a teacher must cover all of the functions and levels of neuroanatomy in an extremely focused and organized way. Any effort to teach this material, which does not benefit from a careful and methodical approach to brain hierarchy is doomed to fail. Therefore it is necessary to prepare a unit that follows each level of that anatomy logically and methodically. This is where a diagrammed approach begins to fit into the equation.\n\nThe goal of creating a comprehensive schematic diagram can be accomplished in a way that allows the class to break down the many levels of brain function. Students will need to appreciate the complexities of the system while simplifying the geography and functions of the brain into a form that can be put down on paper. This will ensure that the topic is taken in digestible pieces rather than the overwhelming whole and will aid in remembering what was learned later in the course.\n\nThis process is predicated on the understanding that, in the end, the students will learn this material more successfully if they are allowed to learn it in their own way. For this reason the students will never be asked simply to copy down diagrams that are presented to them. They will be given freedom to diagram with as little or as much abstraction as they see fit, so long as their diagrams demonstrate the needed information. In the early stages of the unit there will likely be little variation, but by the end of the unit, there should be a great deal of variety from one student to the next in terms of their work.\n\nFor the purposes of this unit, this process will be broken down into the following specific learning objectives. Each objective represents a full lesson, which may last a day or more in the classroom.\n\nAs a result of this unit the students will be able to,\n\n1. Identify the parts and function of a neuron\n2. Explain and illustrate the levels and functions of the nervous system including\n a. Neurons\n b. The Central and Peripheral Nervous Systems\n c. The Autonomic Nervous System (Sympathetic and Parasympathetic)\n d. The Somatic Nervous System (Sensory and Motor)\n3. Analyze and Diagram the Endocrine System\n4. Analyze and Diagram the Brainstem\n5. Analyze and Diagram the Lobes and Structures of the Cortex along with their functions\n6. Construct a Comprehensive Diagram of the brain, nervous and endocrine systems, showing their levels, interactions, functions and influences on behavior." ]
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lesson in class to complete. Students would therefore need a substantial quantity of time to finish a task this large. If indeed the time such an activity would take is prohibitive, there is another option. A similar, if not as comprehensive assessment could come from allowing students to create a collage diagram, by combining all of their old diagrams into one larger diagram. Such a collage would require the students to include and demonstrate the connections and crossovers between one diagram and the next. This could be extremely useful, even though it would require less work on the student's part. In this case, drawing the connections alone would allow students to explore the interactions between these systems, as well as discovering their interactions. The chief downfall of this method is that it would limit students in terms of creativity. In the case of a larger new diagram, the students would be granted the opportunity to rework sections of the unit, or diagrams they did not like. They would also be able to limit or eliminate redundancy. This would not be possible in the case of the collage, without major editing. In any event the diagram should include a number of specific structures, centers, and systems. All of these pieces have been discussed already in the unit, and it may be useful to ask the students to list them all first. However, it is important to be clear with them that there is a set list of structures and systems which need to be included in their diagram. That list includes the neuron (including a cell body, axon, dendrites, nucleus and myelin sheath), the nervous system (including central, peripheral, sensory, motor, sympathetic and parasympathetic systems), the endocrine system (including its glands and hormones), the brainstem (including the cerebellum, medulla, pons and the midbrain) and the cortex (including lobes, hemispheres, and centers of control). The students should include all of these items in their final diagram to ensure a complete and full diagram. On the whole the choice will be left to the teacher. AP psychology is such a complex and time constrained course, that either option might seem more palatable when the time comes. In the case of the comprehensive diagram, a teacher might decide that everything needed another once over to ensure synthesis. In the case of the collage, the unit might already be running long, or the students might just get it. At which point it might make much more sense to do the collage and bring the unit to a close. In any event the students will be left with an opportunity to synthesize their understanding, and the teacher will be left with an opportunity to assess it. Classroom Activities Lesson 1: The Neuron Goal : To orient the students to the neuron as the basic building block of the brain and the nervous system. Objectives: As a result of this lesson the students will be able to 1. Identify the basic parts of a neuron.
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" 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[ "lesson in class to complete. Students would therefore need a substantial quantity of time to finish a task this large.\n\nIf indeed the time such an activity would take is prohibitive, there is another option. A similar, if not as comprehensive assessment could come from allowing students to create a collage diagram, by combining all of their old diagrams into one larger diagram. Such a collage would require the students to include and demonstrate the connections and crossovers between one diagram and the next. This could be extremely useful, even though it would require less work on the student's part.\n\nIn this case, drawing the connections alone would allow students to explore the interactions between these systems, as well as discovering their interactions. The chief downfall of this method is that it would limit students in terms of creativity. In the case of a larger new diagram, the students would be granted the opportunity to rework sections of the unit, or diagrams they did not like. They would also be able to limit or eliminate redundancy. This would not be possible in the case of the collage, without major editing.\n\nIn any event the diagram should include a number of specific structures, centers, and systems. All of these pieces have been discussed already in the unit, and it may be useful to ask the students to list them all first. However, it is important to be clear with them that there is a set list of structures and systems which need to be included in their diagram. That list includes the neuron (including a cell body, axon, dendrites, nucleus and myelin sheath), the nervous system (including central, peripheral, sensory, motor, sympathetic and parasympathetic systems), the endocrine system (including its glands and hormones), the brainstem (including the cerebellum, medulla, pons and the midbrain) and the cortex (including lobes, hemispheres, and centers of control). The students should include all of these items in their final diagram to ensure a complete and full diagram.\n\nOn the whole the choice will be left to the teacher. AP psychology is such a complex and time constrained course, that either option might seem more palatable when the time comes. In the case of the comprehensive diagram, a teacher might decide that everything needed another once over to ensure synthesis. In the case of the collage, the unit might already be running long, or the students might just get it. At which point it might make much more sense to do the collage and bring the unit to a close. In any event the students will be left with an opportunity to synthesize their understanding, and the teacher will be left with an opportunity to assess it.\n\nClassroom Activities\n\nLesson 1: The Neuron\n\nGoal : To orient the students to the neuron as the basic building block of the brain and the nervous system.\n\nObjectives:\n\nAs a result of this lesson the students will be able to\n\n1. Identify the basic parts of a neuron." ]
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Moving to Green ICT: From Stand-Alone Power-Aware IC Design to an Integrated Approach to Energy Efficient Design of Heterogeneous Electronic Systems .........................................................1127 S. Rinaudo, G. Gangemi, A. Calimera, A. Macii and M. Poncino 9.6 Embedded System Resource Allocation and Management Moderators: S. Chakraborty, TU Munich, DE; A. Girault, INRIA, Rhone-Alpes, FR A Workflow for Runtime Adaptive Task Allocation on Heterogeneous MPSoCs .....................................1129 J. Huang, A. Raabe, C. Buckl and A. Knoll Energy-Efficient Scheduling of Real-Time Tasks on Cluster-Based Multicores .....................................1135 F. Kong, W. Yi and Q. Deng E-RoC: Embedded Raids-on-Chip for Low Power Distributed Dynamically Managed Reliable Memories .............................................................................................................................................1141 L.A.D. Bathen and N.D. Dutt 9.7 EMBEDDED TUTORIAL – Sub-Wave Length Lithography and Variability Aware Test and Characterization Methods Moderator: R. Galivanche, Intel Corporation, US Modeling Manufacturing Process Variation for Design and Test ..........................................................1147 S. Kundu and A. Sreedhar Variability Aware Modeling for Yield Enhancement of SRAM and Logic ................................................1153 M. Miranda, P. Zuber, P. Dobrovolny and P. Roussel Correlating Models and Silicon for Improved Parametric Yield .............................................................1159 R. Aitken, G. Yeric and D. Flynn IP4 Interactive Presentations Evaluating Energy Consumption of Homogeneous MPSoCs Using Spare Tiles ....................................1164 A.M. Amory, L.C. Ost, C.A.M. Marcon, F.G. Moraes and M.S. Lubaszewski Improving the Efficiency of a Hardware Transactional Memory on an NoC-Based MPSoC ..................1168 L. Kunz, G. Girao and F.R. Wagner Analytical Model for SRAM Dynamic Write-Ability Degradation Due to Gate Oxide Breakdown ..........1172 V. Chandra and R. Aitken Multi-Level Attacks: An Emerging Security Concern for Cryptographic Hardware .................................1176 S.S. Ali, R.S. Chakraborty, D. Mukhopadhyay and S. Bhunia A New Reversible Design of BCD Adder ................................................................................................1180 H. Thapliyal and N. Ranganathan jTLM: An Experimentation Framework for the Simulation of Transaction-Level Models of Systems-on-Chip ..................................................................................................................................................1184 G. Funchal and M. Moy Ensuring Correctness of Analog Circuits in Presence of Noise and Process Variations Using Pattern Matching .............................................................................................................................................1188 R. Narayanan, M.H. Zaki and S. Tahar A Multi-Objective Decision-Theoretic Exploration Algorithm for Platform Based Design .......................1192 G. Beltrame and G. Nicolescu
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" 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[ "Moving to Green ICT: From Stand-Alone Power-Aware IC Design to an Integrated Approach to Energy Efficient Design of Heterogeneous Electronic Systems .........................................................1127\nS. Rinaudo, G. Gangemi, A. Calimera, A. Macii and M. Poncino\n\n9.6 Embedded System Resource Allocation and Management\nModerators: S. Chakraborty, TU Munich, DE; A. Girault, INRIA, Rhone-Alpes, FR\n\nA Workflow for Runtime Adaptive Task Allocation on Heterogeneous MPSoCs .....................................1129\nJ. Huang, A. Raabe, C. Buckl and A. Knoll\n\nEnergy-Efficient Scheduling of Real-Time Tasks on Cluster-Based Multicores .....................................1135\nF. Kong, W. Yi and Q. Deng\n\nE-RoC: Embedded Raids-on-Chip for Low Power Distributed Dynamically Managed Reliable Memories .............................................................................................................................................1141\nL.A.D. Bathen and N.D. Dutt\n\n9.7 EMBEDDED TUTORIAL – Sub-Wave Length Lithography and Variability Aware Test and Characterization Methods\nModerator: R. Galivanche, Intel Corporation, US\n\nModeling Manufacturing Process Variation for Design and Test ..........................................................1147\nS. Kundu and A. Sreedhar\n\nVariability Aware Modeling for Yield Enhancement of SRAM and Logic ................................................1153\nM. Miranda, P. Zuber, P. Dobrovolny and P. Roussel\n\nCorrelating Models and Silicon for Improved Parametric Yield .............................................................1159\nR. Aitken, G. Yeric and D. Flynn\n\nIP4 Interactive Presentations\n\nEvaluating Energy Consumption of Homogeneous MPSoCs Using Spare Tiles ....................................1164\nA.M. Amory, L.C. Ost, C.A.M. Marcon, F.G. Moraes and M.S. Lubaszewski\n\nImproving the Efficiency of a Hardware Transactional Memory on an NoC-Based MPSoC ..................1168\nL. Kunz, G. Girao and F.R. Wagner\n\nAnalytical Model for SRAM Dynamic Write-Ability Degradation Due to Gate Oxide Breakdown ..........1172\nV. Chandra and R. Aitken\n\nMulti-Level Attacks: An Emerging Security Concern for Cryptographic Hardware .................................1176\nS.S. Ali, R.S. Chakraborty, D. Mukhopadhyay and S. Bhunia\n\nA New Reversible Design of BCD Adder ................................................................................................1180\nH. Thapliyal and N. Ranganathan\n\njTLM: An Experimentation Framework for the Simulation of Transaction-Level Models of Systems-on-Chip ..................................................................................................................................................1184\nG. Funchal and M. Moy\n\nEnsuring Correctness of Analog Circuits in Presence of Noise and Process Variations Using Pattern Matching .............................................................................................................................................1188\nR. Narayanan, M.H. Zaki and S. Tahar\n\nA Multi-Objective Decision-Theoretic Exploration Algorithm for Platform Based Design .......................1192\nG. Beltrame and G. Nicolescu" ]
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8.2 System-Level Design Techniques for Automotive Systems Moderators: J. Teich, Erlangen-Nuremberg U, DE; L. Lavagno, Politecnico di Torino, IT Re-Engineering Cyber-Physical Control Applications for Hybrid Communication Protocols .....................914 D. Goswami, R. Schneider and S. Chakraborty Precise WCET Calculation in Highly Variant Real-Time Systems .............................................................920 P. Montag and S. Altmeyer Optimal Scheduling of Switched FlexRay Networks ..................................................................................926 T. Schenkelaar, S. Vermeulen and K. Goossens 8.3 Power/Error Tradeoffs Moderators: L. Bai, U of Michigan, US; J. Chen, Karlsruhe Institute of Technology, DE On the Efficacy of NBTI Mitigation Techniques .........................................................................................932 T.-B. Chan, J. Sartori, P. Gupta and R. Kumar Partitioned Cache Architectures for Reduced NBTI-Induced Aging .........................................................938 A. Calimera, M. Loghi, E. Macii and M. Poncino Adaptive Voltage Over-Scaling for Resilient Applications ........................................................................944 P.K. Krause and I. Polian Design of Voltage-Scalable Meta Functions for Approximate Computing ................................................950 D. Mohapatra, V.K. Chippa, A. Raghunathan and K. Roy 8.4 Memory System Architectures Moderators: T. Austin, U of Michigan, US; G. Gaydadjiev, TU Delft, NL MLP Aware Heterogeneous Memory System ..........................................................................................956 S. Phadke and S. Narayanasamy Impact of Process Variation on Endurance Algorithms for Wear-Prone Memories ..................................962 A.P. Ferreira, S. Bock, B. Childers, R. Melhem and D. Mosse FlexMemory: Exploiting and Managing Abundant Off-Chip Optical Bandwidth .......................................968 Y. Wang, L. Zhang, Y. Han, H. Li and X. Li Scratchpad Memory Optimizations for Digital Signal Processing Applications .........................................974 S.Z. Gilani, N.S. Kim and M. Schulte 8.5 Testing and Designing SRAM Memories Moderators: S. Nassif, IBM, US; X. Wen, Kyushu Institute of Technology, JP Robustness Analysis of 6T SRAMs in Memory Retention Mode under PVT Variations .........................980 E.I. Vatajelu and J. Figueras Stability Optimization of Embedded 8T SRAMs Using Word-Line Voltage Modulation ..........................986 B. Alorda, G. Torrens, S. Bota and J. Segura Proactive Recovery for BTI in High-K SRAM Cells ..................................................................................992 L. Li, Y. Zhang and J. Yang
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" 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[ "8.2 System-Level Design Techniques for Automotive Systems\nModerators: J. Teich, Erlangen-Nuremberg U, DE; L. Lavagno, Politecnico di Torino, IT\n\nRe-Engineering Cyber-Physical Control Applications for Hybrid Communication Protocols .....................914\nD. Goswami, R. Schneider and S. Chakraborty\n\nPrecise WCET Calculation in Highly Variant Real-Time Systems .............................................................920\nP. Montag and S. Altmeyer\n\nOptimal Scheduling of Switched FlexRay Networks ..................................................................................926\nT. Schenkelaar, S. Vermeulen and K. Goossens\n\n8.3 Power/Error Tradeoffs\nModerators: L. Bai, U of Michigan, US; J. Chen, Karlsruhe Institute of Technology, DE\n\nOn the Efficacy of NBTI Mitigation Techniques .........................................................................................932\nT.-B. Chan, J. Sartori, P. Gupta and R. Kumar\n\nPartitioned Cache Architectures for Reduced NBTI-Induced Aging .........................................................938\nA. Calimera, M. Loghi, E. Macii and M. Poncino\n\nAdaptive Voltage Over-Scaling for Resilient Applications ........................................................................944\nP.K. Krause and I. Polian\n\nDesign of Voltage-Scalable Meta Functions for Approximate Computing ................................................950\nD. Mohapatra, V.K. Chippa, A. Raghunathan and K. Roy\n\n8.4 Memory System Architectures\nModerators: T. Austin, U of Michigan, US; G. Gaydadjiev, TU Delft, NL\n\nMLP Aware Heterogeneous Memory System ..........................................................................................956\nS. Phadke and S. Narayanasamy\n\nImpact of Process Variation on Endurance Algorithms for Wear-Prone Memories ..................................962\nA.P. Ferreira, S. Bock, B. Childers, R. Melhem and D. Mosse\n\nFlexMemory: Exploiting and Managing Abundant Off-Chip Optical Bandwidth .......................................968\nY. Wang, L. Zhang, Y. Han, H. Li and X. Li\n\nScratchpad Memory Optimizations for Digital Signal Processing Applications .........................................974\nS.Z. Gilani, N.S. Kim and M. Schulte\n\n8.5 Testing and Designing SRAM Memories\nModerators: S. Nassif, IBM, US; X. Wen, Kyushu Institute of Technology, JP\n\nRobustness Analysis of 6T SRAMs in Memory Retention Mode under PVT Variations .........................980\nE.I. Vatajelu and J. Figueras\n\nStability Optimization of Embedded 8T SRAMs Using Word-Line Voltage Modulation ..........................986\nB. Alorda, G. Torrens, S. Bota and J. Segura\n\nProactive Recovery for BTI in High-K SRAM Cells ..................................................................................992\nL. Li, Y. Zhang and J. Yang" ]
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286
A Quantitative Analysis of Performance Benefits of 3D Die Stacking on Mobile and Embedded SoC D. Kim, S. Yoo, S. Lee, J.H. Ahn and H. Jung 10.8 PANEL SESSION – State of the Art Verification Methodologies in 2015 Moderator: A. Crone Panelists: O. Bringmann, C. Chevallaz, B. Dickman, V. Esen and M. Rohleder 11.1 INTELLIGENT ENERGY MANAGEMENT – Smart Energy Utilization: From Circuits to Consumer Products Moderator: P. Mitcheson, Imperial College, UK Energy-Modulated Computing A. Yakovlev 11.2 Architectural Innovations for Reconfigurable Computing Moderators: D. Gohringer, Fraunhofer Institute, DE; K. Bertels, TU Delft, NL I2CRF: Incremental Interconnect Customization for Embedded Reconfigurable Fabrics J.W. Yoon, J. Lee, J. Jung, S. Park, Y. Kim, Y. Paek and D. Cho MARC II: A Parametrized Speculative Multi-Ported Memory Subsystem for Reconfigurable Computers H. Lange, T. Wink and A. Koch Targeting Code Diversity with Run-Time Adjustable Issue-Slots in a Chip Multiprocessor F. Anjam, M. Nadeem and S. Wong 11.3 Asynchronous Circuits and Advanced Timing Issues in Logic Synthesis Moderators: T. Villa, Verona U, IT; P. Vivet, CEA-LETI, FR An Efficient Algorithm for Multi-Domain Clock Skew Scheduling Y. Zhi, W.-S. Luk, H. Zhou, C. Yan, H. Zhu and X. Zeng A Delay-Insensitive Bus-Invert Code and Hardware Support for Robust Asynchronous Global Communication M.Y. Agyekum and S.M. Nowick Redressing Timing Issues for Speed-Independent Circuits in Deep Submicron Age Y. Li, T. Mak and A. Yakovlev 11.4 High Level Synthesis Moderators: S. Singh, Microsoft Research, UK; P. Brisk, UC Riverside, US Realistic Performance-Constrained Pipelining in High-Level Synthesis A. Kondratyev, L. Lavagno, M. Meyer and Y. Watanabe Optimization of Mutually Exclusive Arithmetic Sum-of-Products T. Drane and G. Constantinides Intermediate Representations for Controllers in Chip Generators K. Kelley, M. Wachs, A. Danowitz, P. Stevenson, S. Richardson and M. Horowitz Power Optimization in Heterogenous Datapaths A.A. Del Barrio, S.O. Memik, M.C. Molina, J.M. Mendias and R. Hermida
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" 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[ "A Quantitative Analysis of Performance Benefits of 3D Die Stacking on Mobile and Embedded SoC\nD. Kim, S. Yoo, S. Lee, J.H. Ahn and H. Jung\n\n10.8 PANEL SESSION – State of the Art Verification Methodologies in 2015\nModerator: A. Crone\n\nPanelists: O. Bringmann, C. Chevallaz, B. Dickman, V. Esen and M. Rohleder\n\n11.1 INTELLIGENT ENERGY MANAGEMENT – Smart Energy Utilization: From Circuits to Consumer Products\nModerator: P. Mitcheson, Imperial College, UK\n\nEnergy-Modulated Computing\nA. Yakovlev\n\n11.2 Architectural Innovations for Reconfigurable Computing\nModerators: D. Gohringer, Fraunhofer Institute, DE; K. Bertels, TU Delft, NL\n\nI2CRF: Incremental Interconnect Customization for Embedded Reconfigurable Fabrics\nJ.W. Yoon, J. Lee, J. Jung, S. Park, Y. Kim, Y. Paek and D. Cho\n\nMARC II: A Parametrized Speculative Multi-Ported Memory Subsystem for Reconfigurable Computers\nH. Lange, T. Wink and A. Koch\n\nTargeting Code Diversity with Run-Time Adjustable Issue-Slots in a Chip Multiprocessor\nF. Anjam, M. Nadeem and S. Wong\n\n11.3 Asynchronous Circuits and Advanced Timing Issues in Logic Synthesis\nModerators: T. Villa, Verona U, IT; P. Vivet, CEA-LETI, FR\n\nAn Efficient Algorithm for Multi-Domain Clock Skew Scheduling\nY. Zhi, W.-S. Luk, H. Zhou, C. Yan, H. Zhu and X. Zeng\n\nA Delay-Insensitive Bus-Invert Code and Hardware Support for Robust Asynchronous Global Communication\nM.Y. Agyekum and S.M. Nowick\n\nRedressing Timing Issues for Speed-Independent Circuits in Deep Submicron Age\nY. Li, T. Mak and A. Yakovlev\n\n11.4 High Level Synthesis\nModerators: S. Singh, Microsoft Research, UK; P. Brisk, UC Riverside, US\n\nRealistic Performance-Constrained Pipelining in High-Level Synthesis\nA. Kondratyev, L. Lavagno, M. Meyer and Y. Watanabe\n\nOptimization of Mutually Exclusive Arithmetic Sum-of-Products\nT. Drane and G. Constantinides\n\nIntermediate Representations for Controllers in Chip Generators\nK. Kelley, M. Wachs, A. Danowitz, P. Stevenson, S. Richardson and M. Horowitz\n\nPower Optimization in Heterogenous Datapaths\nA.A. Del Barrio, S.O. Memik, M.C. Molina, J.M. Mendias and R. Hermida" ]
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4.3 Reconciling the Evidence: A Developmental Dynamic Interaction Model 87 4.3.1 Applying the Proposed Developmental Model: A Novel Account of Repetitious Behaviors 94 4.4 The Bigger Picture 100 4.4.1 Future Directions 102 4.5 Conclusion 107 References 108
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" 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[ "4.3 Reconciling the Evidence: A Developmental Dynamic Interaction Model 87\n 4.3.1 Applying the Proposed Developmental Model: A Novel\n Account of Repetitious Behaviors 94\n4.4 The Bigger Picture 100\n 4.4.1 Future Directions 102\n4.5 Conclusion 107\nReferences 108" ]
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interpretations of the 2D/4D ratio studies that, taken together, temper claims related to early brain organizational theory. Although nothing in this review refutes this theory, far stronger support for it is needed if it is to account for the dearth of women in mathematical fields. In the remainder of this paper we identify specific areas and methodological issues in need of resolution, based on our review of the literature. (A summary of the reviewed studies can be found in Table 7). 3.6.1 Sample Representativeness As noted in several places, some studies attempting to delineate high- and low digit ratios within-sex did so with unrepresentative samples. If the seemingly contradictory spatial advantage for high digit ratio (i.e. more feminized) males is actually an artifact of using a male sample that has a below-average ratio to begin with, then the ideal ratio may in this hypothetical example be the male average. Such potential confounds only confuse interpretations and claims (e.g., the super-male brain supposedly being more androgenized) and underscore the need for better sampling. More broadly, the issue of sample representativeness looms as a barrier to theory validation. 3.6.2 Reliability and Validity of 2D/4D in General, and as Proxy for Degree of Lateralization Although we have reviewed the digit ratio-cognitive sex difference literature under the assumption that digit ratio is a valid and reliable proxy for prenatal androgen exposure, such assumptions may be premature. That is, there is some evidence that digit ratio is fluid, and fluctuates, for instance, with menstrual cycle (Mayhew, Gillam, McDonald, & Ebling, 2007). There are also larger within-sex but between-ethnicity 2D/4D differences in digit ratio than there are between-sex differences, raising questions about the magnitude of testosterone required to affect both physiological and psychological outcomes (Cohen-Bendahan, van de Beek, &
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" 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[ "interpretations of the 2D/4D ratio studies that, taken together, temper claims related to early brain organizational theory. Although nothing in this review refutes this theory, far stronger support for it is needed if it is to account for the dearth of women in mathematical fields. In the remainder of this paper we identify specific areas and methodological issues in need of resolution, based on our review of the literature. (A summary of the reviewed studies can be found in Table 7).\n\n3.6.1 Sample Representativeness\n\nAs noted in several places, some studies attempting to delineate high- and low digit ratios within-sex did so with unrepresentative samples. If the seemingly contradictory spatial advantage for high digit ratio (i.e. more feminized) males is actually an artifact of using a male sample that has a below-average ratio to begin with, then the ideal ratio may in this hypothetical example be the male average. Such potential confounds only confuse interpretations and claims (e.g., the super-male brain supposedly being more androgenized) and underscore the need for better sampling. More broadly, the issue of sample representativeness looms as a barrier to theory validation.\n\n3.6.2 Reliability and Validity of 2D/4D in General, and as Proxy for Degree of Lateralization\n\nAlthough we have reviewed the digit ratio-cognitive sex difference literature under the assumption that digit ratio is a valid and reliable proxy for prenatal androgen exposure, such assumptions may be premature. That is, there is some evidence that digit ratio is fluid, and fluctuates, for instance, with menstrual cycle (Mayhew, Gillam, McDonald, & Ebling, 2007). There are also larger within-sex but between-ethnicity 2D/4D differences in digit ratio than there are between-sex differences, raising questions about the magnitude of testosterone required to affect both physiological and psychological outcomes (Cohen-Bendahan, van de Beek, &" ]
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Valla, J.M., Ganzel, B.L., Yoder, K.J., Chen, G.M., Lyman, L.T., Sidari, A.P., Keller, A.E., Maendel, J.W., Perlman, J.E., Wong, S.K.L., & Belmonte, M.K. (2010). More than maths and mindreading: sex differences in empathizing-systemizing co-variance. Autism Research, 3, 174-184. Van Lang, N., Boomsma, A., Sytema, S., de Bildt, A., Kraijer, D., Ketelaars, C., & Minderaa, R. (2006). Structural equation analysis of a hypothesised symptom model in the autism spectrum. Journal of Child Psychology and Psychiatry, 47, 37-44. Voracek, M. & Dressler, S. (2006). Lack of correlation between digit ratio (2D4D) and Baron-Cohen’s “Reading the Mind in the Eyes” test, empathy, systemizing, and autism-spectrum quotients in a general population sample. Personality and Individual Differences, 41, 1481-1491. Walter, E., Dassonville, P., and Bochsler, T. (2008). A specific autistic trait that modulates visuospatial illusion susceptibility. Journal of Autism and Developmental Disorders, 39, 339-349. Watson, L., Patten, E., Baranek, G., Poe, M., Boyd, B., Freuler, A., & Lorenzi, J. (2011). Differential associations between sensory response patterns and language, social, and communication measures in children with autism or other developmental disabilities. Journal of Speech, Language, and Hearing Research, 54, 1562-1576. Wimmer, H., & Perner, J. (1983). Beliefs about beliefs: Representation and constraining function of wrong beliefs in young children's understanding of deception. Cognition, 13, 103-128. Witkin, H.A. (1950). Individual differences in ease of perception of embedded figures. Journal of Personality, 19, 1-15.
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" 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[ "Valla, J.M., Ganzel, B.L., Yoder, K.J., Chen, G.M., Lyman, L.T., Sidari, A.P., Keller, A.E., Maendel, J.W., Perlman, J.E., Wong, S.K.L., & Belmonte, M.K. (2010). More than maths and mindreading: sex differences in empathizing-systemizing co-variance. Autism Research, 3, 174-184.\n\nVan Lang, N., Boomsma, A., Sytema, S., de Bildt, A., Kraijer, D., Ketelaars, C., & Minderaa, R. (2006). Structural equation analysis of a hypothesised symptom model in the autism spectrum. Journal of Child Psychology and Psychiatry, 47, 37-44.\n\nVoracek, M. & Dressler, S. (2006). Lack of correlation between digit ratio (2D4D) and Baron-Cohen’s “Reading the Mind in the Eyes” test, empathy, systemizing, and autism-spectrum quotients in a general population sample. Personality and Individual Differences, 41, 1481-1491.\n\nWalter, E., Dassonville, P., and Bochsler, T. (2008). A specific autistic trait that modulates visuospatial illusion susceptibility. Journal of Autism and Developmental Disorders, 39, 339-349.\n\nWatson, L., Patten, E., Baranek, G., Poe, M., Boyd, B., Freuler, A., & Lorenzi, J. (2011). Differential associations between sensory response patterns and language, social, and communication measures in children with autism or other developmental disabilities. Journal of Speech, Language, and Hearing Research, 54, 1562-1576.\n\nWimmer, H., & Perner, J. (1983). Beliefs about beliefs: Representation and constraining function of wrong beliefs in young children's understanding of deception. Cognition, 13, 103-128.\n\nWitkin, H.A. (1950). Individual differences in ease of perception of embedded figures. Journal of Personality, 19, 1-15." ]
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development. V. Conclusion. a. Although there are no statutes specifically authorizing Indian tribes to sell, lease or exchange Indian water rights, there exists sufficient authority to make agreements within the limits of existing law.
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[ "development.\n\n V. Conclusion.\n a. Although there are no statutes specifically authorizing Indian tribes to sell, lease or exchange Indian water rights, there exists sufficient authority to make agreements within the limits of existing law." ]
0
291
Colville Reservation. The geographic facts of this case make resolution of this issue somewhat easier than it otherwise might be. The No Name system is non-navigable and is entirely within the boundaries of the reservation. Although some of the water passes through lands now in non-Indian ownership, all of those lands are also entirely within the reservation boundaries. (i) The Supreme Court has held that water use on a federal reservation is not subject to state regulation absent explicit federal recognition of state authority. Federal Power Commission v. Oregon, 349 U.S. 435, 75 S.Ct. 832, 99 L.Ed. 1215 (1955). The Supreme Court stated: It is familiar principle of public land law that statutes providing generally for disposal of the public domain are inapplicable to lands which are not unqualifiedly subject to sale and disposition because they have been appropriated
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cm5Nybk3JuBAab6tZBtabqB3KUsBmG0MOrD2oEF6PDIy2Xn3Z6XNONU+BsD9TKN0lgE0ZydIVNJ20nT1dFEuA9cq22ogZjDGGMMYYwxhjDGGMMYYwxhjDGGMMYYwwups15+TyB5gGDdR34cnGExOlGzJJPi6t0a+GO/wulUccxUTHnTCdh/OBotqriGt5zQRRKYhJKmespJrfV/scFaYOWPiqwq9okbDr/0bYKMlMDLiXEuJcS4lxLiXEuJcS4lxLiXEuJcNj0vlxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxH8WZVjfouU4vOkNH7s3Zuzdm7N2bs3Zuzdm7N2bs3Zuzdm7N2bs3ZuoQ3Zuzdm6YAIRcTEscS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxLiXEuJcS4lxHgAAP7//MmwAAA/wQcksgO3WrPULmPzG5sJKrI+cHxFNQxCDgC+YqldS4AADHBSX1UuqOBJKnmCXGfG5fXBGtPpwVGyiO+xKuWBrnhIxkxYcb+m6pW1IFMyxHD9RXC5axI8X/eiFPOH7aWIP8Kz9WDQph4cHy4xlQNWirDrEEzJlbENGs+ToD1XUR/SIVw772d5regrfbDZvynOCSUWvsOHBR2WttzOHUIKB581U77ThM4+AsNEzOBqNKE8h/I3gyWaPcrkd+QuosAB90FOdIGknYMEaQjwgfXAByBNW0Z8wjowuYi1DBNVo3YrrTYdqahjIXYLY+n7uQfMIK4CLDXsv35+91SfLQXA1iEXHSIpf4RS+k6Pm9ea3VTgqy7dsPgoVCH20IZTsf9C/b6b4dTXE2KyZExWJ7RTnRr3fUIPawzwLlH+lEC0p8A+ctqZUzl8ayZm7WX49TBbl1avErvO2WbnPpZ0KCzF2WsuplQX2GiuyyAhVHcPYXKgp1ZMr5jfTuVzXPbl/kKGnQsMo9HxfFF0cRY75TNQyvlWxXO5nShYvhZGmAOIBHtaChXedBDoSrI4LvBDBQZt5xvADAS2y7j8wPk+K0nikY317PSX4EOQv+A3C8GhYi/2KlijsUFRuVQ2vVvrXmdoMY90PO8GPq47zEyP5Puov9PbendsW6TIBpRFH2l7DL+PmCRv+HPOeuhcjHOBE9pvO/a/uaemy2ys4+S7o8HU/uJodEv+UvGdJV118FUPfMii9/OtJcXxH0TFqBL05Q0AO1k7OqNya0VWHzS5d5Yp7IBMbdjZm15AXHXyFu0WJAZIvPCuR+H7yqhRDBFOamX4LMjMH9GvMJ1RFkPRUre+k3HRuKLAcrQaCTlCv1nAR5B86ACC69n084YtzTHXah7ayW+L5GBtpAbGlquU6Y7ftxg5m3GTJPPSngr7NBrEoH1oKVuB0gYFXfwoF3aQyahdQQBjb0xYg2hFs9NNbKjk4gpdHgl/685tqFzeDBU+W04Ln5DsHosH8ALDl8Ka5JWK7DPHmWZhQ8jc5tKupVw69d3p1F4HiC5OoEZJeY/bC8s1cbGinaAnKMq7IrUYcdHlPRpENQpTh+ogNmsUV0eTfx5k9aOl2TH5IWCAZbawA22CZzrJnDyj7N2r8f7dAlyyOOS+1xXq0kgkazN21Cu2MdNC/PTJvSgAPSPix3yNbL9CDCIDtcaO87e8lQWtzJKnzz4tIvvOayXrBsr4zcZFS3C50Kp7d2Zvt9HGhWnEl8sqifDSRYu0IUoCpzwFTCFHuE2fS5X8UTKmN95ofNwbf3XIbBSyLrbi7g3MlU0JHNpP7FbOpkLoLoZQHryr5zAFOIKKMqxJ7Ply4uq8/PD5oq3prQZ9UqcLOAdYyAuTj4pnVZDdO5OkALuACh17qsIBX+jNO7TlVIetx5dmMnnLFWwg4YbFQWolVLeX6MBVwEG1cSgFeP/3UKJdlMsmMjodgZXqrYq+jVdvLK/hhC6sp/SCwa8Z1HoeRBXBjdNU/ijz/sauZPfVUXevWB6ZC9aN6VG8/AOUWcJGQIS6bitQAXWoyatOJ6VGdwwZ+wgyF6sNWGtT8I6z02Yj9+mReVeZ35A00Fy2xIhYtbasLQwRbUjwkOAhtvLki+CxFm0FJ1OBsZG4bH2kBIaug4W8fNhBQTrV/VJ7FTapnLdwKLooYaafpS6/zvTGmfYzptp2vHEAXrZFHmnvhIUcFZSz2e5KFv7w/HAiGYePyH2uC5diJjSTahzrnJGv8blmCbFKQyK55INavTBWvqxwWmUIFilGF5ANNX7OMS0A73kTwR06bkSQdSnHVH65DmsGU6Px+i/R0xdPclUaaMsqlD6eNinoK1l7Q/quChDv4QK3RaGPSx1d6UWw7tlJpSV1yX0V+7O2ddczEUjnS5IShIhpIvOubwwU1WbeWgkYUviL9H1XSwHVPHy6Pkc+wXhwhiHwosu68qobtou4jvt8WHMmL0wq9lu4q8xpl4k8Gzbv6+OhhgIdnrNjtQx1r+I+i45bqhSShkBxhswanFuHI9YaDzFLQIhH3rT4o5A7HU5fa6KAqlBxk7ePFLQM29I4My3txYq4XxJWNUsJ/1aN4me20R2SVeZzM25+a8GRwA5C4xNiPi7ITIBFtuR3lA55WEcfvuqMalu0R0tlQkPXnUmB36TUmGlUB1/PpNhndh+RNGkZQ+1Ys6lOt8kcZ8QF519HUSbcjJ9AFyYretWLnpgTPq25fKgSDqkgSFQt83p54MP3QccKKasQ+dIJq212lqugj+r2AVbZ5Pv1WPeK0iYxDN9pxPq9dfsEfgqIgBgf4upGQ5FcGUtx7M8w5b1/in+pWTu+9cDrajZuQ9LVddyZLgG58Ux0Kuv5uxE7UI6zTTX5WQG0FRycwmk/EsayWSFGkw4oFY9Ua4t5Ro/qLaXcpdheBWIg2LzgHWuIFc7GOAwzGJJQhj+WqE4FIPw5ffJdm60NNzeW+Ojo0E2hPElBFJgqSteJh+joWGNGcf1v3anahffYvrg1ET7y7HtetrmCc0x7xN9ZEJdKrRyT65QIyBcJJKzSKEv1V4aekekWDtTXgVcZJ7KtkF3JWGmkGwBz6ZoJRZOqb4g05itgsarztX8KnzyHI7blhHlWIS0i6Ow2ggbEkPlYSqjGScY2xDsBhL8sBK3Xx0k1nB/EDdZ6Ir9pOlyqE0yKXlwM+/+Bs3gk0eeANKIVX2fu8NEam+H37U1vGnHacdOh19ZsLgkT592cG9P/sYHAsrZ+eZnUAaqvhtZDuGDXZMeJ+ufABHaWQbeEne5UTihUsyN6oAxVTp6N5bua6ICg7Aj8uv0Ki0mT7eetHuQmVa0PBFDa9ztp5+/fc97LpOfXKGML6fgezcp+szsnBJun/koenrSWzsXvQyBmuRGZv5+3VPHR1KKONUnWuDxqE8hBKdosjUtjyKQ20f88/xMk/v/DQ98i80r3xGLNja0vTp973oj5ZvymS23EzJjRTpfCBCkKaBoRZgRpMZP1I1fl60++gs3h+37J2NYHx7yfwCjRKrHKuWwZkNmJtaYv/na4Lntwe3aHjYthlrzk/jhq7Nwen4qRD8KIDTCxO1GMX7Vl3zt96KChQVAsJPNwlrkOPOIM7i9cgko+zd+UrBKn9va7Oemdpp6a5wB7/bpX3z0yoxc9XinUNV1TdapBq8sj0j/G3bEhyKTRzHbNLcLWHJ0uHcab4xg5kB1bx2hAU58vMV6E/kO+OlLGYxM13aRTKc8R0QJVrRWf3XnILMQg2oOPQoVnLLaOJfBbJFljb+Bw6sHzGmE9G2++KdWTtDkte1Lha92LdLk0mYe+N9mRnHR0BUt2cDaKBH/8QUdzwRZEybR83ZruQCJlaME1KQEEHdnINCVTGcYYTwSay0khM6OoyDsyBpmRxLnm1M3nJSxMs342w/AY8oLkS81TVm6vkiO1MjiNnj6DRimOQ8YgABapm6v969prnbgk5kG9I+fYXM1vsG4eTtbtYS7oeTl3sl2tzLLGd3XNyI1/fOsR5eOiDCN4jE0MMmd3MB9gwhtc5LURyqmM9oyymX/RQYS/mOMTZ01o5NhKU687gJzI/b/CuTLcFOuF2jQnQhGbHoDvPWsR2fjfnwLgMus81+MQnd3UliPtl0U8CzxKryKPHz91KBACXAw2GABQ5C1VwVJMKD4Luqt/oRXH0OPCb5iGG42lsdp7urcNa/7vVYd7Fpz0WGtuC0TVMAzh5SbiFuTSGT97aCLY63tulqxk4Q/s7Au14dNqRZzEamD35x/0E0BbuMQQDqlwvbJm3Faqcr/6V4LdnahnWvLmfftQUm0NHbBBGgGeodOcSvUoqoVYSy1JY5VzhSKNXvc+XRCh1pPGOoF0tR3JDjHQ7XnvOVs9LqmBJkDvS8o6ed++sUFyyFs9qVxIVWGwtgEUn9+kIUzZuhatsgsI7CpUjQTUccWjdL45sj8gbPhaVJ5xslmMBVl4EIlNmP8HigvHkn7uMxNa4qj7IERF4B8nLG+hGWOB3aiBB15Z9oNnh6MAcVrNVyRhaYKvk7PPSExcEAJmD4q7+TkAPbUhC5oHVNZapnqJREV5WbPJM2RdqxKIxdkFWxaxGJEmrWZ+NKhVzzalPYi7cgyBtgN/mCtTd5PsTnd0UZDJBp7Xo8oHmGG4mVnAZPtjdoEYJMxebsdyimVV4+kW02rlRKWuOCWD3+yR3IF5hxeZs1Fzf+q+9oZgnpN+/C8pNB6ySq8Dh5s/9UpxXjbwOu4nFBiw6QtCnAQCGSjbD5c5Ay1mwLSxgQiu39AFYLTTaL3Z3kkebAuQinTegCVpHaQYrDAPF3QOqbCsK+A09hF26CmFNU0XPKPPIl5t9ZDHrnLsvawKswyTNbAMGCsRdo04gjlhbzegCK3sfawjETR3UvjImKBMY8S9/SIzJwWW9fCLrtyCsd+b41ESyhlzuLgk4dBknwJiFnyQUeAWksML6x5e0kRFMkmH/NWX0fWW7ofdNITgyPpXEeyeRXHCjMamtgcNg16W4f88+rlQuwTRzeyClbgreaGEDJ3clWRrBzcmCtytb6+hFAO5WUO/qLTXfCjzrqIqYlIwOVXwlvcJoza56u/TTf8CpR2fIyV7UNzd4e+5vhYVAhHNkjeDCHn24t+Ivc7eS8+dHpd/xo5i+XRr++wZtwFKABZVQ4rOcbMF5G2eCIgFAKv2AsDj8c8bSb9BL9x8v/QSkhUR91q0rLqEdtsX2OOaZscY+LKFTbTvNVxHsEmA9fveKnK2rfla9sphrXTeuRadw6Y0Uh2p1w1pBe98cipGHxwwKNWEobBFAMJ9OUX1tZuaASd79i7vasCzqhr/3L8az8Whdv9p1J//q6HR3dS53EbM9IifBcyIMZ8iPPoG5b3EN+5DeBQs2wmH/3OSgv42JJpMD3IPmdQEFGxRaIgudwPCpGmAgvd6jYJvTmPoXOj0qJgpdCDPwq7Kyzrs504hudwCC7UM7aHc4/N7wZA6IODUK4AVCFVJWQHxMPbLuBf2TA9pBvs2JMPiwcQLe+g40SghirNlGSw8GGmWcIaFQAL944VbeaJho4pZkzP+Cw2gKvVQmVxJYRdhXfHMQFSIMz7fvmIB2wADzgQBMRG+canA2f7JSrllDX1UgVxmhw8xsvA/rzODpKdCSUDNQ8zmmBiDMl9W8ubvhpa6aGhJ1m98vFy4LA5YJ09aw70IhoFY2cmF2Xluio6EgVVU7X5Evnd/FdUvtm7iExDbeixGV38MOSYBxWBkxhKfvigMLgMeadhqWwW+rp2S+SHQT2WLtdqB1FBoXfAwIqlnnIQC1q7sWeoStXvp6Di+G1JDBXOCx25bJ/HeEwQ9KZqobqZitXxvGdVuTrlNTQm0pqBGVuNO+TphBxmONcGCAybNP9Xgx0t0fJr6PCY1xX5BdCzFJ+FMIHsfLJGNJWEHhZogrSzCVpijLtrWDiWxk9yk4E8hnmZG4mOJaL7ZvNahCLXRvqetqMKpIHO2ukasYpfrO+c+dgpFI+obPDuzo2zzgEvQqQC+RwLGrXThPjiHJQ/vF5mE6aimpBGRSQLSpazFn2DlqcIUprF9nQM8p9z+lAV4vUVsy5wozE3aHX24qX8eIO1vW+ed09T6yodDmfIwKMaZOKfYC+WnRZ9ZZUU8oIJvgmk012Q7BAci/bZd5Z+pKtbfDv5xcv5ll3HUfn+b8jvCvi1DadsUd4MkfsOJBhyBuvefYmSzfOQDDuzGYNdsRB1U4aPgsw86Dd6PCFbQAAvGx+WhZJZWzILLOVjr6J4Tm7jd9A78I9eLaXAPRa8/1vkWHGnjo+DZ//ITeO2rGPIH3LMHdZZFvrsMaUJhVQkklVb9QICBQWSeL/TClyR+UU22BN92g+iRsrnCmsn7bnx5pghU8d8ACrHB8UKK+WolM/+yNYeTEcFTuZJX2+13z7NeYWzcxA/h12gfojFAqxPIQLETlKnRKy3Ce+aJghaRzHrY/GKJrD0/P6XtHMvp5CNvT3no29AqYn9h5L1L/PKgz36VidbfhQZsJKpXtG9/PxGGWldKc0blkcDbWYAuoiffZev8wSXJK8xUTaaa+Vv8ypSi7KUFLGevaeWfSr6oxAan8MHGh4mEn3o1bUO+/PynBPedLeE7JFNm5RVxtoxfgliTSlRGe/M4EkbTcfT03gahnwKRPI7KQPvmZ3+xy3iWQsOhjZ5fYYbkxN1bSao/Jkb7+qbklitmBGvQaA1kzi+ZBxdpn+jNHfH1qtoIIByEYPe/lDh/FhZZTEm9qSPK0suiZBghFonW/2euADLxgCl7pSNON6rN0Cc5+Yzv4IUMI82jh/TPNcFfCfvZybGIVMR2talGfwPYWrppr7l7Ekn+LGBGiLSey1sQtfoDyT9ZBxQIqIcbgtI2/RmKIAiqwX/9npbY74dSjoRlYCDbI/9x7XpGQC3M9csRMd7i1IKJn3IC6R/aTxMlOdcWOimDQK5UC7vPEVwXGjsVM9x9fCggVcitgTkKVm7HB43PVeT+I7IbFtzRwh4bSu1ebjM7hgYCj9JnxjvdsTU0PbWYMN/B1YJv3Ft7N+pURs8ezRoodNsknoAFIIviFrhYw3WRWB0/IkAU4Lj5oClgXoakKBe9WsP6dkWcvS1X6kx1T5cez9A1KYeDL1tkAm9nYiBYhwRQ1Y7+qXPwl8+15p2TKtuUyj69sEyLQrIKb2PcCnAa7OVxPuvL6T7jRs3Yx2DynFiDS++IXwjjyDD8m34XLfj4abqM/bx5/e7hAk4YYI1lJFHv0aVhanSqWjGzeX4OJLFnbNDNaCBzDlr+hAquXLN7q4zLL59TvZKygjIXUa4X6Dy9CDXSm8tPjN+xQ74ijR/8a06KYUi7TdLHTzxDJNos7wPtg6hc/OurxZk7YG4ma5pYerXShHtrumPwjtQ8pjrHVawMdtbqeB04Zkvd9rB4O0+q4rWc93ARpwcMhYKyPsy5RbCNyEdbPoGyk1SE0bY6UGIXgZI9bjp5V3zvN6Sa0tC9ANO+wPQpxpieaFfjcaaKnod0UJ1rLmA86ItKmbS6QNNR1leoe+nQJa61RpqOsm6+l3gQidFtIIdVwfYdMGXRegPOlyyrfoPueDFYPN9QGm+m/We2fHDbVlUCpp4BdI41oj/koV+m/E9/YJYUCrjiPUfJqRgW4OK1OTu25TJw7MYwdL2CcKTtWi8o8jiJNNdEDo+sWWFC7fCYqErBDfAklKYulQ/ZgUUA2x3dZM+4uYMHHNeBHTSUb6z1vDd+JElGxrc5B2Ja0VKMtFFhknYKWb+Jly5VT6wQQMMMwXxO/R58q1n72pguGBp8mjKeX6vGB9Ck7Bw0PQcK1vQp8Kqsp9H44w4n61B/kPeXLGwDb/tPFpu9YyzGDNaefwpcXhBVtJd5nMcIrwBHsTchlkxQ3k3bDOUMDpSUamJL0GTYDrwoEEQcF2XUmHuVg1d6QipehYZiycnVd8SILuioUhzDgKyJqMjznkLCN2jCn7pP+M6kCQlxI8gR9e/FNNyVfeR/DUO7G98a2WTzfxL3gGe4G3Iurn+xIWTBrlfeSyXtzvAieNevv+ZrTL/CKY3aMsG72/RwRkX34vFhD1Ilrueck9mcvI2416mJiV03Uvbp5k5iuYaYVF8qtULeosHX5TVt8TPVIj2+V7HZ2XUpjKRAaqRbNcyPYEwZ3VO3droTLNZ8B3Wznw9hJE1GZ8/FP/LEeqGx/nflac3Ufx9ssgLgrWGiX/qe6BX7JhKcMaiFFjOlx5m2avyB6QH1cEvWpjeV0bhKorGPkjXADMfZjl39ufZ8W7WBeIWfjp4shnJs9su/57vO0RRTQ2lYw8279uorS2wxmACwJ+Xn/B0gI2z7uVB+f1XcdPP58SHDypYcMiIxyu3mhzDfYPy8Y6v+yPMZvbxyP7m3mHciZ5ckS/jbEuocXavZIeCaAQ1FuWDKaFer7exSQGoxo41a9jn3z7svlvRnSIjP4RGZo1upWimhsm6zFtXmQ0W4QVFJaAFZOLw8zu7eANv0XlH5ztJn0sPJFO8KRxivb+En4X9h4N5aEqUUzlfLMs8c+XOmAkVLSDcv2r0IDYL8eUTpcWSGlZR7GP0LDH3FLssEoxRzqJ9ekIUkO4jb82DvLXUumj5Nb7a7m71Qc3mlzfMRQBxX38WIRx9ZCEOP/exXO+P5wO/hyALMmfJpkUs+sktDeF77QmyjJNXNoZOD75x74b/K/RkKT4YanioGFFVXzuxk+4U/1BfUcmijhsq43dKINFBUPk4MRmKQjIUyDRE7tPdR4h24orVOV6sxWmGCJn77bpasAgQ5VECtJs7dwYl8yFoYcjaGCJgi2YBh0O0Z/t/xfCXaTwWroEsnanmS3Ij0uDp2uHb145fn4yuomDHIuZt5w4OuxfAYvV0mbcPuPQn6c3v1mrfa2ncqAIt34BfpcWzWzQxwW05CUGj7SRG7B8lh9f9uGaL59t4D+Msf2IgLhGvPnhN7gnNrMcRGNXM17QAASzBSwW3HIj9kkdhQdDAqCTVFHWurCFKFuEM9FkxuJYPb5avMBC7psvGW7r5e1BCE8XuzaDjYrp+m9bZQejTR7VIN316/DtWZ6maa0zyTchP1rfrrjkwbDtr4f34dX9Wuok0RUGdMPMA228svvpss0QaVWLY3zvdn7fEIfjgSlJQMjIeDL87phw5FRgAD5VRB1IkVLO/ov6aBmcH3BY+n8g9L77K5Da/qxhjUEsGxBMA3TmNu1zHwR14tQI5a5pp2ypVVi/G1gYTWIdxNgUj5VdR8oly/PeXU+8sunPgF+EybSAhURajpCcx3/7+NKxVuGjN5UZkBZkYB/ghBFgeW/EfzvYHHVlVQE0DcHplCaV/IbXIfmN16A2YDFDWFW4b8hE+XYKmC6Kkyppu7Sy89/3kDRUzCXu/NTwAqAAn6V0mmu15NfIWeeVs5PZODSVi7gIQ7MgIW8FYyruAp18f3npyo7SKARSohT20Esni8Kjn7WNtNlnEN+8ZKa8cED5+aNcdQjtH+ZguGAdk8kDmSL6eAUn8wj9UdJDn0MYbtzkAVKF/lvCyiSfvUswcycwmVeuCr5UgbrOvBcOQBHm2Sx+TwSBB2VZXXCf7xt/4XMY6JfP2VHjzfskvyUomGmvY9rX8gz519sezkv85VPckWnHlATkTDgzaZulktJL1auOZU0DfsrjANtgjBrksq14ZC96W2VfLTOW6y60GBChG3c1a9Zkctxyo4D83OR1Cf+V+9ORQvKzmr2F8+3xhCQCgj7FRDAnFsAggt/8ZOtbkV3NknCZgTdAphfr4Odma04giUKOs2uXSgfYIWN+8/F428Cb1WiwJww6s8g7eB0HKLuhm5/EvEUbP1Dj9fT/OYqUx0XOtxOzL0nldsI6/xe4NcgsRJ4ClqzVAuvIm/WdtiHALa2TSmJQtviYH3ylf3HUJkBdaDbJnzqGY3cnkkwFeluQ6R0/gMIHni+hvyn8K7hhi72/dUv6Opj1haqtxqDHlVlkAe259RqN+U1bcOAiFt7HggkkA4YsJu/MvTBbL8pialCPAZl3le/JtCf9+cwLzlutQQVIQ+IH47Pkr7LK41HfjFbQFhnp7C+KI2wXQ+NsoGNhqXSmCKKRonv4zfAIbpQvY1jzQi7tdQlLHDEv2NkqKo5olY7dHNQGOJ3zu6i8PTveRzsG7D1mWLsCw9+XQ7zzJPb8KupDK4eda12oeQqqxqvzZMIYzyFb4iqbwoTmFeUvbmKdhYHJHXzjKWuRihtWiAOq427e3L0ZkrE28bayfKceVrINdVhCVeLdW4upR1f8PZwUM2Clo7E3UGaKBo3AmU1YmKGTSr7WMrQG6f7IlUlqPQlsb9/Udu1e+mYVgxN6eXRQoBNFHdBSQ5Fh1aMHrAHDJsaVFiJUJd7rLaaDK8AbkXzso2PAEKUqFyg5Z40Cyahysz08RHNlYkOCRjmatoCU62Od9ucPkYkQ3jsj4ZNIU5lzSC8ZN6PRYRchbgjFXOC9LqtoiV/hxsEmMjCWt44x7WyoUfYYM+LJq9O4RpNUFOBtMLGa8zsdKA1hIhJqDj2SBnGaLJW8liv0Ki/y7FgqC2M2ywZZ/2+YSALmBiroai++5X2kAXIIcDW9dYX4CuHZgOJMEXPd6Phxz85HsUzPgdNMRK9a6xN0o0DTy/JbS049BP4pppt2cvh3MHPJKutJgcrAhH1AlgfqCeyk/hFdaWpRI/MIrowMDZQiSfbZwuvHqf/wXIXvd4lhArFM7k/U1jxBNUeRYHbl4g6X9jBGfUp+pz0hfT/keS7ff5kTs95CU/Q6qFTqz7pMlz2kEkglITo+b3T+CzehEBQzcd6wQ9Ji8beJpuFviuxt2RAxa0fOdkHCJkXyr+1pGss3RTh9Tm7LOumZMCLI/2ldBTn3RGgzbu8Qb2uz69B9l06blAqhNIpM3qHChOCx6R2r+d8GRIgp7xRfJ/OIgZnHsnwHh92dJwPvFu+Px4+uqtpD6cjc/GZIKGM6aWxc0Zk9ZZSW5JVhzaq4VkgdslC2I4JMkStdmSoz+vu8Y8fDPDL2YDhXxZzJbAw26n5LRs3Xf2tYQSDGsww49LPK/4mXCNq/RMEPcV4Qeo3XpzqiHg38zrR9VUCV0gCCJewlk05Qvwq6MVZnhQXICIk88fbKOIIdBcB9p23Khl7Guv/fJMXKSO4OR4drLF0hUzMGj/Nd1gAmdkzAGf6bbOq5MeHqm9M8sFwIr6TVLFiKUwf5K9McpTslxyL4sY18fhhGeA4PL2jAKvlAl7QLlKko8pCX0jFy4DmEWGpi4ZxDFnc5v55Wb5K742kZRVlNtz4up2ottFHqJycbN2iYmFQIhCQQx/ZDKjjkuHgSxuNpyMV5Br7wRUFfF3clmhZuoYyKBNmDHWBaTzJJsrfHinK6KKl8uhf1friDcJeE9Fxxvd+3ImV9+1LnLesf1HGXBu+pb9sLkhln8gwD75nF0ns8DVsp/SI4kRmLeQzNksKWT8ayybP8J6Ulb+Xut+zWvkeqSdHapVap2dSAj2RTjcIRIB6OtNL+ikP5/Pst8Z0ZTNNmSeV9/53t+MKoIO7WxNiB7eIACNvr01azdsWuickXiCcbLVSUUCowVWvoAQc/Qzv67izTG2cwamfys98JkHTRMplmO63ZW6q22A5mZfHjm+ODDOsJaljLFqcTkW9RvlQT+y79BF2kEndAQ75SLuWi33K96cN6NwVPGUETCKiMoDJUHMrVhd3o4W8zN9x7HTJQZ3bA6NPb7b7XwIWmCzLpk20NEfJRXwCYFGF4+EKruY5UihJCDDyLCYOie//rG0Bz45TGDjrUyJRwDn5LgCU9bVRdGRg6y/nWwrVUK7oYSm8vYgIxdelFVV9RgCqcnbez728MsojSFWSF2pf5KPYD3l4yK4BuMDcnSI7d7Lr2AUtGw+R5EFpeaG/8qHxX7yoN8J0imOUOAkia5rkNOEBs+ekKjDsmnGOvAMlkyp5zmqNBvZyPIUugNAz1nJjm8bgRbUj0SIZmv85sYMsAfc4bPtkjDNJWLPKrBByESAoELpmcTv8Kckx8oHeGRg86mlhAPUmSlBuLmXcLdm/uJN/RxC5pWkH09yjUekHwOc8uxt8aEWrt28okNvh3odsbHJLfmBhFcg3dQWOcvzvTLkVa3dsw6LmqgONOBiwJHtfaZBdtZ2UjkDn1QZlFy/xuIGbleOqSHookIqD9Hrty6Rzvkf2klTa3mmQ2eX2yNKB67GHXAGr5sAQaNSsYu6Y+g9mkypsTtinsVln/x8PKrH/gJLEyg10soxUX2WvT0t7lnWUIJB5dxNOpPZoEL9veCH5Z7NDoUz4OY9Bub9s2/QR9C9uVijAtew2G8jqviKWB/71nViRD7YVyBOvqUqWLYoaGIbuUi1va5Z9Vgi8TdEh8UYNwo6u2y8xHlRCsaj+5+5ZFKiqRtI4Rn4+XDAqPT/v0+gF5vSHi0sZgR5Elm4YD1IeARYul7YHQWAwF2pMu1nawwULNuu19IEVNH5tTfQ2VCfSGGfBgAJ2LV3bvxYtJct/ExpZlbiQooayaA1ojszqT7TR8EYabWcP4FTrdZUx03hB/YFb/85ITDks995A9jNGyzjjzfRiTzI6NwGsjjNKtMAroOpJETHPuwxq/vKYD5H5MDAJWPLQjq6/TcXdQiKr+6YLSaPvEkeFLWkgAFnXMoABYwyjfvjzQrFluYVk6ujQNMlsErbtl8McEi9hjSpVxiDR/269PxbKHLnPj3TB9Xd9V9vJIc6eZ/HzZXaolc+cVN0JAjyg+qI59pzM1YWCICHvh6iEqdFWSZoJQuhNcaNPrAB2UryHgaBF7oN/aF7Wih4ldqpAXrch5yi4ujnoUJByjT14cSzuy9R0Ne3hLxg+Xy/0Bn8KjgwcyQQXF7xTC2+3S3IxTbE9SCiOHNjsphug4HJNoiN5kz9egwtzy2NsYNDzsxyc7sWAAlIFBGDtEDQI4ZFWXAflBNpUsujXg51Dp/LB4JMhXu3Y3h0VuTeE4KxYF/IY4IcYOw1lRG+So1saXPk9KhQWroK/cSjcJ42eEuoLRGf/xYDmYPxE54y3WY0x9YtwKoulra0geGAARFYS5mvq9E4AkInefd9MG+EKGIJhLdWYVSnDy3vdIlmN/9CZ9olpzEcqatRvDtw2WCbZQFo40zawf57I4Wu51rwpJSBtUI+paKcUvr0uh2hYkFlLimodDGbGq8CpBOaOFJeUL4F3424YiXy5/nLx10mZXAKFtAyGYmBN6nR0n4rEV7WW6FLuNNz5fvgDH1ZO8qRGy1Akl5pkB7vHWO0GUY1w14MK59lopD2XL15Md3wOc2joxbumKrnsa5vxeHd2v6HPpkp6LeV+aZQcC0wyE1wAsHnGh6gO1ZL6nCKvarsRVEfqXdvXs7fLYy+3ikZhV18xWP2TG3JzzKyQ0unSFwq3PMzME7srIGmhmqdV4C9j/myWNqsiWGI5rhzbu7WMINqBRrMIQhVEzqzQD9GkPnrU4sI9rMAACn9ieGwAZiYAhOePVWwHpADruQ5ArxC1Kkg8+LMg7jri0zARjY8YKgW2UI0BVSLYCt6lMU08Ux+X3bgSbolaBg4nSvoS5IA+nOg34/p7+vBgPQOWOz2SffWwcyVDY43sx7Iyb8vuBClQ2Y1Cr6xHsbxpN9XcH6riyGX67DJpg8qUJNl05SrRAMZ5gYiLN6sF1MI4wGtaz4r/0Thl2ZKUygN9bUvUSPhQJsUjPW8WaQV4/xKcdMmLvlwHJapIQAmICcf0lygqzhVEO275dGbvhMfX/hx7FIcwAe9zoAqjZwCjWcPI3+CHnu3lPAFqkBO5D+QbaqzQbkX8GCW7NbQcsikR3bejvhXR8n2+32+dgOORALCsIrXIAEwZwAIR9SlQL3VZFxpaaaD/q/cvWYJlS6DYGVRxwcSTN/Fpc+6+n+3iH4ycxp/7HDEygqS8l539IHEJSw+BLYPuUPQJ1DZy5MtpBUhJFYeFnAAheV5a2LMw643qkXu2rouAGNUFpWjtNA/ybFKbtGadjLTn5LZqsuattRMVn2wHb0mRVdqiBxhAOeeRQ8ujAIAE2a6ADLTZkMNOlTG74GqOaISYTYF7/SHfT8kmn4qoyAm/mGQ1XiX/Mt8KimOX3ccUnacckS89m6ZkQKtUO3e5S8gkVnVJGjIcAWQQ9pUEFFiQVhl4obmAAST/WvWoV29P+dqqIjOwCvXJodLpzSwcmcSLRZBGdrRQjkNiHxUeuK6a6QziIGx0Ce2VZT4n9mIydT9GJhO5NQyFoOZpnTMvlFJZam2gyjobzRtwX2UkuNEK6OktTcc4+iKmp5omZuxzLXXcQDo824dexL2lGWeVVfx0HLm5WQf1YxWB36mR6v+K0k860tnmZi5lmWRm72ntzi/xctu6pPCouKTWaRMOLlI2KgX3IUYHAX528eerCUmHY7vFr8X/JItyBPqdRgjhYeJWO6xSoyHjyBxZC9nVSANDFyixz2xyLO/i5QbOlTRplXA/5B0wZ+z/HD6QV7AA/+1i1NCg7jAZ2SNo4EsA3zuZup9lNJ21K7hvl598tyfHQyM4cbleh1DtZiBmcyfrDjjHwdAK43xomWvhiFWpGy33h51WOVs717FdXmH7Kp2tivfPc13JBQuqXFmt+c/oLSDbx4IRxqx9rhExiA9BQrKj+jYrTEYmlXXmHYISPYAe8JIjgEDN06BCFYtEggs/di4OgcvL2Yeq2SooKZNN021l+E391nWjBAUcCAmy51qAw9RgfgSJJz0euFzhTd4bUn4tiRLdpZQeAwU+8R6uwQF5Yr1rxDclGAy8RQ+ppeD/SCYKEgSniLXlVcrZ4OSeMZFrpnMqHRvRfT9OUzAwyrzy39cbM7bn7dmoML9WhT8Gejcyjsf2oYRXPQsU9hBPiRlrLrxkzkVebEvFj3kEEImiaxhIlnK9BKQkuV/0b4l55JCB36VYlgS8hXKqleUEb8eLt9dW/5kWtomR6cvn5rqpE1iBxpnC0/dzZcK9+X74jtCWp6VcF5p0bcopM37SYQWHO/3ajUDmoKWQ8kEReyWHT82RytVY5u+86PAhh1/ZELK1DDtngyqF/+EQhabOQXJBH6VUiaK8F37oZU9q1DiD5v3j0FV5SWUqO/Jt4QRwfAQWpmLxtnpISOF/VFwS28ACiOiyPAgKGsnoLhnXgnV3UuD4Zh1XGiyK2/53t/+yfWCP7YzP/TR0L5SBPJ9JkWUrPfhFCuFL1+Mt4V3rz3bUyaU5tetpxjrgLeQDIsFf5rFS5AUx/9IUjhXJygSBAif376qxnV9BJmq0VbBUECyfEPXLSVXhS3eGTBU9Zbf9wkvahrEmOeeeh+aceE2ak+kI3qqnD+2wXach5/K076LfyAQ5vTMqi4v5LcR7HPdo71ee11RquJVKix3Egc+3nL6eupkq37QLHX2KTa9LatAqJUXrUsTmHH5GIbcPuewu3bk9AUaV7xAoAGcLyi/wVv4ztih4rSDhJaQkAN7cAUhAQrvc2E4tIr8nB6AXmd0g1gwAjHXrLznCo9bsMwKluu5tzAox99R1fQNKCEG9I2rr/8DK5YgE1PXkqDFEmNOc7p3lpqa5bqFEBLTWqA3yuKc0HtmoqocAN+4eLJWKbovlmvMP4C4xxPGbdSJWWg/ZqVQNuGefXSbsEDRDMAIGHIoDIqxbKNOO1S1m70CNC+CDjB2D3+oM707SuumA20shvIogMHDTd2nBBxNX/kDVOqM+x7hTCvfzcFqgeBW3BoVYBduN+O6hABjaCOx467s9Gwejd9x1idRy47pqH9aoj+UdCH03QUIEJ0RYvlfHncFxBg7RLyYlwy5BpRCqMizqLaU3IF8Lk+IWUf2mYNgasq9J9NXOt0nDOi90H6j3yOaob6Rh8bpimG14/C/R0UelRBbcxWqkrvRNB1uZq6dXDKkP6whzJWf74GTg8No4H+MXn7dHNRYSeIeGmp0JWrOTgFU2ZvyaPoVO3XSU6w+CJVpLm4uae3kACRR+8Rxn/9ljPLMmFlU9qaEhCzSrkw83rVKWlg90AT6eIt8e5oRyUXqVe3hfBWOkH+EJzN+8KRjgDXwj+3fd0DFSeGaF7Ahj5YmPaaHMFtjPubf/xiKnTRYZQ+jWYpraelaFl94Bo4aH/w57XxlzqfAfYYZdVzpvGbuFbD2tPEEsxjLoBMpYuZ2ha3/TISxyWS44yH9u1qk4p2d3x4elNRRwzjWFlx/qUtFq6932ms4ywv7uFgsPetFxyrp6KtsVxjzg1qFWC/9sjpLlu8ys61+Qdprdvgz88jKKhw99GezXHPrDNzTnNye6yg2A1H4W6G4A1Nix1w8mCTp+yQ4pyrHlFz8VKRnFZzs/cyKVvh126iPw9dYLtQsir53AvBKUZ6XsSGzeWFB6XG/QVRW8ue7SR1+ZXDJmJQowGxrJcifUysJDJH+46/SWsRk7vR5Y7LrKcQosaVVEx0nplFdYy/8kjMw9p0WddtczEnxPiSIZPgtBuDloaHp/w00rN094v/CRRcT2VBDu6nJ74zaPcsePPzGMIN3gW7Hya32G++NW7ati8QQaR9RUUHV74BAYKOUVgFcYxMUehMVcLAMcBBxImnaiLA0AeY6C2azx4VKWqFiPFotYXvC8etQgULGAquyDcaSGxYWFSnf4TQJsMRP0I8T76SEvW87QfIH+PugHI/OWnIcqQJcGbrZYDjOT8VF4sIWPNE2ecwyS5SSOOwm1S6KPQnvio15iHq4gGQH28biNj7HhU4RmYSfs205buMuVbTmedtnxSUmPXo4VVQd+rkDulyCcCeD+XZ47vB48SYr9FjNmF+w10D76EZfdTOTeZvG9/IM+iJagDEe7vnkZ0/xNKnQqBSl+fCkPLrQn/dIddbOx1Cl8YNYki207LWlcAicyDTHxxJtoIERrArR2ODqo2glSCjFSrL12l3cPGR/xqyiy1Y8AOO75fPKwzTT7MEx6fFP6NOUjBJ7bVe3ZqnUIerieaGajs8uAk1sD7TDgY9ELJmpi62U9cS4Nfua7ooKu/qQ1n0kP+4/0dYk8lAy7KzNKHAwGmrgGXIHYs0S32SBcfKAT7n4IJaW2skEMcQIKrqKVxGT9gV+wkRIeMToK07a3/NnKNf9HW0AZjhdLXbG1PLZEv0FWCSPtG1fKcXlieyZJ1BrLhUbLnOjabjJj48JbYlYm4c0uhjPkRwYlrM0EAIDgtV40SbvYUwvKTkgE9/ZnYlOASaj2eXvs7SIhfG9GeEOdiF93NdYD/c5DKCWF+W7iYq5HtQD2or01ba8MJikjGT+9IbOM/iTaUwbJ8JQFwI4raCeZxUqqk9nn1jC20sDkkux/BgR+tKa2w7FRZiiJyHSTBzCRV7eUY/hllIPlaAoqjTyvu9JlE99/ODMqcgL+pkE2+6WOkoySCQIIBHiR44tu9zn4e+OLtBqSWxXcIUxgmrEhaN8Lv3MxYaNlKheaHuG5A0Fn4O6UUNXAK0abwUOQMKDqoI4QkFZEq8HGzYef6sRbExCUJ3bMEwX1qE1Jv/qWG7l87ysMTJ00FbDwy50Cg1vwH9k86DS/FLgBoDa0HEpiC2QlNUsi97t3Mav/Ltf2ga//uhuYWwZKUmRobkWOlq8N03/GFags67yQeM0JXlaRJGMVRYbhkvG1+SLZXkhc48F6jeLu1DLzJnDsFugJFu/5uW2ZJ20GLr6W+uIEZPSctnoKpJgCYvguEB5iT2Kk+MkBXy8qT9UO8ZBOPd+WhtGx4HfJd7+cLHPTMBDssoNufdtHooxKBLVXFYXbask36IbETJ8eITDUj85dd3Hvo5p3ERrxWAM36FSZLU77PmHJ98H28OJGTvysJslRYEQXeG2w7p2M2vNaQoE5pE6HeJ9fUjRlVlFYA7b+JI2GgANSvvWd50U+PlndoxsCwnx0V75lAdNIB4kyLCQePc8s6DlgQWrb2fUG/BB6YYAKxYxXcmQZDfPcAVGk7nuHbmtyy3P3RATllf0UlAsBEF7VBxhBHuyejCo4glcXuXenZHkaVBGcPtlL6bjv9xSLdR1oslc3GAFMYyVYnfHMX8EZ2nSytHhu9VNn+A1OJ/zK5rlfe9E3rjeK9YeeYhC6O2epCdXqlP6tmwzjw7ZrJwknBZ9WEat+2qYPSJ9HknoounPpVFR2MOjKtgEJVt8vxjgCfIXJJbQ7poET6SkO3WlGXs8UP83NZ1zoLMyNBJ8oNXSjYwtRWRQDpCFTNQtnBh8lphLFAypaTAjJbtGRSR3ZktWkAWP2g3inLIfDmqc+bkkNGH4tLK382QXJT1hlRV1/eU9tZxQpmBcB52pypzOdodwPek4+WUeJ0OQr+H/g7O3OcD7ieFX6DBY/nIrjmuXDlddWfPCo1dzkrK06f7WHaIKxfxHNUeKb3IZzmsL/3ReZvnskkqc12iiSwfzAjfye0EcxdwM3rgY0gMAAPMhtjPGxsYR0H8RQCNDsL36qtcFb4O0h5caXWbH473tCBD26Q+E85OqFIt9FPLQLRAacaIHsDIYfJ0Ko/CU33gN2BZDIDPRFq+kyWlaOx8R3sB7hY9z48fNyLfoRx2fSt5TzOICJ3lG6FkCdK2B9LwTW2iSjngSgnfvespkahMTx/QfK9/DD+lDfsYz1rowbHpgGU8POXWfg0cYicz50v5ASM42L46HN7rkHaiFhDAUD/OFj7Df29qlUsZZMLshjayJoCo2aO5xUlZmkru8Zj8H6DIkPZTiEqQRg7ytEZJJSM8k6ilwq5XZ0N+Ah3Swp/hjzJ1BYfU9ghvK4TR3+14QE1OvwyaphfjeqCBgYGCx6ANP6bI31rXVRfsp8BZJmOXhkhT3djzFUdVMSmCT7nWaxu8Q6rLpcu40ojNCKVI0Du4xs3DNnLt3zm4MkDvJbMXY8hlEM35scC3EplTWf0N/XvHwljazr724pmasIgVE9rTKEGaqLkxRkTCBx+umqzIiMtXPSGaGRuV8hkeFPuo2kEE2bUg0N59+7tVXXnDvGBb/wIR/aN3mD9tgU86PtFv3WFcCliQLyQvkIrBn7lxC8nfui7khnQZ7PuU9j+T006+DlGgjlWuIaoQYLKqF06xOhoQ9DzSOhB0W9TcnYg1lq7ciFJMnPEEQVdE6r6TefnNaCYEHQ+Lij0hBilto+AnEzVa72sO+8Ti+baaQWkE70WpSzjMN3Zx679P8gZtnrVUVBBCfkwMw1r4rDat0PTY8lG+v/3Nx1EZQxOP0P/lqWOC7Oggz2swS+BF9qIv9t4YlCcFbpkydJySpVtgmO+Hy+VEIdn+d+Y2LMjiUTnaoZW/8O6mA9JMYbH+u86VvXR2AbJCJrKQTiMuQJSnIiPb/xaGCWVCnkw5pnySv0ef+IJIsXC31t9DLvZWTxse1SDFfXcEAMmOLfIpxONEGoP9+R45PA4dvGKAcVUPncLf0rF/3cqUztU57QyoXi8c5AKZneJ41t3uA1P0Y0ZmBLFbWoPrsBlKOBi3/YS3fYkIkvN79MqgZ2APvKv0FFstp6Osp/qhJwPZPh0KKIBOjsQ3EgEGIc77cvFNloaVd3OOwvkviUxUI7uu0P1nsH80YtvFfuoOPw4/LQ+1W8DCJ23xltKWMPy4y3OcD2mGbklXkLtmrOD4gAijIWAuD+iITbi7+nOHAUrwSXUxPfb+z4mcqBou9p9WUDx87hucd5PomHYqJKL8cmArUVd6WUm3oXdy+q1MRC/Y1/6c8Q7NsUpvoXprx2xQb8qsD5wCajgNQIhRguKejRGXe9B3GabCs95YLiz1nrUTjen68qzyQOaMv4+9IstDd8BWACf1ZLX2/TO8GBFImfYX5OHy4hDPj1HN5uD2qEK5RJxrduwAUie7f4RdD08ZUYg5pIwzs+lfU72p8f30IkeHjJzC5Dp6K6EacumDuRDbuWU5k2GHzm/zO5bxpiz9/DPX2j4ahw81Lb8ZEeG6/wLKWO6IFBnriUCgcSQ0k9OsZmbnKWrzmuuGPBE9MqP6wUmkRU5fnIJ3I2fmDfbdFf81WtAIW+ucVOIuqP0v8ZjovgFjLyM+4Y3o7iLz0UgidOMdrn+qTeu8DfuCfNxaYRVjbfY9OgFc34UbRQdt9eY4R5s580EBJ8kjfZDf275TgVh2h7Dk7Qo2OPpDJfPj1NZQsT+0UtOyliQLKAC4gD9o2r1DSF0m3Phq3fovYkSfPI2MCaS84eTcsUCzE7UCZwTRjDvifiPEgL+M5pWcbdvYcM6a/MJ9mj6xCdfKHXyvp9QdoFEAkH6xSgX9+vht6qnDoIgvvCObjw/VtCS06PuK4hjHdhNVzP5SkryXJSdsm2EtLPOZJyzNpBAyRnVTsYLOQ/xhulNJNAEMJBKwHizepddFLLiOGYGFKB+UIoBW8AcxB+Aopf4kb6izDz8eULi5Kf2xwc3kme2/YDKTfgMLZHMFXc1ycuuv4UyZfyLXagI6j33l9W4n/SrowLauF7M5MB6odtVMXB37cZiqrJboB06rMcseLub5zw6VWQabeYmdN/B97qcu/HsCESUTHjFob0M68moCnj+gEYSqWFFxZ37107SBGuK3FVaFnCR9OKN3uUmXBtulIrVotJaEro5xHgKYLooHTe8zKKRW+cK8PDYmADNtdg1HfwaxszwiO/t9/oNs9K5MfDYzWlC2+0OZxpaA84z4moC4ITOIoS9JROueHo+IEZERncZ1mBplCZWVzMIvpO9Sg7boEdspZHHy4gaBVF8LyUqb9jjlrpqmY0IY/PyVE57FgT5FeJxMSskOv1Wl/5h5DwEYCSrB8TxEfeUTZ5jnytX5yMGNj/QSFqD3VLYlRrIO/E0UG8Ae9NxW0kjknFPLaC5ctECZgLKGqHNRb8/jzdchOTP4vnetTwkBDllX+V2CDgivfRGQxQDseKiPcqzCjD1LTknkQPiKcpkzb5FzpTl4xPRM4VhwvQzkbJmtat1bkYSiWQuSD3ubk5pwG6C5B1mco7ofnFj4LJWG4suB3WqEy1wicYAH5trW6ySt9KD00AyHltwU3AjmvVbATiopfP5zNwBXRExTS3j8IzjgzWncRuHjfZhL3nrFSOXWmJ6lltAQXgWkcUIGUdaTiULPHTKkJP32Aqc8apjNY/w5KhTr4wevWBe0gxd1t7FVhGpX3y8drBEw7zwisWpdlzzyP5Y+Cj9BFIKdfY97ynGdWtnKsSIIA21Vy73XOCyuobtb+/az/MVLzsHWH1ouS5tDvGLZgx+U6r8U+yl87G+4ZOwnDdz+Kx4JoRD15FRtA8WMLHnLYLBACExRPDrigGLUwsQyRMAsE6ZWUt4nc/GavFljWu4tMjd8vrFGCgNe+kt9Z8XaA5okQq1W/JG5clu3DvrjB4YK8zuxuNJcZaTiejzZd2suTRqrnS3P1Z0BPpa1zdI6/y2Cos3EY1wBk+lbtk4HhyeMc7gq+q53e+ehS14M2CwuI6C54kKLfYR5g5q7kHZquorpzWhAxh9bX3kABp7FtbeuSdaRNeRkjAvjdYtOdze3tzrDfXiUvq5MXKtq3FanzSM0qPAAyv/U0z+h1hc/rvunRoqNH1HK2+4kSBpMwhzAwpZly1akqKeCtj01kDedH1tH3FTa6DskSL6ha7PP+Kyeudfr2o9+apqgSOI7li7yubxw6ULn9MFLajUzl8WYLfchO8QAAKEUm7+pc1nnOdEwPIR/wzFOrvKF4ExV6xps/ARqOan2jUKapZN7DuerXuJeNs4Zm3VFBjueCUi5aPtIw2bhMQkKlQb3Wo+fVG0HcGlYVyypa3ChT7e+LVP8uuO3h3Y7RqoA2AtYClU6JmE2st2Zgh6zapfpB7kl+tNnFxciwGlp73gP6PSSRJEinKQKKI1T9GiAbE0NbPq3cF3HUfgjgpN5xb16o3X7SXooGW+8vi+wGBWr0rmRup/4VYSotZ5FBziOcIIzwhR4BwRuxMUQytgvfd5ibM2NZR/1RxemMbFQG76prEqToq5hD4o3esACF5PveW64bLa9vw0QSnEiWDPdhGMXwu1VLSriYpoKHqWYenYgS79OpELMBCh4MAnT+YntoW+djOLF+Bg6i+482DCEvWCja/OABCGw2aWDVHIAcpL1tgYJ73pirNw/6Z4R8Hq+6LgNJVAyoWGi9z6D0LlF1EWgZIiM8j2w2JThU8Dhcc4jjyBgv5vrA8YeJNVLS4iiJ//Bz6J8wgk5m/Mxsy2wtqrtJtEAvHUPvETvRHW34FXBd1xjjbFFYCZkGXqTeCUACvOuvmpZ2eKkBt4DbOCnMKEMaIr2aBPUW/S13Tb9oQvg6Xqyhl4OBHxkP0KeiLFPxYGbvxNW1hEHEU3GeYvjBv29VibOEDpro38DyKRW0wYVvrYQ9BrDJ6QUM/wzosGcBDAB4UgFmyxRKTS7RMCgGvlyvTpRR/w9qibe4PRXoO+/nHMQ3RwVc7f3vA04sH4YKBncpKBvrr5pMhTlh/w6rPsn4lqR/EgldpKhAIeujYxrltXfNdtjZ9PC++0lxH00zUCpy7Nr3f5bGAUzhExuf5qlq+R5ymCY+PQyexgmdKXBDr96HtcxPEyGTWuD6dpy+6G1yi8X7jIi27EwkdXJipmOutq9zZnOlmLJGD3MAHYb8y54oxcilHaE0dq8TgWyWJ6FpWPE2SDc7R/2lGXAJ4sg5D4hHjs2giHqdgasvGR1Qlk55/5xkHrgTVKiJRE/33QIiwMRkzpbbns3UvQADQsaAA7IEcQaqZSovlzlBn4gxSRh/BfudY222FuXdOLxJFHv4pGFRuAnSB/BOtPtWOjCfANqFi5mFNiHEIcjELHld9XBzVAcZGmXPkz4x7k300sk2BKKpMbaVLOf2yFCeMsVU5nFxA7W+mmNpaqixPRHEgAAHx0wH6Yo4pDSuQ2CNMCYOMlwVhPYKTSXafk8DdRu8MTpD/xB3cy1G/MMhfd8c+ZkVvFBnUs5txXheP/8SY/yMAlUYTxjAgCh9EbfYKdC8dXytUMyXo56d/dVYd/sLt3ZOSFgtMG9+Htup4yfzwqJlRxVzfUu5Zc+gPKSuCiFg68sgLIKWerPj59I7HtM0QtyHkbhmWohtmRVragnShMZlENGF3h4UB36lncH9AAGnZfZcEK7xYtH4/g5mFFuurpXXRHAGfGiVnDYyWtFbsK2h82j9hNIudUPVI23t/B7agx64cHzqg0x8d3sYthPwcZ5UGNgVVVME3VgNFeKQwBZfBAj2p6JrvR7/Ewlgr/UVTRrhi8YFgv1K2ZQ854M/cchGpCWDgVDpFKoVd39ZcyTENAzL8pA33/DtYOCtUOC2uiu7xmnqpYj1R9Cq2mmxAs2hoSfmxahLx79PmREDzmWV/f4mS/FxfmWiklMAHdsig9TdqZG97+bAdVCZBxt18BgJTl8nC7c2c2efs9ybfR3GxRXEkG/FgJ49nepRBjEd33AJlwicITVQPlYCj7VOlFyggk3oZ/vl6FEzZRfyLejRhfQ4iYtryOb87kIBuikL0RguYpojZ+aPYjpkB7oRJdUzObL9lr2Hq7Qg2BYRiQiND3TqyJOX4ZXutHJqLEWVJpj2n2/DJq6BnKeNAA3Bd3/H+9+49P0loDjT+K/2q48qYCLwGzv2D8efXWUMIkdGq3BmuHZ68dHt4iG/n6jlS5buvEwDVNdcMb/AW9Mle53KozCy01KlC5ZZxK+vewm6e6Z90V4/yZ9iTDU9sRD1vlsYe7aHQZJ50bV/x5x6NMU1X5oQoTAkibXeRD+81+qB8QjIxisjaZVPMefizV7DTHsrVqqOwdZtQSH9jEiZiEy/hoc2v4JPtPtk3IEfTj3J7nq5DJl1zOIY8/Vez73TQPl4AuZTv7c1gdF3T8LYo743Qr0qiz2ZDZ0REo/hrU3ViHY/oKQwW6ChIIqF83qtVXlyUSU1RKaUpNvYv51xKdzS8Mw8DtivZB/1E4XuSFXiCecePzLnQ9k4drm1zUHETleF5/JrDInsFA/a86Ho7ekunLO90ERmFGeTCio7us+/oSNnXAUdpjTD1lMiiunpjQtop/KXPMf2L0x3q7k9IcARB5GF5kupKWw8DnRJBrSq7Lg6vvwAy9Xcii3RLKoZdmK/HR5txWvO1o5t/82nBVNWTTHtCjSUhXdeg7YcasV3Ci5AlESXtsRoUyOVXKWbfVVRyVfTsxlCGFXYbcdvDRKb/UkaFc2mi6R1/GsyW2Y+AIR80/Vw2cbm9IANeYn+helDj71qmmOklAzrsnl6hvCbt1JRXJpCBCM13BFmSx8rZ+U9WNVSHXG9iBmz1RxFe3/XR/WF0yHIpzg6mNLEZYISU5FHpCCFCrLheuhjJeQQZiuC1eE7jZzGkcES44DKw30pPAmal4IJ8/OXrE8+1Zwmm510S6mm47TM69DoBtn8S2So9YOhPqopz0dnYYkfd/kW01h4GmFsR1FDqFdvT8sTfRZGKBKPRPFxcjMFnCDmtuw06ybaiaLcuzHjRbksevlASa3xaHfo3UF/PWkhXQ/ABhU8oykW7GxGsshCVI4o72OOJElHKUCbKWDJkn0y5VLGck2EzTR5PXGF0RauMngfn4qJB1MB6Cz6LaJuyolKMK4jS7tNnjCLRwNDxjYTAej3wFzjHMSp2JQtM3seaShNcjBmq1PzY7VoPy4UhVlkXkt0Nvvn8iU7tlJMhRF+OaVZY8c9jp8tPtgfuipnvYiQs9M+ZsnDRsMIvXK8SfPxJCSKkVcOpW4N653JvXBV1bLbnWV7NiaSbNzQkqhvrAwTDTaD16JhgpArJ/k2n7G3snvfC24OoGXGX6TUv8aoWOPOfHgL2qfTYlT38qJkngReu16yDyki/o2o4n0fpszmpgGvxoBuBrwMgMRCgoQDt+dBbzRRmEvVM9m3ubA7EqTfhymNxA7L2LQBuboeK5rBpo6ZEbIXN+pKv2o7PUAa5ORidrJY9NAFDKeZTUQbJKoN09+8I5r0NaGK0Mh7FDn+imn6Yktm0TaJII/9yc80RgvMMGltyZVlUsj9imibAyO1lCFhZRF3uYkC0L/mmsB6XEd5eO3pnOBQsaqx1+4hASKSq87EVj8nD5vfMJCefukIU3h/CsdJl/F719uuL9MfLM06x9xCvKTvjzhxYHKWI5aughJ6F69QNKrOQ48tFMnmiwsRis2fRoyIng1Qq05ehCO0RN6SzkW0sQmwT/jCqOu+0/kPy1AuGAPtqTPl0pVsHteZqOnJXBCOvTIT+CerYqOYYMZ6aKE0SBNFZdRpUZI3d80RKWVD9C1TmGg/YffUiHaiBZ2dVp7zq706/wMpQM4qHY46VBn/xHtvB9qqJYa0a/Bx9B5+FxW2TlE5JmPnrOWY1qNs1GuNpLgRF7fAr/Wx+CUKKVvhij6CnBjAMFB3cRGFJue3uVCm9dIaTl3q32QeAkuaD+BTINIKQtKmPkZTzQlzEnSbZMiNRz1YwJYDMYUNQwQJcEomdpjo2WGGbw+zNgCOAqS/iVZVJAFHA8V4/n07DnqUEOdi5KDvS2WsXKIv6ohQ830ffxGANSVbwBk1btMuo3/rkyPBx32uSNI6IsOP6xTDFeBc1Qh/3k9saGZ2HNkqt4X8rZHH63PbM+5y4AG9sAlgxoQVsArSJE5sdi99tG7M7ZMxmt3eZDw0u9Vy4k6gppzhxxPSj573yef1FhUywlLfK5cXjU/MWVJsohLsqDm+cOc/amo9rDw8z2AxP0d44+AMzJobBdO5LCCtb0WNx5e29aTqopZk9YDVE1GA9nwogU5i1dY5RlrbhDUetRxNGaoBWbsQxFroGPwFuwKjY4Rh4FxksmUPmq/BzRkx1bWv2IMWF5sqAs+ZFIEZRNyPgEGGgZSvzHuqHZlxUkqEeg9WYQSEwHbLlN7SuDDsgSwqm78D+SCYYGPx93Q6cyv5jOUQijCJ4bgLwsn9QcrQGf5DvISJhI1enFbiw12Ge3AmXDtqZU59+b8C4tp9vcGQa7Pn1idNs3MTBlfiXoFFK/yVnupm7zXGiaxrWJejeAQaJqUVNM1uRRjQoNnltEE5aFrtApzi3hf+QFToIeyD+e5lg/9kaKeGL24ut+Q8XzTQg0jeC1W7geXC8cVUq1nIl7gkQNA6xyeU2KBV6yEHu6DDU21sjOURG2YK5+nK9uS7HN/jLmKdnqXGlH7ZgU/vx8hVdxj4hlbXSLT2jUPr2aA+5cw65cGQkJrPz33okjifCKs8C4H7vfYsdRhre4UYipaXOnPc+JtUPNmroF15QtWKH8rgR1xhVmbZ0wGpL1AH9q3N5qMwocUehux9NPi+TPWttwL0ErirDb77nze8ASNGoVo12mIrDfajRgAXzqcSDIKQ5b6pKoToKdH9crtUsyw6RZExgDHshINJTpRSwxhMjlX8XtOFxTJ4ZOVs2NwG0zjMA8keK3nXAf6Qiz6rHH43Q3uKIwBTMpQf6qyHZ4FB23zFrXpUe/RI6A9Gi91SETM60UuL68KkHd5LKM0hyz08E5qdavmRO4AO0qGHDYs0xLt82mmhMipnltgZmU4ZBv+M5pIt08OhCrP8FyIcslzocL8xbNPIg+4jBWueW9aSmRqUftt6cq9N6QXA37WQaardqDFDkR0qXZm9sZ+j7R6cFWVeL8aZa3TOkpVZLOVABmUMdetVgNviuaF7Khx9YpECa8ejW00XUtU55dsvoMseOXnH32AS621H0RVkqYH733FBzo5t0G3k0hu3XpsbPkqQNl5YvfDxROyik8i7jMZqEjZilX86rZa/UD7FILNLSDcGbaT4nvd2oFHQDDZ3SmyYkxmUlPFS/jxS/8iBEDASb9pndWhyM5rfg4OuvwACTyeATOG0zB9JzcojOnuKemNDgsCSwB782WibV/6h79GJa+UeeArv1Zs6dS7QKcdaXMFRknDTAAS3Usph/oag/49iuaH9Kf2p3LoOgTpzCVJNePweRXyGBaCw1g2lK4lXtGZC292m8pGhoNJCA6gq3JPE6LZa03GNNne8N6/sUZB6wvzwvdjdR6lwLBQCVlxx0M9rSX1PlJxiSlRFruLfDIbjxzKJ4ROdgp9YSPRKXslRMe0QjVy0DbNDHzdGw43lZbmekag8RAXDOk0Pc5wHMtBeOn4iaBQWZ3k3c5wu64a/0SDm5aI1qdC28XiMf7hN70iohzf4Ytmxzrrvq5RJ2o+i+9k3yV/BGSjsajXCUZhMrHHV6Tx/ZswHXCMACcG3AjPLXiKNkEX/f2wSVE2uBUmKZT/MUjQKlAHUvIGCLI/McWn83G1dRn+E8CwIsXBsAlWlcmmElascPoRsKFtotFYffjhd4EaRWAWUlv2KI+7VPohlIIgyJISbIhRmGVevGAPNQAQgKBT+pEEDX3jt/CjwXW6uJZ6UZoARhTzpOM4O83k/7VvmvSI0pMhglOXEyApsqetX2Kd/7f4Q4VK4W+6NHlWqZJ91RbfGzG+lG7jKFDMcuvNbw9RDNUUyIn85jlNavPB0XM0u5+ZzLLGM08O9T02CFIxWXbaDVwAbEi9GQpl/Bj98HyrgKKndsOMCGFmemwemO5UdZHU1SkwYU5VScCrYu6xgl0UJZsV1ONqVDaZxFDk/t3TjZUvFj9KVfY9akpYtSnqRIVJlrbTY5cXDn5WhFFPrCQCfYnUtIX1cO8oA7oaf0I02JlHQb1maclqPUaT/b2vKSeRlDvcyQ/TITsq9M6M2jLp8TVbjTWy3ekZ8IrUDUBdDxHfMLJiI1E9ceoomewlsw5YY13g/elV/BPTMLForf3m2BtLry/hWpLmHt4dCR6mlLyhR4e9Aed4nyn7rUtReXQ4puLD/+Cru0EbKD3651xK4q1awAAAPnqcZD5yPWnp5hIUnmiJmBQtPNYT+liITxwFNJdv5u1rvTW+e7qazXk6YOF78JUA2L84V9tQ6Cvb7FRINgcbkNP3DTZ1jztbi7YRwWCbMUgcKnkYbope/tq0Qr8sTXMsjzQXh0rMvEauueC9haw+yPeFrNa7YQw9SndF9iz9sqrE5zMtRaK78WLwqqjlE2t0zpkxKkCC3jatQsA9h6Uf6350ZAU7Y3+09lZzUOhV+DgrV3N3EYDl3CtNSf7XBpnggJfeqZs4kgwCT/Nq5cX6SaoVjaMwkNLgRQ+JXIHlFROGvsEEtXl+kKFmMBvdjv1NNKtc0SS7FuA4DwzcHIKIrozUnTcpu0Bh9e0hVfxvKpAOFCnVKIWRKIJTGl00+mxktYrQiLoOI8TtvTDry8aXjNLSxnAXqVxYED+UzsyFRxQc0RTg6U39dyxQC0ONSLQKnC3p6NsCqaTP5mPdweTsNEaqBr/+mIMCMPiVnjGGjFnm+W8HNHomrej5AuvT5JtINkCpU4RgMC/9wCgFsrJYJd70Phr7xnIM21XyDM7pb+qMH1Ti28b6lg8nbaNay6K60+KtxCNlceGUoT1cUXck7tnnBr33hcrGzMz5pFhp2a9xUGDsL70Hxcy6/0QNypiPpbKdYYVHrYd4KlS7UNxaOQgtpFIv2lmpSZmOl8kzi+jtFHSczWLz3LFFuNT4v5CXV8CMVVgXFxeHX8WN/YBFW/udZSXLAJfAD+kwvlYl9ITr7rQ8vILIYgyZgqqpokqTyMyJMSv9eWtxr8dGOtWLryMLyw3PGG+UBD6SL5KdlM1tRT5wSp1H4I2PHyB554h48HIGgRuswxiicElyQFCmP/eeFMCMdx+nGqbCfDOJOnI/lgG5CgVqt0rACy7Ww9NNL6LTvKqcxHgzuesBSw5kMMGridmqzJB0Zh567d55eKiroN2Nr2XQQBxB8ec973Uj6kRfXhASs3jHhP3oLoI5m8/1xu0rpfA4C10kIXeccn7qOxrs9zvtdLqrD4bqfabMQFXTWAixSF/LUf684OQTVfDK31qdGxFrhqCAbPdosiORa+Zzj1bMzmsFCSLnu4LU0K2qZv0GQlZ4BBs0WA2YbqdW01e8lzFn/BTdzIDmAxa2yVZVDPFummEVOqv9fZAMZw4/wYxbpiXkJVksiuxWv6e2rhBpv4rfzZDMTunxElhIUfWhcpxCPRq8iVWl93yu/A8qiq4//1amU8RnyMcebTiTwLUVDHVkoTgw9ZonK8D6g6KDl5wVPIqiFwS4UXJUWKMrXLCEHzt5HT00KHNOOy//D4Pn6K/cis+pc0s/LgHUQZ+/oVGG34ueK7ztFDJsLHGTAkhlmFElJU7rgpxtK2HcgzFDGn+pd2ciIVNCvzAwydkdIJvX3RpIgd2OQbBtLHvcrwzuBcd2mckbYb2aXD1v3S+FHfWQT9le5QC5bEJ8BQo6HqbiaViEzXa6gzQYVLW6X1MIwgMtuMwdaVnBmK0fOdqft74YY7G5AArotGn2xK6QIBfVM6FZJ7dMdjTYtDEoYwhEYLJZf/JHDqN1JF0xkFOD7A37/tGZAPaULn0TUFGzMj1Uoi4MXwtA2DWW6gfK4s2H8nlKFFEhAO3xkzUQwm7qO+aDnH+Kquu5OysR6p9iGgSQplCF2nxmxA/ab0vmNMdx+cZ3jDJ72s6Lqo85QTIjWJ8YI8/0l7F2b2GQy1SCTiz/ouKijqunOVeZ7yEA1NdbTV5X/Bxu6J6wDZeU1c1tJTvXLd4miQ7oTBhBS8aAYWnU4KpbKbcunntUzWNngS851cgX+CWVliJvgubvG2UZOqqJCLwFo5CDBQFcltUIb746sJr2/jJP54n8JaHtuWEpLVXJc6g6um/EBP6CyDjzLi1Nqxr5tArt0fOxFvEZE+toJdsdNbmBoY3VL5CXrksqc7ygiDqiJFBfGqKKyqa0lV6qr1952bMg0IkcdKIJaNOlocmma6nV39lYf65HUoxbjri6HBFX4kdYvqlbzVdzgzJrL9xABE3AJhFmNNM47ywACl2aSIxK67FPluEnUOgZ+7mAKgAwa7+m1yumkGKCchMrCKGAmjgFsEOJuTEHJ4cYZO3yWo38oxHCaWD+u1AH6PmqiCsmPicXWEOFUlHTJ451zzkOov4b5OIrInyXUg9r364srzwPZQBOKE6KpmAJQBtlHdk5sqdxW1jEpASlRYwnK4NNZGuV+gWqXayItcViRF55EZ7vY+nGchPhHXE14OSoGxM4GebsObH7pPM1HP4ZELWcuT5OflRPhQumoOAbpzbik6ZFrmrk2VauIfDgvvzu2QL41b2TuvwdKn4pXMavBE8oM9dt/yvJ+zOslun1puTwov4l8VV0dngFWxz1Ym/JpMPAdJ6im59Iqnx7GOZfyEcragZwNOUSWOvvEHqGdrfTi6OdH6PmpvCtuWimD+HFeOLYXlUZoJ8OKIJ9dl/grRdsbbgR0l8GQ8o/5c/BFpz1Z/KwBWEJXL/vwIaoZad+NavEUGvLirsjlcYNJJqHo8kYp9dGXofONW7vAifeYSZa0gGXCUYQaUeDXl1qTfXm5+SCTytMFhANI/fh9hbVO2/hTuwtZc+nhMtdCe7IxI2NWnuhJC17cskCEQfRnuoNbNP0+RGiMcPZMyin9RgCBFwK9AQMAdGgoV5YU5L+OKzVYaPv0cLPTCjuJmjDHu3+1PkbutF1qKwAKW6xHlJRQNxCn1SIebtNKu9A6RZ3EgRj0DXI/IOpMpyLGaqe0pJWiYYVt/rL2YzSBx6m1ECJmxiGB1v25ejF6IkNkjn6t1klkJ8Pfi3HqHHoJwJHPlAPA+RY7XaIcsfdlDyZwPBP0y4oQHeVfGmypVZlyTDbNTZ+K+mDGZAEH/UEYxgIs/AdZz+JBjql/GdURl12HSk3ZpINY5FKANgQOw78dwqdzee+fnAbOuvwm08ceibBehGUQ3tpYjOcnF1qIxn5hBRUdHkpRrO9JYp+s3LVzkRelzdJ3nHX5vQ1Euxk2vtvGPOfiMrcOU2G6YRGci4I8zHRvKiuMTKHtWn+zHer4EkyG5JqOsq6JBAErT8MRYA8vA8lhYeVHyf9mgOoAiLdw6eRebex76pqDY4ea7pru2an9yMkCiGx6BCZDEa4CmduYye27+oTfC/xDxsiyAQdtMNK7FCm4qmVOER5SMRJd2T0kksBitSeFEio82xux5hgGIyQNQs+uw67FFKRIppKNp651UdPxrHscZobf6CxtI+hQXKv3CTNFvkYFMWcKiK2oBLdZpW85VUoQ93ToGUmvITRHEVoLWrDNfKaEoX11cOn5rsQn1djM2zjb/nQCYKwxAI7BKIn6kMbaMON7jtwzNn6plbS9qn23Wi83U+R0uECQi7Y4HNGK8wwirM0GY4+4g+lbs48jIVjFSG8qr7667fsMn8piyRgq/PHul4fxNNxFI4lECClRlrVkcTJW3DkgDt8fRHSi12eoVMxrJ3ZtuHGVAU5Hhx35IElMum4zdLj4J70cmYyyF3fKhs4EI2iS6wYd9WyVhG9tsw0hMrilmArtn29mQiFcKcprbBosKgKVl7uIFo4+5ObbrxMLx2IjceU/QLJUkZ2WMjIF/Ks4Drldyve+k0NJ4yXTbmPSy5+BsrcWRx14VYe9mXCHKpkgFBcGB/ovBB490nDirkwX4DuD6oAVRec7oVCm4cj58gB6R7ZiFBXnisEDaLSFX+1aSkqX9sokJYZ5yWIov/D19x3Ro/thRVV0wrFnWs6Ecq/YI9pFXHvDqPx7jkZpbWacXPUBaJJw8iyGpIdkMwo5wffWOth8VzBCyYiRpyupiiRhldEPyfE/NmA25ZZPJaGVjBzdgupYehGTKjt/BymfVaiKDfKGrZyBPdP9ppjg7NzsYxfs0WuT9CsB81/HqP3U/MqDr+s0/nlLnSFj535e9Kdsqu2zADfs54oVgZIRdEOLvgJogE5nYepMUBYgN21uW8v+BkCUAG/zprM4VPcyxeGEZ4yygL1k4dW7Rj86lKAbAqMCwALWboonJdecgtIxVonWo8wmDH1MFUuAipBcA1YjxwygSN53DxhdYsVMHp1KoKLQ6Z7nXJy10GTpMHYlW+qZJUIkMoB5nPXMZ78LUn+Oh4noftrlM8uz5ERxmUpPphTJ5OU9ZbKLf0GJjlOFeGrehky6zr9ZajrbYm6A4LQfrLm5xufAWZDLOzH6UYq72AgpeBhQz1z8uOYd+1RE+y1r6FTJMMgpLZTxd7FJeB40OZ7vzA1I2Kdywldq+jtJJBNA88qugmJOyoofJvaHzUo9VCMxwnkN3VqCKDHVJcHMlBVyytE8gB2I3WaNWH2V9WwbFvVQuc68zAO493Bo0igkJC5e2jlxWEOJRDK6Ifi7eIRCBH+JJkuIHAfUyR+QmrOVosQmNrMge9weP4K6prKvV0QqZxGMzkOw4TMaB/6OyQV4MNU9p0Y6ambG/sy9rcVgG9WVrM2tavV5f9JwF9nHug2m2k/FOq2Fvi5+UcgoTdIXZr0nZQsj+64tUe7/KQ1ZFN8fGS7JJ9RoUcT9UYe6RiE1ZOlhP+1UPvZkBpENoyvv+sfpzMhB3zNjCVp6wec8A4qLBQ/IgthGlofna3Jma1b4TAwaBW/3Lj6EsGfyrust/s0zNaA2xSqNoY086ad7HrR9hIEUwqzCBMw6259dwe2rEH2B8DrN7o25Jfts5HQJ+84Row375a1xG5JPOiclXcc4Bd55DyGNpvUgCZleGBPJ+nOYD/yA4u/q9Oyf2X4xuecNzLyrtU0jnNkVqyADd/IlhU7LTDI8PoAABYfs3fUDmqu0bQ+VfqS55NPR4mcJuE5xmnu0sJRjAvzCdb4L10RyZFOI9bGwcWhGSMYGyHUyNpTm+xnjeFEucaotvnWxJHpmc6cPs+w8X0u29j8HsENG2KGyskauDumM9TwsSnK1CnAEuf9STy/bX7lhJjnG5tyBWJTVuKBqPG7GvJBa0dc7LaTuIsIg5qz3CvWOc/nuhyfQT5xi9VwedIpr4z7I53J4nDiuQJUbqV+9fxVz+DAYO2x8OvI2WZaCSN0yoyZcW2cr2Hcgl88NgAxYjjNq7aUFPEuy5vjhGddZd8FR6sbx14/XKSVnlJSl85c/eEkkQ0XNfEEd5HQFJzl2P5qkwadz/NaXq1mxszuDUkMgZ87QNcvarVrQ7aNbTyJ+NqZN82QdXZDrv2MCeJGrqfIWYRjfJeBb0LjvQBqJio9r/Z78y/bXza6nh6XzasBoTCjBGWLDnubF+ElUNcM+8bgfjnfmsCO50wDBFhjgKIralS2qVBECdd1IN2ufCXAbkWm8bVJoW6GyL7wHeqBwb5I3rCckclhsAVIPCHlc4tVxGpcBIsxg7G1PC7H/veKr7KN5JZvaVRekbM+CLwy8IcvAriOeiXqTdKemboNJfgJDuGIz4nhLgt/iSpstDDxW4TYGELm7+8dp7U0Bd1Q6T4pA2QUbwcffrNoz0pVZ6K4w3RpcaqQSyIVq6fhiah+GOtW+lmusFtyWgdlLgHt4FJybKLIXE6C+PGf13h+uCYGNgQ6MAobt/Ue/z1NA6CL3d7Tr6DrLU8324ULm1xZmUBHnv2FWTtT1yiMhrRjpDRjdf4rgf7ET9XrHJl/5ezUQt+UXpwGlUCqyKlCcNSTPyeQQ+WGPlV+axTtlV3lrxK8IWOC6ZXRUCJNGaAuJvi2NGOofKY10FIyqWbexlwW0Zh/rRZJq8m7Mooqt9UyKNJtR2qvs2mbNcAj6dyVeKP7MA0POXMWDR+PZ9I4Jo8b8k4oR3gLkY5H4LCLDamkSio9jI0C4LOlfKRxL1yj5SsWPf4031SHb5rsgKZLKCoK+wCmLMAWb/5prLGgN7jjV2xH78GnRWORBvGGCWAQyRVCNI6yhxZLwYSSNtbaSoLp0k/oP2DvfSJS6pBpHuYLe3hVf+IP7yLWGwHltazL3//LPb5pT8Xrd9469GTXlZG9IxARnBMBmT50abBPCmWMks54rUvfwNbo32fFTsHBYF2CWrkm2b0HyzGmsI4/lGrFyJvphozPiB5jUqIbcxHKrKB/WbFXCL9Zj0ee5v/9OdbK7Vx2oQ23eu+LMIwTVlI3NsK+F5vKR7eZZfm4F1SMJJCDBUQksou66HBsMysAV4ESK2dlLJ+6gDrNaCarGl76YDeEzJYJD6pOg0BpuJD54GYsmJYRn93Fxw6RXNSaWa7XM7Djtkd+n3cpR6RDLmGG/SnSaHS6dCP+zfvjQRxuTGtrxX9aZhIXa/XgQ+iD48X+f994Hvrm1+W8Ulhj0C1SpnzR3I9wn+OiAvQpfrRtNdjcIlCrzCFr/YWG0Wwx3bDun0aOZ6yXeTIeRvAAHdCb2GHEWnA5eVG6E26iHzq9rYxSZW9oY9kcFKRltZCbOZ96R78GqB4kQ0ZCZMjQABj1tuqZyJBc4mWFzMYV+E+Z3pwtm9E2nIjmutTR45BKYxNVpi4wCiGXmlt6I5Y1ZSGFgw0Uh2/CJ3IvdhRAEBUIPjYqPXgh3GRmS6+ERpY6t0FCjNIC0LFqFjl5KTDk0yw3nYRPCYfRd/r7DOsQzuME0lRo8JCBHE6/NEgCK1fkWWoVTtg6bdUnk3ml8RF1w3Or86ayhu0LiXAVz7cImwzhPGn30EHz7OP74HBlObAAFLO7OQiBK/9N81tusoyUZfbzxwR9QZpN0QVxvZad+EKPp/pNlFUfyLDPn6WPjM6Ddzv0XEUaS8QHYCMiduskQgfJ66i97N0nlFHKxfcG/D4Bf4SS56IADQiABMOrsAHZ+2lm6aUf6Be1SYgksxqNCXagfFhAUcD8pW/ZUlQHniABKMLTDIucSAATDCAAQkhAOcTg2jMPKPUKXKG1xpjAbJz3k6MJC5sO05Z+9QExutkhsuEi0Q3O7Otu9xG9EjCBTlkjuHZrxIxO4s2lrO1bXPRPzjQ8KAAWnyoAFZQV8JYhuZYVNugMfmkb9OqQRqwc2KWs2wz/z2Pf2+9jFFcv9HiYVTYjTxQbEu0hATj9jT8q2sM0Skvh/UYTx1I41t02teq+D4+ex+Ky10jm8gJUzCSBEUXRA0U2D3ZeVqOpxYsPVFWdjx+dXA7WnGZ8bOsXBT3cNEUvty9Lt8iLI5vZCJTYEoCZMxQS8uMPhC4tzbHTxMwWxz3S3wFgqrhw75v75WIB5l6NWXps6r4QNW2QCLr049p9HY8i5CucoYjD9Fcs65/uGx81ZJgnHNA+yy9G95bZBLqMsEEOMIU6q58ce+ug6ePfubI0T7CX8RoNmuWb6hoGvSibrTttAbXX+L9GHQ7dD+TzChksQuWbTLrV+uC4Ye4wVH3qqqlFmFHr3vR1z7W3mMDy2MF7vjqzj8P1wcV4fXrpcNO4W09tNNL94E7kTsr4EYeI5YqipDisfz6BFesmVmn9U/TReHnXwuX4LqOeR3lkUqnyrzwQIncDX9TMdaLGYmuXCEVYVcfRtKBhZ4RW0niB89vJahiBLOIT0zBI+s8z+z23+4CjVsHfgdGv+MEaksddABkV9z2NWAsC3NsZZ5TbLTCddxMzlj0O5s5GMYl4DG7bGeneqrF+sqP+qDzjD37JsjUInKK0kqPCb7fOcXR/yYFrm01+yIfXyyOfknB/pYGlXw9Tphrrzm0q56Cnprt9W0kjB09W2p7CiG5IvVyDRgjv0mqKii78EPeI2T/OTm0ETbslgtnq9TLCot2y467oN4WqfE+XWZxwzKVHGpvCZqFrwAn98JhyEUDTiuwJVqF4yTmSLU7B48JMjHUV0Qh+9WxFcmT7tiru0ePgq3/2gXPrtgVLHLcqVqMtaBaS8l66V0Ku8ifty57SU0rEoONN/iXEamT5gAunpkrcejjQfWR5PBF/xk+do/EjuqdeYRYEDPCGrOU+hhT1V2aCKqIOJ8HhJzc/wBNOrHOJkPs/hKMABJPVLw7ex/uuCPOgdYUCACkpPgkfjpBmApkqkf6T/UNyp27+DyIBP7KmqFoLR7OxTXu6jsLlwHKtrDay5kdTrr+mC+o139OJdXUk9MB+mReQRVNqOFb9XvZVUjfmjehwgQVVdLXZbIGftk8G2vapUXchNvqwNo3SWSaSq+/gvsGYPT6Fd2m1MF4YhFhHKNMipl6lpuYpvmKSsL+SUvbSERiVmwtrhf4Dly9O00YRnMcwY7XdJewyB4xbMOgg0o+VoT1I642EY7EmTWFDjvMJ/OVWO7Wwnujg/Uw+yoKFNg9mTKzO7e3pt1QYKp22Uq2O/MpwaUWlfAv63n6kMRJwOKQUNDT6yGBjFLXOCZExRLqrMX858OAvrnj98H0PTglU7ZdgJJ8xV29tXrzI7+a3AKgTiENB4mvVCpfGx9x7y68+CHwt0iVaH05aarqdDpr7Jythk9XXTOLFvUeLtNtbNuOhoLw2oqOtNAnlPU9Q4iAbagZEADEtmkbJxlQje8CAh84Y+0VIDF3/Kcrh/PO6Y0xDBWZsbtwmKuw+itI7sNEmKHzN/rakmABPrTNGlQC9sk2pMZJMoh+9ePse2D088VWkRjGm3zK9HgkZfwHKX9QFWEFVDmPyfGa/w7JxWZtEJNrLDGTrQ69HBPvCwppnmYR3ZhyTdQizLoe2wTbkXk787QwJlK8/cBTcf8QqpWODuDu5DwvCZiBuXxhl3dWwGB0H3cNDJQ8K4ABaDHBukOOVuxD8ZwIyGm8YQL1sisLNysRo5Ol+XVFYa1WncmOZIwCb+jsP7347L0BlV/Gy+f+oxevFIexZgk5M2mkCLZ7S5r6bYji2M6OvvVBZlB/h875hsvVQvmTm4EekEDNY41yStdYIv60mlYPlgVCplwqnWp5I5tyN4YpLL/dWI4xyKZ4eY8IRofABRAAG9Pk+Ki5ct0YcjMWKVKsN2XZkfmjopk4w569D/yRt0BM5PPyeBpZGI3u4RDOeRwEOba3oBKITYyyQrVWfZyD176QXWztsp+qCp7gfCGaRS94lebsur4dwLUyrdUqIZ719j6GzD6Tmgev4Rm6DKllos/tnMXjM+dyUnbRABUNZx708Ye1p2UVQzuaQXWSCUX2q/0HX8hO06wjva8K5KroYZlO3kw8rvBzmSNlFLRndHUGQ97p84fq8GGecLK1Ehtx/CSKaIiEo4+MD2S90+yQFwCeKiw6HWtB8JxK4TrsdpDNvdGtv4lv74sZWusIDaIMbErCn4XaZMXw5jT7jOrGCcbrUxUT+RdDpEKNAnp7nujmjjx1NookF35IpaFzhMTgIa9jwx762NrS6wcKk+Q89ow5/npcUi1gBMpZsF9z7tehragy1Gtqf7/N4yPc49PR6V6o+oqMVarmW05Q+tU71bs875PSb8CBauMT2phI8yDwtUwwIlY1bOd1YQirxegNyhRGLNIAmyzVDGrK0hYy0j8Q97SEZu1+KfkZH6KauuLQ3G2ox+ccIU0v6/L/M7FFptNruabgOUKOTrGSg46wpC35+kJvaBUQlXW8KbWk3KNcCsHJbDjIpJ5ECCi92n3GZQ/t8WfZs2pUWbV9l4Qr/4u4p86cRGyUa4eyZ4d1dfcShnoWO2waeqriLz3Zb/2NCa8Bs81ztIm8NY+rftps11FIj5JqQj17VeSLt4oV9SJprP2OzpKt6iIcPDxn8JOEFdNjqpOGFHirdrfsiO4PKbgIBl/vWJhcb4TkR84bx/s4X7GhCsPystIGY5fmiGWQu9JdaZVjcVvXeSWBiuHVCSobYrsDbaPEe7Q3dAG+i3DZL8taKTeibz+vTYJCffJdwp+KNuWSx6sL5eKqN/e9a94kyRUPlZ7fQhqi5HzB0RksT0Ql9r1sy7xPl++yaF4nVQbsvVzALEsDuKko5PjDxcV4e8n6qifT9M6juC5CLrIFs9OBLqd/j1bfKh5Y06Rva4DhT3pGlFvL/eKWbSmnLam/0BiJ8M/lbkLOwAg3y3TYaXseqYaDnhEYGngz5wbKtsmtU3YWRo9O4KmBE4eIIme4Ebvn3bP4fROPvC5zI8lokuBTTpxIT3LR41GvBHNAznKWnkEbgMJgz0JLbOyicRlBUzwdWGXt33QOZKuauWYvq1k1mU3UJ+lu/9ZFh5XywfufnExKMdXOrYcU+O4Zr9Ld3FpECHhSgS0124vzUUoFsdtEgyv4oU2s4jekpYmQENwzVsV+USQb8jgkXG1hTNhSdcCnhC910B1+UphQoc6zqHRjdpp4ZT7eEOu4tFxahXp1TTihhWYhH8oDsKbt6vsaWjbQekrm6KZFR4rwuShSInIio9a3PailJdbcR+Ije+aXrFfMIBwPJ3RuQ3AuBOM8OQkzkYKi29Hp3YLqaujMsZrE7To3Et7YrgC3kmYA4nQ32l4oq/unuf+5gKBVDtWSAnP7sUihz5TmZbUjO3T/WFpjMRX+2YiltD7ggvF1ZxyFf3wgQRyjMHtFBLbKg5BQX5u1M1mYNsv9YormSVVBchj9ArvJIX7M/tqCF7yrpnh3qCdSRj2c0Ju4PncbIWtpvMYw5Ih+vIsij8mw29Z9XtYqFQAhojBbxfk9EFrHjXtsBLeBv/0LwJpUvzmAsWLP8UQAqHwLEJX91/T5mypRVmNfhuUEC+4zSo5i6/3BjMLv6GuPNKUxmI8n7rGqzNX9xnHmqeeUy6gTHef7RFJFcO0r8fEYkJ+zQ9qWAwjlW77w4aPhbBwXlTYfhfwjeh/6j5vW8IUBSR/U7bTeL7zgRrfQEcABYB3LDc45UrGNSQjJjtJBegpBXqpx/x4vutklP/3GqFoHPPrRq/x9GlcYwi2ZLd25h9dNVp9urzCpzeNL28ABEBhpAZyMvnwDuNZvp2g//mRLy2yEfMnkKxIt7xEB7XqLJ+jWvrHXaT9gbjlHsibBAM5Oufjzg3l8OZiXxoKTV/y/uDmYArC67dpviZP/BY0aC0gKnXpyXfmYPsYAwtArfBegvCPclEO8l+M4uKNyV5E95GqSRxxiXM/ygy9Pq7niCkNTKyhcyz5KJpzeagdHeVXObGwhSDfKeCZs4iInfODjwysQC/AAQp8IKPDEAl/NpgH4BADAWmdj4+Xq25WocCkb+SBtkmlp6HU/kLx/BStDZj7z1W3A1A3c2kQ2+XLoCZLx3TJBVDGMDewAFSmcgvvKRb521esjjKwdPgUp76rSQzb5gmwjPRb6Jr1jGx8lE3hWtduWHt0zKGUDKuSoSNil6d4DcgtSpVf6ryPtgTcJRel9SwyVR4nBO1pLt4yKfcqbyZKwcvzwK5hyHyAO4wrZ+hI7F0iRwGgxE6kcAsPZmgGuaUUpXRJDbMoFIVORi5ndJC+y1UC6O4ecgumBvaHbIr+30iUXoolgddzDGFMRX5auSYLIG0hFJjp6SkZYB0H2bxfPXQCvt/UuWrWjJ4KZ931nzgszXz66XHJR5Xrw70gSlMQnVnbDhdxGIyi+P8FASBebcy4wuzyOog0R5hybOaY4oJFQbIXLvDUcheynP57+jRANODWb5fEU1Cc/F2Y/JGItLKnjcUmPsyKtfoQxz1zfgwiDwoUwyHbKSsY8R5C0VLywMOYVE2BEJiUfYjCdc94P/7q8o3SuUeNH7Rndtg2OIdnOPYuXHtHLP/8Fi+jvhrYDjgBJdMa5SrBqY34Cum2zyqD/7xizp/j+RQcdei4VZlINxhl6FJKt4UzLAaM+AY4RUXsQ7Y2gJ6n9cw5Nr/sznJX5GdVDe+xqRcdcGe52SHf2pQawYWr58hxrcru6YXMbmnxaanJ7Jw3FS+KDi6txcv7lmfQZFzP/N2ca3tHR/gkjVdbjLSfT2sHNpdDO1jADNcWRaNZ3cpkdmjRwchLtSUrcb9eR1MyJNyWDBHvbjy9z9dOa6YrM3z7roi2Ckm5JdYIYnUS01CQYGgxPFRAsMgKvTcf7yd3baYx7pmZf7ccMk3iH5eRjnnpi+B/Yzac4FoJa5fci2VN987cDFsMbLe9E87Pqfm29KESUljuKgim4F9bNtW16bcWSIrn4So0xdiX5S9G1Bq/Q2LfHnKfXdvgDBfUMQRq23HGVFn0ieehQyDBL/lAQ/7i42Vay9rAYespw+xDSzbQ6wvt4n6Nv8qauE+ssicIQ6Ca+R8zmoQBIxcoRGaY0TxdoCcHRbSmnPGW+VWFuNHcv3XWSNE8mPnJDHsIf970jHAyWHB225RLiiQadigzCMpqu3zTCl2AOcQr+gzw+OVCpnIw09LozmvwtBTSzzHIMse4UEBghMiytOctDPrsjw1xuPHFXKzuwrAeLsk/ffj9rN/JcFGbeXqW07dpdE5O2BG7qZvrUBn9g9u7YHNrtrBcO2+Jr00UIjKjlTSguEKRTS8MFXWIcNDtYNQ1F+IOzjHKYfTIBzbQsBwfmxic7nww5UmNE/fcmIe+V/knbQRFPQ8LnhWo0A3gNIgYqU7W/6hG39mM+RJy3QFYTtCLuiE6QreYgAQfzNqnyn+0B00P2WNfK4ar8VySNSkm7rySPPmnOU/YFRCLJtd/XQQhBTAIePR1+KhPHQMiQjgAJRu8uPy20LdpgAcNWaKY3/QKkAdNRWPeOiKpVMJZhOe8c5uScHGSzCKJYzYzntGg5Sb+cNQ6HIXUcOew9BTYeQt1TvW9n3OKVKrNRpoAr3nc8wsf6MxjDcZQP6gVOe0eFi/pVxuOEIQUZ7TcHyMX7nvP8YkHf480gAHUaCz5Ojk9mwTYqmhWxyu9VQF4HaHSs9GjYgV0tVsc2VG2McDeUqAOZVA/tWgD7Ab7Wp7+/Bdh5i5Nf6F/7wsJo5lCnjUfIl8cDE2v4KOJUzVa0XaipxT/UORQbh0Lpjw1pPE1w/hjaPpZzwOgmGm3D+NCYLVfuLHPUW4ZsvhRRYYMoptv3xRJ3+hOK3LiQAWv6ujxpf2VMrZkzE8GjkvxqTN8OSDXd28NFs4pB6uH36Obzm5K5+L4XIbXWiCMCJJ6qEpGENe2bKBkDsdQTs6DAwN+8K9g0Vog+vqIuYmJYWTs42YWmS4zL2z+NlCs4ktHTIMIQZqFvchlotwkkrRQjMyn7KlFPvPqE9I54F5frLf4u5DOQzqsBQM97CMBTA0LTBDDRv82S0xYRif7T4JV7LjOBIcO87eDELo/2RpmcWj3VaaAO3Z4kKXQoXVeLUjV+dA4im3fCBUCRTsDNt9PsU2Uf43HlqH3TFoqefqQuRc+8kiYqlT8CtMzo1huWRpMa2oXvkjEY6PLJuknWpN/qclLY8jWJCRROxXSI+flFQ2GILdbXKbdeGQu5vOTcqASFyvX5NR24bxf0et/hrQjaz+CaF4wM44hHwe4DQNR8rVGyuwKpOTcW0WS0Wi5cRW1jehrB8Z6+RqyRCuQICdAsNtDrS0uZvwzqiaI0nzPEn85Zf+cSuo5IqN1wit8YmxxsSQ7vdju/n6T5U0KQ3IskSnkowZ5YCUunl2WxcNLT8D1I5m4XME5151P7Zrk191Kdy9CtGp57EaKYDQRIecL3lUVGTADOM8SZl0pNIi7cU37OsfzlaciqeUwa4/iZd4eBhv6+0nr19IJfzV02/MRVtRiNGHbzFcXMLLm1dMIEqDZEgj7AS2c8eAAui2n0jLxEUmdOkosdGI595DQZlEMc2uZq/Pw2oV5T0vXGMMU0IdeRbzq8N0cp2goQNkWAt10eyozYIQtgVYF5/C9MGrDLm3Vhk1sC4GoI5WdHWEtCa4j3iA9syddmEC8OJPKyPAbqQP16JiEJt6n8shD5qZ58kPH5lO/IIMIVoc8S71528rxbT42o/9itizYKEQo2/QacCYLtc8IwddpQ22cTFPethZNcVg8dBvwxgW+tOcABS63AmwM4ic98s40fVmJZoDyJQIg8oSI13WQe8XSShQ1blNIw+AsG5WIukOZl358vsu3mxQq4dgxztnaux4G8MYL0+aZxsYjwJ6FpJSuxK9AJJMlnTIAIKULBz4HKinMiQpr54qJ3voiKlcHFUeSXlbdLuLLG7wVLeGnAvmmGpjBD2DCiSyXvIQhNz9JB7UXztnlmu9XO3SHq5w+oHFAS8ILhpJU4M5m8SXG8OVfjRxW03URCNEf224ZqEC4386SBznFIdPaDg5ubIkmjJxKTVBF+02ZE//rpq7oef/MPja+o7aiRbnzReWY7jVBxSDSqCSeUCDda8c6FjbxgcUzf+/6V7uYWaQkUQ/+WSOc1ofqvAg6apBUXuBIWSIx3NmztX9WhSppWsNcWTuzRYYrVu10YOwDqAfx93JpgJqJazYlJy814UdTaQ6rXE2T6J7TEHTmuJhsx3yYYXT+QNJZufo/ibn+r49zg8ABVBCTCzMZDrsSCAsRufjVJIIYUwggD7xFBXO0UZCRPhUd+1C+EjOifnW/oailcMLkrd8k9XoL/KTEK/uZaIb/4ADoskDWAAJYSipUsB/Ofjmb6dU32SehE0TmIRP5F9CrvWodlYfXM9QQmpWybVzY/N0z/qW9WADNLRgA8doAAGHNvpVbshS3JuYWXcKNMX8AHGGKYfGlPHrv4O+q9mLf5YEOY3WrF4m7ceABsZ6dJmaqOFFU8jKHLGTXd3orEfW8gNDQZk4IqA6mgXsPANyZO+XXK3ohvDEIbOg8d0xesbSLTYqTPT25a0Zm4c/5N/ajga3L41SIRAnpsQTJK+OLUPVDIyx52fFG8h5UlrqdgMIOIMZlr1i/BE0Wm4Fuj9gydCeGYJuPMB0cRqbNwMdZnHZkBWqJ9b+qRSVn8lFw6vIqoyETxLEnzjwvTuQb1dUyZX5l8+l6PD8ussqOusXwWmQ8Xz8LJO49G8UzWc1q0DxPWrhGBY5xC22ywsZJGM9DenbnaKmSAjUxwE+tVN+/7j+XfczjsVkhJOzYgwN7qMyFy8N55cLMF71K30L8HvMVBSwDzl35GeGzsLjIZSdRiStPuSWqkfSaDfoezLJhESY0Wi+AIEaRLoDwgfPeNlpEIHzcQ8rPD9T0k5kEZvNFSGBAtebfa+cqJff0rNgayROowCtUtMIBqx6pSKSIAxWh36WFv5jvU17igOjvJFjyi9w5ona++NCIQfcwmkkONUTklCLtfU/DaBe18S11aDxsMbg1i7pA2JlAgiwFpekD7LMgcJLGwA3fncerJQplcRcR1eJHMvw/D6YOqZH7GgsN3ST3jfXOIJ3zKrDM0YzE32sn72was714dcog8b771EyrBrQChgWQcUI2a8j1Xr64l8B59sBVPqIX0cOg611vBvh2iUQGOwUxC8vBab33+m4q61CWHxm9U0VzmBQaxenMOHL8gZlXPyDLwQNh/uv1xsS0RugniNZxdpdXWfE85E8P0VsGwkuTpRj6qODwzUSxGjFRU4rBzALoGzAUYnvGmqKzqV+rzNp9AmOS3QJXeLdV49l1vKY6nEy6Qdoq3eMBPUOyOANLhf+B/PYJ/NBW9I0Id/7T7iT/UJ4EuNGftfxBtCOqJVB1w65ck1vQuE0rabTDI1uJguleLlEdCUMSKS2O8j/P8OW1Nu9yBARXrkKfm+wXqY+z0a7YIhDFQPO7VDWJeOfxo9h7UvBXYfSpI7e9+f+OEPBHrYpNik/D2+lm9bhbqsIwPdM2ty69w1cAV1ZkBGg0cZM1Q7VUBGQpVOa3DBXExZpn5gmtbsd7+oHKMyf/yKGC7/3GMUfMgpPf47AOxwszvxj3+Oj5XiEBsKpAYAtFqUkW9qsQZAnSmkF+2x1POrPzpephF4+PHy5am0ahRbM0WO2J9h4twn1/Dm4LDLHUSmTTn7iTC2m5QriUkzx10k20PstNNVRZDkRzdtsEjHsTaMa9KV+imhksd8iN9lSAHK95sgdIrkyVACFNpUXkLFFbyBISSl45/fXo3YYZmQYNdubE6pyW8FPQhsrp3uXWmc6le1x+OtgoLySyjpj92OGI6oZrumMUx33Rp2SaJnEfnwejWJfBji9MKkZhNh5RYldiNuWc6G5d8WB2VQuGkLeaCE8L+RxtUIzOkRh2LAPYa3MkEXOD/BcyuFwELhccqv6RD++y3MktfWSLuzBkRoKbu1Ak3WhTkgWSUTA+hUgGvHw21Ml1b+QTzF5J2LAn6FZU5GzDGjaQzpjXKv+U1x/sWFWXq0LD0NbLONFm5DAa/alrWkvap265PidX+s5cikaw0cAaNXoK08aXJqtMesJZuhYMFRpe4VSghgACEG3i4hYJjGbpPFhmNdQShlNW8MLwRl1fm9ozKKGQa6aWP03xirzY3bsxI4vPxivAPY8dVwTXVECvcPHvpy6TulNgyhzasJScitoahdnIvNyQ3WK/vXQXXRRnUlVRYPB7A2hJwFNEJIhEzMjBa8rKg4fVr7wezj0JOdGkForxrLApv2yUm9miU/w1crzW++nlG6u0gfYV7EoyN+QLuQ4Z9SZJWSC0BpZUA/AUQfTMLJ3yL4KhB9OaHPn0qBYoRo48ckeErbDMLtHO+awQVjyOOB9rcy71Hnhb/zzZUV4WtaxZiBnu6svAS0TZOMEKvH8+2U0JNBD/WhIVXxFeswrJvms71byQ9DHbOt1hMn/gEBZsYL+jEGlZkGaLZo1nXHR/gny0S+UT9epjPnSJAKxv7P15AF6om1Ojm+gx4s9u7Gl1DrYgsOrHApj5ZUPTnwLMDbx27REDJcDWjC/LsgXBPsXjuPTGSETUnRaT8aWOjQf+cyNsm+rd4dNHJ2MRfrtpj1/VtgKS4UifNO5xlZDjHB2M0CcJlVYLCY56H21ywmUHAG3fV+KP4OfIzf41TjrRJ9nzNE6gAAzfBEYK4zUDvS+2mOQ1uIzQqUgbnShdrZI4vxOxWnIY4DeDFxBPJ7nTNhZPJHNdYNIJmkbATGfHVQ4g/ChoX9lDwybdtiDlLEmn8prphdIkYrCMYRVRaLqOmswMNq+Sl83raLM43Rx6eiV5hVh5qUBb4kqUlO9S4vtDEbv5pPAOVbGIzSDUcg7wYXtlAYxmrzF2ITaWFutrQRVzCYlwPRN2M4dxrGC7v6OS3pA153r7OHsJ5Qfj2zVysQnPcNLnfDqE4E+gRIvNK3JDnc2S+e9faCkJdfy4eMDJh8Z2m5uN/SuQAsusAIXq58WuQN/ksyAlgTFkPB4fGzrfzk8i8AoonseuPbPNzv4CJRZO3JCINNuFXLVQODw5gBQ6EBotkJz6mC3HXtzm29gepG1buu+y4WkSUj15REZSnNaf8MZA7rcJ8WuMLwj4wZKgH52mgEvxtN/3mHRAK92tPu8p4Emp5wiHj/YuexH7aLwVM1gEGDH1WOaE0iElEEZ5qUyLcAF+VARg30jlAptdvJ/PcUniAXjtKZtFtZvgMtX1bxdwOuRso46bHqDAGnNVhTxnvc+X4Fkv72DT+H+LaShCi8tZ3eKRMW71xxFvi0UHi60c7RJ5SkzGW/Wa4PvWSF1Ku47owEAFb0dIFWtEntlv2XYWqWkaL4jyysZ2UNh13hQlfNuUl/Mk/nmPrAwEHEXmx0Pm2FZsd7ATwaslkpNXDRWoeFR+GIlea+Vm+PMycXEGi2S6a84XYxSnDTwvNbDH2P1AXuPHQeZF+GSFftaYzB0pIEJrOi4P6mSbqVKbKCO9g23U3Hq4nWMEhc8qsdsM/+CsByoi3a5ZUac0vDBkXzKpKrnXdehlVTtPVfw59Go23CgtjdLtf2yGis231zQZsmc3uwa/d6Mcb2LD1VEsU7DiEmCKC66zhLsdEyCZ1zfFYoQkOhMEWCnBN5FjaPHHHl/wF7NHTZ7TWO7xBSBo7gK7wnkFWXMrBnHPsGEP0jqNhmlGfV5h+pd0pHMZdKX9FzTEAXo3hPmjZP/6LgknMv8G6zu2aQ4nvYr8gK4Zou2mccDN7+9meT3IPk3nAWlsx15p4Kf3BFiXJXZJabpjbSMH9nGUKKmso4L0+x/kdJqiZoCPFvvnZpr0VjoVhqooAHFpNQcUVkafrbd8i1pzJFNm4+pGv2QEWpdcRo8BSqROYjFPo8H8km/haaUO3vUIGaoSbsXEr2+mnZtLSW9v61Psz21Qrb40ybQhRg/2135wZLel+DrUgTA5YJfVJgctOyM1JtRzptIPhnbj7/p5TqLbOPEYqu+UwAEl61cgAsG/wNB9KKeWWRnx7NfaDeOTuNGAb+hyDRT7aLenAmbygp9adyqFw5OK7OwwA4wnf1vOEKNoRHeOwKqTb7VmGdKPfs6D8cYD03ByJi5ktCAgz5Ctk9V3zBF+qbYoeA8ikqPSbtX/F4da1XHYYHSfj2PVjDCFSCEFFnrvol1aomtDLYG+6lm+Gu+CEOnBLvq7azYR1HAfv4+e+U6oyu5wmCRGy+9VrHg7ecFR2cI8VLhU39bp4ErQDzqgzgf6KlOSQesD7ZOFEzCD/dAhpKmVhYR6a7OJ7+UA34GfEiq6/5mBelwLtffKaGWM8exHgZujp008QfzOVpEg4RZ5CT4Jf0/hKiEvrEWkXj4piv1mMh+B7nIx5MEvElIlrlKz3r+ZH7/A8ZQr3cPKqyjVBlCKsAWGC4LeCFq9gLykP6bcQCxXbEHoOA14WDWFw10TM8AWpmSEPgoCf2/JxR3z8zPmzuoj9Wp4VUrasD7z7pKVP5bGhnp1ve89RVSj1RO8icONSR49potw7hg31/FMNOY3W2IE6s7j2vVxXuUoG5MRrFusKrzumBAxnNdcEv/x/Aa4GhHe6JZtln7TIVWUJhfL0lBi2UWq3zjKrKKnvsJcrOCZDsvXZYO5IqdWAgssc0ALmiquticG3XPsqSFSlC+hF4hpELep4jt80ewtylqBL5bH3RH90RBaJSO7CFzJPvkepIZiEjt/hJsowvj8v8Xct1u9NiNC42AauR15T9lr+lnu1SjEg9ThvG8SJoOest80ezFXE4sk05r1PKrcJhTDIv+MqFus7+iB4uqNCWA0Fb3dwJwcHOZ3wfSQSE3thgvyHFT8zGZG917/4vHJn0ix1Df515TigZ0FtsWolovNYfyKDVYN896E+ILRGqhdjWaJj0KumLAEk8kRbZX52P7ZegDoWcDhJrty4ULP1djqd7VihVRnYk6HnW+GhqdinDSrcjMMqKSdzFNVzl9LumzNNRmv6R7vpufx146sq9c385cRi+8AAGsATr0ObA1KQmyDVd/Igquu/DwlBzQXQsFJjPeeh9ETMVeAB035fYB0e4FBOxPxwDRmSSWw1+ZqZgShf6oRUejt5jFUeAJ3NmoxBJO4/zV3UVerTHdkL0h2yQfMEUaV29lmKiyQBlMvfCUVrHzvk1WNwnvxmQjrTs9zkRRsk0U0Z9FTkJ1Bl5S3X02rrHHa/2OlcIkdHWSzA217Qyb4oZ8qFKYIBuuDEa4SspSUBmpPo6fPKBmsJv7Nryu9KejPH/uiDgIn07NYsdNIcpxGzw39Ab3yHpqOsLajEkFdZv0u7yX0X/4/D8l7pw7QD1Ifoy3OccSWE4LmW+wxCYNy4LI/7+2YfFkfzCBcUQtqQuVpoPm9vX3C1lcU3ZS5cdp3lb7T/ZUI89JbctoyiwpH8fVR1HI4QVLW9YTwOpe+iJF8+nX3FtjorEJmBXncQli8lPvWtHBrMxYRAHRkvC1OvD72QBTzm0icQtvrvekuSEKbiumFCjUOG0gadaIVs6BAfreoVhiunAw1lt2gQQIz0NeoorZODqt8sOD0J2042jvL2TfTAi83zMjL5mWY8LqVnoRAwl+k6tdJvxLcJTNMaOOtEe+KLC8Uam2wVEApjEkdtap/DOlm9HlVAFVhDjrOi0Hu6gCHqdOZBVrmUDh3JcjvgnrDBp+xoLvwyYairXkjkMV1JQmExU0yg6mus2dcnixRy8IY7XaCZRyswwHC5eASh5QPG8b2m777drnT+o/0h1gGqH9GDc+p5BFVSvvK/rMKbdv2YfGfWvVZ+DNcjfelauLuX4/O1Z97oAmATeNpK0uiM6V0QA7AeDPEA19fuW5r4ujfxet2yexkYdzRp8/haGnXyxqKRjNrcK4KfIxDD9FSD/5vb8aQtEzumy750jon5LT4v2mPQsWmiabD5j9NZtXlC9T6qLZCvv3CGfKrm+ycgYrxdEtatddGnOCPjEWnlDi12cqxIv09AVKL3d47Gk5Mbt6s/jvUnsjHX5cty0U0zwrKTX8fFyC0Nn3979N+LyouktwnZ7odxvofImhcqeLVzb527URgbiUfaXZiyGzb8e9gXhpIQ5zErUxf3ogLyCrf1oi9D198RXUxZIvTsxINHrkg0SjveNtVkH9nT8X+Ut8K74BVYI4pzGGFZyoWHtIBHtpvZoeBPVn7+XkJ7m/NVWZMsbUl2LB2f+sTNNRd3enhgjCa/fBz99CxvArg165n0UdbvmO2qGkL0q2BtKQ2ADYBRf6elnxJ28Hid60JUVkZX4jhiTkbIXNscjhS+0a4naTNp+/chi0d2m8cN8TwI+P+Wdwuz5udBoVfnpi589jafcwMnTbgUM53FLjvsUlezoBw2xFe8UzQewjmfzhJ3m2Ku35KGZzdmfBvPTtkSPpPmq+6y8S4e8OmmZYykrh4gzgAhbp+uKSgnAKCjeClK5eYNxpcLs3mwU8dBIU2b/FdY9bdcVy0zu/3ORKjT5ekMb8xyJeFR91BgvZKR6Vun6Srhs726ohdRc6NAE/k1Z7t+/oXW0lPOdw9sy5GpDjN5kLnNtqP9hT4SzD6LE+J7EsUmAz6RlWAf9d6dRJC0YOlGyud8UYtct6AI3SvowPa8FTZ+PNqaltbDgALB0ojrpptcEYHhhIJXPeIsu3vGADwskUSve94RkTIxsofoVS+O1wx+s0VKpqDdXoXF/Cy2CuIJs5qs9J90Eug4HwFsE6kRbK71KD01rU5VqhXm2D+/7POmuBmgpDibcJj+G+2LYPDH3QpWof7K8QjIpdG3kzVIX4SjGRaUwmuejRjmQwbdlL+uUTs2GCMhQV+zZrnQEL5F9/9qmisZ/bBDxWJu547tqS659X3a9j8Km6rQhf/RWe8R8q/9qizbYsWxZZ5aaboFL2+Ex/t4DFDCTxDyq9wqHUZDOUL1Fz6DbFQTvSAL37M4RRokhDL/9cQH4TaP0revc7eObk0EC2Th79gVIqh9l8Ka+mnZyzuU2b+mjKUZ5n3ILl+swbC1cOc1mmcOuEVvG0cBMDCGhjpYsU5kw+bpb8Y3tZ/87Pr9DFuVoyPrusr4sKAYBNGJhn1q9YXKhwxwLb1VVJNXd20ktABVK6q1Ps7AZZ0R0/+VkJu00vG3uuLR4vfUB8kyIwguHCDkkR/pNRElXjNQK4d6qj2XAcBM/ksjZ6GF+tOGrFpGgtkjjV8CtI2g8YhVcp2iEOKzeBZyuXenk9jNH3eC3jur7Zj19LcQv3SCJHzN7pRMtIKH0Z1xgYb7csXNK25/LT7ZSumaOmVS2l4hTa0w6xGiXjIcdxB+3hIVuQRkoou+ymNTdvEyKOUAb/iUBMz+I8BDlYzkxkLE42dW6lT4pNXWS5xJgwmWdanE9v09iUk1aK6umXZvgVmjzuJdduT5rGqvDSpoyfSIuD35LHXUDpS/NE9DcXTf/ZEwHdbNH5+T53bzFHAt3fvbOGzBDNh5IVpU6h8xqrXEYIGjW9EitoYc76qOgGAW8OGxyvpDMx4kf2ZTKIS6NPGtgJQeNVb48T3OCUpF39eXAmNy7fPAl8C5AiAOJHiTzPtahN7rjq4lzLfl+LJzVsubDx1KhAGJjxxFJNwaAodDJGKr9/2O8zGQwo0m2pfJWubkNE0Be/FIq2cVv7wSTahjWIpL5zmc0HrPGCIqlR/2w1XHXhPHXIhWupkNM1Nltyme0pqZ3FfzWLZ2PxpsSqJI8vvfP1ZLYszFzZpXO+EpeCf4/oWe1ozIS8/99bwJR/X/pthRLBRhnNaLy09wS6s//oRvVGhdtwFwbWR0CXJ9CehIy0b+TPeVaXDnV9PTFnPo+5/LebTyDuJJuwq0wC016WcbCHQY/XEwUIYdeGELXro09uoDHNTd7ljdc9ou7rjBpL06J94h/AOFZpz3d9lujFRuPmDcwTGswCkO0+c1dFj+WGD3YSXcsfKtIxNne0eG480Kiqz1VDdY09/GwLrJnxbTHBrc5M7/tHwWDZvO0sQJgrczr8FFE/FyCHicJ/t8ZtqUW1aoVZ0E5dB8ftdRoh8Op+aJ3D64IMwodTSVTSbfuSOugIlCe37NFKPVckOC8s5broT7oo6d22cNBmzttFFqd5lBHf+c7Wcm2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[ "Colville Reservation. The geographic facts of this case make resolution of this issue somewhat easier than it otherwise might be. The No Name system is non-navigable and is entirely within the boundaries of the reservation. Although some of the water passes through lands now in non-Indian ownership, all of those lands are also entirely within the reservation boundaries.\n\n(i) The Supreme Court has held that water use on a federal reservation is not subject to state regulation absent explicit federal recognition of state authority. Federal Power Commission v. Oregon, 349 U.S. 435, 75 S.Ct. 832, 99 L.Ed. 1215 (1955). The Supreme Court stated:\n\nIt is familiar principle of public land law that statutes providing generally for disposal of the public domain are inapplicable to lands which are not unqualifiedly subject to sale and disposition because they have been appropriated" ]
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whether two tribes, co-owners of a reservation, had authority, by express delegation from Congress or by virtue of their sovereignty, to regulate the activities of non-Indians on fee patented land within the Indian reservation. (i) The Court held: It is an important aspect of this case that Indian tribes are unique aggregations possessing attributes of sovereignty over both their members and their territory [citing Worcester]; they are 'a separate people' possessing 'the power of regulating their internal and social relations. . . .' 419 U.S. 544, 557 (1973) 3. The sovereignty that the Indian tribes retain is of a unique and limited character. It exists only at the sufferance of Congress and is subject to complete defeasance. But until Congress acts, the tribes retain their existing sovereign powers. In sum, Indian tribes still possess those aspects of sovereignty not withdrawn by treaty or statute, or by implication
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" 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[ "whether two tribes, co-owners of a reservation, had authority, by express delegation from Congress or by virtue of their sovereignty, to regulate the activities of non-Indians on fee patented land within the Indian reservation.\n\n (i) The Court held:\n It is an important aspect of this case that Indian tribes are unique aggregations possessing attributes of sovereignty over both their members and their territory [citing Worcester]; they are 'a separate people' possessing 'the power of regulating their internal and social relations. . . .'\n 419 U.S. 544, 557 (1973)\n3. The sovereignty that the Indian tribes retain is of a unique and limited character. It exists only at the sufferance of Congress and is subject to complete defeasance. But until Congress acts, the tribes retain their existing sovereign powers. In sum, Indian tribes still possess those aspects of sovereignty not withdrawn by treaty or statute, or by implication" ]
0
293
4/20/2005: Provided exert witness opinion in ethics and a breach of fiduciary case involving a chief financial officer who failed to inform the board of directors regarding check signing of CEO in violation of internal control policies at the company. 3/20/2005: Quoted in article: "So far the SEC has acted alone in charging former Qwest executives with fraud in its civil case. The Justice Department may have a more difficult case to prove. A CLIMATE OF CORPORATE SCANDALS," The Denver Post, March 20, 2005 Sunday, FINAL EDITION, BUSINESS; Pg. K-01, 1364 words, Aldo Svaldi Denver Post Staff Writer 3/11/2005: Quoted in "New accounting rules empower auditors," The Denver Post, March 11, 2005 Friday, FINAL EDITION, BUSINESS; Pg. C-08, 341 words, Aldo Svaldi Denver Post Staff Writer 3/11/2005: Quoted in Denver Post article "Scandals, reform law puts heat on corporations' accounting practices," discussing the role of the auditor with a company's audit committee 11/23/2004: Provide expert views on ethical considerations of Starbuck's venture into coffee liqueurs with Jim Bean. Worked with Jeff Kass, a reporter for the Rocky Mountain News, for a story on 11/24/04. 6/2/2004: Working with Sam Cassidy on a pro bono case involving Daniels students in a criminal prosecution involving indecency, drafted a comprehensive brief in support of motion to dismiss case against DU students on constitutional grounds. Case was dismissed and Cassidy and O'Brien are planning to seek grant money for developing a teaching case and at least one local and one national publication on the case and issues raised that affect all female dance performances in the country that result in some touching of clients (lap dancing). 4/20/2003: Testified before both houses of the Colorado General Assembly on the proposed changes to the Colorado Accountant-client privilege. This effort resulted in additional safeguards for client privacy being incorporated in the final bill that was passed. 4/15/2003: Lead story and interview on Channel 7 Local News on Tax Day and Bush's Tax Package
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" }
[ "4/20/2005: Provided exert witness opinion in ethics and a breach of fiduciary case involving a chief financial officer who failed to inform the board of directors regarding check signing of CEO in violation of internal control policies at the company.\n\n3/20/2005: Quoted in article: \"So far the SEC has acted alone in charging former Qwest executives with fraud in its civil case. The Justice Department may have a more difficult case to prove. A CLIMATE OF CORPORATE SCANDALS,\" The Denver Post, March 20, 2005 Sunday, FINAL EDITION, BUSINESS; Pg. K-01, 1364 words, Aldo Svaldi Denver Post Staff Writer\n\n3/11/2005: Quoted in \"New accounting rules empower auditors,\" The Denver Post, March 11, 2005 Friday, FINAL EDITION, BUSINESS; Pg. C-08, 341 words, Aldo Svaldi Denver Post Staff Writer\n\n3/11/2005: Quoted in Denver Post article \"Scandals, reform law puts heat on corporations' accounting practices,\" discussing the role of the auditor with a company's audit committee\n\n11/23/2004: Provide expert views on ethical considerations of Starbuck's venture into coffee liqueurs with Jim Bean. Worked with Jeff Kass, a reporter for the Rocky Mountain News, for a story on 11/24/04.\n\n6/2/2004: Working with Sam Cassidy on a pro bono case involving Daniels students in a criminal prosecution involving indecency, drafted a comprehensive brief in support of motion to dismiss case against DU students on constitutional grounds. Case was dismissed and Cassidy and O'Brien are planning to seek grant money for developing a teaching case and at least one local and one national publication on the case and issues raised that affect all female dance performances in the country that result in some touching of clients (lap dancing).\n\n4/20/2003: Testified before both houses of the Colorado General Assembly on the proposed changes to the Colorado Accountant-client privilege. This effort resulted in additional safeguards for client privacy being incorporated in the final bill that was passed.\n\n4/15/2003: Lead story and interview on Channel 7 Local News on Tax Day and Bush's Tax Package" ]
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Rocky Mountain Accounting Conference, "The Virtue of Virtue Ethics," Women's Accounting Society, Arvada, Colorado. (September 25, 2015). Rocky Mountain Accounting Conference, "Colorado Rules & Regulations," Women's Accounting Society, Arvada, Colorado. (September 24, 2015). Ethics CPE Seminar, "100 minutes," American Federation of Women Accountants, Denver Athletic Club. (November 18, 2014). Colorado Accounting Educators' Conference, '"Teaching Accounting Ethics",' Colorado Society of CPAs and Daniels College of Business, DU. (October 18, 2014). Rocky Mountain Accounting Conference, "Ethical Aspects Related to Suspension of Your CPA License," Women's Accounting Society, Arvada, Colorado. (September 26, 2014). Rocky Mountain ALSB Conference, "CPA Code Implications Related to SEC Bounty Rules," American Legal Studies in Business, Vail, CO. (September 3, 2014 - September 4, 2014). (Presenter), PMBA Orientation, "How to Deduct PMBA Expenses," PMBA Program, Daniels. (March 15, 2014). EMBA Orientation, "How to Deduct EMBA Expenses," EMBA Program, Daniels. (March 14, 2014). Rocky Mountain Area Conference, "KPMG Partner Insider Trading Case: Legal, Ethical, and Professional Considerations," Accounting & Finance Women's Alliance, Institute for Internal Auditors, and Institute of Management Accountants, Arvada, Colorado. (September 14, 2013). O'Brien, K. O., Mayer, D. O. (Author), Rocky ALSB Conference, "Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages," Rocky ALSB, Vail, CO. (September 13, 2013). Rocky ALSB Conference, '"Professional Confidentiality Breaches and Insider Trading: The KPMG Case,' Rocky-ALSB, Vail, CO. (September 12, 2013). (Author & Presenter), Don. Mayer (Author), National Meeting, "Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages," Academy of Legal Studies in Business, Boston. (August 13, 2013). Bulgaria Legal Delegation Seminar, "Law & Ethics -- US Perspective," Institute for Enterprise Ethics, Schneider Board Room, Daniels College of Business. (May 23, 2013). Quarterly Daniels Staff Meeting, "FERPA, Fair Use, and Honor Code Updates -- Use of Encrypted Email," Daniels, Knoebel. (March 1, 2013). Ethics & Compliance Program, "Social Media and the Ethics and Compliance Program," Institute for Enterprise Ethics, Fritz Knoebel School of Hospitality Management (Knoebel). (February 7, 2013). KPMG's Annual CPE Training and Alumni Reception, "CPA Ethical Duties under SEC Final Whistle Blowing Regulations," KPMG, Denver, CO. (November 20, 2012). Ethics in the Financial Services Industry, Institute for Enterprise Ethics, Daniels College of Business, Daniels College of Business. (September 24, 2012). "SEC Bounty Program--CPA Ethical Code Implications," Colorado Society of Certified Public
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" 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[ "Rocky Mountain Accounting Conference, \"The Virtue of Virtue Ethics,\" Women's Accounting Society, Arvada, Colorado. (September 25, 2015).\n\nRocky Mountain Accounting Conference, \"Colorado Rules & Regulations,\" Women's Accounting Society, Arvada, Colorado. (September 24, 2015).\n\nEthics CPE Seminar, \"100 minutes,\" American Federation of Women Accountants, Denver Athletic Club. (November 18, 2014).\n\nColorado Accounting Educators' Conference, '\"Teaching Accounting Ethics\",' Colorado Society of CPAs and Daniels College of Business, DU. (October 18, 2014).\n\nRocky Mountain Accounting Conference, \"Ethical Aspects Related to Suspension of Your CPA License,\" Women's Accounting Society, Arvada, Colorado. (September 26, 2014).\n\nRocky Mountain ALSB Conference, \"CPA Code Implications Related to SEC Bounty Rules,\" American Legal Studies in Business, Vail, CO. (September 3, 2014 - September 4, 2014).\n\n(Presenter), PMBA Orientation, \"How to Deduct PMBA Expenses,\" PMBA Program, Daniels. (March 15, 2014).\n\nEMBA Orientation, \"How to Deduct EMBA Expenses,\" EMBA Program, Daniels. (March 14, 2014).\n\nRocky Mountain Area Conference, \"KPMG Partner Insider Trading Case: Legal, Ethical, and Professional Considerations,\" Accounting & Finance Women's Alliance, Institute for Internal Auditors, and Institute of Management Accountants, Arvada, Colorado. (September 14, 2013).\n\nO'Brien, K. O., Mayer, D. O. (Author), Rocky ALSB Conference, \"Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages,\" Rocky ALSB, Vail, CO. (September 13, 2013).\n\nRocky ALSB Conference, '\"Professional Confidentiality Breaches and Insider Trading: The KPMG Case,' Rocky-ALSB, Vail, CO. (September 12, 2013).\n\n(Author & Presenter), Don. Mayer (Author), National Meeting, \"Ratings Agencies Liability for Financial Losses Resulting from the Securitization of Subprime Mortgages,\" Academy of Legal Studies in Business, Boston. (August 13, 2013).\n\nBulgaria Legal Delegation Seminar, \"Law & Ethics -- US Perspective,\" Institute for Enterprise Ethics, Schneider Board Room, Daniels College of Business. (May 23, 2013).\n\nQuarterly Daniels Staff Meeting, \"FERPA, Fair Use, and Honor Code Updates -- Use of Encrypted Email,\" Daniels, Knoebel. (March 1, 2013).\n\nEthics & Compliance Program, \"Social Media and the Ethics and Compliance Program,\" Institute for Enterprise Ethics, Fritz Knoebel School of Hospitality Management (Knoebel). (February 7, 2013).\n\nKPMG's Annual CPE Training and Alumni Reception, \"CPA Ethical Duties under SEC Final Whistle Blowing Regulations,\" KPMG, Denver, CO. (November 20, 2012).\n\nEthics in the Financial Services Industry, Institute for Enterprise Ethics, Daniels College of Business, Daniels College of Business. (September 24, 2012).\n\n\"SEC Bounty Program--CPA Ethical Code Implications,\" Colorado Society of Certified Public" ]
0
295
5/9/2004: Presented a two hour Colorado Rules and Regulations related to the State Board of Accountancy before 70 CPAs of the Denver Chapter of IRS CPAs. The two hour presentation qualified for the ethics continuing education requirement. 4/15/2003: Presentation to he American Society of Women Accountants (ASWA) on Business Ethics 6/18/2004: Presentation before the Colorado Society of CPAs entitled "501c3 Organizations Governance Issues after Sarbanes Oxley" 6/14/2003: Panel Discussant on Accounting issues related to Sarbanes Oxley Act at the Vail Leadership Conference entitle "Changing the Game Forum: reforming American Business." 6/11/2003: Presentation entitled "Accountability for Internal Auditing after Sarbanes Oxley" for the Colorado state chapter of the Institute of Internal Auditors. 5/21/2003: For Colorado State Managers Association gave a presentation entitled "Colorado State Government Accounting Gimmicks after Enron: A Values Perspective." Presentations Related to Pedagogy 4/07/2006: Presentation with Ruth Jebe on LX Wikipedia addon to Blackboard sponsored by the Center for Teaching and Learning at the University of Denver to 30 professors. 3/17/2006: Presented a Faculty Friday entitled "The Trials of Nacchio and Skillings: A Values Based Leadership Perspective." 10/11/2005: Presented to the DU Blackboard Faculty Advisory Board (a representative from each academic unit on campus) what Ruth Jebe and myself are implementing in our Blackboard courses--the LX Team Learning Software to allow us to participate, along with students, on the creation of their writing deliverable in the course. 9/9/2005: Presented Blackboard training to university faculty on use of BB for improving student learning by covering discussion treads, multimedia, and quizzes. 3/11/2005: Presented for the Center for Teaching and Learning a 1 and 1/2 hours seminar on using Blackboard strategies to enhance student learning. Faculty attended from the entire university. 11/22/2004: Presented at the Center for Teaching & Learning to clear $2,500 grant for implementing collaboration strategies in courses. Presented on cooperative learning strategies for the Electronic Commerce Law & Ethics course. 3/5/2004: With Witmer and Houston, developed data and made presentation on the use of cooperative learning in the 4100 Values Based Leadership course at an all day session by the Center for Teaching & Learning. 1/23/2004: Presented a seminar at a Daniels faculty Friday on the maximization of technology for teaching (Blackboard, PowerPoint/Pictures, and WebCentral).
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" 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[ "5/9/2004: Presented a two hour Colorado Rules and Regulations related to the State Board of Accountancy before 70 CPAs of the Denver Chapter of IRS CPAs. The two hour presentation qualified for the ethics continuing education requirement.\n\n4/15/2003: Presentation to he American Society of Women Accountants (ASWA) on Business Ethics\n\n6/18/2004: Presentation before the Colorado Society of CPAs entitled \"501c3 Organizations Governance Issues after Sarbanes Oxley\"\n\n6/14/2003: Panel Discussant on Accounting issues related to Sarbanes Oxley Act at the Vail Leadership Conference entitle \"Changing the Game Forum: reforming American Business.\"\n\n6/11/2003: Presentation entitled \"Accountability for Internal Auditing after Sarbanes Oxley\" for the Colorado state chapter of the Institute of Internal Auditors.\n\n5/21/2003: For Colorado State Managers Association gave a presentation entitled \"Colorado State Government Accounting Gimmicks after Enron: A Values Perspective.\"\n\nPresentations Related to Pedagogy\n\n4/07/2006: Presentation with Ruth Jebe on LX Wikipedia addon to Blackboard sponsored by the Center for Teaching and Learning at the University of Denver to 30 professors.\n\n3/17/2006: Presented a Faculty Friday entitled \"The Trials of Nacchio and Skillings: A Values Based Leadership Perspective.\"\n\n10/11/2005: Presented to the DU Blackboard Faculty Advisory Board (a representative from each academic unit on campus) what Ruth Jebe and myself are implementing in our Blackboard courses--the LX Team Learning Software to allow us to participate, along with students, on the creation of their writing deliverable in the course.\n\n9/9/2005: Presented Blackboard training to university faculty on use of BB for improving student learning by covering discussion treads, multimedia, and quizzes.\n\n3/11/2005: Presented for the Center for Teaching and Learning a 1 and 1/2 hours seminar on using Blackboard strategies to enhance student learning. Faculty attended from the entire university.\n\n11/22/2004: Presented at the Center for Teaching & Learning to clear $2,500 grant for implementing collaboration strategies in courses. Presented on cooperative learning strategies for the Electronic Commerce Law & Ethics course.\n\n3/5/2004: With Witmer and Houston, developed data and made presentation on the use of cooperative learning in the 4100 Values Based Leadership course at an all day session by the Center for Teaching & Learning.\n\n1/23/2004: Presented a seminar at a Daniels faculty Friday on the maximization of technology for teaching (Blackboard, PowerPoint/Pictures, and WebCentral)." ]
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CHAPTER FIVE DISCUSSION This study adopts an integrative approach, examining how socioeconomic, demographic variables and psycho-social factors influence the adoption of conservation practices among farmers in SD. The purpose of the study was to examine the effectiveness of the modified TPB in explaining farmers' actual behavior towards the adoption of conservation practices. It was also to determine how other socio-economic and demographic variables affect farmers' decisions to engage in conservation practices. The original design of the TPB indicates that the intention to engage in a behavior is the driving force leading to the actual performance of that behavior which is determined by three independent psychological constructs. But intention does not lead to the actual performance of the behavior in all situations (Orbell and Sheeran 1998). Hence in this study the researcher used a modified TPB to validate how the three constructs of the TPB and other background variables predict actual conservation practices behavior. Studying and understanding farmers' actual conservation behavior in SD provided insights into how social psychological constructs are related to the adoption of soil conservation practices. The results showed that farmers’ behavior towards soil conservation practices is influenced by both the three constructs of the TPB and other socioeconomic and demographic variables. The correlations in Table 7 show that the three constructs of the TPB were positively and significantly correlated with the actual behavior of soil conservation practices. The correlation results show that psychological constructs have a significant impact relationship with farmers’ decision to engage in soil conservation practices. The
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" 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[ "CHAPTER FIVE\n\nDISCUSSION\n\nThis study adopts an integrative approach, examining how socioeconomic, demographic variables and psycho-social factors influence the adoption of conservation practices among farmers in SD. The purpose of the study was to examine the effectiveness of the modified TPB in explaining farmers' actual behavior towards the adoption of conservation practices. It was also to determine how other socio-economic and demographic variables affect farmers' decisions to engage in conservation practices. The original design of the TPB indicates that the intention to engage in a behavior is the driving force leading to the actual performance of that behavior which is determined by three independent psychological constructs. But intention does not lead to the actual performance of the behavior in all situations (Orbell and Sheeran 1998). Hence in this study the researcher used a modified TPB to validate how the three constructs of the TPB and other background variables predict actual conservation practices behavior. Studying and understanding farmers' actual conservation behavior in SD provided insights into how social psychological constructs are related to the adoption of soil conservation practices. The results showed that farmers’ behavior towards soil conservation practices is influenced by both the three constructs of the TPB and other socioeconomic and demographic variables.\n\nThe correlations in Table 7 show that the three constructs of the TPB were positively and significantly correlated with the actual behavior of soil conservation practices. The correlation results show that psychological constructs have a significant impact relationship with farmers’ decision to engage in soil conservation practices. The" ]
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ABSTRACT UNDERSTANDING SOUTH DAKOTA FARMERS’ INTENTIONS TO AND ADOPTION OF CONSERVATION PRACTICES: AN EXAMINATION OF THE THEORY OF PLANNED BEHAVIOR. EDEM AVEMEGAH 2020 Conservation agriculture practice is a sustainable farming method based on three principle: crop diversification, minimal soil disturbance or movement and permanent or semi-permanent of soil cover. Government and stakeholders within the agricultural sector in the United States are promoting conservation farming practices but limited voluntary adoption still exists among producers at the farm level. This research study investigated the factors that influence the adoption of conservation practices among producers in the eastern and central parts of South Dakota (SD). A modified theory of planned behavior (TPB) is used as a framework alongside socioeconomic and demographic indicators to understand farmers’ current behavior and future intentions towards the adoption of conservation practices. Data were gathered from a sample of 3000 farming operations whose main crops are corn, soybeans, and wheat. Respondents were contacted three times using a modified tailored design approach by Don A. Dillman. The results from the Pearson correlation and the binary logistic regression confirms that TPB is a useful framework for understanding the behavior of farmers. Most of the three constructs of the TPB correlated
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}
[ "ABSTRACT\n\nUNDERSTANDING SOUTH DAKOTA FARMERS’ INTENTIONS TO AND ADOPTION OF CONSERVATION PRACTICES: AN EXAMINATION OF THE THEORY OF PLANNED BEHAVIOR.\n\nEDEM AVEMEGAH\n\n2020\n\nConservation agriculture practice is a sustainable farming method based on three principle: crop diversification, minimal soil disturbance or movement and permanent or semi-permanent of soil cover. Government and stakeholders within the agricultural sector in the United States are promoting conservation farming practices but limited voluntary adoption still exists among producers at the farm level. This research study investigated the factors that influence the adoption of conservation practices among producers in the eastern and central parts of South Dakota (SD). A modified theory of planned behavior (TPB) is used as a framework alongside socioeconomic and demographic indicators to understand farmers’ current behavior and future intentions towards the adoption of conservation practices. Data were gathered from a sample of 3000 farming operations whose main crops are corn, soybeans, and wheat. Respondents were contacted three times using a modified tailored design approach by Don A. Dillman. The results from the Pearson correlation and the binary logistic regression confirms that TPB is a useful framework for understanding the behavior of farmers. Most of the three constructs of the TPB correlated" ]
0
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I dedicate this research to my incredible academic advisors Dr. Candance K. May and Dr. Jessica D. Ulrich-Schad. Your commitments and dedication in making sure I succeed as a student is much appreciated. Thank you!
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" }
[ "I dedicate this research to my incredible academic advisors Dr. Candance K. May and Dr. Jessica D. Ulrich-Schad. Your commitments and dedication in making sure I succeed as a student is much appreciated.\n\nThank you!" ]
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PHASE I – Research and Define the Issue The Study will focus on household who are very low income, 50% of Area Median Income and below, who are primarily renters. A. Review LWV housing reports from other states. B. Review Virginia data and reports from national groups on current situation, trends, needs and resources: 1. Housing and Urban Development (HUD) 2. National Low Income Housing Coalition: Out of Reach and Gaps Report 3. US Department of Agriculture – Rural Development 4. Other relevant reports C. Review State (government and private) data/reports: 1. Virginia Housing Development Authority (VHDA) 2. Department of Housing and Community Development (DHCD) 3. Housing Virginia 4. Housing Opportunities Made Equal (HOME) 5. Virginia Poverty Law Center (VPLC) 6. Virginia Organizing 7. Virginia Commonwealth University (VCU) Eviction Lab D. Review local and regional data and report: 1. Local Leagues, local governments and non-profits, congregations 2. Regional housing groups such as the Partnership for Housing Affordability (RVA), Northern Virginia Affordable Housing Alliance, Roanoke Housing Network and Hampton Roads Housing Consortium. 3. Survey local Leagues for priority needs. E. Name the problem and identify the scope of study F. Draft Needs/Resources Section of Report. PHASE II – Identify the State Solutions for League Positions to Support A. Interview State policy-makers: 1. VHDA 2. DHCD 3. Housing Virginia B. Interview State advocacy groups: 1. Virginia Housing Alliance (VHA) 2. VPLC 3. HOME C. Prioritize and summarize solutions/recommendations.
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" 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[ "PHASE I – Research and Define the Issue\nThe Study will focus on household who are very low income, 50% of Area Median Income and below, who are primarily renters.\nA. Review LWV housing reports from other states.\nB. Review Virginia data and reports from national groups on current situation, trends, needs and resources:\n 1. Housing and Urban Development (HUD)\n 2. National Low Income Housing Coalition: Out of Reach and Gaps Report\n 3. US Department of Agriculture – Rural Development\n 4. Other relevant reports\nC. Review State (government and private) data/reports:\n 1. Virginia Housing Development Authority (VHDA)\n 2. Department of Housing and Community Development (DHCD)\n 3. Housing Virginia\n 4. Housing Opportunities Made Equal (HOME)\n 5. Virginia Poverty Law Center (VPLC)\n 6. Virginia Organizing\n 7. Virginia Commonwealth University (VCU) Eviction Lab\nD. Review local and regional data and report:\n 1. Local Leagues, local governments and non-profits, congregations\n 2. Regional housing groups such as the Partnership for Housing Affordability (RVA), Northern Virginia Affordable Housing Alliance, Roanoke Housing Network and Hampton Roads Housing Consortium.\n 3. Survey local Leagues for priority needs.\nE. Name the problem and identify the scope of study\nF. Draft Needs/Resources Section of Report.\n\nPHASE II – Identify the State Solutions for League Positions to Support\nA. Interview State policy-makers:\n 1. VHDA\n 2. DHCD\n 3. Housing Virginia\nB. Interview State advocacy groups:\n 1. Virginia Housing Alliance (VHA)\n 2. VPLC\n 3. HOME\nC. Prioritize and summarize solutions/recommendations." ]
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<table> <tr> <th></th> <th></th> </tr> <tr> <td>D.</td> <td>Prepare remainder of draft report and executive summary.</td> </tr> <tr> <td colspan="2"><b>PHASE III – Conducting Local League Education and Garnering Support</b></td> </tr> <tr> <td>May - Sept 2020</td> <td> A. Send Draft report with executive summary to State and local leagues- request to be included at their annual meeting.<br> B. Obtain local League support:<br> 1. Present Executive Summary at local Leagues – at annual meetings, if possible.<br> 2. Obtain advice and consent.<br> 3. Prepare Final report based on local input.<br> 4. Submit final report to local Leagues for approval.<br> C. Local Leagues vote on report and position at one of their meetings.<br> D. Submit and present final report to LWV-VA for approval in September. </td> </tr> <tr> <td>Oct 2020 - Jan 2021</td> <td> <b>PHASE IV – Public Education and Awareness Campaign</b><br> A. Working with local Leagues, plan and conduct 3 to 4 regional forums on specific housing topics related to recommendations, such as Reducing Evictions and Best Practices to Housing Low Income Seniors.<br> B. Working with local Leagues, plan and conduct Video Project: Interview women on the street to hear their thoughts on affordable housing. (Janet Gorn’s idea) </td> </tr> <tr> <td>Feb - June 2021</td> <td> <b>PHASE V – State approval at 2021 Convention</b><br> A. LWV-VA includes report and position in Convention package to be approved at Convention in May.<br> B. Present report and State Leagues’ positions at Convention for approval in May.<br> C. Participate in planning Convention Agenda in order to include Housing topics for education purposes. </td> </tr> </table>
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" }
[ "<table>\n <tr>\n <th></th>\n <th></th>\n </tr>\n <tr>\n <td>D.</td>\n <td>Prepare remainder of draft report and executive summary.</td>\n </tr>\n <tr>\n <td colspan=\"2\"><b>PHASE III – Conducting Local League Education and Garnering Support</b></td>\n </tr>\n <tr>\n <td>May - Sept 2020</td>\n <td>\n A. Send Draft report with executive summary to State and local leagues- request to be included at their annual meeting.<br>\n B. Obtain local League support:<br>\n 1. Present Executive Summary at local Leagues – at annual meetings, if possible.<br>\n 2. Obtain advice and consent.<br>\n 3. Prepare Final report based on local input.<br>\n 4. Submit final report to local Leagues for approval.<br>\n C. Local Leagues vote on report and position at one of their meetings.<br>\n D. Submit and present final report to LWV-VA for approval in September.\n </td>\n </tr>\n <tr>\n <td>Oct 2020 - Jan 2021</td>\n <td>\n <b>PHASE IV – Public Education and Awareness Campaign</b><br>\n A. Working with local Leagues, plan and conduct 3 to 4 regional forums on specific housing topics related to recommendations, such as Reducing Evictions and Best Practices to Housing Low Income Seniors.<br>\n B. Working with local Leagues, plan and conduct Video Project: Interview women on the street to hear their thoughts on affordable housing. (Janet Gorn’s idea)\n </td>\n </tr>\n <tr>\n <td>Feb - June 2021</td>\n <td>\n <b>PHASE V – State approval at 2021 Convention</b><br>\n A. LWV-VA includes report and position in Convention package to be approved at Convention in May.<br>\n B. Present report and State Leagues’ positions at Convention for approval in May.<br>\n C. Participate in planning Convention Agenda in order to include Housing topics for education purposes.\n </td>\n </tr>\n</table>" ]
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Bruce, E., Albright, L., Blewitt, M. (2013). Distribution patterns of migrating humpback whale (Megaptera novaeangliae) mother-calf groups in Jervis Bay, Australia: A geostatistical analysis. _CoastGIS 2013_, University of Victoria: CoastGIS. Haworth, B., Bruce, E., Iveson, K. (2013). Spatio-temporal analysis of graffiti occurrence in an inner-city urban environment. _Applied Geography_, 38, 53-63. <a href="http://dx.doi.org/10.1016/j.apgeog.2012.10.002">[More Information]</a> 2012 Taylor, C., Liu, B., Bruce, E., Burns, B., Jan, S., Myburgh, J. (2012). Primary scene responses by Helicopter Emergency Medical Services in New South Wales Australia 2008-2009. _BMC Health Services Research_, 12(1), 1-9. <a href="http://dx.doi.org/10.1186/1472-6963-12-402">[More Information]</a> 2011 Bruce, E., Bruce, L., Cowell, P. (2011). Incorporating geomorphic zonation in nutrient models for coastal-estuarine environments: coupling GIS and aquatic ecosystem modeling. _19th International Congress on Modelling and Simulation (MODSIM 2011)_, Perth: Modelling and Simulation Society of Australia and New Zealand Inc (MSSANZ). 2010 Hickey, D., Bruce, E. (2010). Examining Tidal Inundation and Salt Marsh Vegetation Distribution Patterns using Spatial Analysis (Botany Bay, Australia). _Journal of Coastal Research_, 26(1), 94-102. <a href="http://dx.doi.org/10.2112/08-1089.1">[More Information]</a> 2007 Fletcher, R., Johnson, I., Bruce, E., Khuon, K. (2007). Living with heritage: Site monitoring and heritage values in Greater Angkor and the Angkor World Heritage Site, Cambodia. _World Archaeology_, 39(3), 385-405. <a href="http://dx.doi.org/10.1080/00438240701465001">[More Information]</a> Hickey, D., Bruce, E. (2007). Spatial modelling of coastal saltmarsh Species distribution patterns and elevation dependent tidal inundation within Botany Bay, Australia. _Coast GIS 2006_, Wollongong: Australian National Centre for Ocean Resources & Security(ANCORS). Waugh, J., Neave, M., Bruce, E. (2007). The impact of varying rainfall conditions on the quality of runoff entering Wamberal Lagoon, New South Wales, Australia. _Physical Geography_, 28(1), 37-49. <a href="http://dx.doi.org/10.2747/0272-3646.28.1.37">[More Information]</a> Halley, V., Bruce, E. (2007). Thematic accuracy assessment of acoustic seabed data for shallow benthic habitat mapping. _International Journal of Environmental Studies_, 64(1), 93-107. <a href="http://dx.doi.org/10.1080/00207230601157419">[More Information]</a> 2006 Bruce, E., Eliot, I. (2006). A spatial model for marine park zoning. _Coastal Management_, 34(1), 17-38. <a href="http://dx.doi.org/10.1080/08920750500364898">[More Information]</a> 2004 Bruce, E. (2004). Spatial Uncertainty In Marine And Coastal GIS. In Darius Bartlett & Jennifer Smith (Eds.), _GIS for Coastal Zone Management_, (pp. 51-62). US: CRC Press. 2003 Bruce, E. (2003). Building upon an evolving field of spatial inquiry: recent developments in GIS applications in Australia. _Geography's New Frontiers Conference_, Sydney, NSW: The Geographical Society of New South Wales. Bruce, E., Cowell, P., Stolper, D. (2003). Development of a GIS-based estuary sedimentation model. _Coastal GIS 2003: an integrated approach to Australian coastal issues_, Wollongong: University of Wollongong. 2002 Bartlett, D., Bruce, E. (2002). Quality Control in Coastal GIS. In B.C. Sain, I. Pavlin and S. Belfiore (Eds.), _Sustainable Coastal Management: A Transatlantic and Euro-Mediterranean Perspective_, (pp. 221-239). United States: Springer.
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" }
[ "Bruce, E., Albright, L., Blewitt, M. (2013). Distribution patterns of migrating humpback whale (Megaptera novaeangliae) mother-calf groups in Jervis Bay, Australia: A geostatistical analysis. _CoastGIS 2013_, University of Victoria: CoastGIS.\n\nHaworth, B., Bruce, E., Iveson, K. (2013). Spatio-temporal analysis of graffiti occurrence in an inner-city urban environment. _Applied Geography_, 38, 53-63. <a href=\"http://dx.doi.org/10.1016/j.apgeog.2012.10.002\">[More Information]</a>\n\n2012\n\nTaylor, C., Liu, B., Bruce, E., Burns, B., Jan, S., Myburgh, J. (2012). Primary scene responses by Helicopter Emergency Medical Services in New South Wales Australia 2008-2009. _BMC Health Services Research_, 12(1), 1-9. <a href=\"http://dx.doi.org/10.1186/1472-6963-12-402\">[More Information]</a>\n\n2011\n\nBruce, E., Bruce, L., Cowell, P. (2011). Incorporating geomorphic zonation in nutrient models for coastal-estuarine environments: coupling GIS and aquatic ecosystem modeling. _19th International Congress on Modelling and Simulation (MODSIM 2011)_, Perth: Modelling and Simulation Society of Australia and New Zealand Inc (MSSANZ).\n\n2010\n\nHickey, D., Bruce, E. (2010). Examining Tidal Inundation and Salt Marsh Vegetation Distribution Patterns using Spatial Analysis (Botany Bay, Australia). _Journal of Coastal Research_, 26(1), 94-102. <a href=\"http://dx.doi.org/10.2112/08-1089.1\">[More Information]</a>\n\n2007\n\nFletcher, R., Johnson, I., Bruce, E., Khuon, K. (2007). Living with heritage: Site monitoring and heritage values in Greater Angkor and the Angkor World Heritage Site, Cambodia. _World Archaeology_, 39(3), 385-405. <a href=\"http://dx.doi.org/10.1080/00438240701465001\">[More Information]</a>\n\nHickey, D., Bruce, E. (2007). Spatial modelling of coastal saltmarsh Species distribution patterns and elevation dependent tidal inundation within Botany Bay, Australia. _Coast GIS 2006_, Wollongong: Australian National Centre for Ocean Resources & Security(ANCORS).\n\nWaugh, J., Neave, M., Bruce, E. (2007). The impact of varying rainfall conditions on the quality of runoff entering Wamberal Lagoon, New South Wales, Australia. _Physical Geography_, 28(1), 37-49. <a href=\"http://dx.doi.org/10.2747/0272-3646.28.1.37\">[More Information]</a>\n\nHalley, V., Bruce, E. (2007). Thematic accuracy assessment of acoustic seabed data for shallow benthic habitat mapping. _International Journal of Environmental Studies_, 64(1), 93-107. <a href=\"http://dx.doi.org/10.1080/00207230601157419\">[More Information]</a>\n\n2006\n\nBruce, E., Eliot, I. (2006). A spatial model for marine park zoning. _Coastal Management_, 34(1), 17-38. <a href=\"http://dx.doi.org/10.1080/08920750500364898\">[More Information]</a>\n\n2004\n\nBruce, E. (2004). Spatial Uncertainty In Marine And Coastal GIS. In Darius Bartlett & Jennifer Smith (Eds.), _GIS for Coastal Zone Management_, (pp. 51-62). US: CRC Press.\n\n2003\n\nBruce, E. (2003). Building upon an evolving field of spatial inquiry: recent developments in GIS applications in Australia. _Geography's New Frontiers Conference_, Sydney, NSW: The Geographical Society of New South Wales.\n\nBruce, E., Cowell, P., Stolper, D. (2003). Development of a GIS-based estuary sedimentation model. _Coastal GIS 2003: an integrated approach to Australian coastal issues_, Wollongong: University of Wollongong.\n\n2002\n\nBartlett, D., Bruce, E. (2002). Quality Control in Coastal GIS. In B.C. Sain, I. Pavlin and S. Belfiore (Eds.), _Sustainable Coastal Management: A Transatlantic and Euro-Mediterranean Perspective_, (pp. 221-239). United States: Springer." ]
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302
2018 Haworth, B., Biggs, E., Duncan, J., Wales, N., Boruff, B., Bruce, E. (2018). Geographic information and communication technologies for supporting smallholder agriculture and climate resilience. Climate, 6(4), 1-20. <a href="http://dx.doi.org/10.3390/cli6040097">[More Information]</a> Haworth, B., Bruce, E., Whittaker, J., Read, R. (2018). The good, the bad, and the uncertain: Contributions of volunteered geographic information to community disaster resilience. Frontiers in Earth Science, 6, 1-15. <a href="http://dx.doi.org/10.3389/feart.2018.00183">[More Information]</a> 2016 Duce, S., Vila-Concejo, A., Hamylton, S., Webster, J., Bruce, E., Beaman, R. (2016). A morphometric assessment and classification of coral reef spur and groove morphology. Geomorphology, 265, 68-83. <a href="http://dx.doi.org/10.1016/j.geomorph.2016.04.018">[More Information]</a> Haworth, B., Whittaker, J., Bruce, E. (2016). Assessing the application and value of participatory mapping for community bushfire preparation. Applied Geography, 76, 115-127. <a href="http://dx.doi.org/10.1016/j.apgeog.2016.09.019">[More Information]</a> Davies, K., Murphy, R., Bruce, E. (2016). Detecting historical changes to vegetation in a Cambodian protected area using the Landsat TM and ETM+ sensors. Remote Sensing of Environment, 187, 332-344. <a href="http://dx.doi.org/10.1016/j.rse.2016.10.027">[More Information]</a> Sewell, T., Stephens, N., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick. S. (2016). Disaster declarations associated with bushfires, floods and storms in New South Wales, Australia between 2004 and 2014. Scientific Reports, 6, 1-11. <a href="http://dx.doi.org/10.1038/srep36369">[More Information]</a> Sewell, T., Stephens, N., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick, S. (2016). Natural disaster declarations in New South Wales, Australia between 2004 and 2014. Vila-Concejo, A., Bruce, E., Kennedy, D., McCarroll, R. (2016). Proceedings of the 14th International Coastal Symposium ICS2016 : Sydney, NSW, Australia, 6th-11th March 2016. Journal of Coastal Research, 1 and 27(S). Goltsman, D., Li, Z., Bruce, E., Connolly, S., Harvey, J., Kennedy, P., Maitz, P. (2016). Spatial analysis of paediatric burns shows geographical clustering of burns and 'hotspots' of risk factors in New South Wales, Australia. Burns, 42(4), 754-762. <a href="http://dx.doi.org/10.1016/j.burns.2016.02.026">[More Information]</a> 2015 Haworth, B., Bruce, E. (2015). A Review of Volunteered Geographic Information for Disaster Management. Geography Compass, 9(5), 237-250. <a href="http://dx.doi.org/10.1111/gec3.12213">[More Information]</a> Haworth, B., Bruce, E., Middleton, P. (2015). Emerging technologies for risk reduction: Assessing the potential use of social media and VGI for increasing community engagement. Australian Journal of Emergency Management, 30(3), 36-41. Biggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2015). Environmental Livelihood Security in Southeast Asia and Oceania. Biggs, E., Bruce, E., Boruff, B., Duncan, J., Horsley, J., Pauli, N., McNeill, K., Neef, A., Van Ogtrop, F., Curnow, J., Haworth, B., Duce, S., et al (2015). Sustainable development and the water-energy-food nexus: A perspective on livelihoods. Environmental Science and Policy, 54, 389-397. <a href="http://dx.doi.org/10.1016/j.envsci.2015.08.002">[More Information]</a> Goltsman, D., Li, Z., Bruce, E., Darton, A., Thornbury, K., Maitz, P., Kennedy, P. (2015). Too hot to handle? Hot water bottle injuries in Sydney, Australia. Burns, 41(4), 770-777. <a href="http://dx.doi.org/10.1016/j.burns.2014.10.025">[More Information]</a> 2014 Biggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change. Bruce, E., Albright, L., Sheehan, S., Blewitt, M. (2014). Distribution patterns of migrating humpback whales (Megaptera novaeangliae) in Jervis Bay, Australia: A spatial analysis using geographical citizen science data. Applied Geography, 53, 83-95. <a href="http://dx.doi.org/10.1016/j.apgeog.2014.06.014">[More Information]</a> Biggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). Environmental Livelihood Security in Southeast Asia and Oceania: A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change. Goltsman, D., Li, Z., Bruce, E., Maitz, P. (2014). Geospatial and epidemiological analysis of severe burns in New South Wales by residential postcodes. Burns, 40, 670-682. <a href="http://dx.doi.org/10.1016/j.burns.2013.09.005">[More Information]</a> Owers, C., Kavanagh, R., Bruce, E. (2014). Remote sensing can locate and assess the changing abundance of hollow-bearing trees for wildlife in Australian native forests. Wildlife Research, 41(8), 703-716. <a href="http://dx.doi.org/10.1071/WR14168">[More Information]</a> Duce, S., Vila-Concejo, A., Hamylton, S., Bruce, E., Webster, J. (2014). Spur and groove distribution, morphology and relationship to relative wave exposure, Southern Great Barrier Reef, Australia. Journal of Coastal Research, 70, 115-120. <a href="http://dx.doi.org/10.2112/SI70-020.1">[More Information]</a> 2013
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[ "2018\nHaworth, B., Biggs, E., Duncan, J., Wales, N., Boruff, B., Bruce, E. (2018). Geographic information and communication technologies for supporting smallholder agriculture and climate resilience. Climate, 6(4), 1-20. <a href=\"http://dx.doi.org/10.3390/cli6040097\">[More Information]</a>\n\nHaworth, B., Bruce, E., Whittaker, J., Read, R. (2018). The good, the bad, and the uncertain: Contributions of volunteered geographic information to community disaster resilience. Frontiers in Earth Science, 6, 1-15. <a href=\"http://dx.doi.org/10.3389/feart.2018.00183\">[More Information]</a>\n\n2016\nDuce, S., Vila-Concejo, A., Hamylton, S., Webster, J., Bruce, E., Beaman, R. (2016). A morphometric assessment and classification of coral reef spur and groove morphology. Geomorphology, 265, 68-83. <a href=\"http://dx.doi.org/10.1016/j.geomorph.2016.04.018\">[More Information]</a>\n\nHaworth, B., Whittaker, J., Bruce, E. (2016). Assessing the application and value of participatory mapping for community bushfire preparation. Applied Geography, 76, 115-127. <a href=\"http://dx.doi.org/10.1016/j.apgeog.2016.09.019\">[More Information]</a>\n\nDavies, K., Murphy, R., Bruce, E. (2016). Detecting historical changes to vegetation in a Cambodian protected area using the Landsat TM and ETM+ sensors. Remote Sensing of Environment, 187, 332-344. <a href=\"http://dx.doi.org/10.1016/j.rse.2016.10.027\">[More Information]</a>\n\nSewell, T., Stephens, N., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick. S. (2016). Disaster declarations associated with bushfires, floods and storms in New South Wales, Australia between 2004 and 2014. Scientific Reports, 6, 1-11. <a href=\"http://dx.doi.org/10.1038/srep36369\">[More Information]</a>\n\nSewell, T., Stephens, N., Dominey-Howes, D., Bruce, E., Perkins-Kirkpatrick, S. (2016). Natural disaster declarations in New South Wales, Australia between 2004 and 2014.\n\nVila-Concejo, A., Bruce, E., Kennedy, D., McCarroll, R. (2016). Proceedings of the 14th International Coastal Symposium ICS2016 : Sydney, NSW, Australia, 6th-11th March 2016. Journal of Coastal Research, 1 and 27(S).\n\nGoltsman, D., Li, Z., Bruce, E., Connolly, S., Harvey, J., Kennedy, P., Maitz, P. (2016). Spatial analysis of paediatric burns shows geographical clustering of burns and 'hotspots' of risk factors in New South Wales, Australia. Burns, 42(4), 754-762. <a href=\"http://dx.doi.org/10.1016/j.burns.2016.02.026\">[More Information]</a>\n\n2015\nHaworth, B., Bruce, E. (2015). A Review of Volunteered Geographic Information for Disaster Management. Geography Compass, 9(5), 237-250. <a href=\"http://dx.doi.org/10.1111/gec3.12213\">[More Information]</a>\n\nHaworth, B., Bruce, E., Middleton, P. (2015). Emerging technologies for risk reduction: Assessing the potential use of social media and VGI for increasing community engagement. Australian Journal of Emergency Management, 30(3), 36-41.\n\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2015). Environmental Livelihood Security in Southeast Asia and Oceania.\n\nBiggs, E., Bruce, E., Boruff, B., Duncan, J., Horsley, J., Pauli, N., McNeill, K., Neef, A., Van Ogtrop, F., Curnow, J., Haworth, B., Duce, S., et al (2015). Sustainable development and the water-energy-food nexus: A perspective on livelihoods. Environmental Science and Policy, 54, 389-397. <a href=\"http://dx.doi.org/10.1016/j.envsci.2015.08.002\">[More Information]</a>\n\nGoltsman, D., Li, Z., Bruce, E., Darton, A., Thornbury, K., Maitz, P., Kennedy, P. (2015). Too hot to handle? Hot water bottle injuries in Sydney, Australia. Burns, 41(4), 770-777. <a href=\"http://dx.doi.org/10.1016/j.burns.2014.10.025\">[More Information]</a>\n\n2014\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change.\n\nBruce, E., Albright, L., Sheehan, S., Blewitt, M. (2014). Distribution patterns of migrating humpback whales (Megaptera novaeangliae) in Jervis Bay, Australia: A spatial analysis using geographical citizen science data. Applied Geography, 53, 83-95. <a href=\"http://dx.doi.org/10.1016/j.apgeog.2014.06.014\">[More Information]</a>\n\nBiggs, E., Boruff, B., Bruce, E., Duncan, J., Haworth, B., Duce, S., Horsley, J., Curnow, J., Neef, A., McNeill, K., Van Ogtrop, F., et al (2014). Environmental Livelihood Security in Southeast Asia and Oceania: A Water-Energy-Food-Livelihoods Nexus Approach for Spatially Assessing Change.\n\nGoltsman, D., Li, Z., Bruce, E., Maitz, P. (2014). Geospatial and epidemiological analysis of severe burns in New South Wales by residential postcodes. Burns, 40, 670-682. <a href=\"http://dx.doi.org/10.1016/j.burns.2013.09.005\">[More Information]</a>\n\nOwers, C., Kavanagh, R., Bruce, E. (2014). Remote sensing can locate and assess the changing abundance of hollow-bearing trees for wildlife in Australian native forests. Wildlife Research, 41(8), 703-716. <a href=\"http://dx.doi.org/10.1071/WR14168\">[More Information]</a>\n\nDuce, S., Vila-Concejo, A., Hamylton, S., Bruce, E., Webster, J. (2014). Spur and groove distribution, morphology and relationship to relative wave exposure, Southern Great Barrier Reef, Australia. Journal of Coastal Research, 70, 115-120. <a href=\"http://dx.doi.org/10.2112/SI70-020.1\">[More Information]</a>\n\n2013" ]
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3. Нямам следните задължения към трети лица или финансови институции, както и към други лица, на стойност над 5000 лв. (посочва се размерът и към кого е респективно задължението и данни за кредиторите): нямам 4. Нямам сключени договори с еднолични търговци или юридически лица, които биха се оказали обвързващи от авторите или действията при изпълнение на правомощията и задълженията ми по служба (посочват се данни на работодателя или възложителя и сферата на дейност): нямам 5. Свързани с мен лица по смисъла на § 1, т. 1 от допълнителната разпоредба на Закона за предотвратяване и разкриване на конфликт на интереси, дейността на които би довела до възникване на конфликт на интереси, са: нямам 6. Друга информация за частен интерес (допуска се всяка друга информация, която лицето сметне за необходима): Известно ми е, че за декларираните неверни данни нося наказателна отговорност по чл. 313 от Наказателния кодекс. Дата 06.01.2009 г. Декларатор:
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x2WC5gInDz/ktFNenyIGArPBJg4iWFZKGPvO+UP/unEQzwTKIiCqE/ne56A+o5vtPKwDVdDcExkzLVCG9Ug8+6YQY+FDyHbolgcUeRrP2I8O5U2Rw4DpdK+b0DAD0b5mQyB3Gp+VrREFXB4aentEIKeLYV355YGJ+GscsZVDicaaitmCVV1v6sfkuVeorKrlF/UYaBWwVpNIQI3EbYjfxW8BOAf05Tn8GJaPnonAYllCT7yawDaXOjfHk/OIBZwQ0IdoRSz5iJjq/isQc+rMzKxE/xilhIIlD+VycMEuwA9CXs8kvmq1LboGes8mMkKk4JsWtso5atjyJyRXVztw0617SKtRvq39nmIuTPdWGnYFTB28Pe6EpNBlWuGE1tYh99O4XZtIvAvMckdxIRklpjirXkNSFwkz9R/4RGhfeHZYIVMvdTflGaoCUTJ9ZpyuchjrEWMlCbgaiKclJtKUsqPjsEbgJu8Tkb97z3YdXmzWApqT8fEmw2Om/E05c8MmPVCfZ39zOJwFzP5Erpjk941/AcCkjOR2EA0A75syiTMGvnuyD2EYIYWP/2XGeUJN7b0WGmchVcsKy4Ab7fbyCbwJOFBDRX6qxyjzjrql5x9+iu/vuTWtnkohaq0o0KzY8y0x5Z8Ncx4qehaigm6VMhiBRB41MQBBGxNAhSytl0xOps7uBk1FT1wwV0SYh8UGnuxXUfTN6HPIqPzaWo7r6BaatK8yzNfEjwWGPKNcAVoME+3lBEpvjkYQF4h1um3SBOSRUiRuURXj0hVF+9BIO4SXIJzfn3rDFCyBr+dWWzbaUote88dsYps6pslIpu3I6k+aLuMbjEQs6ZKsVsdrVLz2wkzqlikF8AShN+LgdX+Az4kpHktVHcZ7ZnimOF1QJUugINTbr3twsedvXWDKJZ5FC+TX6693wxpvirv1Yguz3T61Qw1uQYCd5Y/LqKrNkTfGAYSBR6jZuoVb0aBuEao5FNjMTZiTcelQm7YcvQUA5jCpS316E0EFxxvx8ViE0XkNoyd69stycv24s3A/2/UfRQXVRixIdvxZ215rrlvBAOmF7zhA7OhLcJ9OtWpzmoMftshbP0+rGfkIQ2og/MMTQP3bXlnARPFA4/3tgLmP0ZaQ0dHQhhMFAHctM4klGdzMoKpbC8rQFZvPyEndS+PCn7wRkJl8bwMfPYpLlGfCf6fJtdsG01F1KWRwFIyv8+gnplciCjpry1AsoKqEpV52iVJkb/gmr6jSG1ySYvs17zzGzV7dt7dyUbad1b5HlkSqivFk7UW/CIv0AUdMIp/J79NXHyXLHYCIjlC05WFXgyryouiETVGLRHxHnyKEneajvv2n3+oNmPPA3V2T6YODZqxVDCt/UjnFs5i0CNiAhkBdUE07l3rnQOW/azuKgPd6LHIi6PPsKQ2qwv38BdwpohSonvLCHzw3goDA63qE+rw0UqaamIpD6BjqmxKW1HKIm1CBFLC8i3eqadj4x971JlOkiJ04ljzd12ii1R+MMzHctDmo2Oe5fHt9MOa8J4LokFBx1u3rwI+Jbdln2YoOKkkwTWy/n//pJqZXATYvucmoA5Qx3AAPnD49yAby7CmkaSf4DjWPIC91xlD1bvgIcNo+Qik+BBWxb5XU9XrOHZgu9ZIy34Us/9jUnKYt7q1Wpp5ux/aJEf4Jo5s2t2ewyrv+nnybMiOlx1fSRy3HFeiXZvN3AICKOQtjUsCukN8KYs9LUMSC3wTpB1WEm+LIDdc3sr4uNLONt3cKlA8aiX+QfD4JmQemC0m5AdGuh7skSw/S76r7XWc5BEMI2h/fn3XxVGpw1qoyeQNw2i6Eg6or47woGSPxpNmIdeFsLnfndb7RQv6kfgrlARE1XthhBE8syLD/UMz6a3itFAYhDg/dJi3j0+/egN96zmIAWsCsP446BtZwikIIQjC2hZYaLWfOz/jQS6eNN434l85M0Uk0EolbCSlVp3k1fVwhsMk38EibFF5IasJL1sGkfupgNqsxlBmijZm0Vp6ntk5+F3wyTfiBdPZZoAg68YaruB1Kq2+dUkrR5yTeXDQJHZhDsjUYYfIQ4n/CiykSZDZ46af5UDUmWDIL7EWwJ9bEF8oagTxwLuv+0F+G9/6KM3B3NONiv4d18ylUSLrXzi31dpsPoRNsRPRsyiUCYjFs3wLKqQji7XewVybddIeuYsvedX+zLjZAiv2Sz1SUH1FSID38Agrw72+dfOkTTJ6Bn34LYQMErvUUhM3+SJV09rTrLPE0K06RTPyoZgT5L+IiXKuKXxd83Fw8Zz1qOJb/k5NlmSAzFZBajKJ72Q8L1Cfg0bxpNbbN4dztREsHCN2pTl+XP6RnzQwgOCShk3p8iR3cmYMFaSiB/+2w56XCgBlr9JYWFrkfnzQb6KN9p56/NeTHAsArFm64bbtkgUhIZVLek+CZvOSSURjoR43c8E7d2rWMJLWBk3D5drkMSmgfw7IrVnDXwplZfYCP2iUbC9kZ+roghVIVsO12iECZhihfOLoczSaml3075mPT0EOD8YxRcjZd6V6bbnwaGU8X0WeNjXAYJuWuhwZGxsg+RcWTQAAkPBJ4d5wKAZfE0Xewwk9h2CMYIbZzITQ0kSspHzalanvcrDBwJmpKoN23pgQS4liitn9IFRTt8zegaxuQcp0cgwIuDzJtB7qI5XhzlDOWVEFmWgyBG4eg7jS2j0RBPjNuqfvRwUlzdRFCu5kHR2eYw2ZdNpMFFUWt1F2etvYEBqdA17vvk1PatlH3FZ2f2fdekWk2Wwd3n196Ub9EAABCKpGKUePeJd5ed3NK6O+YnITDD+ovun1uv0ZFb+1kpqDN9TnrR9FT9kR4kQseYXcMcaB8kQ7+RD9CiU/nKnPbFhyJiqto4/L9IjJnhosiBHk3zJGdq4QeUg72AzUVHfpwyGlifQuSGBJGBKMdUAAABJQR9hYrP5sXC2ScbiQZN2hCweZKYs9nnlu62yj7Iwzpvw/3eOzKZPHw1dZuY3RmgDp3w4IH20ALKosr5ZNV1EYXpTg81xf5dxU3U02FpHT9hFTY50xrvf4BSl2bl/gPi0Gaj9HmFWHxcn0A8SgzuKpVVrUDm/ksMNioSpf5DP0lKtw1XMFZnGcCx/VUO8E8BRaZyAsaapSEC7QpMpl5MXxCPigHz9ODLAYp62Tk1iGa3rlx5ZpZ9N2ygK/3SyIOZq49y2nFNx2+tgcSt3Ntk0shoTXe73vDezdywE4voDr+Bi8cGyiwA8KuUtX7lBnbg+nKUci6CSjJxedp4RN6x7MqHNXxgD6T6FBsNLVWRqTcPMfrPGE5T6Zbmr3hd7mUH+fsvgkiCaANKUTUAI7M5zjsxBgN3zcQdnM+lUa60o3cZHNcBMwdL1lXRggTHlt3BMK+aCoVBz2Q/JdPalGpEtegZNsp+idpq6grRP8FFwO4Og7C/JttN6yZUr2ZO7KF7JpHwg3a+SRQdlYoKNP9DAT2SnyAORhIyNRFoGUpV5IOcbQL+OpXOwb/tIAQTsz01l6vJLv6UbfjfHmOygJA3M3qFhb9uMn3RAtU6pfxilMmvsVMn0F3GB6tV1SRGA52qM3mZecMIXkE3qU3VGb9LJmO6OzDLaWxr2CMAfdMhSy5lcZgJSKSfaOPpfHa6YRQSx2ju6/Vd3hH9T3D3xpk/1fWYkhrAe0cLiZamXWsVALhzF43OBNT2Iah7d/q9qa+s9HuzGv4HK1I+a3TpMl4n+yFm+iSGvUH1Gp3IJBtA5wTswMkhttE77cZnJhlcysqpGQZUqCw/h3rOwfFFnoF43WcyKrGVqqk2B23U34qzEFlz4AQBcSGX4cmoOuE/J/WmDhaxLbDo6WGRS9/E3Ygkd1YM0rWq12VctXT3WuTYiam+4dgBo9E2Tm8u7dDgPTUnEJpl4u3ViB+CZGy8UAzra+ic4xLYLk6BtPecwEJorT+uDgZj1xFJIdZyc9Yf9+2sXidPCTwnJBvErefozFS4WhttXRLN5VXoeLoHPOoJf01/UZeamYMSo8SAIU5nXG6eUHt5g+14bCSli4cc4/t+3LDkNhjfRUZrJSOQADiGL7GYbFi7IUN6afimyLO4G0iyrqU7/fNtyzQuueZXeltc8Cy8Q217EQhOimerLGUZigWYFZbAADMP4UkTMqECVJE+ZNGWtfgrQS0gXeESIZOzcl3Uk+4KGPsymEl1yKQpWpTPgELRD46g0Y+HS6R4Ci81rqyxMiO7m9pe4/1jD0QpDW1VtdMWKC+skvhrH/GCpg+us4jVhfxTEV4Gf6dzsPPzHFZ4WuTkMnPPR+CoEhSKfKw6Qza6P7Wo29JIkbcR2E9pV0ZSlkcDEbl/HUdHya+Dg8SiYaP5HHoFzVk/EaFlSR5qu9RmylmcD3pjaVJrMIuEGFAINI7ZGwp2XU7SoYgpM7lmRmHmo7r4YL9Pi829mwRxumqHUqfHM/fr3GAJ94IylW//a9tzmkCs50BDuocANDWdJOLMVnTLtaPovUMFVmhwB6Mfzg9NdrD0bPELkOZmMIumcgPYMLvlvYpOv/+bP+Y2kpZxWkYylF5qjffBRz9t5mbqX+S+jdjUZDMVstAYRFw4qsiJK3bHBGvPxntuuIibdE6RdVFrGTlU02t8JRS7pd9qbdU0xuW+BcXOy61Orc3Q+zcU3MxAJwj6usneTCT00gkLLDhHN4UBPEXS9CYhT6pYSGIQEcrnhmyDXSBC+LoMYQ0khEal4LAMJn5KY91C46zt+WEstgYad1XyXz/HB3Ubgbjoo09Ne/mjnKW2xaGNLfxbS+LlsbaYuzQVatZ+16c6WZZtXBHQshpxpitgr56D7y7JYqPFJ8JfjiDVtQKvhTT0YUIB65TWah8dnuXN1SpUaipDlA36KTLAuc1D8R3ddD+GModgSddaOx6XLSBTu8Sta1KMkKyBSeIvKIxn5/ftGex+82DeB8mffh/zrqTBA3QuEfHaJR4jQPcmXyikssVuGUqpSNH8HS7VggRLbe2k1DOJFcQxCqeMB7e5aJvvyy1UDEX3ht1lbJ8UQjh6Bh8K+YoT1AQ3KPozJOV2NhZ4HTPJCFdKUhdrsun6DLHbwsinjmaFKLwz6r2/lIiBIfUFBslzPgX1hjNhA3/cMzeZ0TfQVx/bmQfuVkXYHVZakHtuRNTowHmFnDvh5O4ozkPA05dRUzcwfFz+GKAtJz2N693c0JN7ltlCQI92OQ2xRLCyjoGMKz9KmAW1G3s/7G+5iNVY2RqIqMO/dH+x6zxuPlwuYoYPmhEw2lxvwEWbqMTjO+NkPyVaeoSogoMfyVWG/2X3JW4Iqrly/LGsitdcsfBaEi+Xgqv7PDG4ETQ7YHioDg8B7Lega8ukI9IOT3Mk1xehL9HY0jKszdzTtBj8o80y9BjpsWGLMQUsIBxY2P0dBThvz27gruqgE1nWCMKn6QTe8R4B+WcMqvwEuYIJNiixltnDLKoUsF2Gw5GAm32FWXkTn93sTNnDRfYMtRlQxmoFBA1ZDxXDpzRqDTJODmDHGwPse3VDLeuT+ppla4PbPKyCCX9JZq1e+srlwHGTRuNGmLM+xRHFCsJlrAgYHD2H445bkhfGVStaG7F+k7rmENph6gaTzUIBkDNpxUGMijre0JBwI1J6ZIidQVidUiYsNIFQ9BW0VPdm4xzJuZK3YdYFI5Gbi3CqkVqNV2oj12gDV0wkntHHUfQlgdoCLbQ9EVMkMHL45vz1T52TI53lsmgC+7ume9QbiNPMcgFlNocX8Z7dWdE3pORM30cKJmYaFyT6KhYe/rqPGuAdPBokABUgodQttxaatUBGhYzSj6WGbHCh+0kXt8c6H5pYo3OQ03jzONCN00yX5bb9tlSlZ9Sa+yr963Uo/PFstN4ZtdGVGWw7FHCQWMzlBgfKkQQqJirL7ipnUZ5Tj9HF/FOla7Sk/1DCV3YKilsTN6NVoTIlWDg07iwQgYeW4bmOfTJZcpKOFT92mCll5MROA37Bxq5QDCVdDlkNJXI4wEKDTEQf3a1/BKPhO816omV1eioAAQbAt7+YHFNPoHEdWqM8qPfb8r1LJMGIhwwcebVJpKPlrPgZ8hWmA8VswT/PBX+jV7lRLfY1BoWJHqRM08VuNbC6pvR7thNREUzGv7hff7/ojc9g17aQKF3zaaRbEA2bvikvs8jmrhcnZJMMCSSgp2vqPUYnBsLvGdM/QdfGmE5OlBPl9hGrusXepDbLPKOypXiP+lXn4508JzRBfPixY/u7mqVGb4WJA+VQgIMqf1lWghAyrPPVHdgrKNoZ0Tw0s59IifRYm8jqdgdgRWzHMmxFzXwrBGD8a/O2RCA8OhmB6J6dQB3a1xcC4oNvzC0CINOLPpHBnKVCw/vVzngJVZ2rRV5ORTfVgUV2VO9qRpS6yp0UXGsRXnYJdit0dM5tB3SwzlZ1ZU7UNZTPjYzfWRRbDXLuCIhvyNIiRGIRVlinZlpjd4M0qSisL0CimWnZs0gbLgSp1n+25wxfyJZB+N76Bg6cjI90ecZ6rwonTxiu7WjSlyXPPizx8aufc7h6Kc8VapwoTqVorR8hpWpq9690G7AveQqHI5xUnGdxT/FzKfNaXZ6sHL9WwbpWJjWt0iG3vcUl/TnRypdo9ixoHTWySh60Z3TmIElvF8uJUYCek8ZZ9XwTvMsCmGijrAln5CbXZDc/qsbvyy6OoPbATXzt/X9V/xIMmpF2QHB32bIsunZbYtygIGK0a/o5VhHTcGSSEE+jyk3YHZvb8T8yDH4BfRQJAu5uDAUm4L7hTw0UibAM0eHEnFsmpPRCDsiwCEoVFssFLDehfE8FJAjas0PYaOHO1mcR2YNX7gsBPDhIhYmoBk0Oj4jDLv+GMq8cFvA8zcuF5twY6n4gY5NOMKsqCtyfOlLbXH6I8p0obIxjNKl7Nu6S/+rlmg30za8cZoweDmqo4jdvRTRuJAOf79scEGA69NqOCQTz4EZt2zgCxTqzQke8geOTTe9EAiKtl4nACyNWb1ZBSe2xKufCCjDhsK02KejMgTIzEiIrk/vXcbmlTI8uR4SMZq8QOU/AdLjPk9CbEZZ0fygSdrCONGpG7u94e2VN1SxD7V3HETNaTFZsLTEbOCEmr2kk5gvZFnJyschg4a14I2iz9+WD0rxT7ld1kLoMkb0C/cOsHcYP1ZAS1A5xYw4r0DEIBg+wO7z6Gpx8UMr5FPGh7y+67fRTnwGso8qROxa7tsBvD4Z+dyLgpm6/NgXAxf3tIos+nnauXKlsgm1NVn5xajk/RRcCJEzlqvHBfVyLghQNTxEj/fVz03MW9MTb3PDjtoQHVcE8/zRHIoXEc9As3F0QKFUGQZsQ0tO2UcdhQytfD7ryrIdPKOrJ60dh06S3HBOXIJOeLFg8R8Qr1hxqEXSX5nSiQ073U9qcpfTrOzH9jqYlBJciki5JBHVuqGhl0mcM/exgTCUMEzsWuqXfjBqEI85pNO6hraNiVsQqIEU134ALoRCUPjVNCvy9ltrSXWU43Sm69uuNrDNXstPwZpiUhqmGz/a+yMCD4DnF+2J2ptGpfjHbH0XoxEj3zBhpvXBO8yvipUjj9yq+WuCIiFzQrk+J45hjz0ed0biG8c4LopXzPYxVeHa9q2UignFZIPQT72nl48Y89EU1rMcZqojONnRwZ+cY4tWBf05fTtD8asNHKEYInKbW9wKJw1IH+vBYv1RZIu5sH5c3/C8Rb64WhH1+1c0bprwJkNT6NzIkhMUGMShiHiW/ccXyDYRXGmWeiDLzw1I3KAw8FA/OhmZ4AqS5SJLVGrjmugN5mgbJaHQbbA5/+uzdQAhVoAr26JEqr1oe2YmmBR+fCgHsS1b0oEfUEEmbXxBMl7UFdNKlRD7pU96bHfDVcM7dM+NjVtg7MLoMwDIp7c7AZ2qghTv1gKNH8NPJjlG4AghczhLELqoAnQvW9xU/1r0eR6mUqrZjWKL8BqZYS/q4Ye4PxgVUwtwybMoVSgYmbBaVby3BvDnpy6imVCaXj9+FK+50JcJGYjI9lVxnluEt2h3ty0jtajJbmZpmTComT0mumVSPESCGYPio60M9XtMvGPZBR2geoV3wNA4iq7bCSKSgktJi3vAp0nCVGiSD5E7CwpMam6GoGWPnTwXYhWh0VblqDmsmOrjRpHXoO3xT+LygFcNlxlJvs5NkT2P387/4NLj8BLt9AJcgPIU99oZigj4BxD1L8cDoNdGS542XznAc7E56ttIvTNsiCQ71E7Qc8irouXxVUQLlYzyz1XwKLX7URUfiNm173Jv69jZI8hCMrPNAQZ8DtkSspmp5RiNrWr3LfAttBmAp4rs6htGIHjS+YMzTHqJobmwsI+n2rSw3fuZQwbB48WMxMn0aQUSxDBF9lXNdB7GEVUcs1WmUT94rxCm/yODBWLwilqkqp0Gb0lmebIi/Q1SifnITyv9TUmJGwXeEAsLEQ096/fPK1YkU6WX1hvAaFEmZNVuWeYslLpCekN0qyq1abB8YE0J8ES3bLniQKsMdgPUJcW1DIByUviNwA85/tNUwQaoXI30ivPcDNycA7LUl9Oiu7ksbVaTSqBoB00nVzF9w/P9wnf8P39Ck18+oTQJ6jbkOBEU3YZrYJZDrXCNAxAhpR02nFehB+FXk8x1QcSqHWWsi+cHGyYrd1A2ou9z2sEMgS1NT12YtPh+zmFs6v5deIKdIoGhw1v8nFsQvaNfwTwIZ+DfNm+guLaXCp7xf85ZsjV0/ZH4F0ZDo4ZkZqpoo1vLBVwDf0IwCUlCw1npCkva3d92ZuQy2UWrMtlV9AaJbPzKdsUDNapajWo6ov4sA3fgyT8gskrQ3mAhn6F/98NBGTdsdid/GWa8ztvQPhSAVVQWOMIBDXeQys7X9ptF2elZ+b4F8GWHB4CVoOlBa0L45vleEGqKs9x9cAgucdks20l4J0Dwqlz/ZkhMnmY6pFiax4QYO74iAa1yAPX722ZocCWwNrt3oabSDFMlSo4ZQ9R8V/RvGR1qernnFzGb6vOG4wjVpXpv9NXY0lkoP7640wLq7irpGhU7+t0bdnjQwwLM312BDBUSk1JYmZc0nb5TUnUGN4n48tyRvd2SLJ56Z8Ev8X2KdlfudxgmU5uMusgUvREyWLaCgdp5zUx08oea5b4ZIJ5AVHljeeuDRoWqH0otpI9Ag317WAM2YH2QRPomv1Yaez5A9ti+G2+cU8z2WRxoVWLIUPynH2LZtwVSWUHTr/XYpr544ig8Jq0Mz/vwXMR4oth/MRymDbx16yy6TeXojBT4oXMtxeJBhzkSmJZW4WLuJf9TS08ygHLSk533SXCk66pRdeO8OREWBsO6eZ2T+JXl568ua77U6GRsmCJeJGr3smRAttFkX54+CzG4IKC4Y1si+/2JQm2iGyFAouF4KhSdTrOFLsiJIpP4T/juN8EzeeItIpgscZcqTq7mZkXcnDtxyw+8PlcbOgnWIdNgUcJPQjerRSNJ/v66Gs0bdXetn211Fn7W4QY96GZtRhJlT0FiWWtbf8DM2gZ1Tdlk8FXsiWVx66J960NvLGSN1yJ9ivYVK/FqRDLe/iOqwpIJH4ztgphuRoo/e6JktnYWLwCWYZiNjN3oBEOR6pGTRWmbQt9VktmJ8DAPFZJyDHkbXAXeXJLYUz6LTcU4BmTcsqksWEUEIC2mK2mVBug+IFDnDNbJ5AIkrkv5xo81VRygfRpOhUDTAhEs8nFNZJUEGwFBNrqgEREjXQVJs47KNwbXC++aF8lG0/ZJWIpzC8pZztKLZj+Mo1VjVxmCI5lUkYS/4yULIgNVv45+iGz8h2TeOm7UJJZu6/HJ/Zv+qUcEsTrNhS9nyH7EO9VBvnauHNFMEMBfVAH5vT4lFG1N76XFmLm1Pg1/3H73TGFM91UY/Gd93tV0c2+MzE83M4/iITO6p18pi3IWj/PpHFmaSVxViYhFyC8EbmKKzBj3OxaSgT94yYFtF3JaTeC/ZzqKjxta/GqxJ7fAgtOkQ8Sb1wWHMlhKowTUqVWTCC3ffD7o1bs2uKKymbiILPJV8D55sNGbbmBoaNlyc/Uhx6raItVoE5A4ZS9U860qEHMEWC4j2PluTGxhmGMEY+/rMgxB4opCCVhBmjIL0LINvskqwISTysIfH8ZUXHp95Yz2L33LziyRXtLJayyMUaQCPorZ8xlLngenwNqDaeGwgPc7BuCz31lZ0ghcIRm11aWwUVOLE+uhbxrv+eF6MgVTqiLexS/o7v0YDsv4CwF/GfSF+iUeIUGo/pRd+loivdKaVIeZiR/SWuqbLp48smlgN8VydNaNWC42kQ7Y6S9bsYpLlEtDCtQS+vW0OHjLkf1INy5Dl8l2Xt5oZ84YwYz3OeWQhg9Uioj4d3R1lLyXGku5q05J/MTMvGopZj6FySJEUr+lCHOn4Up37wCOeN5z80HtorEWzba0yDNXKxdyELBA30dwmIaRV2d5Lx6I5Xs65m19CEK9+hRt7jBKE/hbGB6EzBKhc924X5uNDmX0jisJ9QKD+ZT+MaTn8EexsktIfhAOnYvp8Mu+mFcauPJTG+K5grYbO/4fQL4vc+3x3J8xXXMiVKcbICPdLQ3ZcanfkUVGrJjuBz5y53hnKVf6mKhHjF8PAWAhR91EDpqmoM8U/rxiG0+3aXyw/oMBw0rVGY9CH7ANnnNeahJ9U5SJnuReWI6nGCAfPJIL8XaDyECtxM0YaNlpUidFMhUHG2Chukh/t8KZ7w88/zBg8HPxjHELsvQfhw3QcXlEfoYAzDpyK1W0uzczb91p84tThF+pn31NbRXCAynAipbdjA7fW8EK82l6o0+8hSa82LxKza7b8jRrO/6OhbyF5fF7cf/PVHhEeeKFheB4MaN80vjzqnUAlW8n0HZZfI2VVAZPNIzbOOsyDpvJbZ4bNIQVW0CuKnkBwGNFrrkSIUKvhrhu/DtaWVebw3t4X8M999gCs/mjEXDiN3AIz970NM49uUVR9g6B9j1kGY9YWcTzEczD62HBKOkw52MFNYtfn2pwGRHJ/SZIKtBWbxdzkUs7wV279KjvZfNUUhql2K1O7SN3MT/ndFFnV02bxgAAOykg3fAL7j7QE0yLRV2hmosjNXQuJsJWSjdoh676p3rDFNUsjUiDuCzaub5ZX0rVQ0U9uQZzAnzLddoubAhr9gvxpWZzG0YeJGhitYgyQSixD6GSbsOjw97itvatB0URPanwbli2bxvoTFHMqOozdGguiY6rtXeuloACuGEy6HSAOxB3+aUasURvlrb6YwL+CkUXfQIGrPfyQjnsbSx027wd8JhXj+9PefsGzeWGQ8z5PifO60zLElWM/yKTuah89dIHEYJf5cfs1y1TbuT+aNDs4nflFNAWFFjjnhZJ2njiV8poIub0MnE+1qQ/N2SGsyUbn3YBqGxQ9wivHub2Z3m7QVaXnDBdB8oa23QLC8Go9Oza9p0f9wEvtOZklt1u26SPBWISHDNdrp99JShG7fQBGcHXm5SbXPxYxCYt8Gu75vb2jpJmcSTGbzM+++LBCzMZXzNICQud2po1VOF7eXMAsjBYBViS/5qDVN7AADoxPDC8tZqDGsHwBeGLx4NpSWj6OehwsRiVWMM1f8sWOw52GH8Bua84adaaBZWslANd2rCMtMLY/XdXZwJu3z4yJ/LmDCjhbiDLjPkDa3eBve2BxtRVW6yHgoHe+RvuAqxLYHUSv1pOh7bP/1E8nSbR3owoBnI2TTyUbRHr65Z2o0z0IyBCWUFoM/nbDVwHr/MwlNRtVJk97CexIZ2+S4lO+8k0NtrUQyVpkTZNPExbrRUZ6xhcZ3lyi4KrasEQ2AXoi7PPR3QJqWTyPUSNcCE0HObqWTvtO8b6n1QE66aSW96CYs7d0B4H8G9j/2b+6uKwcehHgmrbAT4G8zhNY2GEdGE8gDm/4fDSF/EpCuoRi35WK+ADAWZL7z60I7h+scZmldtscPpBv2N2S1GUVR1C3mI4EeptCXxhwa+G2dIcDqb1jKeCmK6ecdXjLtfYDX2aUk7gzC4YPqb7JDdknbwLCC5Y3yR0tmH83XCxyDioPrsj+ebWdzqO84zkk4WQ71lATwyK34JsZqOOD+aFhML9sWfdymwlI5Hw6XMfb0lO/MxltBX6oKzP1LMD+geWGnW45UiJ3WJNLVGo89mK3dMgh7R9WRUPDlvSPjG7sap39C5yIHDLKJhQ409q192Ld5shTuxtG3S7aQg1fPjqN9fJh+xLwrb5pbFmHIRz7ebDB2TzivgYILiAteXGWNzjrMUiD9p3En+UaVDha1WrHVTjcaph0FZke7ldNNPinJ9GzGcwXP9wIJHQCSO1HuY2LcECFVZro/GYfNzUAWiiRkl3U7i8o6vFz37Dg79vrGTE85fqZ9P+w9QXoKaahTm//lRQc7yAXIQ4xewUxzDr482wsX3pAC6oxcwP2Wmwj9GBCX2nlcKH5/jIM8OHIOu/DF8tNbSfLbAtw/vTxl1zrbg8itrjVUxdVyJs3l+pXhrGfrs2QO2K262mbJ9P7lAzZYKqLI9pTMKCBw+a5kxJPEe+8W2BL9KYwuOrfWMtyIPD2RWFnuaKKQbOsBpPgsQoaVNTpcUVtEWKC/eA89M3Un4U7Gb0RiYVpT3Jya4qDmNfySjQLfg/zecn0VXM7KPgU/LqruvdvND5zCHiBjcldU19RWPeYMujjaJGzvTmqhx45WpRNlTLcXweQCTgLcOMSsFmEeId4vqTtvmMLd334wkY2FoRHLYYFdIMf5Jg8qjdVb3QdI4ROk5bRQPvoKvX12lgoN0nFU/xKYsMKa5/5JmUWYL8zGmEYcZ9hgYmzXwYq61v8rmimU3J8N2UOPvw3Mkp0U7V050dgGF6NvGWjzZuSGhy8ug2jHB7B1GU7CKPbFtNtbkuXFg11YZt2v4JujYZmWKFVHSn//c+qRVHriFzkvFkGcNZ93NrzSbFDeHG5E04RJCPFsfrkQVLYcpW8lX0XtZtOXY3zFLYONGjnjn8r+cUPNF4aot5GPFQupGeTspGvBczt64cs6ZacLM7NYGCY1ZkwBk1DMtbLEfebPTYHsOcYg++iHuri5adNXLYUOo8IaTzpgJ3P3Y/rSTQSLQkPXDqZg5QlcHH180scH/AqJd7ohnxmtjPV9w+bfb8yIyCfJFZ37pHTTUcC0kQV0aN267Q6Ixpr2QXk3rwLznmnMJrMZfztZKMq5HupjrTswimWmkmi5Cqt3jPeX6Q8qV9rVVxxhhrMlJxaOCEtjxtWAoOObQKiik9cR3TqG7m4fOYkxn+G0RVVRYYy/89baLMPonkqhSPW7mqCXE68qUrgBb7Jh8u3MafLaJ8TTS3QZFrmFTUKUX4cw6yTnXiC1MWx5UXsTcL42wcEGowf+wWJWQwN55vdkbb/Z8KQwn2309EmpuB/d65w+kIQfWMWI5oa19QD21+XGiStMBZLvT+/ZFjjdyyp9Seje8Q2bnTXL87kWPGlwTbM8kWyfeZ9H2VhIKzyxoTM1MYICDJ7Kklo7sHbF5QCUNr6/RoMU8FfDq1AC0JAfczmsKKSI1eR2eZuLsLvXmqLM23nxeHob0BJShisb+/OPqToYaK40Ag/+YEW6fUMOsbv2cdoq41GIX2OD2wIhaFAb/vyjDoK0rUrcVpHejAWsmZwniLnjPD0LoQ4qyWErT30A2YAAAMKn2IkC5wGE0ygXiZUGeZYxAB9kneWLjL6q65fDvOPxW2oaTJAmQELi6eRHDh4gLUXA3hknGo8lFxqxslb1xOQ3/TNVa56eyZzkHnMeelZDs3pqPlxdQ8KXRD0HgjvHVl7fxjLhh95TvHBPunKQW8PtrfdHwQOBVIyaw96NjHJoe03JaozOx0hrxaVqOcAZCzaGrZZeijMq4mRfkLSibbiEzlyAnQVZL5fdMq68xEf0z1DA0wY7eZ7czLaeAZGnUhLpTPlb/yoLHK9mf38TOlVENuHwb22pc7oah+eBHTUbr6Q+qfHy8oT4Mj1cfZN3s+UT1FipugkWXDOr3/JIf1T7SL600Fpi26HDqXlCuY/AScggUKIT4kysNK07hpDwq/1Z54v32Afw+dbIWbPK8OMuuZMmwV0PO4GWg+NrZTwglyuqMpjs2cVXwuSTlzak2/EarfAe24rXBW3ztSnyJYlJNVsBsuxod2gCPDvtmtobru8GFp09Jwm2NReKNbHjqI7ZXdpQNZH6LavR3EMI4VEI0OvAiKledzIUx6b6gjoBV5SDsyITFpi2k4YVZ0zLdKH1ixpiQfYsFaurddtLXUGxqz2McxSTJA+Kv8zkt8g8F6jMn0NaVUMjOTYqGrHGgN0II8QIaHzw+nDsI3YsLztQBlAE2U4Ap7l9nNvqLQXnYvu1/OhuyVYJGj25kHx5oJ/L98kKCtRCQnu72ClnC0jhrWS+hBgqu/TIwrniO2YVGxhV2wU2u6KONlFVTECCRThI04vnpFPX4yMTyCU3qI+D+ixOHFYIlcuLtVTADAVOXxr113zN3AC6nuNtJLX/tgDYYRM7l1tJsuROb46k2aVxjed7x8/XnMBkePPauGeXNjRycMT9JN9Ujz0vqTl2GDV3b2GrtDAWdTB1Ww6mi56NtssWk6+vI7rBHOVupx1oIi8MYSoy0G8CGfWZzDiSIa15IHXDYz+IakLi2YrsNwX7F3w6+25vNkMX4zIwyviO50HtzJjU7g4vd7geiiGVT/xfm1ZRTTJGbef5roJHBKIua9H7zSau6+GyZGyX+t8xhtTdCTAxuIF1BmT54qQCMbplgtJkTBxgpz1gutgDGOjc+X16YAJlGXyAHjuA3ELn3PTRP9NtNF7i7faQlUixchIZqUnWcIGXvTtS2r/Xs8r5saQlYew8U0SNeRcqRJGdS/cCPLPGMXrEnQbGWI/ESU+ymibjfO4MBTEcn4SDozrB9HUVEhgrawty3bOgC3iPfiR2H+4Xx0rR9EoQ2zxUGTWDUjL9Iw8Y6VJuifpKTNf7WcTFjVlXi/e9fp9ZdhbZKQLyaNJpFUO4KVHbtkC59PIcF3jqwRCw67H2AehBySBjIncVjLkNdkERzrfFWs39xDXyovxQCFgkzf95PMbSrdgXQC+7Z+WpIMWj10shLsTSr+8AnuejtBOJq2WtubHwcAEjMI7uAkYhA0mXJtyuyK+Uvo/JaJsYEleYGYZO666MjC71V+hOgOHb3oEFRDdk7WmWCXGYYyCd/XR298PSgRBhx6qAakDAwPy/jyW4OJgYHAZuLGPeCUhbHfn3Y2xj6L3ruLFnB4qO5CjVGZs1RDfvzEeix+eFIyvpdoac9gqKdY3Q5usySKp+1QDOtrw2Iw6MhnUChf+LCxEJ+F/zZDi6jZO13hJXrjyyKCiSYDejDNDVECoNx8O+/PzoE+PoRb7vgX6wfyCblol+uhvYc44wwOzBtfzfeLzIjRWooGMVUE3L4NMl5XlmtijDidLoD5aj1h6VFNLjpVlJvVH2mctiOmh+7OiiYMJr6wh7gsW5OFr8xgVKZ2kqGiO2Zto8UK05Vut3R2Wq6HdnG0V6b9k/tCDb05Ifjyssc6BCMaAQeHkRmvt+anbuCs4Z15DbwdseBMh8s2MzWg3A8UDGXz+e/pAAAbAene+EvRDO07HmkdB6uXRLHn7M5AMupZ8JM7smMwaBn6hCNdDvw1yhbrPf14TjPMcBeVny59wmy204rwnXqkKWxJ7SClDAndu68rgUkaQteW7fWT0o+28Snmyp+VSF4BD3SSnNvSSpqEOhqfG3BXHBu++qjps5BECUENpwYsUdaS3YCU9Itv+OP7ODa756/YFSWxzCAj055ZRyCXcJ+/GdzmdSK41OTjGWTE3HesJjcLw0cFfcXo+nO4uepGeznz5hiGj1fdLEpjqzOg5Ktgw+0QoQwP19eivg8aZa1oJoVe8IODvYDY+UUrqe2NIeuvDttIyRboctEPko9ooijLuTC1eAoXZyUniHKA3Xqd1Vbg0wMJEgG+lgHz/BoUiwODei12O0RNWrQOi7w+lgIIRK8KaPqruy6SJNC9qeS1M2QzgY5o777HIWl6yfjWg5n9DIKCCvFe/WhMNw5grl4ibdWm8zJ/yulyzP4gZh8SxCz057O/lhJa8MUgR28O7clQla+EVCHsqoFLTAZOPXXc481Z5+60GMA8uPJpmRp4AnoxLWYoTDg3Z1QFCKMBarAN7tZIE9nP/jViB8q9/KmwJ5b4msTrTHcwHLWjSorK0YhUgV8Q/P2zgNcx19xoIo/qGH8dmYuoac1nGHe9MbEOr7WHpVHlNAtDZ1Iw3L9L1PAEL53JtveKtEKC6mE0bq9OwHOJW2JvRqjBgrftVyqu9j6BhV25zgG/jIO8whyqZQaWdQCFb0UOTR2hgv9fOyh7nAUArFopXtrtS+a5J08FO817FZ4XL4GeMMVfWL0BaAauIEFsTVY8v1jTjQc7ZBOe+QUWWRULiqPi88CH/cGZH1SQmsDq42y1EfESqicLr061mEzdrjcya6Kq0aXWXmR1G/AJVa/9XxXzSyoUTflCvuZ+IVdYB5m8p5ZnzwAXP0RGeH8WHi75jW5SNLGuIaRTpQlADSAMVSQxrWCl+pL6wg8uO82snqCjHNFqelW7kym0zzDgC3041dhxJCzrmNmE2HSFV5s1JwCwNnw6YAv97UZ2UqvxnudPdSpoEmguJ87MZBc5xE/taJmbg0DyUf0nXI4SlPcvHN1Pu1eoJ5KJHaR6A4xFwB8mhVREGPTDi3a5RNxa2LpE0sajuK1Id3skXJYegYWS21QeOWXqvkRGuE/X8l2aWJ7HOdv+91cvzSYVoVRPT+aUWM35Pk6t0PR/YgoZQ28IQ1sRdWxHfvz36By9jTveVHZaxuRHVkiWDoF1cRkVbvHSKdTVJaTD+OlJ5oGoK9Pgpkn/MbLUgx2gS6DUh7l4yH9g7vKfkUgAyQTud/6w/8WjyhcWME9sLzXop8uAM0dAzqvvNeuP2PKTLudwxpa5eBPFo0O3Dx31mQT4os/IttOrcZS/r7evWDJ5ay9rS3ErOCc57Vlyp1NNKiWLZp3vD3nbmlrmsF0ryU66HciRlzuuVLo/TtAtr15eBbA/k9m1DG4tnvNG9AY4kziFVx4LpU0SEDC97aPULH2DpO2wVtrdbTEOc7SfsaxO9Ra4o3dBkrjU7Ck9OoEStagdqKO4mhJoD2CFMp1OxupY0u2qMNDCyUZgzfnx5ZchtZ/BbBeNxwBTYwLoLt1yGTqaj+1mVgPZQEgWFh0v9A3G07wf9G9ZLzf+DqLJ9c/GhIpqTt52LEwhVXo3tp/GSsgRNHF2drL4yFS8QI48wd4w09K/0osrcuM2nmTRKlFdB+4QhMvHaOt+U807UUdwF7I35bM8Oo9ODZq55zXWCCeRIo0rHzTz4yc7LNXYlKSAem5p/RI/qcQxLFt7SEACCzsTMuxWArsmoX0ZHXB85zxuhcKDrV6qhN1TAJl3fU9TLuJ39zQK/pjNNiuPxD7NV+CZJZBVlLbcLL4WcZ5noU3Qe94GvWy6gzsAE2XJE22r+dHYJjMBAH+To1TinXLTWijPfR/Y+HqUi2SUWjZ+C5sPC6Zrgq6QZQjmrA0t2/l8OLvJvAoHoyNGk30adCpYIRzTBmSC3AbSpt0dXFZ3yd79bHcVMH9PcnGXEx4RadBQfQenLM5xFZYCO4sFUMD9FSRl9iyOfJ0zawnkVC5azk92ZM5cpSZztt1g/zF+KxtA+Gxp0tnxhIRlMTc6hy0hKPBFOJsY0ep8avBpADTmZS5wUd+Zh0VKv94CrKLlQ+LN2laFcR5opXoW54r1miIPRgdRLTaSUEzxOHZUQBshBuFLWXvfOzHlDGn2vvv/y/wo8xHA7gQ2BfrzZ+bLGcT+HBDMo/Vjo0pgkuCiQwRAB6SxILa0EqBDkxZPBtkA9woqo3ka9F18Hz0GaYO4f2HYjF8pmg+e/OWvdBdZJ913i3QXLPvOKYygxiqd/s2rUwvvzZ+LQgkfuXbElp6FG9NAmPfImMvJ+u/PM+R383up2wz2fbBiGcqxNAv2hT+YhH7rgGa1O+l5Tuq3RnO+eNSA7Obsc5piX12zy+cee1Jyny4trM2uUXTMdZW9uuiW+vRnzG+/8WRynygpnitPJdk9Ea2rmpzk6BO/lEZJDbvTyMdN98Df2uMV0lnDs9rT3R4dDgEaAUOlxteqMAE36jNvSP5VPdpr6su/IlJbqQ6K2Z4FzQU3TL4LsefBwV4uZyH6kG/KK4IlYTLLswz/OAzMEur4ouZD3+duocKmgBi0PigvxVcDWgp/U6J3q62LzXi/bVYLrS+pdIhmgEHUSuHZk1vMvBfNkXeY7AtJkJDyljbbqPX3vMwpihRCEhPJe8HFCJevFMK33z2tSJL2UcCtWoTGY8scO8Cb+6KSliERcDT1OXhDtQ+2Ky786vHy/f9+MLRoqHvePZe/JFvF+kcIqh8B8CX5jA4Vf8eU2anCLp395RrI9QWO8uFiaXbMMtLmhf1+IrpxC+kpRftBgDxh2KUCNUB8gwq0upFoXYm5x3ZlQyebuHy/Ulsgdoukc1zUv0l17m5UY9P6++4fnZ/P9qBWHo7fvuX77EggWCopvOdAhZuJmtGCTkCA+cTTBF4OXsxhZewx8CNSU5W4zXalEHRLWYJvTNkbVJmjAL1Dh53ed7StghbGmVEBIS3BDW+9p0XJpBy1QuPEbPRuvmVYF709urS1nAaMsj2jtBI/pyVrr/1CBnFeiegN+dghga7r3PTVILKZgO6nHPz9kJTa4YVtb7mtAyN1cuAXty6o8K2uY+L4ir0RdgHEN/Yt/T16jKAhiIIk7lEG8dq3leuicMRPYL2uP+ilIZNOu9xAA8v1cqz7YwBOv5KrGRzx3jfM3XHdRl9KyWnzHtnH9vM+iOuP6Yms0XQ3auefccMCMCXoWfyjmagnw6nGTva0Fcb/XfU8R96VBI2fDQlJp5ou2at4UgWDtr8nJdeHPDxOt/U+TufseVTVIY3BIdptVyj7ZGJ0vtzHc6TKynAJH8tibeJCKZRVRRZq5NjhTt8TwuWINdO4vC/MnY2E8x7YkPpZDH8kehlE7kVEsNNqo9AHEMXCOivq1+Es330YDcv6nNaprxf79m8MYhDaDJGmE2UqM9TGYx8v9YrSvQp90V7222ZiysT5bdXyOBt637OWdqCo8GjNmIn4K7zYbbgoVkQlQeAYIqpX/ny+daIUkrl7H0JDng8Rp8MaoWwTqfknfW7biGrG4LS61P/GZUOUyYwUvX2Oz2Ia6jCHlcPtrt9wU2ghaUkYd69uNRHPAu5LjQpRbGtm2aby0pPD0styFSJevvP8dPzZcnOx9+bWmJqlaGdyD33dYPqjBz8lzyYB78pikCT/N3bJQ/zeAH2cLJwMmPcx+Fac8VvnsASyUqR/rkNq4wtHB1qs120bdAwx8sZcttg4N1WPYhPiSHu1zu1hc2uXjSLas1k+BpWwmHQi9JqshBeLRGMJVpUczBrS1E0+dIC6sbU6jItwaccjYBO3t1+HkdudvnrHqWP20QEXZTTPQ2g+OreK54z/xQz9JJP+9lKwg2QX2f/6ypb+nMiaxRWxc5XKt2TT7GDXt0hK7l+/N40AoqCuGl3EUgpIVI4b7NC54+vkwvIt3zp0t7PU1dxYbwiiccTY3Un+KNL/k9klDYF2T7ymHkppeeH1qtU7g3VhlP7jSI6IVjZUORW3AvA7ulg91/OG9lWWHtWvFzjfEYRBb7Y2Ua1LFYKH/zDBjwU/gfCcak6aeM92rV/f1h+2V+pkQVbBx06BCrAMrzvM7N7845/hNLOijx0kDXtjt2w784+XeuVSCRTTIH1/yCXaF+OR71kPjBQ0iW+NPuGh0VvxDgnGlJkJbucfKZ5sxgC5kJ0iHPiiPQLDUYRNYBoYBjy6qt7ds4iGiU+77FX6c1MTYJ61AlEck4PXbaFSFwel1SAFizQzARMbScmJPCswWsGeU7I2G7z+N2ed02yPWT1WzBHfYyatF3g91lZEOj5A/weVbVh87Ph+qCXN24GLw++Wk5/44qRus/CfozEWZ9kbSTcOyhmv4o2Q860HbnAUWhSrDUTqtnK8PVhXQqPY9KNP18XxIu4e9YUsAAFVsFyDXIpllmGxsIwoDfhFo6LQ2C1u8ZYPCAokkxB2HI4XsGG5o06buVuDttZxPchBgxAFw7Y6gtpMTUdxWu+bIruRYrAFB3g1sLU5FqcJCh4PZgq1e6SZylvak/ddX0ugDvlQQlsSjYq33KnS4nuyfIvI9b4Qd3ys+pWg6nSLl4IchtxHzKZw3t7NDMqpcXrncYRur+hotJTCsLhaH/QjLjELEKclJwLww3zOuSzVtIe8vZNkKzLdXT0HDV32J1UnNGcOe2CraE3vKwO8EHVPyHAEz5yhsuEVhLKKUNPzb+Qyg7uZNgKkhyjHhvB7gyu7T42HuyXA49YU1uXhlAsK+vMijZBXuncXcjbbgNDZ6iZjF+aL6SHyDE2WZAWYW8DGIlv4lJFoneEuCCSrotMaSbYQ59RecnhWDQ7073oEsoGe7HXDTgHl03wmXlWwPeD8+dar4fuBoMU51pYs6m7bk07zm+I1/A+Wo/6buAoFl/TMGA6f3xmoSsk+WYnmf1T8fOVEn7fs+C7P+JplaRmHj71zvaIxtdWgrKxLmK6Zi2f8Fs3WoSzdLaSapsRb7HTp+moxjKJz7ZQgxJcC97cl5wZ2WUb4COpIACCveTAd/EERVEd9UnXvo24D1EHaPC1FzuJceWglrVGaEqljcb5brNjVqLgX8fOXRaf4kv1hAD+2GzbZ2sm0FIqkFfOvLosbeQO+SlQDjdPmd4R/jNVWc+ABX2O7sKR3WC0WS8ddd39xmQek4UermfL6rsRvj5VmWoZVYor/wPGSHmKZz9PHIu3w2jx+Hfyb00aOiL+2tAXzk4u1SUiBoXJ+9fo5NICvoGjGBr8JlTlkTP/uvdlHEjqQhsNg3cl63Cb2rUlpH/ZN+cTZZs0N//ktkf97gZhQ0KntyLTx9QhGGaMZPxouSA2xfCV53h4/+ZkOYvszJOr7k+Up1fxgoVWZW9h6CFLCVETqYouItARm+oE39QdfLPFa0gjSP/AMv0wOrRt4ZR2CL3hW20rHdWfi5NbNdxdiNXj7bPDN+Typ/r67zAlT1BMB8XTdm0SNfmJWz6g8gGchJ1YU0jBwb3YXjMkhcr1gT6cM53fPUmc1nd7m3yzalpIvTgdRORo/NVY8a514P4ng7TaAevR9AcXqQWgOhxMkuwS/f0UM2CUjjgCIivDQ0+uFzfLduNnpAAuV5zO0oRkjCdqkp1la6mJsLRWQSLYss8lEv/4z5u9g2E2NdJejh3GGJk+LkRatxWNCfaU7B3QIUrYhYKjGmwE1/B7/dr3mn2EaPHSb/iPEHvlmwn8NcI/KcLADSQ1PL4c/pzjJooIl2tGkQbvRXZj9pChg9cw/sfmMzG9XU+8/jZ9FW3YPjk7/j4z+hkS/qTAydva4GLLV/XGRwMSebXlximXOQUe1PqsSTnCt2K0xxjZd00z6lvT8L0JtVxhCsgp+eGR1UAl+7qSaBMrDzzMX95WsuWlgQUlTLNuJdkVbFfeXm52iZmTNoiIYNAePgw6E6dhzONFr39mQx0I12vjuAL/5jraI7Ai++M/oMA/ilpbrRNU9i5z4bOuTNT3+rq6npoEqooQshLVXHvh52B70yz97J/KKubIaQ7ERfW5fD+Kb8LDZVkhusshUgW0NTKtQGSqglQba2gZoUQAeCkVzG8iKbIypfsv4zS9ueBIe1oavX3u2uNw9sKPnizuDs7JfKGk+W7b08DtmixHx5K/ikpJM+tUs+UHhNuT6DCZ7ln38CGD7F6zlsbtU0CJR6wLrqSdr++ATAkiE2yJfwPo5Fl+Ob3d26vVrG7T9ES6dZl2zt4Af1MCKhQiyX7mdBP5OtwJK1ePw4IGrNbH8Jda3W1g6MBgOFh4w5Ze+EbsewR9kNdhdO0NOulMrp0F7S09SuvhCxZfreMZkgI3M7rmzoY5BHcl8n+1E+tThcQf3ILCZyqHWzjItjmffBPjNFFr6v2BvekieDBhjRAg89ZRBLOVAH9ALzgfeZw6fjLvp+Wged0f3LDEaNaOjgX6sY7QVJmcvQ7GDq25NtbpQ+VpBT4TiNUOU3xJK6prQjprOpk5VtKzlR6r//BpVf0fLuWz34RaacgJkGNt5FEqR6W8reSmwRNKvWPV63hkh/AEoUM4TAHHRU0NttyLOqHuK9D43pAnmeqD90lKdAuJwvTViSJ6ZkZEzYm34/64FetoHLmsRqGMzxxp5rqzBRl/s6hFUCK0hcR6VJ0MB5QXgPnnsfg+KnASWT2MHRASwD2b+C2YA1/RRfjk7XSLLuJZBz1lvEtVcv4nkJRTFv/cWF8h1GGVB/SEyZygCOev3N6aWneqgCCTPNSwwOew9HmWnjrIgTnbVKsiUcR758cRg/T2Bd/nmw7GzjxEtuMxvRokUXl9sfMVKFWUc0MfV8V4HO7DVGEAZOYf7WphNp27nc3zF+z6A+R0zN/ziXsTc/xKLLL1QSBfZ+ghHutKJ5c/E4J0HGI6m/jZbh/Bs7ZS5s5RGLrtH0oaD+K4WIeyaXqqC2jD9vmR198simmq+o5OQdRQeDNC8iqogkpQTn8fLSAWFo5ZhvmnKLacWt7DeAECFPB9y4LX9RIJbWuiPGwWrxC2AMIohKazlOyZ15zQmMKEy688BcuIHtJfJxd15zQ1BYwTZorf1DS7pInVQIPpgCQUoLkSHaLuPvn7Y2OLaEtD3iE9HfXEnG21q22hIRoUWOV1Ib8LDiNxy0GIhhxjLSHdk39bKvfM1VsEDJE54REtegUkRyeY4m8y5cW9CsND/MnGoAfJgO/canZKv5hNnCGPvW8B3AZJ/BpkxMXwTKJzjKLU0BTdw4zhEWPXw+1CyTdCPtErW/VbBzzebvgpBTt3D+ek/ZhUFP0k39L775VvnZeOL4SRmb1YbyIBUrAsUGaSNMdpEzkhubazsb87bSdRt+kVelNONHZLRMig3rLc3b1CuQqX6Z0U+EHPdbG3oeZuCLHaM326aFn6RxYltvVoM3AC2KqKlpsVpYaJeRmN8Bs2KD6vx16XN5+xytCocUPpjKAgLmeNbhLPrh6KLqzfDJu9/gsWxmf+g4PXJkz5VbmSxivzsnXl3heYv+EcTlGMdeD13NvYLlF7n16TZcezZDXWtZQeRdMsoVxJ8KbpAJQEuoL+nXk0P5YCllpEMvDMuMEi/lFi5UCYJVcmtIZE39TL+1LDPaNOzUr66yBptv669feahED6HKFZ1YR8+WiEJwL8cGFx0yKgQMaR+zmCAyiy/vHoZybfnYBI/iVmsY7iW7QeqF7rNp6faSR35A8NjDVzoUoVtTX1x9yNKbw4AF3Nc9SBro/PaL8Y/r3h7BUR/Y2QfJWyg+bVUiHuvm8KxhO6vOFvgUXk6d/sFlZLT0lE/VsfYU+ZOowPcKqqJeXId3kkYGfd1iGILI6hML/6LDwZwY+xZNW7UyQG2kqMrmvpDExHW9ImSs9Z550roWocxBjuNz7b94eeW+5v4RGg8prBLHtMMTCmuSWeTujJSQJ8C5V/nkFb+z0vVO9vb+xQDKrTn2ewvGrnE4LGO1Ht9b5O9XG3SKfB+JRkL7OVuF/ybpS7I4yLcBSGrEuK8wbbRcBNB0rWjfyUsBttz9mGYsABdTpQ/ivx6ME8jHDQZLjhJg1CTq8hxnFsZ29T57ayemu88YC2/VWuZT81/hJLonV7pTMO4fGWT74gxS3D3KS2SjHwhhFC+9IJAStrjnr2n6l3qS4UD3hifM5WwmCXtHn0QC3Nels+1BFli7IUaVNZZmvJ85iLcog9GUpuGcLpsLfjmSHahwJ+wxv708V47okrVFC3gCyWKxfJ4uwtv9+tv7DheVF4O6lHtOPAwBLj+S5Af5jha070D8NMC5yrmStQnU68W4Pd6NqDRqzD+iGRtsg1VspNe+hEuR3MqZmmUpRNRt7diHnzUm31wubvB9Wnmjtx4/c8/oj/+gGa97oIahDExyoDKb0QfEZm5i1wAGTGIqQkDJT5cMkgm18JZcahH+OBEyzW6SF8CMnCY3uiTour83qfkkf8uSTEwMzrWKWJpG5M6dw+p0yPuQXFZtg/DZ+/9Nvt07TxV4CljWzp/oQD9bU1a05R2r+8z0LYihUFgW1GbwMrZMky9PteMJ+GVaxAalil0AzkkHiAm5o8LDXe5OlCVotDOY1nTs6zkAxS5rzEXye8zSGG8/22wuOVzeRckkKQ1MY0X2SCFt4Jn4MDucspbPns2K+V1wYptDZUNR/5dM6E7Nw7th2k7WPhDdRR6xQJV2uQZLsdOjlYpEHTWyzvU94+Y4Uxn2L3SSdCHLHoIWhXAf5yvtQybx1r+b+JIwF4sUfWtOxFd1jIenuu3YfHXNKbUXQ1oP7yO5ntF0WLXxErpz3qqHLYbWt6g8WFVlPvqVZzc8en8s2cOi6SGlElm7ubhoWzIjxAdj2nBu+vAEoHjVxFcENAWLXMZOLZs3VLcTK94Lhz/ktWzVffWFyNYlTirXCjN9cfND7c/STbFJ3EExNvELOjQUWqH4MMToJtyMRrM05yLXYxhoCUPqTOpGkZUH9+OpHTWd4Fax2Opz1ijBEbDX4zO1d3qQ23Cyf3b9pHxEgIH7ax86EEL4pAVEASCho5IoSHU2CVyzZqAmmHbZ5e4rQ3Ro2Pbq50o55cP2JYpFW9lAlAD6W+oTTMsxyWLYYpvG2b2RiG+FWXTOvVV5Y1k1ghPu/VNCilh9zDkqyNU4rZjptHV6dT+200AicwjqQ6PoznqxHbebNUAmxnqKbvlPVBSHqU11jCTWj0Ba0g1QMoTgnfDqOPGKTVmgai6AoO+YKm8KX6ugRCCS1A7gKwBbzGpuW/BfJK9GyQI+kbtcaAZv3eySQdnEmIYxlRLaOq46ON+jgqIZ2qMrsizGl/6GsbTEMGQshLTvLCSYjkZlBfgZpwLOihEfyJGFuWiycibQ72HgOUda791IKra9DsB9WlhSoJI7icL2CUNt5cq/vpTY6fAEqEISIjkUnSLnw8WDf2b5dBy5nHoTemrhkoIjQzI8iC6x+B1cNIIF3nfQvpCwCbh01xUZiTctfTvE3UPxuGn5x05cpBVAI5eGXLU0TpL2fzRzwlzGuzsMQ1W5dO+j2bDxkutoHD2NuaVsY+ncOTr5pIITICRsPBU/pd0KVSA4SHSV0E7p/oH07TiabqCDtlL1x1okZP+7gEjHKpLALYi77mjuonke2iQIUxc1oyJWEoMSJRIAUYHKe3HmSKmXAAExQZMyHxX2+Wd4TNvy7geG7OhCbWniydO9xezbQZTzKxq3dxDtAm8DfNw8b9xn4Lsu+KqvXnvyCMd1YJPC7AGq3niCprvc9JnUxOg1crqo4br5l/LnLhzjklyVzv0UVQSPkVrHCs+loa9bnZ392VNVf1WHgpgyP9hS7NjYzFP7B4hjlUfBrmpr7xucFxCkgSo3b1fBn8LaeX/7KVEuL87vYEhh5qYQLE6MyaD1PvA5zRjyzAnaVD5DsG2xsbS6KNQqZ+lk81MQZa8C5nhVfgBPNQfLGxFISV8Tul960RurJuNZXF1jMA4mq1BqAr3Y9ufVKxqlhfcIXKa1Cj6Jz2yjhm+iT3u8OkQ12kx48Z7GhMLja4JS4WGlarljgmr4I7Z/LEQHRQiNm24d6E2icDpKNuBiBxDwNDO4H/gBdLWnEwoF2ABIrOO4aDgxcQ88LCWAM0vUH+phFOOlL0CGZIHRdmCRAj26caVoAgObT6Qp34W+B+LtPYPjzZD+HhpYlULq+nHuUZtcVN3At6Y+/GH4ty0ozbeOuPKhFZw/3k5wptZ6hT0G6nUDqKZ199N0e2CpX7JKVvxGA01R1j+P/flTmAwRkip/gmjcZHFWzVn63g/vdmMO1BhEnVFZubY1dsoaohWTqNskSqfuCdrU1NeQhu28hsJsuSzA+/eC7sOjPFbhBOtWtojcSHGKULmd9HTAIlpOMz3mA8AbrnNHhGUeSBER11HgxwbBj9QCYO5eizFikVj+rsHfEMjoeROSv1ByreyDDKyUB7owAZRgjXmdlx3v+VTwZHa6stOxUIlcl/guyQqVjeibXEp1hLMQ7TJwQWjlWV6xB9OSrrOCVr6zEgKr7PmUH1Yhlmjr33lUQKpgusJL1ed+RLR962ljJOrZVXrFszCabYDebzn/GM8J0LLI0nhYncjJEtepzq9zDhm93LgTUjn4fw5vtJYN9kujCFQYc0vrpoI/PILoVded0xE5uyrfFg62Qy0/BOSx/oa1c+VPer7RFi6VUTXCWW0HZlAwcu+lQHs/T2k248C08tuZhzKcvH62KoC4f3UCejBCgIykIGE3DZoyojap2T/8hdzCEysC1xzkt639H8oAzK/fx+0DSAjDyRTLrXteMnrxbGuVHWyhdJFGr00ddSAg1x2lc/UumdajtVnEZ6d8vN6t5+yfJHIw+cxT1AdpJR062pigdMR8XIQ7E9/HjOtpcn0NIKvOhs+dCtb0GVNMzR7cyU5XZySdbgpo9p6iKkHiiBlloWd/uUOZZOaGqZsn8uHGb106gPe7ywPZ1A4BsC4ZcGovVQ8wR8vmtTEivT9wwZ+eB2PqAIsaz5MVbFTNp3r99fsZ5XSMedz5jjlXiH12jI2rMQ4u12w94TEvmbefz/ErdlwdVcZXl3AU2C6dLlMFDExokp0m+doNMvoFIrkVjJhWI6MieFuEkohT5T8PAyHp/1HUXLQM8WR4fiVvMcGZaGKNds5jt+sB/H9GPbHYtilmuN5nxr4rPfqirEQ6Fx5zbqPA2PdiRdpcpN9pqgj1SekOjqtIt6tP1OifODOKDFgRMYtF4rYl+UTDORfQ2Rn96yUGFjXOujFYx2hxa51lITP8qylmno9n9xyW8Vl2TFQGJ+pKEuOodEZKjG0nsqQAx+lAW9N9/3laG0MBfnTVllEbYAQW/UADCL1M4eVf3+fyPghOUaakFOHh/DLJim4PdoeNEs+PXN6TsNg5++qcVFtpwUiOZIPmZTDGt/AzwT5rDDZvSvpbWlR2W6EwYjReNisYMLM6G0Jg/9bmekQwhFD32ic1oHmkOHr06rWE8N9T4KoLuBu5mHmISW1oChFreIKnKJPzXLlB++sWzHzx+Z8lRp2XJPO+gudxhrAVjDSrIGmB1mwdbMXbciM5RYuqim3zZXyFnQT43gar0seRRms10VbyuvVFZImJ0q6lAONpRP+oiTbC4sZkctNcXFXl1+6Yj5c3rab1S0s1egmz1gsFURjUygJx5L7bMNEUVnIt+yJHIUBc+u1AFCK54KHJMvCd7c7JsnVF1I+Y86cESA0AHhpqKKpwj/lypKX/mJ806cVquDmRjFSOJWXIISh4uQC3ok0yZYFUBQRgS/8LzCIIC39eYblUtNlNKFrGVwbLiay4Q7cFgs1WTJAfN9nVT9SWSKqhn4v10IARcej2m66Ql7jhJHhJM8mJ6vKrZ9c40djS/TJdqAChu6jFDQEHuYr9V1l/DqiN7uBm4tMjlVv0peGxWDRDpfGXoFOq8z/5ZFpanCexyt+GifNztxPECY6CxEHFYEXzOElnDQ7OnRqHkJrnfGWySASzGXXWR2ndHTVytu6uachOFdGHgL8LknT5oT2d7TsUDDZusekasbRFDiXKMJdrjcTvAjfvNba+Fz6dUvpFgcifBy8nGQbGy2Vzav9uWkIm7DFiPFKk4lyeMtVZc9ajuLiVXnS4Bw6ju6jD4j7vnmlAE+PagAXgpEaZvJaqzf0osvMgNO73p0Cw2xmKsKiN35giYGb1L/GxkG9RDwrHzfdiUldaqyO3VmYAaE7ZEEAbtWGSDxTgpsG5YH80eIxJ24c6p3am34FI3jB5QOb6sBYKrx2pCURNGIgASNIz6eqws7SqgeMMnTjUeuYuuRyfuM4BreRRULIDfS667DKOQgnHFZKCYHtUFFcp294vjctEVRKKqC03rzEgtIyNZ+CzinRUEWTOBvs6vGzJWc7Y8YcpkaeOOGQ9vkDSsz0B8+wKXwTLcOPouGcAwhgaas/vr0rfM6O8FUil7DAN4Wm2IEFbduyImN8/x6R6+hjp5BuVOOm82rRFHVuydI9g3fyvTc2jrom1UVkrhNRoLKwl12CmN72/McGXMPLJe/KipzqUIrh+frWpEQOI9cutCbENn/F3xSLiXFoXG9BlCD+bvx6Wcn0Pshzjcp+5JegY5PqwGjOVIEhuo6W14QZ1Zu/njyTbpcfWPUEP70zpsBgTCPtWuCOqAaPZVJDu0Brv1nywDJEUh86HD7PE93NCdl6xB2QQZflDGpks984QQYjdNbPLhdX+gJihkh8FquGEXMxusoNQJKBEhaVltBohZzibcDpjej5cUepA3V5c387gGBm8yg/7CWipayxgAh8i2gbdJE3ncUiZbe9zp8/eJeY7r/x03V4b56VOBJXmKZ9GOZ6ihNFnKGCoxq2E/U8idgll+/jztyBeBKZG8hlc/a46wTIf2hc271A8RMncWJiVomPhWUi40qoNIsleB2fBK1Fv8faUkPPibqp14vu12r49Qd4n0fB4lBf6eotAcx1NdQ4nbeeQT5s/7hquP7jymjLhe+w8Vxo1sMccWLjhp6lfham1WgfDVPe7k2uXT0dMTjGkyvwBfb5N82Pfm9/nUioeWbOPfzfh4a9pI1+1s74HktyC7t6hy77bJ2QBKqsSAzT+qDOaclkrFKtZp68P1LHoZUbignmm4BanOE6GXFav5wUyPB2K5hyywB/89Wl0fdYAMy0pbaLX6Sp1GkjFgUm5vugtqB22L9bPPYG2jcoVCe0kJsDOP0p55Bx9muPR5OkiCtpZREggMV1tapsYZgbrlHnnj4oXGod67JFHuqUhCNXTPDnnb41uZPCdREffm5dEVwijIQj2vXtpfIL1qyJhzoxiIRxXcVJVnxQtfRjzHQfN7ePLSPfM23es39FsNkScgBiPFZ7M2uqJRFo8+//1UXR5xejOOTNDv6A+lYHcc0WTiUrfyNwBh3th8QBHk9tyIXicSZGRlFeY4YaoM1vn4HcI0VEf3ax91g1mE1z2dbxOUODIAy9omm4o55w36SkJdF6ek4VDi4ebdJXrYZdpf6ZMlJdYKL7lJN8WbxwR0AGGuDxgMyumxO3vMR7CBRljsqsaJTwi8EcLuCiR+DskiLekM4EgNnZwqYRUaWofZwe8B1REc8ITkR25JqTZQj23Ic8jgn4vFoKQWWpmFrudkgOZxwLnImxoASyIUndnOgcmrT3v/YcPoZXg26WIdUhnPkyVXgbWCjdj5ZaRMU53I4EQGAWfzq3cpTqALWHfbIqnsP331qSMGyzwMm9RpGT2Rat2sejffmHf5SV7/6f6RhNqHdfktPKZ2XpubfoXrRVexmQ/BpcH3/czuGqLxkg90b2z7Fs0r8qVh/l79UIBSRwuqrm8QHf+z4YEklbDVrNEH4Gotu/OnuW5agh77POWG/LYlr9WokH3DwgsZHk8dpnazc7WzOgPfTy8+XoOGF0if9JzfBloq7ykrdkc5rACTao4yYjFJaHTTj6Gky9+5ACxVYxZChHKrc8aiKeWbXSN7bYQxbXswZmIqD5wabPh7nnB0iorbwHSZJdSDGgWapEUP39P111M7/Kv9+nMWQouGQUZ6WjUjDYZSbIe4rpeqqee+9aAqD1XRvA3FjGC+ib8ro4BBfg6HqiHbrCxG5kwpXc+0qV6Qdja/OoXXXkRvW9lCYB3GDMEprSUu9SQU29haX51vQVkDH4u9XKGd8m4IKJeFSUgHhY7Mafa90g652q7uXOeDvqq1rWOdlwGv/ib5VbQZLiNEBvwgMP4TeKv4Cwl7l4N9dPlzEMWwTP7cSJ3To9SkX8EC7RyMr4wdsA8FZO8ePFGd90e/Q1Zr2ugLrFVDHgzU5wUEONCEV2fVwqCQB/UA2ho9UfDh7AkEwFhS4VO+h1loKAm3bE+5pfXkzI/y/CqJmNEjB2RLDzdw43K4S1olz7SyBqYOGbY9cuyBxG6q9eaYH//odduswv+G5idL7osTEdF/ZuQ8YSrM5VSQbVpQMCOiJuIiilyvp20gPI8X9Gadb2HU1IhyxfgpZkOPdVfQaJuOXvxJ5ED7dgAPbVnUBqnLlrn2/1fyWdL+rvtkDSiuYIvX8GCD/eDm0c7HkaSYqvP0tIoOGQGy7QaCcpBPAFA058Tgq6IxwUHwt5tAUYXULsson8gtZonjW9fQAQVygWed9GIJAWoU2EBH5FrLYsQhrpXWkYZ3Uj3eJa6A9SUw8giCHJK7VMwn1rGDqJM5/6P7s3YmAJ0HMmG9Mo4TN2uawRX7ZrJNBLVJ4bGXWzMvPb0JSrZjAHYbU17M1gOPgvFpiQGsTrIyy5RQxTb2e/CxWBufJ82yEGQjLHLIAJYEtxvJcbPZ5PuZprAX/vt1Sp1qFYTXm6ZC9zY9/8MHOv4TxnaAF/UWMU4R5nVJ1PTe0vTis5YTDQBhQiwa00+frMMKdPmoiP1GSj9xaRkXc6AZf9TkpFk/K6fPXL+Mvd6k8sto/YWZ8euyh08TG8fv6bSth2kb2yd7S2su0Rbo3g+HvrucWrbL32tMfjYWiMLsz8ciCmmfZRqdhfOKKH9ZgVfcl3KuQD+E/5Oua6MnDluLvGGGSPg/troZ7OAiOzige3c+CqVhN5ULrlAPiQBbtluptuWhtJOfDbfmC+DmXml6xknRZdYY4iWa+8AqbTqU3j7m+XxzpqYoZi+SWWv9ZI+Vb4xi36I8fEjmJHvaohe7sC3HKS0fAlNku8Di+yPfR90f6LswBXYcZYTVHiG/zr1nVfv2ktYsS9Tw4yJj3MqziMXqvb7tkJZ940RGEmSevHTYbOZb8K9fZoygnr2cNO2g1wqoV1cHhQin+HhYeihMjXn9VMgzL0eE/VjRz/W3TB28qCPpcsKdIYE3RFZGpfRaGupfQ160bC73k004KeTwa5wwcxFt5fzXfGSxjxnbAB5nTKVy7vxUEQqhmp6pFcv9vzo7UZMayqRKAQBfudLwByO88B5wNmdEBVRmVj3Y2CVmxy7DQF6hSQSb7LieLUOGoomqDW8LaYFxD2WatOmoer7vZJdfKPeDH96JbMxK7tNu2kBqE+kvWnhEDiP1OWwmEvvRGxaOAUMQ1UQ/fDAV8MOxuQ54mYHITvtTjcBPuoSQSPWqM2ohOzxtphk++YCD4yyJSzGxAKcyCoadpiXBPxlUby4ChrQ4XsDg0JF1BU48TBqoTcxmaaD1rLcfscvXwMCjNjrUo+OMa8qYtuKCPi9QBfiTfw0M1T/lX9OOkMPRFoGHoFKuYxKb3j6VT+k63xg+SERtEK5o65n/nrNAdSY0c5SQWZZVLnwI+VAgXpAnTbI1CrRuY71dQA9pwetrtDhYlXRuYXRzuQM3T+fks4zGvybae9Ig72SLOb2vgNQQzXvl1sPKQAQP1g/x69aqQmKCCmx5FSL2OmUcCifszDMZNQN0uBTmvEHsE+i25xOVXWvBBIRyn8pYvb4zeyeIvFAdLG5LgnxWwaroUuyjptMR8wkCt8Zc7/FjIqHGzWvOiOi/2EmGvQBEDyJTIxRrZ5O+3CdbJbhCMZrZZhzfQ+N0CtmB53vopt6Eyjcj7bKmWXG4Isbh/Zld8hkd+k2S3obKgDuoKCtt0nrvZXZg5Az+DEh3enjfAs2DvbgdF3f5EFLaHNElwu2yL6Kw9mN62vbHpSq/x0e8sqg24yLSN+IDF3H/lCECwUIHQykuJ/dftS4QkiOjPlA2rs8dyp+Esx+s/G75XR6MOVCJ7oTJfc5wdXbipG9IHfjty7SqjJ3T7QumL/XAZdPWPNDWT/KcvPYDvwQti0OTNooMmHmW16OUXVXs9oVKvGJe1DjLkrcS8D8sS2mTP4bmERTk5CxCHjLblL1fMd/SQPcd0EKY4hx6JIQHlWhP4jFdjRzqYaNZjrWf3vOcbecgb8/EniOq9S5zAHltAfk5ivwSfPQ7YzpbDNevOMODTXgMYPhATW+NfRCM8gunHONGGM/dUzla3W5COe0lP35whJJdtiqZotuP72xFbwvqP+t4Esm4hyz6HQe7a+Dnrzy+uSgjXNOGuS16lrLpQLc5v7oiWw909+xIiIc2yTplwrg/ww44b+QcStcTyLUC14bkkqt8CzUvCX33SDYmRP9Kdn1M+F9b/5oNjuSwoFgw973uA12/l0Hs85F95Z9vpnETEQwL2B+p8d+1trYM86052uHH906Ywikqaxx4ihNsqEoWBeUBJsiO/X4FS58nZpAGMY3qoGxg4nBrQh/1gR67zi+H50bTLHtFWei3bDxcskymQtE3BesyoyA4Wclo+5qAfCjheZ3cKoGWB+kZLM9SHmQ1uprCCgFbJYSqS1H/nKSG025aRjPvkmwqEYH+7+0I9RoPGL2nNkDJvghWDQBUeeW0wXPEXCnYf3qERPhDI5nPL4CggKdnud3+/2fJt5hfNfT1LW5Stw8NeR5G6UAoDAFavvD0FIWfpd0YJlOTNzxDhfBlwPYJ8mSogZVIXFW1T45NWF1qUzzriXmfVpKrOcOSBzRv/T4t8kLSI7uMJREpFpbNold2ylfJ/wvfeSO8xe1zwaErKQxhnskXz21NySK978ipXCuFnh/lR7rFDzhTDdZIzEIxMRPYPEgnSxAssRMffgSuzCp3q7H4cc1EdqqW/xeviOt+NudKmF1EWaEMwRC39709XZU47vPtLKJSSm1rq6q0yPa3LrwI6Xp1yZXv4JO/IeOTFwu5JJ8BFLo0vDF9AEXkFclNVX6QdO0VRsIIc1RuXENwa31yOtX2mq9ESoUgTf45cfirMQfTF5S2s8m7ZGERV3BEuvivXqKx3PQ+FF+oaGNtRWZyo6oJ7q7xmBdolX9Pfh0MoBqKxQi4cO3j/kMMmGbe57wLYUIVYgHprJUos2pQqpfOuDT6the7xdt5l0eWyvYrRytmQbecS/4HJyqJCu9NT8ybH7lkCmNDZI8BnpUPBAj5wGNtxiE29Lev9CJEJq2OySBQAdFobx/mRl+SmleB1fbks9y5QfgDHjcGleaKmDG+gZ7Fsn/oqPvBZhzIFJhwPmbo4hhSQLmJplgZRI2PJuSW2pnpDd8kdjrV24JxAKSiotOqOelv8/EsCQ8/8zRIXjUbNTlxtX/y5WPqyoUFNE23imwm45KzYsCtMq+2Cc1ewJqaJ0UUEuDVfBhCo9bfoP06q/LK7daj56XQ3LS3l7u7pyFf6pOJnoNUxpqeE0DSAK88cV4QKTYaXIjSQT3okNizZDXBvjy8mc6tqHdEilgGPF6+ptIDtka5PlZ8fIKgsYYmdyF8Q6PEedyK3OlaTNGcGXUpzYXbl29DsNX4kVIvTh7Afc2oQSohCeeIr1/6LkEWyimYbxOTa+Na6X8cvztIKEm2gnde+aqROfpb0s5tQoED3UD5dZOIIK4c6gkux7tD34HVEkLNfRwqxPAHTV00KEYrQBH7tq+U78sNccYnsG47U1lekcnRCQHW8JoJA/EJ7mpU2aqOS6q6rIKlzBUhW90+FxzagOCLVr/FIwsim7ctVh6oOLVAXxezRGeYC3YkswPFi9YV//H8qhhZgSz6MAm/8F7FInSXeDOyBOBHEiMteMEk1bcaJDgHDuHOg0zy4OwWOiPfU9r4E8XetYaXDnqYDRFxj7mXbSD/r9afmMHt8lhigaAlUYNpQDmk2sQQXpFetkTq7dVArMQca2L3ETC/BdzdYkdM2+2Z+rAcW9Pp60P3Rz0KG3Sztrx2Gzxty+xA2OIZ0INuN/VKKSF33VYcVuka0t29SjO0mD7KNQXEhMdF5+UrONFzPd7ADab1JzwFSf8TtGCNEqLlIw8KoSjZ+TvfN/5NxxrB/anupuj8RSYQOZcBMD59HmCJl7iQRxMHjg2h2PBy8p5YZaf1mqI7c7Ck+EnNeb794M8DCGwIoNv+h+HfKtessb2C5lQ7yshyEui52OSvoJiFtxg40hDQQigWYRIHgiukGGvV+fh2132ppf571P2gReSTfQrO23MTtkrpAZm2WRHJZu3kNXZWmjCnZNaOq/DI5GDT+lheDxzHlsj2tmweEhem68lEdYEV5Ospkz+sVPG3E82kg/3y+NkmF4MhTN4ziV/mWcT5R55c7w6AIfikyd9NP/HUaEVO/8Rqg/FtRvX7BpkAX6ZDhnmj8sqxgb0zgbmYtrym1MLHXi1TjYoXOgqFBBV9JyTycRmzW1Xr/Ae/rfPZgRALN2aeRKOQQWcfRI9PnbakYvEJ+64mk1lsxyO6uIdN6HCRl3TVnyoT6vP+Yh/MhJ2I2UPGgrkTNp2pZeDHAnH2TcQ1Yi4US7KpPfEIxPlKLK/q50D1aSzB1BxD6ryahRy1v1VNkH8jdYV4NX6R7J3YWefuUFwtcroUdxJYGrCGlfpnQ6moDwD2aGTMsHIPy537Wv0+rCePs8kLP8t7xd7Kfpt6WTabHhmI2UF7L4Qixv1q/l/Th9D2comOtxk80/Por0fn+SLKqNP5Qt0x9E74gQtcjWAPYq7SUnGixH5lGlT2EFpm5tFCuBcCj7Keo2N+T5Ph1lHM5O5TT5bFZcoh4eISG7z1YKVjVtKP259XmJGEe2NZHyOLZVQSBVz1ftEreRyF9a2XIYOfKSebTuYU3DGjOWKwpau1ytu0ahM4vnQvpLmjqqMENOy6NHRlQq2JkShhEI6EOissnO98Fq6varoZK3HD8MfSyNbQWWL4ax4P52rTh8dZ12rdp7F0SQUQpzzgPAX2p2XukwG9QiNJmZJTRtxqRNBvmlGKB4GLh2q7rbDnlktHLpX+io9BDH6hmD2NTL5lwhAERpLYHwSUPqXK0SZe3G0gP57pM0P9/i9/HQHoUwnMoFWsMWaWxRUDfudvi4586df840COUjetg9LbJavhde/2JN38PomQg/P+9q7COWDu7OVEr/cQtJSAQ+FkhfCD/rOTJ3Gb1CCxJkyDB7QxOCw0ouv4LtDi6M9lpdMCjwWie0wViY6SSTCk3B8r1v9Xqex3VIjF97Y01ZUnN5ufOYuKS+r/XUIvPdenRU9CUTKanuKcao6jiO6FEHYWIy98IJ5zS+6v0l+pTG2Hd/MYNfLyF9fCJMP1G5vE6ONJ0dekiRcR76guxFaYN4I9drkO9gzvB5bfrHEWZgkUpCCdWHLZej7R58AfozdI0ro9IgLoWlPeNgyhA/3NIMFPNkDajOQiXUdvwDy75dS7zmDxyz1hFFtT9tHTvceXi+E4tX7/A0pMrblYA+NX3vW3zlxX2rEhaug6V/iwrW2n2geYXIX+gZ4ceRLVMUFCQfPQ12mmUbwVZcv7Id1Wbko38FPe6x0Mzyc/9OtpHysTRPqT04Djj65Mw3DxisAO3w1QjN6BDIkyIzzqqEcsDsOEmp36UBDOk342y9uLnSXCCfmaeDtsZnmbUzSCQdwuAYgvfCsXBSpN1dmFBvgAA9ri6J7a+mSc8g6KV3uQ35sR5xvuLlr1JeV88c2dmIXCOYN+cwayXmRux+WHgfBr8IdTsRRgdLHv3Yz2izWJHUh0dyepD7FbyliWGZf6JD4XcRCLiUsdZC1iX4BB4tnyQwUsF6Ae5XSGNvoeBSrAmA8VYD7/IWCe9Fs99P8mcQa9MRlmVYB4nzqJBLxPuzqb6U0JyDatcoKwW0hN8asA37xx9oDmufE9+k4tGPQtciF7V86T+TFxqX/B+BsMf/XM4OXAA6gwfL1zJiSYGyHD4UargON6cDF3J5b+nJbDfhyET07ACCE9XiHK/gV7aTEKKg16UPjOgXQyRrEuTOvj6Dgi3wkMBFrQ4vEvmLpgOh8ABUdPHN63UfyZSQAHWy7Vjx/TT+2vtKxMZjNLKHRgDiLgVflSBCjaT9WSDdV6Ao97S3GQbDqKVqtTJQlefYZ7tIZyFRb/xl73wPr+gABwoFKj10jOm51f3SaYw8NGz6tAACGEun46jvgMQWTOvjuTlBdjzpRbFwPvUxFiuYK4TntbabSbrir9bCUg6UYulm3VEoDm3w254g+dVaTw9WXf9d8jF0TQWqphlTV6EDevYxeDMkKwOcXY2f1juAH6jZt1cMD9gCZRNQ7T6B10SNAJp2MIJ5YVpNfh8n3M93PZRIx4B1k6vJAf049cllr8fjLlR2vmYjDKL2O4ObX+cNdZ/v92cGeGz7b89dswqXr7WOb8CijdWApyqdIXiwIioThnUJ6qqjAolY1USSMM8ffDryMCNykkN7Nn1tZSRM8Chr2r4wX0RPA9OHiBzoI41VZmW/hApIw1FNqx0/Nzgo1St3kGoh+rbBu7JNK6jftv9rk1zsD65ZL64I3C2usrCCZyS8IMX2IIt+jh0ksnrZYZqkcrB1LhHuzdan/qtLeJ4XA+knO2xdSJyJh0FZTuwGMBTZElXFNhhAj2z1+VvRdO5TCBfOslfke339kwsofuwIiTU8yfBtnEJkJ/Epp4nh15drKfxCTGcDLphjUNX2dcd6TQOYATlPZ+Q3rZND1LVg6EeBoDn0ApfoBBb4fWIwKD2F82aJb35aVNeK4XJkAU7bymqRhLqa8fOw4QDZMhjAAe8yDpoMuXQ2B8K4nCDZZF/MrjoOMkxIo2eHTz5o/N8VMpEXonkELHjO5OPRTrCqPFq/ZuTufsatfuEtxHOYjbUIrXDSO/ksWKW0kDokgBVvWAn09Y4cJX9IT60SbYxqtrBxXZiJhBqWWg9thxdH6Qmkh2N0Xji+FS+79tRAA3RiGV+jHj1F20X2/dhhnJ8Q+xgEVNFuzcd8HZrTVhgSWenuljrXLKO+0Sm9QFYLg/Sl4lUc+tCHyzid6QYLJnZWnHs4mVL0xlpgTsocHvVQTLXskVV0vOiNTOttVRe7OYUoHvsR2cV9ALoUhmyz4/hAnmCEOyLz55T+5GlFE82SaG1VfuAXuBogX+bg3mI/4MWudgIQL1QE502lqwU3YgDY6ieBdjbSkS/vuG0f5wgeZTDxUqZalpOyAEVb+5FyI4u1cDJM4hCyIaM3so3OzC1eybRH9cTcFcSQxRzX1WY3mabkTauKbcGZb5lPYuN0NSpuuDsD78PpbF2wWhbJlZGlmgnUZABGAgqlgfmikzk2xsH65UgDMmkEYX0cPtqZsnHLY14l1AOxviGzYsrMiF3OJFRFhX0OSIT1IgOFuBlxpxxoIsm0tR1CmCer8EAi/72c7xEgqtgAOkDfgDTxJFAAEDfhhmzO3lGqe+J66NP0kacxzBmFBfk9FnHuz56cTgxqSV7KeoNDOkk1BJqkTrsbmEYnGQRHwluuE6NCx1n9sxB+C+soJAqE9GvYS136ueBZ0OPSKxL7ZCVE0S/OuMArqi6TuUp4hSK9PiFWkkpFX1oIeO+82W9fLfita48m5ng6dovYHDPWdIMmptfOH5utSBTY6fOqNvJ8NSc01V2KPgEyjy3Ci8Afx89Wel2t/PehYQqzMAMKEadjpY3RGncD+LxlFxzurU73ie1FtDpmqciKoUhNx/oCTTmbkQ1MBBKW18fu23EzUh8Z1uPW9XtHUF0JZSQdnfmxCSScEun/K1EOnjYTHBXX6z+EK2R9+/bO87/0K4rS3hPR50AqS4LmTdozmOHb916HgPG3nObu2LH6enLAx79zbYgXBzY8jML0bz42+zV5aX5AMISoiHYgt6qogAK8plwabukiLkeC9O5TzXRPKbp1SQm+/piTj8ak9GiCrKzwytwZIrpqLZeA4M4XYbna2Fb1P1Wnjx1o4hTh9dRPBSdzz2CBvH1ub4ZLGrL8K1+rni+JRjARIAxMneVjRfge1m8z3g7lTGjn48gA+m7qskR2yEjS29oy0QFofo7ScTq+dJb9CZtMWNtBIF0lNuoDOklqMp7Qc9xXA0MCkB+sJ9psODFwYkYKNzIbqH2EC10x6fHavve9cYEjjUYpxC/5QFPxllXA8SkWEsSZ86XjX2i67/K9dkNAx/O2CTCyH4NfLrDTJSFmyGJ4xUEbDccxAvPdg3cEvRvVMn3RTMs8CD3g2rdYirWxE1yG9ee80wK0KsAEXV/hcMwKLrm3kBnHRsvN2wBvljwTxGkwdf2lDitUIl50tMvMR7le0DDPEBmnHckwKcMgoxQVOB6/yhKnlXsxob6cTvvcaQYgkgIlynbu60QNE/b8dDZAk7PjyrG2vOm5/awXQAEcTenx9jRdBsaRaIdvBtFpK8Mt/NJ/fxYeLTsXDsHKDgkRj52lJhXIFqfj0ICNSc/SELACfDjxJyvydimFvBzOdgDWhjPwx3YWq5kfIodx2DsVbI8z+k2v8TYLWCw2+IvIPUJxfg+ZemDx2hOaQ71zScybmMwQLnj1uwB9S8Ucswf4IriTwKaImxGHB6lgG0/xWvmEimFVAijczZVXpxN9j7qIFNi28gDo5PJdYWWZ2hhwB/Ysr65QN49QBjOK2+k/FK7m8KhL4PCJNi4YeGWsgT5qLyb4Npp0dXa3k+1ZU0dZKfiyLu8GYmKiI5q3uAfmjT6ArbIUZLcQAfGGMop9N05R85P+eauQ4C7COAb90kFB8Zt27lA5hQBQQgRy7gA8d3jX6eer2b/GHiu2OUSyeUtOPAbSituVJfmpXt6I+kDQAbdH2wscl+zP0Q1xirk0ifBZCyFwJpiSyKnrzlXEpOuInZoAbaRms1XGd+ghTSidXXE1MA8c883KQ5w/KDpKVl3un/TcF5QQlbibZWmvs4VWjHPieaJc3IYneQX+kUWJCoeLP4GJf7HkQ7GnQtaa9BPd6jFGmbjK+yYu8XMsyvr1BAOGAQahoFQxF+ZwlxH+/ov6RXj96MO9tZChq69pJ3ViIq40w25vGnfNXSk4PGKUrznCq0tMeXq/k8zI2rpZ1JtVBqe4glOW9Eb6Z/+gerdFX+Bm/kt5fODMYXrs+sAtp+NiASBXvjy6/zR8XuZdHWBpfU++Y59RVAEVAj8LaImDKritXILN8plQrrPCGOvgQWBAAk/7C0DNXCbdNSkoEN8fprJQoI2yOBkOYq3kRToSIKYgdOCbH34ClFu1j8z6DYSKPthl+2Q16kIUwvoKMUt06AddHvbvNZZ1Ll8kAAzppY9clP9vbretaYvcB2i0KP8ECuugg1Uf/fr4hmtkC5ILmqSArnpx/Y3KSwNF2G+V0HG6n+upO4FszxdHXYCk6KiXGGad0OvKEV2W0goABeclrKa8C4AOHkZ4q2+SDEzTWfdVYrCK1tIywFopdpigfropwMH7CV+1D+v5npetgg1vk6d2UrUUbR1jBH5aRMTzdsxboxwMTh1ae8gNN5KonpZ27FrsFbTSpH2cOI6Usa3+WrdACskeyfHNyvyqXs/bx+Z1o+hsEjhyRcnwKvXblX2lqvn9npr9l2gzgXmB911Ct5M2M+mAgEcXbmidv6jJiwh5TlgqlE2duehVLLNQ5szmmKd8OAKlcjymoT7+LHCaqrE0oq2+enhieGD5zNR+e1Mud4DRgRTir8QTsL+kUb/ju7jMwar1d8sr8Y/26ylCRE2HXlL7wnaD+HWh6jjY6VhALyTzPnMP7dRgD8SsplqCZeMUxiexza3ArMUDbGIrVvTa4eWOD/WxVg3xHc5iwQCLw2aDnVulVOXbVlIn8gfDmbMYdIHWks5F7U6pBiHKgjRra/Nspdut64SBQ2dHuCcucIKi+cBdOnXn1RxfkNXp9V41eu2PN8Gb5Bgkr9YPyrLhmizS7WZ5SmX5D161F0FvPGlQEJRn1sSglaGPivTWFvCxQ8tLIw/Au+siTcdqog0Br/LWZpJFy42EiFx+zqljZ1ObgL4pdR4nufWlfKV5seC3JMzaynv+EuVltpnUlA+rnHbSrLYpuU34HFxg+PK8KHxxZK+Kc6rdB/nE5tyowlrD1rtbzhRfzJSbuc5iW7Bw0UGmusN/RWGNorZN05a7FZMVmc4wXeDWuKA+8xWgv394TQSPoCT/GBOHg+7romVWnTmi3lgs8j0/7ypZwmAI1Ctw46Un3W07vC64/jvqhxIBVVvsSN2O1Q2icCaOdViBzFCdVu5FgWYdF2SF6r0nAfYL17sgJr6fjF4wpZK0HuUPFustCbmtoy4a96mQEEKx8/sBzwwSMS6BQP7klPCKBbKS7MrpPt4uiXQQ0xYJAW85CKw+P6uefUbpYQkhthaVNSUwaiB/+H5O1zpGy+FMOZc5A7nE94toaJpO92ryd3acAmbSIaUbjMfpj7l0RPrqaIvQY4X/XISOHCHCMVD5epLpAYqs4Dh0Ms8stGYVTJL96dGhjrYTPOClV8Cpi/AiAWlPFTLdKO9AndsYGkUExFkYs3hmmq+IYtXYwaESYti1XB5ezm1nuXJ9DLwnLfdB8J3YMZnVsifPNmTRYR089iXuCtVuOWuj6tEqJ0ovcLW8vqgWVeTyigC+DgWwxDgQEiN/mM+Pitbl6oWWzttGBDZlbT8bImN7TSADRvJlbjnTRxDrgFcdrMnXcMXMPZlZGvFdqn0+ZlTJx7ZpeRZfayndZd5NzSbKD9y2ChtxXNdxLa7t1rLsrLLcbtctogJu9OPDYySFGhzQsVOqZtoHFTC0qDjBwBkRmPUzV2781vykywsN1YmqzcC56MhTDraeRqZ7ybVWucB8ufoj3qUcFXOREzylw2eQqkHvDX4Ejc3uc6BsVdAicEMZZk4aSP4WV5+GBC+iiFQFBBhI5XaOavjpLa9x/cxloqESvgFK/QU5+2KKQZg5+vpY8/Ga3pOVQqqQr7ilqX5GWwh4LQQxFbkr3DgdxhYFEZEORz5fN20VMbkOBbObSQPnHb87ZpUg+DUxpvSuu5uHLWJowUEmo3YaQnlEkYn2hIZRLnBMSMY70N1HcJnMSTj7v1J1066FHaCi8atGbScmACqvBctzsJvlPa6p0CgPIvxrmJlEarVp74qOTDgSt8TB3pukmlGzITCurUWGnwY/iumN44t3MLGwfCNISeBfqKV/aH8wjRyN1wtvr2oNfoyWWF7UsuNWRAYZY4KZFw7zuikP/ZqJsjLaAVeCPCi5v1GTFj9BmGTI+J6tpW6IMJAazbLO0a28BjIJmSUf+TH+mfLFKnx9QidV0MEinTiWFhwrYE/bGFFO8I66PnJozM7Z5tL3IqTlh0WLcKB3HXN1K1Q5Z5XJxBuJf/qZ0BTtoSGdoit+tU+XV2LK5ZR2vSR+oIBoAxghdbrdlnc1+p2AJclRxCZ5fKpk+KuzAldRE9illqVlHaOi6wEHisQmnAPvgas1B2ZzMDvQuOQkOABTIpcuf0n/78bP48Qjo/6/djlzcmBiYCv46aL/KbvSpPyJhtJCJ/gijoCi1SgnAhFQ40jZ5biHcA2hABFThV835jaz+TJP8VYwMGR4sCHWHWpsb/2EVALD6bcHiAkyLc9KTocWfJVtOplIuhH8UPcFen2s5MjVEqjWFBpzYAvVthOgJO9nsv1pvu4Rctad5faMRmbPx2JjMbxRcF7ly7rC441dxM3nSKQ4iuDLV7lZZei6Pmi4ljQtMYo0yttPj4Pgvbs1aAHZV/G9K4g75+QO6jjSff4QDoxoOEsfUd4cKw/lAqJEOqBUEedtS61Z6FY+g+FpyhIZTwulx/zqa8kDAy4edH27bWY1unEmIXswciMM3BC3zclbNnQif3HmRI6euCPz5OmSGPJPDQ4h8zeFd8BkdEJDU6bQQo2Z4v3wRKUhtW3rsCpHyV8v9QyFo8bRh4f+sRC2y94z1Z7zaop0qARO2hDyfX3g+aCdHggfys/RkBGQ05Igaj8MWApAbrvODHxxuMwuf7EzweN0M1uE2H9IyXLaisX+IAKTYmjy9HquytZpt+PbgZcCG82135kY4E9fdgQPvILcvX37qfqtV7a4Vog1p37sUnxgnQjhAYsFFDrZI0pUVTujt3QEY4YVDyavIkrN/WUQBJ1gV3S3wBT/+H8ZsQCmSAPDoJ4leOgWbHezZ6sf0OXI3XrXe0VWGVPJTax+hgVutU5f7zgfSWfYWHmPx0wQVJo96i8wGy0q9jrANnRj5bST41nrcCfkWkjauGmbdsGL3mF3YNiHVIoOYdIB7qRfeYWbMaN3q15qzM54DXViSGgGvlFJNha1jLkKb6k+FLBeMts/hCi3IArg379DVetweBhJnz+8Zirgp3x6wBFyg7/s7l8/Eh/UMlcLkP3UNJlu9Pr51GGbe52kNpZxvyhzQ+N6eC6jv1sxE1zEBtTumyatZSWChmWTxBgMEH9rlLnappb6cBTh4yvyOA5fCzOFrjdzw6qfUkeKBNqIBtrRGM2/Y4Y50EwvEbM953pYxHNqSaFcrwOEJCBgaJGF4PKGeJ2WHLat6SgG285HsU9Q/thThObGOpQxplAGUiwUQtvYQxU4V3ZBO38QGkTSA/NA7GJJQFNb8p58ixCIQA5xZklsFviru4PmIDkKQHJKaetrTaX3UGDfZPJ4SAN+q1qf2VOb1mP7MST1aByBoV4T7R8LnAJrFj8rozAT3P5ct2IUNdCrmnuzFZAh03vi9Vpz6raV5e9Ilf4V1/F35Nomw0Pn6rTwbyIkSkZeK4bSEkYXvB6opIuWkq5bnclwgs2agOigLkSK9hZB7n2m72Zm15DkneF9sb6U0Uf5MCgvj3aonAvC9jz/CW7+NNCDA+8EEcV15giMFKd5EAfgWBDS/AUIgwABxaTlgB1rIuvHOqAP6cWhPtX9pHdKQWYdBS1tHaWuIVcmeBt/Jfv/aXWA7XqIzHHs1yxJ+bA3Ft4i7W48B+Z0kdE9KwyF5YZwf/IOTx+tBV9PLnGJUmASPuFB7iq+NpZ8WRTXTlO8JAcvVLTrTPV6ySj38TQhzR0kJ9V1sZGy1k9QniXIorRvmPGiIr7cZKEkgKpzuiChdQgRR+n3bAeeaifO52frWEjsHDrWZbTcw2SAIo4TLAadF+nvSpa421QHG/j0CIDBzRF0pucaLgeU0gSsfKRVHGsFFvyDigACKcMS+9JhkXLA8EhBJ4aq5zR+NEXu8UAIUH5j8I52hmrJLtMDRMosvpFzdky5zrbnPOn5i1DWInjDn8ytzBvkSzqaYQFbwBVmGSbdeOqwH3+DFiEQtzjavsdyzjaR75cM8NHPhqTTTYoW8lkX+Jc2NKPDcNBrJGZvyFFGf+aAcVufsFI+dcgcelFuAScMypSLxqMNQKoQEVFr+0bg2BUTrf8DHxU912yf8xdvUg5/hkiezn/uOT5oNd/CLqUx5ABjMGgrt5Jfvv6ioGcmq5QhWFaPHx3jzLAKAzlmrSu9fjGxufxIe2cl3TAZDoaZPeV+fHVfLazydYboAKwcUoHZylvp/Zb2uy6/eb35eJLSsvL69ZTgEO5IvXlxbbjwoLDT54DZtPsvCkanaTcAaZVx/itSWhAQXk/50h4pZhh8Lojhp18k2JGNTUhTvSO85uH0X0VaeLR2qKy4/ASQkKIydm7fihk4jQlUKr1ZJvvZQWZKYwIe13XwOoxKxoXztqHzTbRNtFvHbCfS/hUWzxp2UUaV5VxbRD0NuBXLiM8ClxS/K5obsh02JN7LjNPX9oodF7Zxr9J562J8ItfYhAL9YE46FaSteTlU2aZccUB0hBjobVAWNZr6JSG1UzdWmV8bxUF1Yrzu56QXNuNOWllrOX5jgPkGPPyjiqjQ5rr0+bjdpxgUoEsJ0A2FsrfvNdb1Uv3ryAyk4A9CClWwY5+rnnwezLACnhvd5Tzw3WfVBD14Qm+4G2/1/7J2pHx04IjY4TYvfaAfYfyGeMcppy3Xa+ozdq3VvyeMr7pP2xRYfnHUwWCZdMXhYn/jgkR3rC70A0j9HMUY4/uB2yRQrwmxV7WLJ7rfJbBlKYUyKE3gWwBzmAXTWTF9URDKtdX+8gzCa4+C2MXqrKpaBQ1yZJYfdZK3U7vqeAElsejHZ85cEvIjB8fRglqMKF+KP6cnLmmiVS8KMoolD83f37l39ZipcZPTRiLVhS5H4RYC10Q1NDakK519x2ZwJtiSacKIn48jjL6eNoQ/+QAAFPicdI4Gpjzt4pMwXZLboYXsCCIlEVm4yO8uFfdJC1UV0QeHjXm+rCWjlB9Pa6pjuH/OtkZCEVGTWlLdoVDwsC9jZyoJl2E+XzjI+WLA/McVqwOhxop5RPidpRCQAKTzIrBV3jVTv3/NfwBEc4k0D0kqryT6hkZXt6oHxLtPA8gz6GeTtnlOYUUgn7hpcchesSz2B0xQRXouIfbVAN4XXyjsLcU+WBurQaX87+5OtBBPlo2empk7t2Pue7NjAiOrfSSs4gvUKRH+OLMnKO6Wz+AmIvGIDIsSwed2ZcMxcz/waZvHshfDwgMh0aoZgP97PXS1pVMqqMvRtVNkLfrMDhv4e8F7eyaJbfawAnFSBq5Qfat6dMRYmipKJT7p7AHWQ0PfM7cpdP5UMy/GkXFikyJdD4K521ODQbW11jmNlygeoW7kBwwNcj3JbUOGJeg8Y6nyY+J3/VXwX2QBn1z7OmsGm+S3wEGNL6FGKRrbvtw+k+SrE0Wk0GdZXyG/If32+/bRWnDjRcUHeUD3dZIEXKVdjrHmTAgMkHAxINhIr/r/FA1h38LgC/rZQjyumgCjUzDFC5F81VObVvPRGANn1rCUqTmtIEl/32l1Kbd7CO4xI2jNxTYXaPH86CKfB/OzybhAzwxOLP90XsCqEbURIzLuz7qzLg9eY5RaysqnoGVXpPhhbi/j/4Jiuw5aBMnZ4OVL9umX42CC6xbAr4egZA1iWYlAnl2vtyJgUZtwGNEmoFpeuhB9R9f/QfSlVTQUoScrqJYQpjxVx3K4bbb0iGpUIp98sg4ez5wtmvt/DtK0afCZ8fWSqaNiXbOjSB3QCxIBYHmw7ztmuFzO086vUHNGx1bsRVujwiKgEQuDM7wEhW/0fHxfAoHGYfBvZk5Dvie1BYt10uHt8dG7RKi6GTjct34TjxdMpS4aJEegqKXMYf5MGfZWHkoYnzLYEtaAEMMzjORvqE08UJ+ZN9zQL6jGtdErbvznk+1KDpKlfMNGSYbtJwTdj9Y84wLXVOSVmNkIqlNjhZo2mQTdje9yAFLbIoUtSYVpWbTC5GhQsQFm1sKNHNvTcEJtc6inZpJTX+wKIHgPbphME1pRBpAzCM5UN8FG975JG9UujA0pFTafH1cJAWrRF0BpAuTVLTiRKRe6XDKpjHmoN0CJ0OZXtOtB+j4SQ4enYNO/XOWLzVOScSZJpxn3i/c5Olex2M6OQ2q31AjUxefrIVsM+rLRnK//S1xiYJk6NJyjdC5h3777qrLjEJhJq1wv/i3OcSZzQgK+ViyO6wmAxCq+kuBAjlc5wbojygLdHxlDy+ST5TT6OvBMglINUYCxRTG/3feHVQKLGstO+tehJi9fTjubs3ZQAgXyc5hZx194caY68Je2f+4utpPiyej9of2D7Ts6OPNu0yl1+JlGk7bn6OE4nWGD/86WhZ3e8n9aQfpfqd1QVGUETsEq3ivaqWqQxrt8J5JvoFv/2FKSAcXAQAHtF+lKfhbjU3Mxtb18y1jFNyWL/8EZ/NvETALjsZG+0lF8gVK5TVhFlwFNsX7E5ANAYD1F8lyNNk4pGOGt4ebrofBlNhlgizMB6nOee/DVWuAJdBnAcboys6V5yVr0F5kzEg7/uIEmflAVuY41frUjVHrbytv5OKZWcvleoL7aryGcCUnjMaMK1L6+1EE8It0JDIP6k4MYv9Hnpww6l8t2pHQkQxviGVlO+atBWVbnN+HnOWzgTVL7I1G4eWWTxmBJEubmYwnlnWqxZMgp9hWfIsPZLKK7zLQC9EiOtMZJ2RIsHC0TFuXW+C/ksOxVffqO38RZRsb0UPft1pnmfZk8RFmYvuWl0TF1JuNhmxebmULoq2UxFFs92fBN+PaFcXkm6sR+D9h3pjyFHyc3QI5tMuuClZKpBZQTYkun83Db6tfSQls1gySBm9H97Qb8Rm84VnZj6ujuwZu+3OzHKIMLNZOrVqO8xm08xxz30zwoAG4MnJiwitQl4Vb5tEAuWkzgQ5idD+LCgWtHnvtMdeA6E7hdt4+xsFpezHjVsOIdpIoKfkY/ZXYxV0dA4eR1Z/LmhrqIEKORZeW9xGd1kxwk61Op7fvbYjT6+aPRy2DjcH3Sa99YQ0eGRJ40tDQ5j83TjsxJPs8P+0bBuyEBQetSPV2P6sbPInvam66tqj+EDu7y9iI38ckrO2RzQJyk08brtOqJTw4mTXrMIStzlYw6ljzSA/x9F/Tu9B8zmy13+7132ZjPfxzL3H+Ot0F1ptL/FpiPP22RESx65ZDvjzzThlRsYK0gHb4gEPb61J0gnu4BwhlND9bi1gHYBNk7C9FIQd/gVWFIqzOaxMfLwHUxhAUfbpYyu3GFwfsep5X1IRazaQwCOXZcZsQNI24djAazsUEZ2XqDbLEdOjF17o50SJZ5BoA6Vr2Cmy77ezW9DbIS7PJbRVKt3Jz46XJvJQj7JQT1YLCCmRkmqXSKTX/iFyGx1edqQw+egqnpglEJfvdIBIFU5lZQwhL20cFIZg+dCMBO/icl3plGUOj7ARUVA3V7vT0gtaxU4/UO7/5Wyeg67kI2GUxeVXW3h7kYSEVrfi3P4Wwlo12XAKRNojTwTli+kMFVpMquTYWoRJ/NFu9cynmRGuYROrxcYQGzcC6DNx7H2J/M8scgg8m77j0Se4QyDBYggu65xxYx99SLonJXlerSUqiZES7wcRG0z9CNJwDlN7fUnY+D0d8jtuIF5mdgEP/D+J6Jl+qTf2f6WoSVcyrm85+qMEws9DvsfR923a6mdwSaIzdSVG7FB8Qfrr/PgRKUxRX/fkpwQG9OUSm3dkp3usvFoi1lRiDWP70hUeUFNIgDHBlWt2ajF7poLrsq2119ULmZon434mPAtjTdr8E6sHNCCxRddxQ3uVGkLWxtu9OCkKtKpNCX4HUGJE+AStWxqXHb0LkC/elVjEc/xRG0UFFGZRd/TPql4GeYhbCmTzRtfudFuga5Jf2MPSRbNQD6jSdymjSSlv9lP5M+sDrIl93IN+ObCeKpt04g/fgKP4srJHXVQc3RiZVOYuQOlzPbVWcVH3JUFL3l6ATE54csi+Y67UiEyuf0LLpWvlKstjm7bYMKTtY7AlsIZJD5qgP/P+VP6cVdkaaG8wCMwvGvO6SxAxeEbIqpXdYCGJ+5zpA2CPzmd/gEMkqa+IBnwG6xS7UCc8qBDPRY3h6q0uzk7bXc8LDj3PmjpjX3YZ56GPfibkSM+KW6vKp89qTVRsihgup1gHb7B6ib6wmWErciNNm91pkilUg7DWRYfnQgHuZ+dZpMnikEkfU77wk8DnBMp+TL/eB0Y/YEaJ/sN3DAekCuZ44KIZ7NPiz9Pxri2C0fXjKwZVvYUmpCdWan3YtpIJ0WKgWJpxEPOxelJRl/ECKo9rRoDDT9ywk4wCdcZGgyAko1Vl1pyIue4j2eXLSztYwnovHDqvLPQNA63p6vYxbBIWJ6BHN5xjiHYArMB012IegHq19CmBz0WSb+tzTSt9um4iAMF/9KRVvpaEhGYl49MJqK4VGgAAVOdaLdPPs0RNErIr5+TRUa327spw/ZH+yxSMkbAHlaQEQdD57IkvcdWyA14a4XDBkNUthEPwZlUPRBKornblxRNPGa+hDSJYG4LkcvFOhMenQDArH3sqOh7f1VNngbNT2z4lJdcnCuA4kKWAY2xFKTFQIeq4lP4F2rDF8o3FDgTEg5V+ABuKU47d8f0ml+Je1UxHHjwguoAOsdeY0YLR/noqQd2sNSl3x8Z9G5ZhyAiLeBGV1qciyXEcvt/KNigHD6XW7Rew3SasbQ+hgAL3riaPMsoaw3cURG3lZxra372j8KpT5xxR68qgSm3EdC7D8xSQ7BfgKekpgID69EYvrYl0g/qZoxqLOi3qd+SSvf44YCJkCSV5GaNYOeVpmRhbUA+p5xRxtg85LFxlerWE6VHAPEl+LUTAyT1LzHT7LyjF9j/5J6zVfH1pHuUZJVG1JRSTqNJ19PEhLwF01PKPduVXVdDx0GVnyNM355Eutagntl9T8+WJddN67hqFcu0Hy+WRvHy1F6qMEZ6j0X4hkfrrr/wCHp/EBPj2XiBVsgc++f5rgyLhcxy5Xeq4TvouAmremNfcTeT8wS3rjXNqCiiaNWS1388ZimFwTKvbNPVdSWYi+BziLe5EcwPhPjl44/ugt2WfyQ4uy6HcRUMubfZV6XkH9WOVTuThUrN3NsTRyMwce9Yo00hsd96Rf1F/As39CizfWO3lNKCRKXlBfbeY+ibI1Xrn53EyMyAN6q3orqWuudUE3ooWCay4xrXzKj8Ie4nKgrdorPfNrRZyQr7kzCHY0z7TyfDhYkJ4CDtjC030uA2+c5mKMpeJnM1WgHitk7XzrWTiibb2ohqfpTnRsL/wOkE9tdMCb0nkkQmEjB0UF9jtBFSbFU02H/4imOq3WpUtowxYoekjQMokb55SNJezLXD2km0Ul4SMol+RtsXBDAKVNGNYuDBKGTM/KlUPdKWI7ySr6S9yCP7DeEIGsA1eS2Um14yB3CbclE+xjOM3fgPQcA85slgwD+0WxhyKBuFnAqK0hVt/Wb5WuH2Wi+pk5MY+Bclu6mUx/Qa7MARrn65xtr7wn9FV3Z6fF1qLXuBFH8JygWhDUjxmWa/ctFc0zqhaT3AXj3j3CmonxZ8XgIrHL2Vz3toEpZNnvPef5UuCSEZbr12fxbrdMrLU9rUL1zOZXpZvsCGubguh1Og3D7FvzB2AkHEnaJEpmdpcPsPyaGno9AzvUIAgWV+8Fu3TbGuzisdIjRG1xEJUkzi8fyG9ypYWLDnDHHCvqK4m2u4FpuEFjpZIMiyjvWXFbmqRim9pxNbPl575oGDY66jQGwp2Odesb9D949UmJR390CQbkjDPUmwHmEil7y5NzLaLG6jTCATKFwelkks4OXb9ZnZXEXGBSNbarMWPiDW2YDBYHhY/BMG9jiJHYWr71jpTQDbgwcm3YxP/6COuGDeAS1+R8Arc9S+lzcEi//gTgqHezFcTaA635ubz4LrXl0IESHL4dxcG9lqJB633Q/Nc2WOC0NIEB94qspi+S1MnCNfl9ipiY72T/fVfQBtJWScxWMl1DWkghafBLy++HEH8e8M1ZfpGO5GFeLQgKP8+r3t7VDQNomnAzKQAmnQG8fj9zjeP/vlzprQ4g9iOfPTX1TWUKOw6m/zcwXiWvgctiOh5hMP3hOLlvyCF+T6m6phWKASP03xN465UuMsFzfiQQInyw6G3J/1XySIdAcljoZEnmXF0LHMRNGxEYKA26M1GYhvhArHJMsWbLqtJNi8p5/Hs9JZjYa1czb2KSP832napwtG09yZOTpSG98gP7OBi4Tbvz+8AtuNNDIFKxKt4FuW2XKHUpIJjTv9n+EFndFJ/mW556pY7lWjRWzRIQX1sN/iiAknd6k6JLY8idf1bz/w6cs3djf1G4o2/AQEcsmq8yXc4bRMh+ki4PcxqPFGrMcBv8q2ELRKO20ZZ4dvcFigGKd84xEm6C79JRl4OxNC/rtvoXIa5SC85Y8A0+j6+8VsupC1DHOefKlsCvXbHfG6bBLi2wr3QcOhe0PE50zeU14USmGRRj3mPaZ8GM3qszwM8ao94TZ3l0UKPVCy+Fqg1gmExuez+cTnrvVaNzd6fsvVPTT5O8BU1I4OdB7rvvu5BLXkK3Q54YT9UBjIjU3/hPQIK3sBUnG48I4/94hnyD2DSxfbFx6bH7D72Pp2WAPP+Z+qjrXPwLLKjnYExl6JAoVvr/+vX8UyxaBlDmM5Oxuoupos4RlaOcsq+qCZvC5yHXk3eMQ3N0s8/lRph/79pEyPlFbZl9xtqIQOXBgIFPjAPE0zKIJSLRNp46dRAuFg7Wp28kFxNauukxP1fZ3Cqec4sOVaNz3TuMzgbutY1YKhbF98GdVKCdtnImt01GLJekov5b5o86n0MHwtKm97XfpISMW8w3lfD10cq2y9jEPxNC/Q6ZX5O+xKcyEjAAhw5UjEkGwnTtlW70N/IFqwS6Orw7S04xNayTJ0QZBAoZ65lNladh6yc+6tyHAOkSRq9k4J6/Br3fZTI9cqNPsKzgMPrhNgwsoN/tHvGFXeyJtn6FBtNArTkllqLT8gqF5wxBdZrSgM3vWu2ziwcvAMSrvBlB1y8eEgCs5L0CzkM9HmObYmz81g1Z/OhIuQQ2xlR8RlBZBGJDqWgqLy6crc7GykUXwEd9hbz4b709BaU/KMa3YTV5uXt0rSrJBgYhknHbVFlqaLWckcgil0Q/7uJjOktMtqYYpNUMPM+RYZUe3N9nQN7jr9WI0kSwLcaxOcu4zv0LhHawktEU9MY3ubFWgWTifE/zHrgtWPHEII+EFKP5azIzNAhIhx3Gkdc2GJBZyE0CRddt/zlckRYYnKXuYIrnPJaWgFREAAmizKI+VcDjoytOwTfeq0l9upgQ3VwFVSx/w9Hi3w9m64XTs/lngvRCwB5ljJKAzVrAUlfJE6BjPtgNun/NsFqRCfFkoTiwbozugmCdABTFWaFpHj+oRGoURWVyYFjDSM0kolx6zfFgc4rYypNqB9QU9eIN2Ew9vruEX38RF+mYRp/I20Dnx58D3FJWXFpZRQLcEjXTSRRIZy0UlXXFE76NrxjyuNgX8ZDijGV57UKDxQPlTiZXgOdo3OrQ1n468uNcF51/s8B4T820xG1ijhCvHUAhLsXsYr03gGpA0UKx3ULRR0PRGbdc4lv3SEaFlc9IoNDoAFZk6UClSSi/YGd9dvESgLcbrAPaXMB6tocfmCy+n/rE1FfnaIGuQ8xIUJ/k/MV16YDlB0LYw1SPRzEMPW+n9UzxV+aBRkG90rGujDKFPTZt/ReITSxHgXghTzD2h3/AOB7lG7xIIdPfOmo3/5pGP/QHwF5llFmCzD2hjLvd0AnvpJhedF/KrPekulLHshx8jzTWTdvTmXcBtoBOT3zS0vNQOXsyMBGoIQ1MS4pjkdRyfQdsRXv8pIPyEYWoLD98fAimSgi9AapdaK9vBdW4+r8ZD/+h1x38aKeWCXwmya9K6U1MKW1LLkJKaSiwZeSQeGhRr+KQDMHgQJk9bUgsTXXsqA4bxEYCEJ/ia4l7Lci8KSa8yE2LZRU8pW5dZ67waviIkxQJnjccd0+R1j5Wn+6PELZ7X1Q/KTN78wg0qF91sWWGPHbdG0cbdCpeAGCwl4BwBdpvGSJFN2XgU+7YFzLkV98MHUYqG5IGXzVdKieVwhEOP2ZqPJvwfVD5UBa6qaUSEPhBJCth7naQZrszEl+ZS5ZgwtTACQQI5lWfBJXMHM9EYo2s2nRWA/GJsqpdfhmpgjqX9NsK0e68SV+b4xFkaHyIFZHnV7hZSU8vSYjB9MVryVrOejHJfn5FQJTGxUZm8KwdstvFk6QH9T+K+042SqWCOU47MUjOms1PXaW4cL/lLXWBJY3ef3CNXeUPUr5oIZD2w7ixB2UD6j9GtbiGNKi+sPItFcq0HBeSl4uCrl6IS/ugTiz0EcAz2qS3VBpnX2sgx6+oAQJIuJcgzcyhBscPmOA4f06a6Dg8GZjyoFgDzgAz8AABuW0L7pN48ej7S5vmK1uk7USA7uBL4xEe88fNRDPpPelEfrkfZIZ4EgD4t9tqFm8WLdShvC1mC2j3dKfJiBay2sX79maw4nISwzkC33SW9J1e3jd7jG2SPhUOwMVmid9jPG428oxsRyXcvsi4+KYuJOQNsi2wa39ltGmrjqaaUFLfVebBYGY43ocfYTMhgSDyOYUrseVTwLmExaGU0q4FDZEq5q+jwX5AeUKWiW7RJszl2q4Cl4KuOyUcfvrCDgdCjIDCfz4swQINxVb0pds7FyynIqq/Acfe8uqb6Fm+mAZ3ivjHmoC+6ydiiFYij4yw6DH6WCONIEmwF+j5RKpla6/+kFjo/nAEzc9F99+6ZZ4UlDFdfWtG7cVjesdXMoDi12YwTEc48k8PLO4TmAZ82V+V+iIgD/f51WaSGFuE0oojTSdjK0uYjatvzgKnSYkYKkoFQ8aZes0D63APvSn+GLkxzXEXJa1tQfeCzXU996FdeZMCSUNzq9U/pDjKD9OP8kCcd3LB3h7zN4Vg1eXBHL+g60zYccvmy+v/yz1gXs340RErnIcFCBKQ7d7ohMB7J3gjYjmBhsPwBcVY3++YAMexwUBJ03fhVMnbOwTB3f08dJ+8J7lM0i4jAD5JRAUOytnY4gap8UmXxSk03dCLYKDlQ3paHaIs9vWRUu6AU3G2S6K+t1cb9szuSX8d5t6SpGJMCvIF644mVPiYOq6T99zplO71jCj4tMk/7WJ+KGN9BzwceEwLu7/GJQxRS3g5VzDFDOYwfg8O/TxPkk94w1kz21dRF7cIxYPpsN06EBDoSU93aqWKTe68na+2pGVdInHghXHnpU2oBSMB/OLEGOlJ+uDpdZfeUeu2NKIa9LMp/buagfzTlouCMmn+5oDM5eH7ZUBOFEKajanFLD2tUfqYQWZzFBPtEr0g+2ZIenHRRH0OrRMrFv+P5+cF99eMk8ATa563zd7nvhL1n7vlGAshwnnd9ufy2wshq1Xk7TVx6EjQQNk4MNM3ZxXtzj6WDdY15E/FfqoO/bhFYt1B6v9tyh3fxylxZVvKisH1LBKNGJZyKSOWUEMRxTCfYz4HfXyHtGbNulaFbu/YO3VkNBGUm6ZeRB7p9QhZ37yCHEYBUAKHJDRvkH16JiddLxRDalf6Vpc8jr58MfGA4m0s4lBR4OYuBlEZmyJWjStQSTlu2YhQMzhQTvlHD06dzr46zeBSHTh7QdKdxAArXWH6ojJoQUYwvigAAAAd1RwaQ3bagAC0M2eV2eS5snd7MXGAAAAAAAAAAAAAAAAAAAAAAAAAA=" 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[ "3. Нямам следните задължения към трети лица или финансови институции, както и към други лица, на стойност над 5000 лв. (посочва се размерът и към кого е респективно задължението и данни за кредиторите):\n\nнямам\n\n4. Нямам сключени договори с еднолични търговци или юридически лица, които биха се оказали обвързващи от авторите или действията при изпълнение на правомощията и задълженията ми по служба (посочват се данни на работодателя или възложителя и сферата на дейност):\n\nнямам\n\n5. Свързани с мен лица по смисъла на § 1, т. 1 от допълнителната разпоредба на Закона за предотвратяване и разкриване на конфликт на интереси, дейността на които би довела до възникване на конфликт на интереси, са:\n\nнямам\n\n6. Друга информация за частен интерес (допуска се всяка друга информация, която лицето сметне за необходима):\n\n\nИзвестно ми е, че за декларираните неверни данни нося наказателна отговорност по чл. 313 от Наказателния кодекс.\n\nДата 06.01.2009 г. Декларатор:" ]
0
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Приложение към чл. 12, т. 2 (Изм. и доп. - ДВ, бр. 26 от 2009 г., в сила от 31.03.2009 г.) ДЕКЛАРАЦИЯ по чл. 12, т. 2 във връзка с чл. 11 от Закона за предотвратяване и установяване на конфликт на интереси Деклариращият(ата): М. В. А. Димитрова (трите имена) в качеството си на лице, заемащо публична длъжност: Секретар на Община Ловеч, Ловеч, ул. Търговска 22 (записва се институцията и заеманата длъжност) ДЕКЛАРИРАМ, че: 1. Към датата на избирането/назначаването ми на длъжността: нямам участие в следните търговски дружества (посочва се името на търговското дружество и дяловото или акционерното участие на лицето): нямам дейност като едноличен търговец и следните свързани с мен лица (посочва се името и предметът на дейност): не съм управител или член на орган за управление или контрол на следните юридически лица с нестопанска цел, търговски дружества или кооперации: нямам 2. Декларирам, че и преди датата на избирането/назначаването ми на длъжността съм имал(а) участие в следните търговски дружества (посочва се името на търговското дружество): нямам (дата, подпис)
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g9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFFAEHq/AwooAg9X4GFDoAP7//MmwAAAAABHzC6HvzLxpM7hG3rRCgVznEImh88deUjufLvD0a/gnPy0gUM4Ol6DX1ZfFAcNSkvO2AVH44M0UPyq/u0hQiC7SZFymp4cfl+z62QUshVdxVqFKECtM/tw2A4alvhbczFL/HNSUJB0OdFgel9rNdtrOaYIDh6knAAGB0OZfJ66evlV54TPSHKLYhoepftSY3IOxvCtvESM7izrV9mfGLk31nWp+pWIEcc9PtL9aP376NE538n/zQ8YBktuefp6JUndtUKDyEbgAloTc3qzqHcR3328bWlSHwvufey0K/X2oWImdknIKDo72AtuxhAZ3wXu2QS70gGlxY+aNRoUPZKcy4v3sYJ21w6jre0gvZVjb5BgX9DT1jjGxC8vOaHD4AC82BD3Mt4Wm0ni7P3efR3V0fTMFHxbkH3OO97abMNJC4xw3iJV1asj2N9Bfzk2QuUbTstwrsj/wssPYjBjpMb227JHPON5+80R/mqWa74gi4a+QHd08pQ3pkRAf0aSdp+5hWFPBv1c2pJUje4Y9e/FIu/oVlNeJXNBb5OwCky54wjai/IFSXrudzkm0h+vGOrvWCQ+8ncojNuM/FWRzun+hNbOAAtGKKWyuTbVqXwFCpMMatM3HpgoKklVPsyF8myOkEu+NKF6rUkCHYDRL+onglnEDJJvCS5tv2xioI0knhACqdwXbhtezeE236cDmFF1kQvTNvaUgA3RwmqhFTE0o+c3o7hodgC1hNLyVnGI8CIbWC/m3x6ec/iTQtEbuCvzaWTjN/B6p/CdAh4qgZe9m3mU7VBxxTWRSB4I03Ob1WEKdKjh8s653RYy1hN0XGl4jHq8wxv+0xq/NnMEhxCReOKwCSGhVSr5RByyAPXUYOOsZXRuVPxN4OmWxvNTeiteQUhslAGdnogt7/NLO8xQMHASWqk6xQ/PgkGCVwT/7+gUwaQ+GMQwLbNeotbQx8zZB+5qejgz5uBkMN14VLKZyHdwwnZxRL8yXYQzbGn13J04Y/BwVQ/TcbX3eLYem4d6SPCBQ0tB38xl3go8HCLgtBJBjgxuf00AY49+sSeRPPhdPxH7KjRzKzh0+VoOicq8rEa7v+v4Ri0sIUKDkkNk3ieaBm3w9qmSDrQ5f6BfDRisWnIKyi2ymdgKg87OURf8d/2ljfV4x0Rvr3lH+zVNZvQSsg2aXxezZKl37AceSG4vgs5x6StiZXI9yYkS3RS/Hq0iv/Kzls+n07s+OTDYPIYeRS+CNZF5h5zHzISDOxVVki7HN8OxuIlLj9KJEdpEvZPjydiige25rn1GM3QAa0LgYjbM8CUxa/SkDwcf9Z1J9dLSao7f1d8NdlRFLh2jYSlYu1LHoMI7JwpZ13lbPyxp5kO0KVmffM4I1NSsncgxzCzlATFUeRfGa8KCRebGvzl9NBruo0CMqfO2JMwF1ui4EB29Fti5TxMHk8uL7S8TgdPxZuvSHgUi/74wN96YYpbRLlygiZ3jfG9PuRBo49B6PxvjV6rymXmCvUEccWxLh/o4Gq2pPXbWWSGXJXGc5h/da1Ab4QoTZVnbubjPpYsHMF2DyTI2KbylUrs6FZ1oVsdGxA+2tPJBtqsXrRxQursG3yd5rm4AoCel0kegBsghVpMzyD+uUkxjRyQ8cHx8w0HLaS+UaI6mVEec0WfpthzfE4ZfHID28L5zdzf6QMPyoa16Y12XOGmV+FvjZbY1ORGggqfGbn9GeMZykqYqlAzBjojII9kF7erCy4AZnGlCD7vINFh5g8WHlBTwQZMAoHJuaYyGYAADslVXS/eAb4DJ7Byfu+pwwe9oNTJ9fR9yMEMQI5oHkprJPdwEPmtLVJMiLoJmnb3KmjsuH3UOIRlZsDX92JMwE/Mtfekfa0q8NYzGPTfQeHhPXl8vGKT2d97yZWTu40pFnMDpj17WxyywdbIZ7nQuwfbe1OnEM1yN7E0aLRzwar3abPpfcDPHnwA2+4xjo3UEoVODFIUzFephW8lREGhEWtUyTmF40C9tXoOhRkeMQa5Jf8lezdwqDO+yQt/veyw0bEm173fFq7dTzC4mpQ9qp4egOkG2AxvoC/6q+jg47cuGGDfgV6vSYR7FsfVTv2gR7WR39YzYpSP5AiNPGNan+OFA8hwjYJAthuPy3AIhMbcPVZU98nlUDe7zTTXivlW1JPI9ggrNz0TK9mCm1QjgFYz5dgDCRFVIOefb/pXlek40fGE3+kUFySVF0B8xfgffjNrs6qk15tcNLAoe+nkfnx1wD+R7sQQE0Io5n8ksxP4B6fHp8Jfn6kbgCzxNWhDUKEUkVrXfNVIn0mt92cBE5RJa4MaxYoPjtQqO2Sf3xQgjWzUstkpsKsNs4YQhcdK2pfyrK902ogn3xloG5pNJqp/+zvw19PFLbqdeJ8Ij1ntJyAk2zi4bxj1tG5gTDy83VeLt29X4Z2zGAyROP1VwG43XW8OJ4UZugmUM20CLYW55y7wJdJm2F0uDHaDjYT+icFpJyIo9+HT2lCaNy1TSXdaqrhAG+bx356gSkZeRaq8e4/5yNBPLSnYEOk3Ioi3X8GWY7j+c56LF3I1I85stI/PwwIETlUwKFMJQ/7le6oNW9BL45O7xBp10Gb9jxPmp/f7EZQBLmxTk5ZA4OH4e5J4ZN5/YTMFpWbZuN24cTUldheD+3BawwbsnlsldUuHtyil/c3UFV9WgmANCEdYLhjjztPEcelXQkSk+aNejY9OtJ8x0g49x1ndxjzZHZ7qw1LawaofdSE+TS4eD7SXiGEefDTNty1DI7FDhi55YTwF1pklN9gxoX1sxE5ZFXyo56475rdCNo6565ShyWXowTu1n9EyEf0O6JcNygUHz6ARF7fRZOyNeuuAKNufcAxW+kQa3i79vLeS2zmGLnoVhBilxRwqGmAEoxTQJgHt1ytgvB27UB1pqaqu+RowmasOFlE4osfBXeie/C/hmF7hk3tUSLLUYO4AwL/BlSLgVYNOBY914JBXrVTytQWDxRqcmRABScO3g+LcgIXe3wTO06yoMTobgtBAMdHJd2rQ4mcx8xrRB9zRPLK6gyPHHfUbMv0GnX5ZjKGCWBAk9QjBZSQyg/yyghvjTw75zgKmr0nRgiRgA7xo0qxsspJddxLFhP1Jj1SDRYUfRBFqovz9NIoHSKRFrZu8xAWIExTdzLjB563v2tzBqvVyEWei3mLGwSzq1NCkELP35VQnYlks9Z5YU2OIgbRKoulTU3TdYhrv0ka3edY3Y+uha0oIJpxDmUDlIv/ePlzqsn/Jx6Fgn1QDu6M667fUtCU14Ra9tHcIORJoHAmQ75Enbl+/XmLrMizTZBbOMO9Ogej3Shr7IZwtTiDMKP1UUi7Qn2WN51gjRXaQG+3mOUDNyv+uUjfwPv7b74q+XvpfI3SvCkrm+Eo4nrjXbz4XmxnQ0e0W1JCAdCj+NAE4wd5pTEXwW2Ylj8JD1usI8+7gauD5eUrwRxoyp1aB+SDD+xhJY+ZhZ1IKOMUkSdfmFw4eMFdBf02L/jDcsPMRQakcNQUHM0tVkXHuXG+UppaOicBe96HNpjqI9BC09u6D9FgObg5BJKk+WX9dvVBokeYjVCPc/bC+Q1rTfJAae1VVyzawlohqNuzeGGlSpPAG5VbSYuACQ/eUeQfD9+HFdT5NWHrlYtXG0QtWLkOoeIlOCr1gv6VS75MtMXpYorJby1d8zOy7YDAIRvSHX7YsbacbECAih+z+C1H6jXXvU3JbpWLzcI4t2tVDuAmyxEeaeFpgn7Rc3s5NkCMzBwy6sY9ntNAHvaEaGrsW3Or/y71afPFQgcPs6MvgdCxtu4MTdTQdZvx7nWtQ3k+oOEksQF3mBEV5O1b3ursTG4+Wwh5CkLUvxwhjag8uDiTBlzSpgEDQWafY+DCEI58mlULgnoupDzHg7GKbPnQiox+kYMlojtc761QZG0FE5JWUelepAW/6nf04vGIoGyHWn23dJVvn1DAIcmOeJlAH1XsDT24DSMyM4zBUAkPWNvCXnANH4vlVEbxDzizEgBieat5o+JEWHAKEjlkxoR/XJ9AxhJN4edm9w5JWsR2NHi1pObDqd9cttkJ+jp1DqOqt29XSDNemd2SYpSPoWH/K0nLJbX5uP9Mnold7/k+lAD5RwhQ9Rf/lERtgO+v0S5PE442WWQBxy7nuQVrQfvd1giMDMpi739635G6Wqogq6DQoIut+KZpnUZ1ZJMMaPRb1V/3Mn0qCrOM0v+U/a3Qaf+Db2Xsj2uESLzDXx2VUd3J2bAAbDgbwz4Naxw5YK4GW09GqZ925eIBAjGb/mT6f67XJGiiz8zc/o75KNLEcY45TG/9Rv/ErNPqHMJN+Xn+kB4nf4udha+mLyHnPIjnNAVTtffC3NCBz5ZM43pMkXqC8a5cSkhY2ntXjjCuDIVjoQK+OU2toHqVKLsk4J7M6d+u6K9WDy0npgLs5CFobtw/gepttpa7snUZIzd+Jf7h762Fz/0szTTtD0qB1ZygJPxHm1pPrrS9ocaQruEtInCl6QZIA4jpui036aHuytS6YZG8CLWpqyRZQVTAqsvRZYvgwt51jw0f2yGagnZYUVa5K6eYYnbCqlCoQbWkng1zemVRBB1d2WQtgfU9eWnuTDpmBQkx3BWLq8ITSSztd040CEImoG/amclHWqHlM7eM61/dzkhZiNSMxRKJp0hvJ6qkyEPI6g9GyMesZJnXOqh8c6ioUSwWNuxSFoszyMq62llCxUgYkrofAToGmGtw7QOlJU8TNO+s1td95227Io12PVe85tEmCPtLGtIEsM0PYUafNETtUIUVietpd6UE5OK780T4xzMoX830z3lCUWNU580Rj4QgRGqpouqpDsH2cI/M9PHZ1KFBoFGNsrJCJo8G9yx3yeiab/IcdjDCFHkFk0GiaU+9bHk/ahKvSzZJeOvOq6erhPaDSVUKvDspaUw+ZqQChVUUN/Vh/fuu+XVpbsxY6aNtA53Y49qWj7KagcoTaCw9M4THk+pV+CeYYS19v/lOAGZ71QU9NO1av2KsgH1lipig3CRk3bebBjJEgVLFGkSEMBNPVTpByr6kUl/F38/n4f+I+7C/afGd3c1zYX8HQRNFslOFI0uji381rtO+E2g0S095FXgEp9QRDIapwOs2hqO5qkLSe07X5q6vOVXRJGNqfz+fpMz82z07JQMR8Wo5Rg/u134VKgz6DRxH1UJYNuulgeL1OMCP5Ol9fMkrnvhkBmIwX7Wn3YhrCIJAMYwHF3wdeiIh734DIc8SHSS/LcyzIWkCVWdHsIBZAPRrwCM0FYfW/o5s/oPBLnf80S03UdCtlKyIQ6d3SrMwleQ0nVO6gZWiKxc7OBVYR9U7e4Kw9PeE/IPQPH0SRon2HAjaYn0maOOKCjSoACj7Pd7OSikctP5dGo7+f4iRjekACJNyW2MSnrIk6GcJgNz5kAABsNWVLPMoM+vLA/DO1xox3e4MQ2KxJH8HTJJNLnpebrWa7qtYNbTHfwt4Pd5BhMdQ6S54EczshXiMrqy5IDpPnTYZtKYyr+Oo4kWz5kTwxCOancbfUFzldqajJwtTnXpHlZdeENINTwD68cgrwJE7NcVoxyXJ2RTPmYo1dEMMRoZg7UNaqqB8VPYpdd0CHDw2R/BqQMuWII7fYuzlOGRL+qWF9ywmlk3Vd15EVTOVQIbFmO9irrtA1wtMDG+V6BCSxtxoqcONRvlqEWUhUq80Sdj2AF+1t8cWWSLUn10ynIwlYpkWKTV5q7UNJ/7qdEMEaBtZTQOY4buiZBrT68UtozXnztuIVVUkjKsgavytpYcGMeHHw4ybxj/l3b9BVV0jHDky+jy7QCNKYUa4qqvkK+0P2Je3opJVG/Ot3QomswsYo9p4FtmBijf4DafOxoOYa/mRrEnU7Bmh9yXBfj0CQnvL0f9LKrGjTuiHE7181NHGaRkfZay+vkIXA3xpAnqbqsgjPWzPZgYGqssbZzsAFMM11z7yzLwNfxybc8TqTn4U60qYT8WDJ1tu1meTtybr7xRwT8LxfrNEu5Sf0K1SmLqa45O5cDsH6qnKZYgFxEmtvZfz/8Y0RpYgDvZlD5a3eJFYxoAKKgjJxOQcGKhhzm5EGr5sobR1dVBIel9xLGQP9zSiZb1ghQec+zOk9lAELoNk3pYVYQO7rGjD2Z29u8n/KFqtlGcd9jsLOtq0hUheRnvFWB9tGH42c3F2+v56XI/c63EzaGncO3HwDVp6Q2Z/3ffCPgWO3XjbATufiGyZJ/Vz/zc5p3d2oK9sBIBg1YoKlKhuft9P+DAoC/c7MvmKb4roxyWPHX+HJH2xwGixNoiLZ/ylmBxUddP1iquXbTsH0q5EEIRgXjkDxvXQLueHZGlAGLdU5BThngh6MUFO2hK7C7HYZxIHw1/T3uRGBTD87Ms9RkyuoR0zr+VufYUcx1TPyc3YDe+FlBxJyzIwsHyrJ94//HU/QkAQ9mRgU1l1pAErEuiSpqFIobW17XWjcSudy0bx4tBBqvTY6iUVU5aVz/tzo3lIZ6K2gWgQvnNrh8Q21PYpb/Ce70uzEqm+zAoJe+wSWUTMJs7uk75K7U0RmtTQQGGVLrtoJ8NbuqQ8yZkSqq7uT98ALuDGtBum54FMHNiY2xwjYAdsQ319bec1xyGtR4P9zKI4Gano/WXUHqUrDdThVG7hNdxXL4R9ecMUXtmJjyujdGQMeV9KUAoVk3dmO9aHodGbSd3fcl+01E9ekyquIna5MjqBfQ3KOtbbDU2equ6bN/JAAHNV0XarPV42L72IcwvxZVEDp3wUGSpu2kJG7Yd6v6OzdPgT0nc4M7opfxGCnOixHOailPb+oRZpXq3XzUJ99lrK+UBgYjjbDmOq+M48XpdU8B/eyH3WpWX64r+A8eLy/4W2Pnx0A0s42JsEhKx92WhXN1456HSmLRfofDbOWW8s4Ko1jApj4Vv0CK2IZMzZ2qFOrM0BQSAwdxcUI75RhsS+OWfEp5rsNk2wAAFshmHB9VnN/ZfRkIkPAPRu6rpAe04B8gRZAQsDi+mFjaS48xx4LJkjYQVnkPDq9YpdqlqjLJo9zPkHcswxW186b2gjAYIOWOSi2T1v0+Bc2m1t+1okvKisR0eMKWyv0vymBlzm5UpckOgr3O6UwEGRCouaEAsY34ZpZJR2XxSya0PX6VUq9XeRST+JAetFWBhJ3H7sxfr4tBOVHdVJSk94MsERc45czx+4yeO0lePJsoCYpgZZ3amYNhHBVRTY/dqpOtbTM4fgg3zh24Dc3rMzgApqFkBqMiqWrZuyVocZBMAsCr3pGJBIF2cui46bx9ScnNGVsqsNYOu2tubquNYhtN7tg+MyjUaTOh8UGCUmdDdXvfjKijhcfq5FlpfyxaiomPWDf/GamjKKLzwlH0CIafIL2Y+llspG6DWiTBgW0piQQ4FRCYMVWHKU2b3suyKDu+nZVLcFYABoHKO4QyXIxSV5JX0OzQBS0nqYLCl7Tqd16PP9Xcri8F1gljRR6aEEYxMAfOi6zcC9DCQYE7ofpkCR3bQ0xKz2wjd14+TtqiDXyDiuEbhJNpAdlt7RtfakyEkSliPpRjtL8vLfox4uKReCpg2Pdk2rCtFGZ0HNz7rl7D2IS7l3OyX+CDoQuZT8fWIKODjnQR93jWLgv6CcEWvXZ7zf4EbDcRxSukMu3tjGU4dX0h71qzocp8H28VypcViSutMm7QAFHU4jlGx86oLH30Nvh12qizUHCIjZgML7BYDBMBlmSBTfi0a1+A685k/igC4ghCHFmrLS3sVjmWTLfePmAycBSPxpCBQttaciBUmlUfizYDfKbOsp4hlRDTyeL5hTJtQgH5zwaHo1ivzM4sXqKD7sNhgIjm1/azo9KVmhUUqUyu7xhYqBRSqM7AbhArle1QeyPaWzQBzqpEICP6z+a1GfyFiI3CMlWrSVL/PEtxeLKqkXoofw/KoCHZAjtO0E/sVyroqxfeNHHK99baDbkA8nw3OO6rawNLFeSet0O+AVKPnwuLL8+LHIVJdu6axTLa8JYyKQjbvOMU6FM+VEqkIWAZIas7YkUpS4/E3qchW+cWxPDhZsQExC5+S40QBa4Fx/LgPbwvXd7l1r3bPwFO1eZxuhr7bz56jaS505643Wj5E/CgoAST8a8RAi6SIiGRPgAtTbbl7KF5YgJ/uAU4nPDvLiZdt030OTJ+bhKIzbDXHfq5gjTGQ2cKNjSriF1Zmv/H8i6mL61nqCgDSLsLMdEi/QCgPguabS/wpIKE6h1d3AFxWf0AOt0KF7r5VRJHtIaGozGZLZgAOj3v7IkQ33W3Tx4acJW87sWA/IoLJ4uEAgpdf3tpkJ7c2Z3SXzq0IGJILpCw4ma66lWVOP0noXddmDfmkscwIjS8cPGHlSREYgB/xMpj5gold+bJz8iWtGO/gS+NQSV0w/+eepmmd/1Se1tlilZdJVPqOXSqFmAsE0zbvTUWPAgFdRSp/871uW2lU0RyInLQplNpv1vB1szHosMSvWDILqG4dyD2WxKbNsMz6fBK8wfQVVFyv7oSw4m41C3kNnQ0j8adBkAdj92MGQKRjuDxEEKsV/spAHUE1BSTsJdeUtPFcm/Qe4B4J4r/890dnkUtY1XKjoT8zzdoLjNqv1H3WrzEMEyz5NlHdttXfXkhPDWm/FCJUrbbbvf9Yiteqw5ynJ/veocSpxK0MN34uHB2iEFfrIUYVWAlQfcSgM9h+lXoZxQR7poJ7gSHzovCz3Zm9MXh1g4qMzd/itluSTd/UH03qbHqf/qqMmvybia4tMXsmkpWu3BX1FfkiBecAlNs62wnu7E7DHv8IOiGGH9VoWV6iZRlWwi7FOtI6QsK75ZfRKbGeR+PVsFmrgwcPUO3w1g7q3ujiBc2QgLNXWnewB5QMa/wnzt3UHVkFGcWE8C8F+RQJ/rBwLQ91CXPIG4BXd2dhLN5GVjCxtJqNHa25o4cKvcjzAnahRehh1hd4Wuauo/PG57n3IcwtPlZyvBCTve22R7VrOFHMZP/FypPiKOvY5vmqWzcLe0/f0jfCiVx2xh5v6E9qCCQ9SO3JzjphvsglRv45nVEbRM6J8fGAFsqTRb4ilX26vqoxhaa8QeR41aKroDAsU1bi2ZMyax7rM9HxR7E3PPLLqLdq2z9ULxSOpVRgLt6KK6E0PK6LBdV+x6sOK46Y2322As5IjfaU7lbBY2YelBntI4iHd45TTS9pSGLb3KcnpZDvpPwcq9HEm2hNcv0mP98uayEm+BoMOgXhO6ar4dJdtpbQFkH/L6qIwv5TKfRZIW1IjqwTB2kyzEq2r1WGRX/Wl5Wwo4jLXPNwflq/t+U1/eximRuDAomMR95yeQ44YG4wnJmfYzSe+nprIQiZSI4FsTZfwso4k3CMcwQ6A12xud3Li3gg5ZjOFaYzQ8WoAXowvRgnVtgrRDZCtXQboECoWKxLwLsIZm1isCYx8owLt256F1DGQoS+K98QPNJ3PB23YdrguVJmhyFd4ovgQhd+rsPukDNBEw81WjZ4SVPr513+IpALodHCsk7bAIyba+aAYszaIMhOkIrlz/ymXMXQufVCVFFF0GcomoS5jwtZDhDaaZeHSOyJItaRHmqdj9N/JcYbUa5XH3L4O72Ip0pl+UuVUbC5vIn2IWe3YtUkvvEutTZ0bO039pB60sLzHbJUjzWRNIgV1aCjuhnzG0RMUCq5GUsefps6Kt4HSrHY+cwNiM4hMXK58f3sntHArtSSou/Okoi6Vgo6k2jdLdgYaLBG46x4Uis0+LO907OjRNPTftIU6LGf8nV7QmMKQ93NGrjN8SasZDtD2wuavMbAC1pOP2mpPzgI+j0B8UWIdGNpUvDgYrjKZ5ZTC2f7KAwIpFWMnjfnSv0SguVN3Gg2udstSIGIresu3FAy09clrcS09g8MlOfOIHCIw0lP/Iodo9Om3NLgMtxFOQLcd1rXjt98gevBMo5DOZIX5utwwb/ecMY1Jvf8M4GepQqEOhquLOjVkgdO2tUlgfZwAA49/5j/S9lLLEgLjhXLEPVttfP80gVu2UsLTek28d8zZWG1PO6MeUJ9cwIzA2n2VTNJHZ5tQK+BYBQmGfyiJCD9GVi6cV+7cFzY1axvWsFv/LKuSjchLcdkTFjOa7Ffqp3ubrSE4AthWEpYjLwzalrU8OdPjbkEDwoqWmEUmC4VZMWPqgopPwSv8GLkNqpwLgEtH3hJLqFhDILQMG/rlht7/t8ryueK6bFCpFug7jJdWTvIhjs1kwS2cKnGr9A83uYSKW0c7T1uSW+upb/uIY9H+j3SkSh04pZmqu1tlhxd3jBNPkkHkT9ITuyR05TSXmPz17Enb1TugJrhAjHNDElucePuBUVnA+5og8Yntdxf89ycFH/DSFJsAPwtejLLjH3ya2mOMg5/UmMg8kI1jRr/t+DITScUnmfho/FL76T9meS6B2/G/p09NMfPDbTUSfaLL2GfZjYGd2+hV0bAJQ8UO//NoRPN9xlEFMd3989cpGCXZ+jgLH40LHB5R9unx+VMgOtnnaelRJYQwt9y3CB/jlxA3VadqlmnKejtfeFWw2H+FLr6axVZqaSKrBqBhNID849LKp4sV/6RHdOwcAAm7X1lB58GLNuUCIRdRrPidtb2tSUaO7s3QOX4SsJt9Qa6mnE4iuPWVrmFI2cD+9WwXeoVxCQCXTwluyItgcOVNoYYmtDjSY1ImXu5+tmuKIRgMzSnhqeeTzMr/w+PLPBoGHw+a5/X03+fZ9wVdq2wCic+MFF4Aq7Cs+4FbDaj0bqX8wb+XJtKfsp1b/uDvmIUddHWlkxF8lN66iQduy+f0korBWbbXxbRHqxX3tXBaGZqZ8pD1gz8dvsSRaMfip8vlMqWXWdSaT/D1P4ZwnK0KjjUpXS3FlaaxLKKzC29fEN+CxmPXRSxfgON4ou3Imn5SJcFBqfNTaL9VHSckNTPrOcv9A/53ImkaDGP1o5S9ML13BTeQdSt2qN3O8x4GSvVhNacB7pW0GJgzhte4q50jhlMlvpDGWv8VuEthky/YljCiZqgt8lRr3QlszihUk91yO3nf12Y13LrFUT7hrvLVL9WGYXaHVtAKprqgCHZPqGspsdHDB+RYtjamiBWQ4HPrGDzyFsF748EDXjWe4BoV2w/4n0BsUJOTfHK5Hu3wvh6SHdRYYIlQSjsNp22qMQE6M/NCudqAgdIva+cNslJ9NVwbdN5GtoRgz30Myggx+5jaQj0xBhvtQZkNHcX/D3VRy2HO/uybX0Ogb8KR0ubsxPG9jkvPcOGJb7g/jSNeDadW3CRXF9OiXTOWp6CBMGGlbWg/QiBqFOSrwETnDj5apYSG7U0NnUm22pqwOfu93j1syOyPbwbRS4nv4fjjXrkAAdgT/jevx9A0UdI8fwJdQ4aACLnfddyFnwt2Ff0eqcIbd43R4Y3OXPInJHW/X5/AehLc7C6w8kLPduj9IEO9GWXHQeDZLDHG44z8/lRusQZsKxa7+bMZ6JVrEJzJXuB61fMcEdlT9HQ8cemxvMRXd5kR4Ga5SrTFRtMyXv5Mdxv+BVqc4pqSvmaZ34hRGmrDy/5cix8UtI35Zfd+0Ra1NZ9jiRvP5CqVl9USWlPg4yO4lLPWyjPqtQ85L38avHj6KF/IAsVw3Hp29e0WvQ0A/Snj9jMcyt6sItJIv2xzGTf805jjgfpoIQVS1Yl+tzDgLJG08lQ8RrgCLsCMpMoAdLJlifUd5vWjHlB/hkZu50oj8Sq9x0q4NYkm7T/Ns4NQJxbOICDFcE82DOOT3HRUytojTeMGoKgBexzzP2whvK2ApPByhL6/O+tExqHn5xKXo8K5aCqSugH+z8cwpFt2zAxJwMgv/4KxuM6Cth5VuexcC3z7Q8GwIDM9JxuJ1F+cYtpuqd414mpFJARbDK8oW01MyeNkDJxF1sVu8paXH1f25tQai12OT5aDmWIuaCR4Xs4EUQ1g7PH2aNga5c5K7wIbzQ8vsLo8TVbQTk3fVxsKsNY+wnwZdFaGwoGsKZ8RfUqzUV7G7VRPEeAtGEEptRlPo9Qmr0HDdNC3pmq7D+Kvs2yOqgK+g5FR0NbL2QvrZxZox4++YZEwGo3fM2txTGKGx4Vgr+lFIF/y6Mvc1LGd2TbRwTl7G7iX//cHXoW8h6VZkeAPy3ZCX6guGNkH+sDyyGAnLq844fZwj2DfLGTw6o+YPPu07dLwhERhiYUPrg6Qw3n10sWnYYhALZ5FNRJR6lpY7KwXM1OKQkefYynrfLYqGpu4URnGBWvnKcZvJWSsB1npq/G1aAFLywW0VBcPLrYscBkVUdesguiqsWv29V7Xnjw/HMUGwqk6SkkXIYvYu5oUo1Wi/Q/sTDmmWGpI1+Res3S8q5MAhK4ADoVo3EtxFTL+Zy0hOyTs45VqYg6VoCN2BylO9qzyKNyO6PfppHQHryhRW4R6FNgnFF6PU2q19vIhWCO3Wu1+aD4r/o0L2SX7f9ee7Y0xTA1eZwIcmYMf3zr8vnEhWGg3gQiN6wvN6nSr/EaX6ycAQBrmrRLsAIwcKPdSJFFis1xObWQT7GoXra2LAOuKQiuEN4TsAAPmX2+BQBJaptxCaQ2qiAyN0g3KnFbG0pLVpesw1BBQlp8/Y1sYIMzWoOxp8cwTNwNxg5dnSPrdZ7nDPbE/wn7vsPLnSsX76rREt2skl0d2a162kAP955qtZy4o6QwA3IgAP4e+AD2ApgBKiUmQi05dohrkbVzdWS/E5LGu84Z/DraL9FGwVAZsettJh4uAmwdJmibmvW4N1BpmMi9k7LUZppnjv0s2z8DH36Ts3BSEzsJqozazaQkPbyjmBuEOseMhXv2vB9HOV2Dv6S6AHaiydeE8WGqDkkTWyp0m8UpAMUe1B+t4gvrHy1wVowNiare7PplQlXf0V0ykblgpZl9NK1MaGbWk/b0BFvsryLdruxzEnF98aA5tuGcIndLyxRgMdJDjKSolEyc5aTbwRsdDbcq3QHQuNIh0ZDnknaZG7RaA/Z3BiMbODNhS6JfLzyEt2N4zf+TY7kTk3paOSIxoOo10q+gcPS49YNRu30CIYVrvuMgJa5MbEvssxRtdzps/vH7xIwn4X5Ukf0WDUHjnkoVqUKQRXP+Pin9AFiBfAl4eXn0NOyuhzmcZsWG9sAyBQjak+cWM4ks7dMqcBpZdm0Nrwj0GSRv4yiFmlgUMKOhelCqCftoNuDvxAZ2JlgIzkm5WH+/Wqwgwf8+t+lGyKBDOcAwBl4eEjCUCrGjk3XFX6hVNSLOpyKst9YrSACjKICgLlt9FogY0LQIf62/lCcvCapLNUixytoCi0KP9X60hD6Vpy6Pajg5oeABZoYP/dZn9UaON06PmM/CPT1tvhkTlKJDv68qpJT7i3tFCqhK2juwORYV5UR9EiM/XvwGXouKCTIPSytPFcTR3MxhXySxEQBihL9FFoXy+nk5aAhHSp4drDj9Nl6WCYh6xB4RxnbjhBcka9jFqDBKDObId/fCaDWT7D2m7x4812VY2hc9s92PIXTME5lipL4bRKFtgOr73lNqkL9+vuctIb/AA8uCeKirrjBlAFu1ZmgTqEQ2sW6gCXF+CzouD5Qg2AI7q2miSmLe0Yld9BqcyylkZK/iySz6H9TS24VMGx9d2NLLJzj5o/SUQhoFJhmwY+9jLQ1zLzq5729UOba3/TScpCsLWXeRkH5933Woh9a10AWFUexIQyGN5Qr03qRWtcwFTShfhb2OnR4qGXpJaF3zYKlz3CQWQRLnf6vkUQt8gXqk3Dk+74qOABbkd/LqltpRYFfSRM0Ki+Xx69UOOjZKzb5a6P3RD4rOpL46XpaNdrm1evogGAQmLpKhZdaW0SEMC1seiQeu1bpFmGbw3LBlYQKNxn5jaIixU6pKK4tvXi5QWwQrpUEY+HMsWxMWa0llw2srFNlnMVOJSJP5rqmLvS4x+DvNgAmwbJfheaz51XrJMUENn1SKpTlMe9xc2HzXOSv8IiqSPoLz0d3f9rAVvqKruhwN8IpdNyJjXg37ymFNz91IjRgRTlT6CHJvexzG1HK452EeZWVfDIBj/5C0x8HcNYj5g720Lha6oKSuSuFBJ3gACJSMstUqyI278QrN9ndVqLme53HT7IhbuBXsA0TgQdf7wVPXmPqBe7mdZP+MW+TuVg8+FUqbt4mrqJ67IECoIm4mZ0gAe5GI9hT1rmII3YO/8yHG1VP5vY+S4Z6vhPupkcvADBMuF6eevNdKRPGharKP/XT/Jdi/tuznU9fHRL+ysj9oPbTLW0wPhJ08Q5r+xzXM3bf32wV/497u2JwQ2RqmivaN2cUajOUywk/KA4jKjXwIYUCvbkAYh5mO2/Xuv5gQlX8OJoNnt8tl+0NNuZwOAzxGh12z91d/UKFYEzZqTWimw++6+Wy53FektdgIdLfPtDcnDSSKwVoPmcg5S0AdLGzhAZLDeGfLfUZjpD5CnA7mBeGs4dbxK/6gn+MHYZw/XQhrGLQ1/cElzgyJ8+wMKdRsY7QnsoHxHSKA+Yz33HmEugnsYTxAlSTQoP/K8nacypb5DrB0z4ecICcpZGjUYV/IDQTlCYzvRpnsQCAQQYLJNQuXN49cBVaUbt5hZ8uSCdYzSeCF7gkhCMvZawSUXvXAfYSJB6vNfGMKwOdQetoZwWX4EgY6YmsouaxAmbics3WzXI905jh2ZTafAp+CTnYVjsP57SE2cB3sHb/F8L6BmswbQdNy7F9eVsGTYlQp5xOiN7PjVf+x0l+GsKjx27gGTEkcswvPkwZSj4BsVv3ITqib8MNhLCAJeqWtMV2g3z3SWK1iDcf/Hth2j1xV5+o3PVAfYloMK2Ja7kyrFnimGAchvtFtzDUAFa6aeXe7g4cmzl0TlfNA7CmCX3T++Z/I/Q6qcvtIUa1Jmy3vsYyz/UZ0qJ9xAtDWOeCodfwlkSIiOqswbGZ4vThV1qIzTeFIreWbNnT9dCmvkLlUy2dTLk0CqMgdBJbbrh25Rs28a84t+GzDG0QvIL45rl2g30D0uJy9uLGUWm7KpnjBJwIlHysYGXdOid44Yw3pWlTu7CYTb+TzjKkft5fUO03V8oXc4Gxzx7MVDUtrG5cF28NFJPz7PQxdykG4C0h16vC2ouEaB6selNnm9coGUx4VBFgTLm1Smea6BTAD4jkRb+9d3q+rFmne9VpiAV+4Ai0MSwQ3MZsjkkgWLvab56qc9jQsT+/wZdttAp5c24q6kS7RKo72acwvO3H2yBzzheiHSb3yWqRn+dlbi/OxQerTg6xrSzQh+LTetY1ijkJ/6U0YdZaaL8TZ5QjFA5JD6XhlDk9V4lE9dALBPAPQOUiNtNPmSz3XR9vq14TFyl6fX/fFGwtlu80Y/RpQ2TVdV7gG07Gk1kvjUnXEAh3f7ztjRmxnD4xD00cjxlBxqo/aEQAIWxdcFbs7VAjrsJdy+H60z9cXTNyREeXGrsZ9vOhSKHoctyREcawdG9VobJwvbc9C3hFtIEwxQPZ8xb5fQuapf4rYttUtS5F6nuUukGIjyUPdHvcEHK11tYLKVMERNKMmQeuWIdEm8fcdaq9P/w5GGs6XqdTCfVr2xnHcQgFUsuBJT/LnYS5WpO2RTjRPn+SKetmzwgrFrnmFTF8wvegyO8AzGxnKUHrl+3A0XO7BX5ZqC9Uv2X5H5wdnZBc2xjvTPVMnX2D7BPM2DbqhB3Oc7FF4FP9gE9RId+HIQMNij8oiavwcObRPA+Uu9zCwUYnfKCT3VO6Iyy8sUNSWvzN4HKFlq8edJc6yL9rfVFxtfs49JdiaXZpB9zZrhGtGV/7DJqydc4o42ZrTEd9kqXPR6D5ryhUXh8JgO8qEnuNzYS/uMzB7Sr0P6B2d1nQoK4juhjhNw/49ALEJHAognhWexMZoSv2NfPtQy9qEGieVLEil8AgS9pAvePDmv/pBQnku4lxFGXbprv0NL3SqO4qDqWwujPBQ2oV27fw8HvyIhCxquHZI922cg+OpXno4HNIfbCVHcQC9UPpEN7iKjstizQpqwgBXSQm3pRwO+rWGrWJPFFb44jxtPfp0I0YFGqi5wl1JPhE3nUJwWTRiRnYOj6qQK7LEY76pDFPdXmYv4SJO+t41GjYufYcvqK3iG1R+ecJk9hZOPGvOliQ/ihn1RRibZeXIWMfil+/m3gd1zvP+Wq7t7PHoAbkw2ksfpoFeC7r9MqsqrI03FC1k0zkkgzWgUfpUv/EfhfSrtqoAg1CfVzqLzCGiwSAw6NxIZRJkdJcCxXhO5z+HDyvRlSFnW6RONLrSc+YTNZ9bFxZ0ZKweubeYdw0oS0bco5YoAFWsHqUZfktlyiKZZnVJHrVBC8G7VS7+rKnzvhq0em7FrnMwGVMqY+psVtfy0DN6aLTuSs2sl/khxPas8mowndEo2zT4api9xaC68WOtcozG3GB1oAUc1r4vs820i1ondeinMJ9w2StKb9iFsCLwpTN6UYxcpkFKKsJPsYZBtWp+D0iRYzBJEfIeY6iOA3IAjZCYk7JVEPu6Gc+HfxM1yRPSEH43Nffj1mDZbkbowqN8Sf8BPK2TCRfvz7hbCdCV6JRX9w1ARfA6B2XR2pibgbM90rzf1JHNuns716EtlyNd2JkWP/5Fr5eSR72ChNE71IqGLCZDB4oIlAl0JkyFqEV99XsQWqVsq30WhgSTukzVKLm/aCiK1bM9gI4w87lW+H5Ot4p/+TsvoWZ+VW2/c09OYA1NVbYwmCVlRmxb+2ZrXE2rw+vFcufjqCpsbvZBtv2fMkxqewP5PoUdfCxQFBP6dFy8Li93Q0A/o6pJN/FfPLMaT3q2nXdMu1cfBy6Mpd8yryOzY2ge47RDaLdOxsajxKPggXSF6/+u80esb/5Xt8I558n9z77U9wOYegWIutsADYJxAAVdxdNMLc+aFSMxUa5F07QIRppAGwsWViSWKbjdWq0gnMb6vrJbwIn7KrAFjAF/wjFNdGaQtDmy8hVlKl/8utR3mMvxEGhUW7bvN21cr43qwKFMmkrb7LjdiE0pkT6D/9zi1OtfXJS3DzWTPDCcMMa8Yp6kZwDWML8x9mjSqJYTDfGWRMXO9cppngZ5lLzHOJnR6iXnAseWRO+YB3OcbrqFIzvtA6c59Jmh1htgLOgWzLiWTw2XGorkpd9BKBZeAs09ZazJ7n0n37luwT/ZP3rQAg0kYoGsn7Fit1A5uxvrnDB6Kym9/t6kKo5U+UpCn5mOpmPnShAZsQzLGyLPPgaXMPp58tuymUwB8CeEde+Wgw4X5tuvBJmr08U/jhqTnaJwNhtHLwKAd3zR25t5HPRAtYEBgolV7VjTt2MF/bW73wu0/ffVJSGGtYH0oR8ZgXTM1Hm24uj4QGmRlbXlX2kjMqnwVW43cB9qwV4/hOm8QdB0DkEC83D1fNtn1n2IoAEXiciYL/kNq8LKl+H7F9J0qZZJGr8rBW11KDwQjHcrqzRb7ETlOUPtrnlnGH4d8wmcPEJ5KaH3FCradtL5troLxkAL/gI959KMyzzcAbqLr0oYBWRiV40i81UUV1MDutTfY6AVsvBAPI3aCGOa+AmfsLHGBySuWstJVJAlVYWOOAE9RSjES+L9Ey6DStezOqJCKYQ30OExab5sSs88cGgXaQeFRi1oAniq5Mi8fkvYsw1oH9v01LEhwk7LSKHTt9sRwEzv/eELnVGry+Z9UigghVK+Kg4D0JiZ4+h6z1a7ljwSNGRfF0WsJ+a2Dzo7W7jLjPip8jqx2l15dbhvH6TJ/MIcmP9CF+hPYFohgRU+ZW4dEr49QdiE2R5C01/IHWKILQP9P793Nd54WcB2MYaKGF0sFj16mZDLkk8Ep9sm/sgnJ9+N54o/UVFIYvaEDY4RIMjIcMuuw8OaCFcQANk/6uRgDnkDggxvI7Xl68f1ByO+IGj1doCR0NxLJn1nuNrUBQ85ijObNx9Hm0YXKubi1fTSxLCMxIewRICMYCwVALzmrs0hP1tkTe9UoWlwRprJJWdZZKiA4YIWTnHEO0VZc3R4VcTDCQ/BfenULLpJnbDTZsQZII0ZA8bM9y+6YwJtQAmDwAKEiMGnEigCi0rsFAQca3znLPnXcgvCsF8E6i1L5v0r6FS9CNc92rDu4u0TG0UPpanMlSeubC6S2ne04aDggn8irtMg2EDL4NGtKJ8txS3qGDkvNtmxUJ9oVunP6CAVqXC94D9MdIPXqzukCpHIf9RxXa4bscuCleaC6O6Zc1U3jMq6iH6tuumbMPY63zZkb8kz8o1GGHSdG7ZHiHFYND6qvFvHsPoX7n71JsRwzypBOqhS3K/wghEUT+vnWM5TSAbhtNDn/BPCeSSaiHIot8RIQrG3FqaAAABJJZCnIW96g1U5/8sPz7vhzye0PMUwxoexDXOhWxkntjjh9c0dKYr0WsB6Uy5ETQ+x+bXvr/s5NUEMrbj45+oWCrbJoPlkywRs6nBiriVk0Pz4jdPZxAAlHuC4C0s7h4q5YYZP758UGxRffbWV3hK4DOgXDioAWuB91DqhHnU0I5ScHswj6z7TAyxu78RzSiRmX06gnI6kFFogXzi3vlFReV3Pc8uL6ksbePR+CT8FuK6LLq4gYZt22yTAJE6+G5oO/Wm0oVzZOdnCajfTFhEi0NSjCH4WuESqXVX5EttGwwVVLoJRXpTD9XBGqwKzG4h0QR/+BkVHNdBiEmegArTLTn82MRjorrIWSpGHZwrR8D5Z18feAHXu39ovHnyB7VSgLLFKWmYRE/pf21JsKUmUwDR/7E8ou+qSdhYabaEHK2avuRO7UADo2PitS5I0tEv9Kdz9hgmuEL/NTc0IBZfJSdOzG2fj6Z1vWOb+2Y6y/ee1JONH2I60GuFOklpfMsXmsNoOnpTTfJFidqajcHd5lxWKyTAIN/MH0fBkhuBEJTlCi0JgIFX6ivQMspFuAAAF/P/lhKk8Le/xqKt6rWbNPOlj1Gz7SX0cvS+vX7+WpNHnm1kyzUmRnS6C6vWWEj9Yu7UCrweI+dWlkmsyZ/ac/aIWYlZHymrkZnlMjheWfW+AcYWki5RJRy4V9hyDpNKTzmELgNKk7PvAtdJTGutWM6wcIoIcF8OmUA5is7S6/kfk7GChp/EvdJQjFMRjZ3xF9Vmt+sw3v9vrA9Lijb7jA2x0tWCAud4uKpEbAA3uxwCDXfScyXKMNXl1BrFVR/NO9hnQgZAWoKQF7IPiuOySZjZZwSADXpj+YgxO4W0PpAuKueZwcgXhRKb1dWiFS49wZXFxqWzfOHCpce0gj18zPnkIcVnhG0KuHxWDGROL9OR7uUcgrsbnhcMfoz/9uEvNlkU7hKmZw1K7RKzFX2vhE2KFVy7z4r+vbDilcaqm775R3zcQYfkqWt1v4GbdVUKsmK2avV13W9tCRGs4MHfm/C1Y9OnQ2v1iuHdbFgwmBqZGqnon992zz+EcKPAbTaWzDKUv7dIBwt5/bOeVZDrY05iR9Cs46nvEq4j74v4v7euT3rsKTYOFutBkPY7U5cvhvKc0cIt4Zg8v3jw+3JhJ3bzcI1W6YT/A6GTMqzatNs6s3ayWuYjGrcLlrVTyO7x/KSzxG+ZXilMU4RnCb7KhE1vWRiRHN51F5Qy058WqNYB1rDrxC7p92NSewKBMp3DaY9yMTUG5keSS3IUM/02c4FI2tVwZdSMrZL52vYBuA4n/dOvx2LdyQycUnYcV6ZZsZuEnSXqG4zKAr4xhAuCzPyhpfZfaNikn2QBONsukNGC+pEKe7A1WpUNqV7xAUw+pD3w7MG6zC+dxaiVdk6kjqs/A+NmofsTxvbE/n48h2ASdw97zivt3BoJRHrwL1RiHsD55xtz3BJTOgNLwJmiQJYA4Ohr7K3g9kVDPHK1RSQe1lvurtuN429NExyVhzYoSBPXR7oYMTXMODq5Qp0RS8lNbiGLVeplnhTnab7vfMRwBG1aeld687y/aCQH5Z/yQ+aNe654g/KFJvKnrvPuIKkLHtdYpoUd+kNN8aY0IyyFzAGbozFrCgaDSjZ70UlPh96S/IGfbEGLBpQ+/jyLz118mz1yIobmmsyLem4Ndquqjs/ThA0V5+MkmdBkBuEROttS2UWH1S8joIop9u6JTHIoua68rd8MQQz2V8427Z4dXdkBNflH3lnXsJ3m5CurGnFnhH0+Qm9NBmOZrdUqrkiaMza1oFh3oDYsNh6zbI59YtZR14y5VSRgeWj5C4bK1h7tLxJ5BurL7nvOaSj9NEbuALLoHlSUB4PH8nfy14xEN2DvrdiQ7GIkXl66HDcvMfGMz9mGu3s6y+xgZWxaL+jzOM5H9UTqwqwBV1YYi9U0zUbMfXjjflYZQxT/ZPw+8GAW+SDFH9dQmSO3Cn3r2rDW7MWkHC95nbc7M05ZwTQ1gHjaCMvJY9luZwcDjpcIn6mTMgMa3MHkaAv7GSLUymn5XOa2cqSbJs8L4G59Fym1N5gbwS/BPl+XynWG6t3Ud2T7urWhramctwlESj/5iXRrZyd7NXlTEbD6HE4r7Xw3nQcQyeEgmmiUpOcyITYzkxevwP+B7NGMCTJWkgPlemFwhXEeEsD6+zPH9yOYsmgiDbygxQIWQ0Fyso3mEXARJ4D5TeLeVJTudyzvPePs8l6dGKpZoN8QKIN3hXNhCid8UnHudHeYABQI8L65BHw+p+7aQgJ5WVmgvoJG8SoACWGwa3zMCWddFDS4YoXzz8hVYRdXKal1myhMXhIO/pGKuIhGE9WZTX62UD7J5w4hHcqb1midfBPlTAaw7DlG8oMvtTF9YBSM6R4ZuG3ojBoGIrJfxAQVLTv3F4n4aKJHd79sZGfydBdScwQUbNZfK9VmwwmURuL79ZlWSfnNwEZWHm9A0Z3Kxlqm32Co0XAhgehfP9OI+GtnOgzhwhTR7LnbpdgOK7XJz/Kp0zXwzHP2/ti9ic6Kg6Jng1vj1WEA5hP58957ZqgmfEVHpJZOyWVjtIDOGbz0ygKRv5Fhchbnvel6N6BUVrdQfgiV80vBmH4G9qmMo01ck/ctXmjzJcTt+GuXs94yNa5tYXeMpcHIf/bR3Dez0FxLmzU8L8Yhxi0o3dNaAtvjDiPdwJhtvBr3fx/yTgTryTeL8dhXHS0DfCDBv5nB9EU65yq7qnkbjm4JEWP/YVkDS2FxtqT0nALRR3WOP0eNVTGa57sF0iHk33tv9aX1nGBWvgkJvIbEanApw4awE4/JUxynOwtrH1BvIZc2JG80uw0Sq/b8GLK1CLYHz7n5N5it3U7fcGG7qEPN8mzDsTyAvE5/BD+/FFwsUH9Neix3I1ihKAZnvlBre3IOCeQMOR2Z+1Wui3Wb3nGN9H0bHJkQRWTVLL1pDBc+7v83IRrmRGWUMqVRwevWhAGJQB1Lb9LEPRr7Lc71PVtU/qZLxR/wxqk4bgNGhxWqaoCryhHWtaj5TGF6iGieN+cTzR01otpPV/2vd/t+d+MIZbi9aG8x0BFjC+g9KbF9krDDOPMQoiHJ6yu6jQ/hpyMQFIq4hAwhR7cw+dXuaNSTYahYmp9SiY4AheVKauARcV1SMDw3EJlBX9+dSUcoAahPLaYTbhCMu+bYhwYUbJ5YuRBod1H6JEBAgWAh47DubyEfMWh0rp1mZ8DYm0pwbxTgKDWw70g16QrBqCLLPVch9lLVlXLN0qRUXxVEwRCYYMEY9XzJ05/k6KgtZKlpwIf9dDJikOATdjs3CD3MUGJxUcS5oKhJ7n9WGGp0+c9BYky1VJZgexUAogCWVbQoyw7o/M8r+Ggrr98TvAJqTVLiGD3L6AAcgng1irQdORC/dxbvFdhxkXsazGcNjMtzKnqVc4LL1NUBRGqIvNNJ9ZIX3Ks51TCMRXuSSiYXPDgMkZ3IfUOg02/hAYmHMm+wtbT1VcQmlbB9L4lKVkpUDr+ECDS9uSLVRqZrcokNrfXVY2ll287+v++nnexPRoxQjFnm7Z+lRsUG3Q+JnP0HVxab8mmykG3B451m0FBzLkjLLxq0EzEGQLkYOAhUYBEnZsR/v7HlYj8nwEpV2djSas/KnQlvEuSmJs9xpSbHfypUwXdiWnplo6TOnjn2gThUU/vsbdUmpjpc0jBk3DT56SmNBYN/DSkhaQ5QYqhjNLhUtM0IvJBmpGCkFv55kGb3LSW/immEwp++4TYOQip7AgxZvLy/0+X+j9PHhcwY5iBqB+mi6t5jY3qzWV9wjCathSJtYPoJPKXPyYR+6T8Gv8Cv4YqQStT0pL2iv7StlGrI5ZKpmy/hbNOl/0FRnguzhrLWLrasraoAmS9SgtOFz6jML2TEIaaHrFkxZRWNRqAfl9kgHhYkcVeYS6pQWKtC9iJllPvmvYvCyAdR7/hOhnnJE0eidPtDZX0nb6NYJUwMKMhti6UHNp2jwO1VTose/XI+nxCb4CtWDuJZd8diNvXqWIQIpt5P10mUnlIxSVOBQeRRYZjzyr986NDQlUQtTDSr8tNkiejTq/oVBJggf7lvP8CSL8WNpf2cLBuGis6xAZY9WE+jEr4oyMA0nFiIjbWvgZJsc+CefDtjPKu/C3W/b+AIJgnOhKJT5NUTD82rt+iQkfNdzKRP3tjsjoLeXYvbEQ4v3kYbmMENXKsYY9t6RTLQj6s9GL6lg6YISLr1AH5jdexhxV6uIN/4cFyWS0U0UYRUFkPExWdM1t/oYMgAczX2y7GTDce5W7u1GiRd/rwGSgAPMfnkVD5qrc1Xe7aE7f1HZNn3+F2a0Bx5dsUPMjoABssbr++1mUsZ59yE09Q6H/m4E3jmaCxn+LRKryX/QG43R4+J2BM3dHf35FHbERtfWUkEki3tF2FLF3CZbP4p/wXLUnrHZ6j5fVKBbubP/9G2klPkhQWyHLtZr8DndP6hfayhR/v+IU71gxKbWK9TZ+mGfd0Q8ohKi0IAQRDnWiz1SXtD7nf4Ux2xZhRZLkzLUCxQxcebN/7EgI/7d1UqwNDX/HUgnrVdIUT4nsp2ab9iW17wDjP2+iFdTCG5UJlh6gP1NXcdlrZ9wm35xbXkinL3JhiYYgsoT9WrIV1qwvyGp6ELnGAA/FW3mghKkDe5zxjsgrYswoqf2gUsx/pKxh6pkF3mFo2oxs+ETKWVXQSZEglb3qeDTnADfcG7r+5AxQ2AksRrxh823xqSqUXJh1LGKVIHcvMQk4tSh1V6Kf/1pVX/uZdZwYJYU2QGvApFqJf3w5b8DkMrFBrQPTWosWog9QFE7qx+khhoiJvkl2L8C5E74ockGBpIrupvRiPiGjQVFvwS8EnO0IzSx44ftoAusRI6sbionFwaAZ8ct7mBCaih9OlcM9D6ys96LTERVcUg+uHIgLaDZAsONs5VIL4nMAn7TVLkMW4Z2HKChWl5GZMSPIB1hRfPLkL5hyIpq6qTuvt0OpnSqFOVxYK11a6pLLrSgcFLOEY4PXwn07IA6EXY0Yyq65uUYOmdz5+jhYw18ZbFlWvN958Ndbg9gXb9oQRBBEgPq/cfDlUecBQ5Oy/lfYfKjaZD1BgFSJhgkWEMeDZvuMaMxTPhCZcIidLQYmCf6nT8+zmYz3jhWiF1Z2CGqfQhQGt2dPlY6V9EIkNNNO+Em4rtYoBornDoYUSvtHq6DGQUoS4UvKklVPYo3mUnmGNIt7ArLQAbRYllnFtBAe8aMHtv2OnbRee4uGeL9yktPtuG+CqTIgwawoiG+c7xLG28g8bhU62uTVnNSUVn6qfAfdRewY2QImzUhS0Zr6sph+NNXrsNut7iSyxA9htpKCeYXTA5kjvOLjjF5ZoIrRN+AuNBBTRe7yH0f1JWUClTlVAah3N/GBDIPyAB5uvmDB6X5ageFbTkSR1KKOi2Jn46Tg9tDqNig3xCnfnjXOqrU24fXaskgPi8ExEqKQczobdLRPHtyMZkt0pJ1kuRuDmALTY615IiEivBZoWVdzguxefwtUvpfQnBHXi9Yv05CJ4ww0nxnL54fYbQ+kfn4wrJCqnDNASQNuFmNa5O/D/A2oy5LGSz5O6NuYJOEA0pKbjk+B0FpPa0FCLOsNqYSFgcEvEUJ2DVBIoGqJ0qzmaNSJzsqQAOkZuJ9Ns6BijVe87OHrPVhvL6Vj6bS2uz5FhrAMfEec6MgaEzto5uw/34GQkGyN/jHdW31tTLvat5eCZnnaQg7gosQIZxtM/Eoa1lfmuHOH6N5EakyrEyFutvdV4kkbYqAGF4FwAHDojm6kwn3zQ5RroZabWo/11SsNDCB3bX3x6MT+LNu/NE/TpTDP4IW3CrGsF4J1+kCTvgmAKpb1xIXMRGUPPAfUON2ndIh20Sj6J+wLPTcBEq5+XX4z4DABPEyvj4gcdNmXyFgb50Ii/gYghUNFacjSHD2jCgdyrwnfWvnOW4hw5unGz6k/H1cMLR0fKFsl3JGb+j5ATiFZA5C7bAAOedKPNrPrjkKFosm97nO3Dk8GSsN53EsNFhlwtJNu5OLIjy5Q+jCSP9iSE1olL6v5RvONmYl7Ioa+1vUVvT6s7RtDxo9xTKHl8iF+luvpTgIdK+OX5zmP6ICcfySTIqlnENRbQ5EWJ7Do/dg7KrMNXWEaa2AVFpIpOF0AapAiSBMGgXubmap/Q99+dUhLt2B+MfG5EhXm2ovYmJhNZABzSeau8qx2btNOF4M+lCwmaj5UHEEAft5VsCHdOZfNc65FnoK9n+QAZ3LVR35gj9VVdEkctToUM9ygPiO75plDPzuQnavrYNMnaaLzacuUQpq69stUwNkyAGP4+NumD3zfuFmvHVTwt+PgEMxEY5rMSDom48ZgIXRe+NvJEuXSZNnYH8CtrBe7DuYZp2Z1+jF7cQqcuLSbrkUgWedXguyHa19wurMLqjzfn+jaN7kJ4Ax+Q1eRQtcS2OdfYyv3J5zYAs4FxGn+hSsI+1DHI4faH3od5MvXsM4qVGpl9bIC83katFMxlJLa/fYHOBFGTVRSUy0I8c5q4EeRWc9t5iM7hvDVhlKwWU+35pRfgp/GtiP4is8XUWKkfUI+QVPiCkarK38E5Q2ZgT0J/i2UCdSFkm69PNi37baahVxnwfLQcYZ0nHEZAXaSDZTny5qSaEZ3J1a+ZXMh4OoJdxvYpBd1W5XxBC8k0OGziB3ZUSFwYKdNRWCVaKscW+5HE8zPaXZgL25dMViuqG/Kf2v/u4ZcclGm5wy0L16H2txttguBLy50jpHoO2msdRicVYjFrF3tBRF57Uc+ItekPy+7VUNKI1tpnS7Inp7cQw8W9V/+onopBNsoLkJdSpD7fyQLCtqlDsv/qtOLhZJoYETc8XXIXYdNWMcIC8DMiemINkcDUXHphS7wUkY7YuJS+JY82sKyQzb290AUU42sEjDrnSP4wyv8RLyJWSUjFG3EnCVcY+VhlAYWNs1G6Qpxb90BixqiRyXR2EJzhX1KVaEDRHLjD84FFZyZgZS8NqGlIVToP6uxrAb7rDaezeBFqfPMRbd47Lad/KXuEV4q7WALuvnGL4wPcvOQp1S0haOaLfRLsYzcPv1w8quvqm5/z7hPCPw2/DkJYNYQYX7nQ2mfuWbDjWeRo50oAaTsxTM9FWT24BEFfZFTbunJwg5b6F3Z9a0TE9VbDlZyLOHZ5O1gylx+nhGZeY4pF43UPwyezAtGDzwUwROTezZWbow6JEZ5/eIyFlNIYqv9SZfsIZcnVPhJt1wQ+og/9cZRy5Q6QtYxmiob75FBqIuBqyCmwns2O1bwnVUu/w4x2R61TtUaxlMG1ifwr3SbWapUoG5BoWzN6nMTNvTJu384/W3GrtQSc8v7uwcEv2nDnQ6U7Q/HLoOSSTcH/qbKtUvXKIXcpRHU7cBGI3+powht80SVDgy5LaB3S3pwQ0UM3KeOJdQDzgdSmXCKBwO2VAQUmb8etJzXHentUhU/Yr3vK/Ig6zXx2oYGst9uGEr7ShdIauM1CAD1/pS5ti3+F+WJcsP6f4618/5bqpA1ko1679R+pyyUpcMjDE8WApbeVhh7VCmpLu4aw2TveIPiZRnuhPIBEUfCRsbOv7hSh6Oq1XgY1GLAO2L8AUn2ODIxNd4JO48QhCfDuOZDL96Tu7XYRL9ANZglZK9K23S+b5T4YUPtoaKrCx3IrGlEWLaScKfgSZ1y992A6ygCS6vXg0WVcaMrYzsItJSBs+k1WxzuCxS9kmxnxxMSKdqznLy1I7uRwL4wB3TvpVkOvbHY0/v6TWCLPGxIGhVaB51qtBmw/WbC61GvWE1gFS8v36hVzGo4yYT1l8M6mco0fdKyko9MdHDpUeO3jJaJTZ58DDOUkYM8BhzS+aBj4r16CFuKd1StKrdEaGCDMm8rIKiDHcOBhePlRZMZDgbD30K1n6H5EqeR7JFgbwLv6+7gOrJYiEzEVBuayajoaGEfVAtiqYxkw3tCmSlEwYTNiL8v9EdirTJGuhZUiyjZkRuMazFvaBOqabLceuhVAjlJcn/w2ThIq8RJFo/dc5KjzC7jZv5YeSrGzoHxb5+eErI750JWsh7983+ZGS4XmMbpinPPkXzuOwsyuIvkVbwMgAOXBOhHWDnu4g0sK78h5y39KPPF2JPf51N4E+YUoAbNz2zOXJ+HJefn3m5wo5ZW4nR/faSlchgpnrTdcFQpuYC/Wx6OWhFM9r1HUyBjoo5qaKioxl1qvCji/fLsJRJqKWUfWAkzYzqhG4ZWYM5Si8ultNtjNPkdXikRGmLKejquFZM6gS2/Krx4uobH5dCitLCOzLXD4qNUcZDaTTxB+tL2fTBF46gMnM3Sn0KFekJKdN1GAWqvBIt732qKlbZ8XVCIE0K5B7zVdnA81dNa9kV5vsga/qnmvdwDXfw6+SdkcuWa3KiZrtMvsdWlAbrsw/m3KwAGPCmD7Exf+aVneKshe8WSE3NqLRqN6VB3b7QfEjySYLZOvtEh9GkCwhlGX4wxGa6EW38edinGn6ZAl0OtHQACPjOwAbgN3Mqcpo4X2oiK/gtR2SCZid2j1muNBthRpDRSyN3I85hukLAAYlSbKfF7WejKeFUaAzSlgE+HRgDzwZM+evx/nbDC98om8izB+xD4R1JTttu5iABkINVlMAJ+tTdlInXd/5R4Gdp4mO8fLs3rz9lSPndjdTVs3enwFQ1zF88WFc6wzMO9Gq7cACwFsABv2ngcplMEsN29OwSpyDEGHet/5t89srf5P97FQimyyzGDPh8vpp2MH25OqxQAFiPMMbTtjszPImChdI1dqHsacSBz/ybZu5fgdAeoVQkQ4/QD3lZn/L2FwUpFYS1fj/CX3P2W4z4CL9EU0Z3ZYPMKGM20EbIQ1f1j5melKc/5i3LuvGart9uELjK8DBZTmjdVSp5taMLuTenvvmH5K8GBtvsYKbJ/GjP2sjkWWfToLWvGJ7Q3WPu1vw9TrzxuqWIofGEGbJWxtLvQGjQUkNxOPJSwEUXbVMcX3W1vU5M42DOvxvqTTdlbdtdyq8XFlgkvljlmQwR5dSrjvBqVR18xzXv75fMgotvv+yKSf7gjCD8PHXRib9PjrSzKVNJShMMxNv53KBi8rWRF1jRg4+8zfVcT8Bg0oy4BMXagVOquLiow5XayTg86oiO+xoXRC7N2K/rx2buYSjEk74kK84YoAkueCq0Iqe5p85tM5n6HUbYBhcIcxi887oL1X6p78eoou313zy9EAR67CZp2IVDxUEbhU0Ihng/ZkRj+j+IyopVvTPf7LYQphZW5HsiS+I0K+vqpMycHX+V2uoOCz3soAnz0QV1RFrotgll3VWjs3xcCqXQSsELiL3uSbj8rb9yOJqt5NCChrfjlilpva/zhjVaEZe45zpjyuTR39U88yfSyLjvtKT3blcX8D0lD7/+OLSvEa2NW47f6SoSBeFefptKjcNVEbQPjY8Y4g4eGDxfwxOUz4dzQCtw50XEDQ1j57DuRqxMIwh+MrnH5DStv44bYuLXATOb/I6l9xbIMr8/Bv6b3+74xtO3IAPOytUD/+uFmQcL+aZm9oyxxEH1lWXriE5qO+kN8do8l/jJjNiEmlilqz8BnuKU1Jcr8d+lGp9VSYLXKxElNASzah6OKL7yAgis8/y1Ole65JboggrqhV4Ch9UotVB6sXn8v2EDLsu8KLH7ZO2NPYWSfiWGzlHXhURIPDIAkpBerkTGJ95nrigVzuN6tuJA7q2PN0xhUxLvCXEK7E/4L0QCZabUIDQ8AxtbwMmWcJcy+rceI4nctztxz00Bvw4exI0K/rstmW3SiffJRyG1Jl+cukT3Wcn2O1NJSOJcYdZDecaHgg0HWU9c8HlwNHpK+kw6u3Sb24MAWpq0mcdTge0SGdR/CYFwnPhussN3N4yHmnBXNY/frBlSMcC0/n88BsblLsX0sRJ2XqWjF+8cjeqyvhWJBBBA2chDJUgLGC3307UHD47oOLZBuo6vUch5HrhRTCdaZ6jjqhaRoHGv9SZjRv0I1f19lWbj1YnZN9NtK98NEjC4QVs02s2SIty/JqO1e+KslzTjTZdnzYyEJXtbxqNyk01I8gGxZALyVKhDOVjpTSMRigsxzpiw4kfwYiYUC3S0ZMiDNjXTzZj6fDn0vmPNDqd3BbGXrQBGw7TspvzKuWjblC2L7iV+hllYxi8vF9zS7C6KSB4j7f3EuSkvhNhk0xEEt6NnB2SzkxtDyM0+Ha3cD2YKcx7JvhAK2Zx5IZVyIfhrkRGpyWFyUX299Y8s4TKxenkTlMXYRBn0vXzA4rLZh5nhQhQ074ZvkhfFhkcaagOgRABHiPfoA0Bs80CmsVs6DoX6dOoV6AgoigCR/urWGCnO8PTT1WawPuetWMD4nRK8nkZV1jgrIeEMDRlBw/q7nb67onieElSiOHd9M7hmCpqqzxihZQ/2vB8Rgrxt92UvHLy91qwwp0UUU4JX8b1S182KxtO5W6+XhCBoI3ARtPBuyXQ6gVSf4i8UT8PHzaqMlvW6QIO7KJhp+IrqeQ9EWalOhhsUmxr/y1gRR7JR19rIlv26MYtiipeWPHD2gXQhuMurjj2sEWzO21dUyDUX6zBOAeuSGlWNXMJ2uxZrGdZC+175ZDbgG6d+okyDxLksZqOeyvjhFb/2UnqJMj2Fk4ovkQr+5wRx0Eh8zTzBO/V3Di7Ls4XAJNA6TEOGomIVVEdEe9ZhaxanV0DHhaHa8Su0rChpxehtFVxiG2P7/GCYA8xq5ZuA1xtx/xDgV9h0ZWHDzQ4PxDmxnT1ZnH1ZfZx8jZbTot3/eANPN6ScJvXTS+TcLeCVn5yDm5cKS88wQ2zAp7z8H1ZcXkFylcmVO4GzHqyuy+Ruwbt5Sh2hdFiTpl93iTZjDL5BCs1quh8yqOvvx/BRgtZaT8k/YflJVUmJAT0aTwz9b88Wroksg3pb5ORGrwjW2C/W86LelrVvIkqOxbN0OJytwS83Cm2pdArQO7Vg3r5aIpPWd/h0fbfetX72Cn6BCT66fzEliWZhlKfxFzPROtP5FUFSjIrPQO9hxdL+xiLk7P6kgFV+vBNkBM8E4QDIU0EgU7oMnewahNyMRgZG2ZO3x6GRLO52C4QzYcnU3Ca616lKZOPnbLRF8feIg99Al8Vk8ictrcyaberV6cPprSOZTxrhP3P+w4zTzITQny+VI+cJ2V3fUPD55oWG2i8/AkcsrcGfgxoHGpCVeMecLnDJB8R1l9EVhS1XKv4Kp0auNnxikH5J8+GlgQIUSgp0Qbget1YC1LgPiW28iu796dJeMwJ4S251lykGNMLfUM+haFOFU70913gcK6Psu3G63Gl+EAFAlWp8ZMQaYM+yPfD15dk0L5xAn7HMdE+S7GaW9QnKOgQvLYJfAtY5eOGZ1Fj9hIbWN9r4w32rfWLVDLoMzBE76cBcvvXTmc51rIjTO/Z139vhvf+qaq2EmykBwfm142T2FPDh3rrRnCmRzT6yBUKg5TB+5lSFn8ykrW1Bayqbt5+7HdZlisJoysKbsxfplbpfjzU7fDDyWdXX6xqJehYdPLWLR5c1RNgzwWf1zshR20th1fpwnPhZKE1p9cZYGtqlS3BDmCSPgJQDPwtNTRr3ynumkpqnZhauA7BEp+mKyM+O3o5ZW8aVBh0YejLaZJOXcDfNWchSV9LHMpJkthVq3sbOwqb0J2eU3P4uM4RKDL+iBKcQ/DVrMc5INj/I2dnTYXunQVIpQ6k5QXBqklSqE+n/rlCO2wo2KFg+ct3ES5fX9ou8s2Cbj13XlRd11TqItZ8eDOACWq9hbKx8UR7o4CsNy9bsfhMdV4xWGTdnL1L3G/Z4eWTqv/kv9Hi4CYejgwNxkwy9syi3c5yfkU8l6+1oz3l8dxMko097Imk1BJW4zRHl6RLKoffcUg4ID8fb4yEkj/X16laHxQ6CwlI9ahiXsTVW+GmWFUeF+y2ul/IKe+KOj1koSLGaRS2rSSa9mm8HSEsUBK89Q9zTmUT1rRPbKNM/GaPl4qM4FqLlQv4kqeuMGbyklSnhF9e9pNvpMZkbL7eSnPNWA4wbQgXPNeaXpLgLO2OvD28RdKgjTn23/XHzY6q27ChaBSN6Zu3gw6KYzgFyTQHz/5OLHCvh4cbZtvmTGmjO0ZJVmoLTFI+2rSIBze2ekGArGFQuKCv7UUx3N2Low2GDG44AJtVma+QWfT4HKa4X9RmS2mKhCRY99B3onrxz0NltNAvR2WGYyaYZFLN9SZ+UzEAT5VZnkpcvaTiEqtci5nJ4emyTYD/E1Nb3ZBHWKJZmPWkf0q6IPvSNYvSO9ctm9QwrUVkhzhYcKBBr52evh2LPdV60ViCEZrNAaRThy2EMWHHD5+G7dtkFEdINJfwYi/hrxZHzBpPbpDwCXu7R60s9wZ1UhrEgl4IaH3MPrnu3j97TgP7F9FbVrI0YML6WQG5ynDxzTZV+CttDO4xLVIMVCa5G5EzrugBqqaprkHt2fNdNjMaXnd+QhtauujK5+ZnSuu/SWfInRDQ1VB7NWl7l3C8ShLZ1wxrsociszAWjgmTxSBUrWsDHCWUjTUfRPQEYf2MaY0VgLwrwvH+pknbD4fBqXv8CQhnL+fDsVXD+j3I/UlyC6IPEu90z1ADZCoX++Gg80ecpRcz06zlXac52enyHo1hxkq/kWC9sfV4veqF/4y9+sls6OmXH1mCtU09N0sa47taaaaBtzRKDGg8/XwISjSUhzaq/iymJ11eZUbOGwYcJs3zUuLFIipbPnK5o+JINhZOhAP74hBaeR9582DT6VKCTJV+TuPcqAExV/q0O1rF0kwX7wOlC57QP5Eq6SySV1LZ8hc+U9VzKgsmiYO+WJnFOl5aCGiYiRK5kBzedsxb/Ar1vh3vt26XQ7Bs62r00kcC+DWZcHiDb5mlQ/mJAA+AlpJ9+8ew+2ofoVHvqCz+FlCRuSjYiE+PyxCPSW6SMutBOD3KLffNfvlR1QNMw1zRRNzR+NfkhP5ntHqnZZUktQmCqoTj8eRv/v5Du/4TGoOj75VoVMgHBzIE8ByTNDLtKtW5nqMWM3CILqGHXOjc3z4NCt80VDHihVqaLgjw4mdB5LbpTgi1Vd+aFDJqf/UeLOi4mV+e6Cm4d9HMizefiX7Y5JZXuvyEfRUv7J+m19kOAndAYRUawqRS1KMlwpL1FnNfxno5QKE5IY6XzLc3MD+E1ARQwnqPOrxOw2Xckgk03dk/zrbbNhRo2QSOG7Asqn2iPOJxfSARxvhKNzj7rYu/zLqThbpIu60s98o9tumnRjDJOUGkinxG5bP6q8vV/gQWU9zB621W4sGrXrkg3RmCacF+ZxHO5/UQm5qwGVhMtdZgGybDI9z+MS03aj0PsmQkqZ3VZj70MVE1xJVR3ItXqZFq7nN6WG5P+X3K3EEcPGN/o4DI800cV0VFtyqfcuILqvYsSHmcffo9Ll4m8ptELdDItXZQu2KXWSt5Xr3FjKSTPu/5cP6+XWTFATDyt7WYs7Hy1FyXynB0WZ7AQKs8jWFKEAn03dzek4VORn5DpxkNh4+45RO4KlX1lxQeinkwPgwTi6HzCbWxzdYq4yebg2yfjGUz6TWZitwQ7wkv3ZWNHPj8p6bdwK7Pfr78w7QIE4LtVnWF5Zv7fDzo+F+J2mQ/oZHosjS4N4PpkalbLMIe/E5ngwkiWK4HK+rE5+FPJKlpq8NPwTO4M6KfwldzfA4DOX3TZ8BLiW7Y5c9Ir+RdQ0lIGZA88zC0IzWRKZP8mWXMXTwg2mfyRImR2XYeC+zXkRw7QTp9LsthUmympwGAIMo6kPti8jQAUVg9kxmFs87H5vtF/bbLNbU2DqfKTNBqqytKWX8mIWeUi8Wx2CyJjIxzGLTNZtfgSpzAYb11wZn854nhpSDqFOa0uSSwb2OrEP1Hdr/3Ev347H4QYJlcY0j7sYu/2Z3sXvJWeOvP/0L1CMpGzMjm/j9VB02psy5ZBH3XaGaJfxF2wYAAInA0cmLv0psOX969AvzYlIvbbjrf8QHMGdGyt/KRICMa/o5Mib4JH6BR6JaXf3KDpNeJijonqmicubBjYFbk26VH8coFoA0nHPlyWRVoeM2oP+SpZEmYxh/6RqRohRg1aWHkL+GGIpOj6H6P75yj0BZjq8osffAP3p1VDe+apXLg4OtaN6hFrR9IpcPz3+PG1J/IQnAWP9YQQy7RD5WFqwm2OS0TMCk95H7+12kfZFEaghF8i3m30/VjM93ihKWSGTJa+o9/S5lnhC6XXmGFJgIBH1iYHFPzyNNgvytHwUCYhqeTdlDiw1Xy1EMZ5bTM60yiPAD00l75uTvTZj7I9SUlDS9rN0igpmF+ULHwpT6EnXursl1aIR7eVvwTie9wRhBUgv0JdbUY25eWpr8Y1tpPDFGICwGzCP1q+JBQr9mjWuwBEmHiEQ/MyCgiVch7piHwM5NPVmhsj5mXj3gWqLI8T/nt60ilRLjYMArZBGYDAjdMkYs+GmRxUKRAnYxPTorGBbMsWLtFqn5tU6791yN1FXRtfKyLvWC44GUcTm+zOc0/7hggNHeWeF/TfSq8uDKjNG6vloe+g457w1rGuKA8zdIzT3W1rbMQ+pKdEat0PImDbgQgGknVRFAmaWyrgqzb2qkooG1HYuPr96FOSNIaEJrq8IbOUZfIKnA0gIUAQy0bBzTNp8G18C7QC4U7HH/BKMwYE5gJ76lUy7THTo+dxqtAaCEPoaoYIo6KABMoz4GSwTG4S/0UDVLWwgOTrTCGqpGQbR9Z9nMKBeyYLZiL7ndar9MSu3PZA4HA/OXhbmHPOE5C8zIOA6lauwp8w0C5w+pM3lWQtV13xiwcE6X1i91JbHWv6WoBY/J9GHWhxei2bGZJ9Fx/yTJd6X3Ov3CXMfw2XNyRZRU47NWINhKBP/qiC9+8nQxUQcsjQCAgOEUaXzM+ZhUHm1eij5wg3TpWvDK+kdDY2TjjwAHo2No1SEekh8Iy4au5EUT3AruLJZ7+PHHswaE/tt5YsRg659Xz42PC6demN4b7SnW6sQxMg9ymCVbI953+WxCUbauh5fR6LBQYFwEmIHTxjLaINKpzaQdcVuDScdnUHqv+z4pHzEkPkWBa4ePxRfsCotdnIKJi65Eor/qU+8TOQJGkCsM+ZRUZY1oylAxJ3l6tkwGlhKLxZeP0NALb1+7vwXZ3EFuaDq83Q7i0hil6h81MMUMThQG0mRMTu6FWUCYDXyNHenQlm4xurOQNsCBg03nHBXEA3jVAYjhQSkc+KQc7y0O+MeyE0Jia97uCkUeUF1/HmjW9FG+eejxDS/DRgjtmh7qvkg1m3RbNo/HwuOLr3iK65xLzvVLBg0lEJNyPesdT07GoYzMtI/XRCkFKV2VVWvu+y/PTpxlCXiUq/seoQAwZH2MN/PGK4JF+VSMwz6sbDhtJs2wmTkGhFJrlJH/5+RytfgF2bqhz+9+PVzstelrG0jTdhx+GyPXpu84shdJNPiJo14QD9wXRSVVX7nCferI+zjaQYnt3d2F8nqcudoi3bOzjau2Yo0FOA/vrLlAiR3fkkgP/pEAAWVA5/Pow8KsgqLVZ65G1x651KA4Wiro3fG1VbrGjbvA8kMz3v2HDMgsBFI9WAEYBcegNsDlCTDy4iCekTbpelWCeNBNchd5oHPvPxdxbpWvBX6uTEAALA2BdRnycyb5jKzZGnFW6GJu43X5YTNKWLOvVry6f8b+If9gmZJUaf9Ngg2IAAPyoAFMFUsxNsH7tISrj8KRLjI2FjrHMcMMNGYIeEcSJzVYOs0j+kDUcABYBMBtA/C1tlrCPKUNjryG/c1AMtYm3E/znrb9AvbFuJ61mHqEEDZAAFpS6gAWdHRYACcHMLm0p+hHh+qmSjINpWqQBlgAAAC7o2H/GpSDazKxltlVgwISQl6CtFeSaSfTin0Yzu+raUUz3XvLqxc61SvyRsF6oY9o6eFVAzfyUCZ++JSM9AWMYnylGt4I36yS1vXAGzdcj+AlDdezPjoOQvbvij6xcFODjQ03HsQ/2UQcDknDetGZ6ouMdsCYcAi7mXz7xC68qfr/GJhnDkujq7fQACMN1ydHLRv1AhGQkLkGecizWgFcTBzn++BrFT2WZQ0Cqk6D9qzFkrkssTOQdsvb8znN1V3yE3hXQ8p2DlDqxUBtHohAdwuo1kVneYpsK5N+GvMlrPA0TRI5z2JefjalLwhpDPXAMcw12j2OeQTMGo0HmxXN1DlBSkpe41c/zsGVudrETD8wVKdTsaM1eGTiKliBSofZhzltEETWYxkIGn3bKaPOkABoGX9d3ewtJf8Yz+QYzYNaHpegJxWZz7y0dI8y5hPLmvIQY4sdYhz36b6DQuYacqAqrO6MZGUfAeVOlkBGMtTGmjQS8WwRNDVsqL+ioX2TcHR/AAonaMvpSlArhW0WfLE2ElsZjLs+BwG1t5BWK2lwyB8E1AbsT6KoxOnkEZ2180dGig0YTcxnrUTs4lZL0+vGhHX/Cf/aV5Xr03s4kdUSAFWBGh7xn+axRsYBCTV0X66mK0CMTi5/2e7w2j7Tf5p1ZzjoGYlZ2Y7gzGRR+FUBn7lP44/g18LRGoqsoVY97Af5ywx/K7mccBXGz91HUN2ZvoDjT5bopIJrm9GHykeSt62rOX4F1lLf03jRNy7Npy3NUMTz6KguJGWZF7qJt3aKF1eXD9gtt1Ko2yvt5SCfMj9JZNE0boEjMisUj2xfS91A9PipmbTnsQZ5t0ArH8u+z+KcAEJCvWf423onJ5ZU8vP9Qd8T6sg0iB5jzMNk4dadJT0eaCgaXZqpLoTF+hVQOQ63W0lp+UcuCdg7K/lNptAsW/kBJtGdh1In7BHygplKOpVDZEbLx627KmaEUhwpvPkvpawMZuwrWTTxZsPcOUMSFjAGvVgUyU+8Iz3DWv1U66XMgMXuNCTGXyVLg4S/ikaTLpSALNhGOxCXzajY44f6UJwVXZr+OAJAUU6gl+GeMPNTRjY9vPKYPaznytrxuuB/yh3eRp8ixJsssoXAAWc2wALMGBPwZIQQ8jMMW9QFi7o23+8ZLNE1X4Kw9eQWkY4ykjCBhmk1oo88HDa/aVvgG+w0H83nTA2fnldnzdRaHv2KwvZjOLr4CiV+lt28xG6Ep20ymj4zJWNNMbRdeq9AAGgZs3j/jw7yomTDVfWaRQuRd7iLbKHjiE08D8JSkdBi9foTOfoicondi1d26KniwdtX1Ru5ISk0rLXJSKWJllDyIP3pwkOz5NyyR3Vb5Jxgywp5FrFVIbz4CPY1bCze4Ui9FR1vvGqHOF+uXBjdemD6uT1npoz0S/xs1Rf59NWQ2adj4j62NuHz6YIHHeAB9xeDXk/QiQNgqJVEcV//p0O6g0u+kS2la6VK9Vz6YMhZ1zY07zXpm+bJYLuZ00h/xxrIvqfFLBMajOFtHU8aNKcDAtIY+c5lIyW+V4P+3eaBEYLbWknEw4Wa0xCIbWgk8iLDGeMJjSp8Rf/eI8iH8UCV1+Fe3K/Aa7HGyfj1Yw8iYRswD675+tbvTfMVSUdI6ZdaCD4TnN32oUcjB/S5RSVMWQfurRoNsmWzx5uhpbiNcUH7eVRFkp4vYoWNbqJld6AmFw/VD1xjMO0PPeMaWYLxqwNF1UcG/PQbuiapboYI62tiuDoBaCmMl0xFaRQcwJJgWmmaYj2vUmLtlXdCl0JRCG7gf8SVdpXxtNPJNJIjYzRw0Etscgv7QrZ58QC9kPzyqettgzV2AeJg12gj7tdid5KA68kYGQ25P1ghat8TiccWmCz1D6JpzJ1k2q0/WDhyx2ypZTUSV4D6iTxAiQNo/a6feoai+kEG5DC5c+b4TvgL8DTuPu7M+xDNjWoftiN2gPtOf8X2XGhvXGXWjKC1ztnK1naYOSb15IH2x81FUOwvSEB5+KJllONdvGmCIkkasgw50M3i/Ei4ZsZJfl0NTpiIdPl/QDLut8pheDXAIfpikvt9rEkFirJZcDaJVM4lJi95gSqU9Ev46I1BJYwh4+Jh4zqU/s3lIctqAQBCzXwAFknZ/wwoQtPfz39otUHdOnkVsRJe4+unyB5yDwVS+C9N36N5uEoszkC13TCvHEoRUG2/IM+z1xw1/sQEFO1XoYnTZzg3bgbQCAlMqW4RbILNnoL5fcFZzehKzzuiWiv1EF9Y261yhU4iZCiNCSKA86Wm4O3yPz14fXjwBS1uKLSKN72bfzg+VoxjF1WvHQfGJB4HGgNOYxir64F/e9ETp2EKn3qSfp8iwtD0r3vQ1JQIB6vVmu2l0KdTCO+rFxzl9mq9aT/8qZr6XFiYKwOv0zNnH1fwu3UVyHm34pMJIWpvEFOLYSIx8Wx/nYWuLlucMKavmFCjJQ3mAS3CPZ7UFm/y+t2Xk5o7hgwMD2ot0lprEk5IVCAC/LfIg6CUlAH5pdr9Zp9YTI+akaooRDPe5w6cbEjBxKv2mHFJy25Eod9i2bvTzw+XJcl8ckSUgVl8mAWIYN1RSsigA8o+zV1ssermEdpr8cVySILGuxe6/zgJBQ0gTiFISGvN4rVQVTRQH4QIJySnJw6k0SgAhDMsJBQVq7LAiqV1x9Z+D/9ADn50M2Z5TZXR4rUfBLaUTyxsau+1adW0xAByRk0SMKm83vGXiospv5/0UKW9UCIZ4Qhm8DOPsuvSdFA8Rz/3NGEe3t53N/2r67UMr29YjYnCsT952h2nKPekS0AecOMA+FwmAkSCTalJpglr92/3+qBOqJxsThTGuv1+bS4tIE/QoH9VeZiibgfV3rDJL4caNVJnwpZ8snMSkRJl8E5zc5ohTJOs0hGLySpQ1N7aaF1VcqLuNmPz86Ljmlbll6iaKk8EDwLGIp64Aqksa2HbiKYmja5BAHl1AvcGwxrNlQyggGQpr5r7NeOpjLmv6c6F5NWrFgFjK/sfDh4ckYEPsVvtb/lRmNSm3WlmhVy8dQfjOQ0seoG3Id0BHxT0QUOeIU6Z3LBlksGRNW20xYOKcm01NYAFLM6gghBQz9y0Rc5/zp+5J5vq+OMUDmziPmj5YFQVwBlu2lTG/NynoCfvCvHGSx+zpzAe+8GGOtUTDxQqy9baKNBqupfncbBUpgYX7NwiE0kTlQmgbmqQUh0HOirpyZqXWbHWX6FW79egFalqROulEyqGI3N48pCI5SUPJpJ/VX7tgkM89oDRL5a4F9xlAP+RNM+sYfCXgydvafFvNZ720UJbpNJnxEXi5HC0VwVyhhr7gAy0PnAISCqcLSAWMLzOdnb7ZVrwCtaqjJbca8W7phTc97djpOimpS26imflbUvUOvDRzO0XO9W1lVmgqVAfQllRxS0NyQ8sjpQRQNWuanyKCVV00N5ixQHwKphYAViU6hATnhpcH19YeTIv9z9v5HVMnuf38+z+fMywaycLXJP8wDt+k9FX1JE1XKWM0qAetoCFdVz4bdB8K5U9IP1LZiDe0rpcwJwEBafugKwrU4N+mI990lR0SEYkPRd/3Ymcv9f9Vpgoc/pwqU/ez5U5+1NrccfQxMl0GEp/WeibWqq3m1cc9xiYO/fPSy4gr8HHNbZaur1XJw1OEpFUhfhWN9Y1CGBnTINiERJLVgGLXazNQbDmKv3BOrn2W0p/Y20D73HGHLQrCJz59nND+gqyn7W4xjWqRxHEuFtjurgbZ5qZT7+Eg/m73m+tNnwBuojzWhqHzBIsruv4Oke2hOdmhj2QruJHNq9A5U2rh8VYPCbbcF5OMXE/hCL4aNo9hlWYnMrnVv5e1ZqYAWv1Er9QMc4jdf4GP+I4VpWC1/XLn15cJ5E8vsGGabl1SKPgU12NzgI5pKB6weBfooshvzztzSh/hDE0xOMNf5yWrMQRsNZkQoqCXXrFXajE4+F0wNg48rSK9tOOfOBkb6KII1ujB36ayyRcmGfhbIwXCrR5+dFrYBaRHQwIGoKdgkQlQLNrm44gkZOqdjSVYE+eWUyYQFtblEXw8MF+Glr9e5Kpl9kpaYCwG+6hSwUsW4bvOLp4Rha71Z2Q3aSCoCbJgpfx/Dzi8L0/5BLxodzgRvcAIzuTlM3jeSm2D1Z1mfZ7bKppMvmwdN9ZYbcosWHy7i962jVVwYwqeNFd7vOXdesIGWFYK/DhoQ4EvMlFMZFWVUFTxZr85MGAkZ8pkDvt8m5V7W1VRcUtJt0uvy6B0Pb8MB8Xc75vymHJEigZAYJqr2zCUR7mp9Ta1ue0sQ+f+mKg4NGxJOPZS1aUvlB23hX+Yws3iPPG1f6IB7lsMHrBnz5Z7mCk9Si7T05Lfe9HwENjXBwgR1oitH8X65xv1ySOnZL71UxXIWJH4Ekd8FQb9rep8CnjERfw7mfXwtO/OlfOr0H3G5MQKUmLVJ8cla09BfcjuFRivtqgfDCxkko+ns0/KSZl1TEDMoaQuNPjStajKmMEwfHi1GuMiZw7V2EypPg4LBYSfeTqplXyRE7wWGaMdOFqgwYMKqYPDZ3zUgFzy7HoWMKBLEWeH7ajiBW8Pm6iN05aKezCAWACMhozRcw6bAuN0lFoFy80zrPBXQnm6IkboWcl8qXF76E0gfeNZ4dar6UiZMcjzWu6CQUTsaprF0Ds2q218EsVYols3Ymp75LPzb3UQfh5RlLZBm4RbRSOU4pPiXgeh2OmmtTVnmjG+/8Vj/dJpVCrSm+z0kc02OGuFclDfnLSygPxJLh8TOGUQKsNGCHs801+YeBalVZwzPfNeugzsXgCIyd6a94D68Myw8ghgdfojVMXBDpiqLv8fytILQZXB50Z96ALEa70oycK3Mvqu4krDnivs8ThdBEIvYMe+u1D9VydNx75pybBWP+k6hcErqbGMk21F1n+rI8ecaLR2uAP/UzL40n1YyrsFuDzn7kpwaJBhGM561KRxFe6QD92Qx39F0Rhiy4DN1wu/U08Qnr9uwBLnZklWpIUfQ19Y7+NX7CeW1AOrmnVNTbqA5+9u3kDKoeuhWXWtP3+aKvsH2M5gRpJwDBMgPMCObueUeX7hWRoGWaaA9hh2LrG20bgsEK7x9qviOCSsp4kRkQ8o6mtrvDYxqnRmZ7b7EOQuXphwqcD9/ufjeA8SqY8zVDSAPH47qk9nGXXs56AA5mnxgbh7kNEQarM8juUWQVcd1HmavIh8O/XVpRzrw/bGKICmpWMwcK2m0e/05er9GitWEjYBt1hdsIMPw6XkQj5QABXH8yr3FEqydZmM59ge7foHMw9wJMWgmbKIcRTkUnQApwY2A2RntYvD00bSLBj50iz08jmcvqV/hJlixTLzeh6QCjgC2SaSCwjAqDzQ6Kao28Ep/blkBl2yNTvouKgRwEmcd7dGcUa8ycyIdeWTck4e0Zqei+Y/J+tFbzYezlcB90g4wi/h1pTPQqxm9Efbkhw3a8jKvcH2q1VK47CEKkceqmd1SZyORt1BgjgUgjlPCxQrk/b0Sjk0w5ToHhMlonGYgMO/X+7whA45cAkYDgrKS1sNjM0nxbbQEnUC4qmLrEbJAnoW+3ZgOUEvipYR18QMOIj7GZcna8JNbdDHLpqeazVKesx/MOXp+BUlOiaRRDmqhVfwlOO1IkoNhsZr6v700bLWM5acIWRl5Se21EDj9+cdUtOnjlDUtuvfS/tczZ17ebPZ2V9ixBqYOJuoim4VzZUl0khtn7xJBtpdT85vEExs00cplOtDGwUJq3zIs/mGljit/hL1I4VjqnWGsQGBv73OihcEOWytnUd+LjVLjwd630LwoADMM2nHfSD2XSUbmOgtcROlme4xO+WwIJZBemlpsutS35M8//66htKhRzGV5vanQUZXd5W2Hl9vqlDGvcgYMuorb7KS/XL3YAekJMc/u2SskDBmyBHwKEvJsur9vtcHqMiX6cRg6z21EDeIq6RSfKOjG5ZeTTR0YxHq3N8PgPXEOkvrRx7ZtY/3Uy+oATKoaKZP9hCz9cq6Mx/tL/adv0SsPwqVErjqgBncGeO0ApaiCZs40osmrg4n7UO9ubxEfbM+a9ZizvxdGaB2MdFYzej+RmSDtfPOvBEf7NEV8Lp9b5NSoeSYzRIcy550VRF7Y2MlPhpEqZQlsvAEmtJ4e2dsIqQzVB4XqTntSYnWOFIOSpFbrxl9zZJId04TN+5UwuWtbde1v26gerkF5dVGQuv9hQda1npSK0y9oo/tJ1p9LWUdw8CLUBltqItqBRcWEML1SwaeX4sbsMuo97g85x6jROilNljdvFgFL63/fU0JTZ0NsNgg4ETytUx+spoJyoip/Lu4HMDNNaAGFKm3m03aA63OooFThAKkk7CnLsCl9x4QSmZNW0K1SIbwTh2bIiZtXfsXOYvUCHl2nCV+UjS+qsWzfaocGy37K/GeUCCM8qb5rjxYif0WABmVAj6IyZyfnweo/WKmQirsQwzl+DAHp6uL5fVD4Q4lGOi5xQR4flNVeHoMXo8ihFTJJGwz5sYcj2ENz31Q8nfsTJdkfnZebR897sIv4VYBJxRTlpV7LBPA64M6OFKAZFoEEF7YegePC6TAFixUUBVXwYb0MIZtDjWOd25WkvqSR138IiD98NpAnQBzRFGcqYjEPsrRS/59VfeGWQi4rLqU1Qvw63iIcNFrmUavEO9cGjiFMQVf+Ms7+1T66VDYmPwpfHtY+HuLkZhG01gDIFbZBMdBrhq/rhWISA9XTHvswGV2wFZAAFLKbUBJz0t94v2zYSEAqU6/R0iHVaBaxNighq3uErep+jIt74ILrNcuHaHfO1ikEzJZwJz8Y5pwpybt35R20Ysfg6DUTaAq0uE76HHtiNvEEPneAnCSV34drCtcjr3CqQ5fL/n5h2lIBA76P2jdTwqCYA5GBiwbQ/WapDcO2kq4PtM70wu3YlrarTbwGRdX96wRGuSItMgEO5NOymkl9BfAogkqc6KkAAI+A7t/pWyjbxEN3D1QTHlaPzujHBwKjorOPNFZdFkxnaN9oAZovu2RRdWNQm8S/VyA9WplZBq9RMXiRme0+goKrowO04jW4/Ir+dSWVolZ0PORIvCXnfJXoLkIXEt2h0rS/vX22bT162Tv9A06tvDiG/HO+Zf/U3xT97oAgMxr8k5qHbR0CiESSuVq7vFPCJuP9RAPG4Hk/szpBWJ/gwpMbMDkofHCukxheau61OmEaVOGIAZSJ1hEeY0hR12Lr893ew+/cy0LRMTHBOYoSrXi8xe1rGEgO6xQdAYi2Ienlf5JlZOrcihP1z2vv465FiiCqqbL/TUgMOIwOD/ihUE7/itQYUmb0SetaJUR3BnFVGKvCGi0vxDZ0H5yXFgMZBB4N71J/71QB0AEUqqL2SNlvPZKqOodJba8OC1WMoC6HN24IsA2HZFB8QcYdGXkmgUDmF7xVF239v1FheJo6Xt794LAl+4ybv37hUkmfdy6XR1O+Ys99LXICoHvpberYSCGjvRIF6T+E4K64bB8IRdXij/29s3cOs/GDAlHfU9DT9DXFMvwi4AoCZAGiELlQegdYsYx4uxGLjW47iGER6BfrXJyYRhI46RLHNQh9CKhqET4H4RAubmVN0wAj+Ap/YLXpUbkX8wg0wYhFHRIvobMuIMNN8zTrAWdAuQtNEhEnXmYYKH4jsslyxbYdX5ZD8UN0fVtdbsXjPF6bkhPpqZ9b/BhDDEAt+NlxgijhSY1O5NBh9Uw6JjyOmdvzjWOvqNw6wo2vypSmfihMcE6ZvXOtLnOKzgPV2jJ2/OaW8rPlC7PNoc7vxfbfVZVm6tLzKQ+mvrHJRUTI5hMUxELjbwa2ZeKackpg6hzaz2CbPdAOIoxs8Mh1XNHTcJwY05JH2YdsoquJIJENDe0ydAH/NCTzgBgTmpBzNLLA2h0XVYmlMkx9527Z0YHrH5IHYT//CazWoWfmYtWiV9S9GS1FOdlGOS+ol4gqL+l6WLy+OxzUyrW8BbDH4JmbAqb1EeLzx8vfkSENlYM63DzpBu8sryJ1/IXAVALcWSjiilLbF5YDr5tQVZp2iYyPMZ0upAf+9mUV52kGeh7nccOWrByHWoYsHM4oQwCG+sd7VeBCuraOMe8OWnxR1wTP9v0r47MU+dJn0rnglvr0vvuTIO2Os57cIlwRjmY9ADkf0DgDaCKQqIyAFy3oCgwxvAiaYHXt2s5Q/TD727csrqWG0cIB39A5Bbc6Ma0A+nFzfInH+0m2/ADIP2LxUagOizfoWM5tGs6Xti0Y9mAa/1FYQmyNMX9pNhuY283QZQnTHTTjaeGJA0qGvnSYn8rbN5L5t+As7zcIkmLd83BrfSRsi1HLdavZX+FzmmAIG7Jak85iWFJaWhXg8RgDz+8jN46odGDahgXdWKmVev6+Yi82S6SWIyPTTOC3Z+0DK2o0U+yVRfev6AczMy/fMNE0YITa8+BLuNxfR/V96zeGixNxcr7mrXVB1c7icNSXLhI4A3gqio03EUwbWCW0TRPdwi801rF72j9SZZboxAkUkapfWyZC2f9MXsifbx4JKl1CSRmxJO6tT5BLBR4uD7JUrhedRbJb4qnWHjsqXm/we0LdeeIZd6AvXRDtdnrYGnB0VePJX8MLKGtqNK3duIRWbmI4xu6pzbVfpAsP3olOIklG37ueWDz5O/7Gjxzw/Rh+y+lxy8UhtcSw/PglOqHun5BwXxYCn4i0lPANGQ/qp5BNrhKEhVYoCn2yRhRf+L0yRK49tWrH369YDfhTZbPiQlweyxASJ5Z9bQ4wxYfIMFISDVrdNjujbsLT+LUzavUJvZ+KsEQGN0HqVvMQy2BCsShTrAmg7DAq9JiQg1lHHTFp8XtTotyfRW2/dUK8r5rkCMqFwcGo2miIxQWgQK74A8VLgcZvNFUy3G9bL7izwNSvkLjdsrWAEWW80Zhs1mD75N5n4hoM7p/CHFJPsJNnZxn+8zIB1Va8XBD8rWmLEsMr6SDAttbQziPpwQBP/ExfukXeKjDy+bLHW2cS4zv1ViGDUJRgvn8FXU0sAiGKRAKhlW/1Yw9+IRC6CLr2+B/Z9qinu1vlBYL2dTOM1HrGEPD1tSEY52TskKsJ1CCKAeTSlLoaiwiScoM3dr7bmoGTlHFeN3V9l54n53C2N/sgpbfT66nQoV5TSeRIBLNpnZqsjVsKcj76VRF4oQMTKrOGZUVvkT9Cw/C6a/jMCuqvIQ8LP0BdfF1P7tJxDr1pTL+/cM3e8m3tfnrxepDvQ2ZMMGDeAaQopTBuFiza+NVuo3Pf6dQzMy/GsJipqRQNTWUJS+yz5dR02SzshhKrr1Cwct2gYUdni1zp/Uy4agxS63FXjtKFbVs3LzjmMDHt3gLU23Jxvvw3vp/1+9mvCw4rbZHcsKq2raaXuy4kr5se8wPQY2/v/iLus5B1iNBKpxq/A7+aOChtzkl0Ke3U5QhWomXbp5UAyo0h/a9UZ1RWprliZgw7LDNWy9pNPX6y+ba439/hXIUI2DdYSrExCRn7NB6Kz+s9S+tTRI2MSEFpRnLmmUY0GkKzE7ZnIIjv/Q0Io9lID3bl/Os2rivA1pELX26hujmcovgxxNWMJzBLJuOo3WzEjV4NIsFofRy9TJ6LlwFTVUOqZzHBYpYGnNqJMNgDQfnsKdEkPKZ0TrmMKM3Ek40xiQTOJDt1FOA1TRa2j76yEcUQnmXosDwu0TSAgcDm5lXst2gkbRoHuJcSwQ579qtzOOTdZUVB8WOO3v7+H8ZM7JdAI1E+7bxrkXLTNOfWGzxN4pbP4AMUO31KVycuGUYekmS3bw3ZKSXJn2rObDV5d/gmUVqaHzpp6L2Vgf7bY9F+zvNTJQH1eIOgUQ0XMXHFtmPTx/RMHk6aAeM9SoeJ9CK19sLezrEkAG200T68mZjLPmngJEMDcA6CmjKMchtNwdjDvd00JlJ8InKC5TjvYx0siY1BIJe+qPssa6bAOsu3StOXk9IV+wXKlTGRQW+m9JnNWv6IKfxv2trBihXELIPJnLRNpaVtFqple7K40EDt/S47XK/56HitclXIo39Of7tF82nm4uCcFvBj9RWRpNtM1N7QYZvNIJ/Xy1VlILmiAaL/WI07faiYgAE6HkcX6tWVSpQJ11QviJekfXWS8NEMO36Xyd4hZwKdlWOf68nOIWfm+rn3wJn5I71d72SrXX5IJNaYjsU/7MKnAdT5zb9FA6L9AaYCQyMeEDxgCOVvMgqGNoUzCnJzYASTevuhxj4woakTDMuyKh+Dl0E4TYBkPN2DNtFjxSsR835lFwPl9YqQfHOZ0YxsZDmgebboBaPA02CxU47ggXcKAGEAzjQEK5787yvhAfNDFyEiH0UK9XwUzJuQsOT3UcbKrR4dngYwLaVj91wIIW0YsjAXsvkB1PIN0CQJrJJEF3mQaJDjADeTfj7U6oAPfgmvpj71leylL1lCXHdSzgKDc8gn7XtxzbW8To4cZHIGO6UKtzkZFhsyFWDoE4UHHKMn6X5Uy5H4LQ5H17f29DOkVAV1qSHt8YZqfHODpY+c6DpBfqUvJPbV5SDmdncu6Aarkqh+ISn7K/PoNE6mXBhrrMAMhBbiyyxvj3YY5/wPwY2AYmTTqZtgF8wMAajnVM/uGV9NsdmtGL7HEt8Z9QAIx6zhPOk/IgmfoUofiHDZp5b6q0oP1hIK9jSd+89p4+kMzIKWO41b5jBVoL/a+Wp4Dl2J8i6lHs7S/KtSioca2hs4nR9Vs/kICtuFs8BcPtoo45AlHHxMlgyQSVHW5cFMx5sMe4mtd4LooHCcBu92T2dnVba+Hc50HZlaW+uFAn2wn5IBZtjSWYLFpdCO/zy7eaRojjXJzJpJTV/TZsc5bI5AycskblBZN6I4/Hl38OSy2+KwXaIS+Vh0+eE82JcxdbHrFYrE6sEOXHqrJ8EGBAdvVP2IJ6oGPzJdefatz3zix3YaYn5jx2UGzknJD0q9dwUtTPczxst/sMvjiIGyZmDXgfoZugtPpfQr029H3p2FOvA8ex77rqcMGHgrsPFWccqBiyeSOlVoQxpWGyf9yD42FCbv6do80d83i0m0iT98XUYSt+ukQ6znQLVjfT1DiqPCZaO4xtwWOY0d/qSO3MzYW0deZWAi9aealzhF4EQy7FdOTMtcg86CaiF6sxt0+N5fxsOpKxOKUzPgruMJy1td3RqeGpXXbAuvf/Clw9A5sfbsyJBcZP2SV9aHl7eyDV7uyFZJo7NHJrIYVZKQgmoadUp+bENLPvj8QvVez1bPnjrYJEPde4pt23+ECw0ob/DTJNCQVONJXG0ifswSvbD5/e8Cp0RZ18F2iRp4HKcrQAHJYQWgOZOypDNs/Wk0QC+H/vWXty8zltAcHXks7iCOqwKQHeJ36d18pcYudJm6zoQ8/s+h8tqO38WSsDF/GUXzVDUGwVtvd/MkN4zA5vtaRAry3k9dZoQ4QXjrQjUxxXisdLsNOVTMaIi0xPrzhRdXFZWgJQqOub9xS77TyKZ0E798KWj6tBYy2hNtygQqYicKMSR3UmDKVjkpmV9VZ0VwMFG9r+BEND8f8ZrIPioyo4a/KkvlHHaTRW4JjPpZJS0QmG/FrggYS1E/ioQdKO85O5IstmpySg4y1EM0mAtw9tWLo640Lc7f3W3p+uGEH3Wll2mDEXa0o8Z98jVZXaIXE9mz4bushdnEXvfoQN/SC9wk3JA1td8ubC/l0+n5LYNPiFOeD2S0+oRk4ZrY87FKtDEdd0pbZp+sOSoqiIGsWvS0q3nWIlKVnPD+2NW6YyJgDdxfIu9v73uRsPtKLCqD5E4KZNLMT6xK1CQTFWF48+YdLhvENU8QWw7RK8GNYDkGNMnKh7JJrVz38GVvzpP8lvbgsIHyDaQMEwEcqikN0oXl4N7ziIzCwW0AN5EotWI5sPpVLKhQMOtuZbOwPHjaJfYqMsQdXz8YhKAPm0PL6g62d/P7HgVDS4fooYtM8h/1yFTmiIfJeCMlsJHXVdRuZD0QvmqN9atiSLMwd9BGdI3ZYrZPObi9krJJJVEwlI0Lu07WMRRHhfeVimT3NrMx/K0AGTXpY97/FqQTpYhhJvKV3YUj4UAXB9UnPUKM1iPmhwgDwEawUG/Mlt7HBwFzRgoCbGFgVAgzxr+5eu09lTgf0394ES8//r8ne3D3dibRNs8R0GqSkFmpJbMc9P3j6OBhtCvF/nahryIpTbMZ+laU7qXVXRqUQEPaCm7/ajFZQuI/llhN/7q+TNomxLWrbJnfeSw6YHoZz9Flh9O/HYCr9FYyVOPLyroaDZUpyauKo4D2/l8/eJrrP2eXprDZ3vJ8DocfBapLtJ0jNGHUEYnN4u6d9tQ/w6JnHVtFWuOymgGudeezE15TdHPg6FzXY3Ip4hr7AmhTX0AJg+Cn/avc4u8fuKObTLsXSawn6/w0mTcw7dHQSwwKpfjUUwMRB01VBmmjhpa6jCpctHaMhslMlDvXIpFryvFKhF0VgCFJ1qZXsiApMKeS0R0L/KRv7fnyA4AzOJOIGNis786PJ++0gFcmYcDKosEkE3suRO2ZAvsuT6+2dC7EyGz4HRWagLa34bueLmrcWQp6uIovOEXPc85ah7cXE7TR7zoDVxwXa9lP+uWi6dedNzyglfeLTZpdmRRe2FmxWkK3vbWbMsup+UWBDcRqaBjNFdsQGIcDq9k32V1Mt57kwFDa2Od4FlLpPaqtN0440/xvxy5f2i1v55+YjiQcH/PQkfWKzHg9oBzR6vpfMYUCs9NB2M3Zh5QIS6FCTB3+x4RHM5+i2tvlmKiCZ7uXNCScYa96dZ6xOHvhQLZ0l54lrZk+2c74WJGKdTO+395yTP8AGM3vrA1/r7CmDDAMRsOfs6Njiz0KQeUwCzkD/eeP/yz4uCk5faK5hL3Mw9pYQK80H/BnpXCRakbYS3J7lOvS05p5ecDM9PJoodnxehFCURwVoFHAaIFoJFN0j44U2y8qYGdJpEKWVACyFuhncri+1KqUGLUN/7Pc0pzIzUv3hWexD9oR4XOpJHhsObOpisZSA4pkku556Ud77hyjbPCgI0IgR4Q2gk45DcFirSjOH/pT2DTs9LnBamCyVrj8/BpjLXW0vX7HZ61teVXLHB5l6C9VSDp2O/RJIpPQB7tCrgozoD1eqFBUQdRaD31NFLL8n48IfVI1DFVY+Fitb3QECyFHPAMn+eVAoi7B8c0ausDFIuxDBlY3uVtIe2eaCq120ofTq/Pkhd+cLRurjiJ97Eaal4E5XAIUGuv6lGWQPqjjYaAvf+bRj0jcBOqel5R3vtc6M1hjpRCV0eAhkyPQU4SbjFpkBwZqZuhzfF7emehDnml3C0639p/hgADax0q0lYp0oIAAATwA0PpZjsSGXlsUTPIMHPQvut4cRjI9aSVlKeN60KX8XW432OjvQaUs/OZnR0WaF1FFrt00Zv9EXx9WfhDftd9gi378temfMuN+RiMvwSU871Es7BE3wV9/JxTGAyXNBLF8oR85ovTYl1V/BDnqthgR0Tci7dvKzMNBXIneZ+RId1/o4joPLoV9+lEHJ0dSkwEakB5/qWPZdXP+Rk86sUbkn53pjL3pAWMbKdj56sL2XDujb0V/y93aU4tvDJdri5ak0oqgUxMQFRHdoMoTrn+FVkTT4+gEmygA95htYfeEp3wM1FHoJWBCRhHqH/otrFDqZJtxOopS2kpNdAnGZ5NNMGxTXHqXm7KaiJqTuzZdmJ7nVk+Yit8pbxjZdHzzEDo9vHoMBkXNih/zaW1sGKBtjCg0tPoEffjkVGb+HgQICd9eakc3dXkCf3Xu78jlkXaqfJZDCItsUqT7iTwzPzjKL86TLo2aj4M7CwaoxzpxqsgMw86tOktPJQt1JO+B0w5WZ+JsyU8PIH+olwmn/gu29y4k17rYr7rT6CSJ2unko79Ou85JymDolC6AVzxzVFefhnKVJiYA/YrmBSZBd32f0/1zfsP8nTsdVR0lOhNJ4FLqXxhSRxlFF2epqasA84zqqNrLd7/5ip41/E4h5z6NEhfy+qxDsgueEftx5wCIMMlQ7dz1DhnOcMQ3GnoLEK2ZQFo7ksp/uZodIZZh94P7wyST4F/8oCaSG5bCIdm2kCdM4ylG9CeUO8071VaKeuKWE/z2zOSBgZtaaiqMbg60RXJkmJ/ROtvugU/7BnWMWI2AyonBVJ/TJWubnSI/b452Tu7m1YR27nqAC7Kc1VUuLf0y67DqbJB96KYPyjrPW2cO6dflab3Q4T5w6mrz+6LQMUSEmlQfoXRkNEioH1BSysL+DzX8PFsxLh3HbG/tYfdpxGxEsWnJXFchKCQVAYz4Q9fFjwwu8h8/bKl++9icfI1AlIn/FuhxdKddptZqCVxRs4yPtJ2UTTuwquIcQNzjZPW71lSpv3up8nYwsdr3ETvzodvAoCA21nGmPXJO4oXHMULFkLQzQF4XeVkJVM+lkontjHr3vV9rl1UNob9bJ1hwscFJ59TWKZh5vmli1TpVsmXyXuspRV0oWUQYjRqH7dkCntVYVwFgORNNFA69wB1UK+eId/Sw3B1shAy//oXQY3JA/paW0fcEiWOmRGqCsyInc8S3SORGHgJVKcNOZAkGvK+LzkWvl2PWmCp/dFqTSaQF5TqprRf9pX3hwzdvkwCMn0TjoJknRLF/E2o+jc87VYI6haYKLsEUjhjGYoEBHLmswVh+k1vOPL7u5VMzDscYiftelYS5RN5xCUugfDDSPAYmfDOz5Ew9Bg4fbXvDh8TZOeoWCtaj0YjgMbneWI0qG2DZXO8jmnFi8U8+gdKWMHRbZOAlbrPzxWzMtYk4+eZN5Mr9Kibk5+WBEKuBRxMFCT+xSFtyqhQpjpEULEY9KIV8RDntgEg+ZFN1G7Hj7GLA/E8Vf5aV9mbftZBJCeK3wep9gPlhggUKkGQ/BWkde4W/AWct9iAV8ZI7r2bislV9fkE0UnXnH8tIsDLCFOsoLCG7AdjaXs8sxfCv6vfV4sZykVCmVc+S4yuxB9nbfDptRdjaI2bQJJguZC9LT3i61hxC3NbnRiTfVy7q786DiiwGUeulGgYejIofka76i9SOeYyZfvLunGH8vYA6hL1n5cL40hvGJbn8PYgTcyGCpbD8U3/GD2H2khGn+jat8RfFnIS2cJjBVVr5JnO/CZSKb9W4qCisKYPWQfFHUL9xQpnxFQ+t5teWK6pKHrDQpnUcU6OkPxvo6yvCfh0bDm3KZLcZiImIdTnV+sw1pT47hkfAwgqXSCkmj2z3l1YrA5NU8sbgopcoaE3RfmAOxoLEvOvg1jq0Zl6+acwbULOLUgLmnoGuIJGlrhtompfPVXDkX/GUiMd4sg0VbwqzS4dgpI6Ad4cMAVVWOGdjMhCQoX/C3rPS6KmedpHRLDkDzFRohiazEfRUlNlFL1a9cSCkNxZT7tfaz+Nl3fMLAdabF2hyG9GHZZku8Xn5aB1FVzeUFDCapHsCFP2pF120X4jawLGdWH3JEOvBVOCwrADKVI067vO9LYMRsQkzHbEYAs9l8ZQtkWyuME1JycwmeTFOgmyLpGeCuXV7hQf44fo6u1ve0nw8GLrx/wegdYIKW9lr9BqDE8IWXvhLi/HaDbgOm5H5d0lfL4+4TPw+MxJKRni29iaeKRCxKmO35h7foACkw/UaNRdfUZHg5W5QKEQQl/mWIdj1R23qfxM4xxwLJKpGJpEp2o9w7XCi1ltS4uEAaXN7nSKc59QuOoVKvwwJIRfmw/gVd5iytX/ZY4BqXsjTHQ5ecYA5Haoy06xrdmRBFnsgQ7QuWNPtQg2Bi7j+mGPkaTpwdaoAmj4s5Xavj0I9HW9C4QtUfP0cuQWSo85o6LwnhBK1F0ue4tqPL9ompYfS2V7FkD0a+EizZkdm47C0gVEJbdCHYfl4ahUh3Mjerzd4wKJlWCAn/WjYj0PqxqJlb5XLpDY3WLiLa4vQkhUngZPT2a93KwHW3/b3veCuAQvxe965IoakPFyXt/gY6i5gMiNoej3Nq7UgBvxEctXikDfNF6iWUfBLGdjm+6il916tG5hZtN2MZp32Vzk+eYT1JNzVAt8qObgL1hon/5EUW4Uyg23nVILEslS1GtuwNs7KotXIVSu2SHP6VCJj8lEITk5f7rLE4WUGoEqw9DyArzMKK7jKY2fi1GZhYFbs+OuZUEswn1065x9WxF313+Q+tlh9e8JdgvTfq+AsDwHFw9JN2hB/Zz2+GPMjRRp+J9exG/wetvRD+SW36XIJlfGeqJi2tFunC5HPeD2IGEIdl78auhHqRKF5qrhTxOFEx9geuRUJ01lQf3TFfbf0qlqV1gubK2ZThAjgSlgooBWz5pVhuM72OmlFsq58z9Xf9miTguIc8SQnNFhZzDnO4ZJ3yieSAJdbP/XPmxogBxIPoV4ebR8X9q3RFuHK7iTgEyBpithUdWtdZZarQWnPIbRZMjIDqOOkM+VpH8eB1wbC1fkpoJ4IMhuW0gQcfeq4+u1+nennzqwCor1Jr3oJ1664EaRumP26pzj2Y00tUpYgyUNED3mGSg4ndNSqsP0E0gWJH4JZPn6AnTzWM6gEsttkaPY+iaSOEl0NW2R9PVPzfOLIq9dPcJJJUfFc/VtYXkiE8leJb2NFpmNLEo456DgRCoOiM/Eeh6T2L9oYXJeB3bntA8D643L8jMfcjcgQjLcoYIJipjasTqH5UVGBvd2ZP/YlsDjcek4up+9mMA529GIWxxlQuqyWOfW+zLZaRrhRzSvIpRvrF8lrBsChfgDfYMKbifhalBvjoFi6CV9O9rtZsJ9kb4uMHy+pk1KfZJbq4yhJP4ZVNr8KpopR1xKKQy+O5urc8BHbZdyeQkCVXAt86eDAALxvCRX78+ocdiZV0ZkZ6ozQToo6wvSA8a/J4dlg7Lu9owg46gY5draFWG2dtU2w1WzheX35ZlkbVYpbug89Jj7ctPdtN9j3EdtcplrnyLbXbRzjnW+E7AcNAUb0GRlwYjATixigkT2uJRWx3utCZEPu5lELRAAu7WZ4pC3Bsj5RanlwnWiqShWVgqPY3mLNLMh9/hD+h1KKl0G+m79qzStTw5eXA8MvjlPy5+7ucccMVYzlg1nDDpSapXjMCfOANcVfwl/qv2FyVZFkc/6WKPnMTxAQQH78YxYcHLP2ks3nu0Ax/i5OHGKc8nNaDWKobMHGlvshgJu3HB3a3BWAkLOnxeYbCZWvmIreqXlA+D5OqhUWnV7FbnglrxOB+yLPfOCUa9b3hjWDa2q521RsQXSCzdugSy7p9PZvDKPIuGvpR0xBd1+1YNB8kzI/HwqwdtTS8eg6RERH5djRZVeTGe+MFJxHqVFRFYS+hXqJIBHKG0bT3cnpsQHIjxz6NvmqSC+b01CmjqbeI9gAADpHppMvoZWLZb4kEO9fbUyhUj/+FgSgUOd0OAUm1QGhfHgGi4FraDMvpe0ay4AkTio9DS4kbVuK5S5AOMpS41rFdIlRMhatF0SOr3NPs7XbM02uV5cOQmxWFmAf8oNThMOPQqc1+bj8PFOs2MM/h1EcRnaEcdNEoWUK08dnUqxYLfrs6NYrtL42E420V9D2qumK+wnVt3ZQHyR053/4YoTeUPo9uOTKAbS7ceBA8pDtzbvFP07c/scNh6bopZ8QfezSY07GoxTZZpKDwVMw5YNYbsMQZZ2K+HkMM3btdO7rdR3BbBXLTP4IB599xiTfBx4EXKZ/RbXg763TLQEfIPRaVHrNfsb0bvQrbgU+L1AiDM/Hahxtpij2nOuTblpbflAknq49iA9IAc2THnld7oUOQ+InFAhWyiyH3KkUM6aj+FsN9dRXgskjSyFXUTU2X5B3j34owTYrvsdvfY1g/wM+87K9PFCStTkLF9nlN663F6wsA34WodQGDUKj/HpDLx7y3FbFBF1OOJAPuL6FZd/cIuc0eQahsngjN87uNcLysL8FdI6/GQTLV3wuiAh9+gdoCR/QKQVS12AtjkTgikwF33TK4CvZLtfS/zseJoqHoPvLaRDNb5/t54FHJLwgoDKuLe5AJXM0CUobrD+oO2Ud5g87IU6RYpqCrGH8CD9LiQm5ROTTcOF/2hDygVadSULqSm4Ldoapi/fIF9CGKp9j4poP1aY6P6+c8O/+2vAOBbTkVbSxfQY5H1vfTXSXUMlDJbGO3XMEInGTOmn/EARrmopkkz8EHKe396qFtsmZwVw6vbr8h/1uZW2XhRqKFx0zo3zUxgeOJBdk0/zc+VMis6h1zcaTA1EtaFbjIx0C/13vufeFvrH13lX537G80lYkrdR1//UAJGtL2eyVRMJ1F1CvgV8FgDAB7SyhH3m72Ht2tK/AXI+l8D81o/0skR5w/KXUYFjh63AuiPowXVZ8/XRMe8KmImBB+yT7TTY9Dtk/vw4MgXz6/6F2pxjw4StaJExkbVTTTsVKOXNisN1NYRcYootHdgkpX95Is01OywBW58n6cXpx8KiLAyj+gdQCJ22I/lWo0pUDVbD/H5FFAujmf5Lr7lL0Q45Fz1jb12v4LKj0Ry8W8tIib8lxXTn3C1LQ8nbjEEV44cSzu8pmS53APkh7zvlwASi/PRojZqYJqcb8vWb8/Tdel8B2sAqWWddgDtxMzZIGjzlj8NSBCASqCOTY6tE4libLxI+MnTk/YiKO1IH/p/q4dXphGrBefvwCjAkzvissbKTodaxxFoOEekJDsAmm+mzUAIfHJimCA+r9v246ouxw6duXx9J84l6HPvCirhGlrKQNkyNzxcr6d2HuUO+XMnj+sPJR4Q5Jn/4oXE6kBa3KXh1Ec53/QNYynfRE51nriuxySZx74mtAkAMwfEdyOxheS4seUda0g8SuyiBnLu5PBxWBX8aPHx3rUFo6Bwc6LiCq9/Ah1YZBJBl45oYeU8RBeDtc1IkTdJfF8XjL0/RQnnKT6wVSHEI6o7HWEpi86+I4vQh1d7hQypTUPQ05yvTmxidgX83/N0KhuwjoK+PQj517N8JTug4+gEac/LS+R5E5wX7msmrK+39pBEX9IC6eCSF3w8OSOgthZJTkj0CVwBwte7RlRQOUa1atpqL4dzd53aHOUVVrxvMNaG3Nwn7WjLtTxa0jXIWa/n4o03eHTd2K/kjD8IUIdNX8eGbYUCERlq6micuAl/l1BBIc8yfmLmu/y9y3kjPOtnoWPf3hy0CzIk/2YFncVJRb4VdRFPRs4b96xAwbecIfQReUA39ZyU/zPsE/Dxk7eTRNRrFeP9opPfNj5i9Ig4/1ggUl4x/Ww1Q28KLrR7WaOVfQCwjNk14LFPGzXPAmJcLah02fk7XhAypuH7w6IvA4KONvQGTDwafuP6pE4EB7FNwoMb5jdq42wgcN5VCgJlf2l6i4E31MCKxS8b0IihSiIgFZJ0eGaG3zxk5G7MSjPX+wr3oIqnGBnwcoCr9YrPuWKezL723qmCPYbHMZq2RbntbXLw3tOxZO5xnBXsNoWaPk0S4dMbyd2YWnhsntQ7sEJNIGbWjK7xF5amAIuI5IpIsOlrs5vohi8gCJ8xSQZ5kCzlW08nlf38bUiCnyAOv39j+84hNzXsgD+5chaWLKFGChJ++groppjYDyKA0RheVuvgf4YPKu+QNaSn8hhiKIsbwvqCixUIgA2M11yQSJsNyo1fyrWYYVu0zBi1+NoXpF2fx3Able9fZTqBmbhgGDHPENylaCapSRkLZ7yOIiM1cYUD5OzW9X8sDdjNlzmICrQ2ELw0VhPL9GCT/yxIXqUM/7hlasFLdrisCr56M46hJrgXEQJjoGEJffG666uU6QT6BE5hoBkd4Uf+wyZI3m38IXZwBYIN2WsjMK0B7dOSEXY//Q89yOB5NCr/1S8N8XDb3Vd9i1jMC8B/ELvdw+5AcOAWyiGWf9PwfWogNwCIUJMWdd9LIGVLFXL/ypPp0TPVKkwPqIAfOkFNlda0rojwAJvzmieyU0zxuCgQCpHWNnVqYw7/DT6zyM3obPT7tCFU3/lK9YlIEn0llRBCQ8mOrKRd6OqBqRoP8btUvbuzod/RDox/JDgzsdDAIZkvzpVosOWcR+zrLuN6vAgI3Ekl894ZLmRAs8g7Zw1wz1oiYfG5O1Nog3UwXgQwe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[ "Приложение към чл. 12, т. 2\n(Изм. и доп. - ДВ, бр. 26 от 2009 г., в сила от 31.03.2009 г.)\nДЕКЛАРАЦИЯ\nпо чл. 12, т. 2 във връзка с чл. 11 от Закона за предотвратяване и установяване на конфликт на интереси\nДеклариращият(ата): М. В. А. Димитрова\n(трите имена)\nв качеството си на лице, заемащо публична длъжност:\nСекретар на Община Ловеч, Ловеч, ул. Търговска 22\n(записва се институцията и заеманата длъжност)\nДЕКЛАРИРАМ, че:\n1. Към датата на избирането/назначаването ми на длъжността:\nнямам участие в следните търговски дружества (посочва се името на търговското дружество и дяловото или акционерното участие на лицето):\nнямам дейност като едноличен търговец и следните свързани с мен лица (посочва се името и предметът на дейност):\nне съм управител или член на орган за управление или контрол на следните юридически лица с нестопанска цел, търговски дружества или кооперации:\nнямам\n2. Декларирам, че и преди датата на избирането/назначаването ми на длъжността съм имал(а) участие в следните търговски дружества (посочва се името на търговското дружество):\nнямам\n(дата, подпис)" ]
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