Assessing for Identity through Urban Placemaking in Mumbai's Central Business District (BKC)

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They represent essence of local community identification. Urban placemaking in Bandra-Kurla Complex (BKC), Mumbai, seeks to overcome the dilemma of turning a fast-emerging financial node into an inclusive, vibrant, and culturally embedded urban area. What was planned as a decentralized business district, BKC today faces fragmented public spaces, traffic jams, minimal pedestrian amenities, and a lack of connection to the socio-cultural milieu of Mumbai. This research investigates ways to rejuvenate BKC using context-sensitive urban placemaking, reconciling its global economic role with civic needs. Reflecting parallels from past urban placemaking models, focuses on comprehensive interventions that harmonize public spaces, cultural vitality, sustainable mobility, and mixed-use development. A primary analysis points to the neighbourhood’s potential for green corridors, pedestrian areas, and adaptive reuse of underutilized space, but overcoming challenges such as land-use conflicts and car domination. Methodologically, internal-external factor analysis, and spatial prioritization matrices are used to determine scalable solutions. Scalable interventions include upgrading connectivity through walkable networks, integrating public art and local cultural stories, and community-driven programming in plazas. The research highlights the potential of placemaking to link economic growth and social equity with environmental resilience, providing a replicable model for changing sterile business districts into vital, livable city centre. The study advances the field of sustainable urbanism in Global South cities by promoting contextual solutions that balance globalization pressures with place-specific identity and inclusivity. placemaking transformation of cities open spaces Figures Figure 1 Figure 2 Figure 3 Figure 4 Figure 5 Figure 6 Figure 7 Figure 8 Figure 9 Figure 10 Figure 11 Definition of Placemaking Urban places envision physically open bounded or limited areas that are adaptable, outward looking and socially inclusive. They are, most of all, perpetually defined by social processes and never-ending as there is no fixed singular essence to time. Processes in themselves undertake change through continual motion, creating places that are endless and unfinished. Rather, the goal is aligned with capturing outcomes forever elusive. Confronted with modern complexities and diverse societal constructs, one strategy to approach place-making will likely prove futile. A singular perspective neglecting deep complexities would conclude as a simplistic response. Instead, cradle solutions are aimed at achieving closure in open-ended “finalized” outcomes. Single methods work in different yet interwoven manners within a multi-faceted context, shaped by practices of placemaking and processes. Such practices stem from a broad range of spatial scales, be it large or small enclave developments, temporal frameworks like informal pop-up shops versus designed stores, legal boundaries composed of informal approved developments, and lastly, strategies comprising top-down approaches and bottom-up Daedalian tactics.( 2 )It’s crucial to distinguish placemaking within urban development as well as regeneration as being distinct from planning, urban design, as well as architecture now that the focus on these areas is evident.( 12 ) In contrast to the disciplines of architecture, planning, and urban design, placemaking is a broad, continuous strategic process that integrates a variety of professional as well as civic perspectives ( 5 ) When considering placemaking in context of urban growth as well as regeneration, it is crucial to keep in mind that it functions best at the micro-neighbourhood level as opposed to the macro-metropolitan one. This is because its goal is to involve all stakeholders and members of local community to bring about modification for continuous development as well as regeneration ( 12 ). A persistent component of urban planning is placemaking, which is concept, approach, as well as planning tool used to mould as well as change public spaces. ( 3 ) Place as well as Placelessness, in which geographer examines urban circumstances in which "places are made, and on what grounds these might be considered authentic or contrived," contains one of the first academic references to placemaking. ( 7 ) The focus on development and diffusion of placemaking as a concept, as well as validating the chronology in which it has developed. Showing continued attention to the potential and significance of placemaking. The principles of placemaking were initially articulated by urban thinkers in post-war era in Western Europe and United States as a criticism of the neglect of public places in design of novel cities, suburbs, as well as downtowns ( 10 ). Urban theorists like William H. Whyte, Jane Jacobs, as well as Jan Gehl promoted placemaking by highlighting the importance of using density and crowdedness as advantages to liven up urban areas. (Mark A. Wyckoff, FAICP, Professor, MSU Land Policy). Placemaking is significant for several reasons, such as its effects on environmental sustainability, economic growth, and community well-being. By the 1990s, consultancies began promoting placemaking ideas with the dual goals of enhancing public space quality and addressing various prospects for urban renewal and economic development. ( 11 ) Among the leading placemaking consulting firms are Gehl Associates in Denmark, STIPO in the Netherlands, and Project for Public Spaces in United States. Public, semi-public, and private areas are the main emphasis of placemaking, which also shifts between the formal and informal spheres. This helps us to realize that the idea of placemaking absorbed many kinds of meanings and practices as it developed throughout time and spread over different locations. Like the nation itself, India's public spaces vary widely in terms of their size, shape, activity, role, people they serve, geography, history, structure, and infrastructure. Regardless of these variations, every public area has a distinct personality and significance for city as well as its residents. The Context of Mumbai City According to global experience, a nation's urbanization rate of up to 30% is comparatively modest. After that, urbanization picks up speed until it reaches roughly 60–65%. India, which has 31% of its population living in cities, is in a transitional phase where urbanization will pick up speed. There are already more than 360 million city dwellers in India. This figure is predicted to increase to 590 million by 2030, which is nearly double the current US population. As a result, we must promptly and effectively plan our urban regions. Considering that India is about to transform, we can use the most recent technological advancements to guide our urbanization approach. Among the world's largest cities, Mumbai is special example of both the development of a megacity and a varied economic environment. The business environment in India depends heavily on Mumbai's contribution to its development. Part of the western state of Maharashtra, it is one of India's primary economic regions and the country's financial centre. According to the last census (1991), it has 12.5 million residents, making it 6 th -largest urban region in the world (9). Like majority of industrialized India's areas, the Mumbai Metropolitan Area faces several difficulties, including (i) air pollution (Kumar and Abba, 2006), (ii) urban growth (8), (iii) coastal area (iv) poverty, as well as (v) environmental quality (9). Mumbai's overall urban area is 466.35 km 2 , with the highest widths being 42 km north to south and 17 km east to west. Mumbai must take on the impending problems of the global economy and deal with difficult social, economic, as well as environmental issues within a constantly growing metropolitan core if it hopes to become a world-leading economic hub (13). One-tenth of all factory as well as manufacturing jobs in India are located in urban areas (9). Mumbai handles the majority of India's international trade, and as global markets become more integrated due to ongoing liberalization measures, the Mumbai Metropolitan Region's financial expansion continues to continue, bolstering India's commercial dynamics and growth. As Mumbai is a metropolis and capital of the state of Maharashtra in western India. It is the district headquarters of Mumbai City and Mumbai Suburban districts. The city is a leading economic and cultural centre, easily accessible by National Highways 48 and 66, with land, rail, air, and sea routes to the rest of the nation. Pune, the other major city of Maharashtra, is situated approximately 150 km southeast of Mumbai. The Mumbai local planning area covers around 60,000 hectares, with several administrative and planning zones falling under the Municipal Corporation of Greater Mumbai (MCGM) jurisdiction. In urban development planning, an estimated population of more than 1.24 crore (12.4 million) was considered while preparing the Development Plan 2034 (4) The MMR serves as India's main entry point to the country's future economy. Mumbai, on the western Indian coast of the Arabian Sea, is the state capital of Maharashtra and one of the most important urban areas in the nation. The city's historical name was Bombay, which dates back to ancient fishing settlements of the Kolis. Mumbai became a centre of importance in the 14th century under native rulers before becoming an outpost under the Portuguese, who gave the city its name Bombaim. It was donated to the British Crown in 1661 as part of the Portuguese dowry and grew quite fast under British colonial control to emerge as a prominent port and commercial hub. (9) Geographically, Mumbai is located on Salsette Island, with sections of the city on reclaimed sea land. The area has a coastal tropical climate and the Western Ghats to the east, forming a productive ecological transition zone. Administratively, Mumbai is split into two districts: Mumbai City and Mumbai Suburban, and it covers seven municipal wards under the Municipal Corporation of Greater Mumbai (MCGM). The city is world-renowned for its colonial-era buildings, including the Gateway of India, Chhatrapati Shivaji Maharaj Terminus, and Bombay High Court, and as the hub of India's film industry, most commonly referred to as Bollywood. Places of worship and social monuments like Siddhivinayak Temple, Haji Ali Dargah, and Mount Mary Church outline its cosmopolitan and rich social mosaic. Mumbai is bounded by the district of Thane to the north and east, and the Arabian Sea to the west and south (4). The location is G-Block of the Bandra-Kurla Complex (BKC) in Mumbai, as shown in Figure 1. Map of MMR (Source: Draft Mumbai Metropolitan Regional Plan 2016-2036) (MMRDA, 2016), Location plan of BKC,Mumbai. Situated in the central part of BKC, G-Block has emerged as a prominent commercial and institutional destination in the metropolitan area of Mumbai. The location is characterized by the presence of headquarters of corporate firms, consulates, financial institutions, and upscale commercial infrastructure, which shows the planned nature of urban growth in the city. (6) In spite of its visibility and designed composition, G-Block encounters some challenges of urban development, such as traffic, restricted pedestrian infrastructure, and increased public realm activation. The area also offers major opportunities for urban placemaking, especially in terms of enhanced public space upgrade, and green urban design interventions. This article seeks to evaluate the existing spatial and functional dynamics of G-Block and to create a focused urban placemaking plan. The proposal considers the prevailing land use trends, environmental limitations, and infrastructural constraints, with a view to improving the area's livability, accessibility, and resilience within the larger BKC ecosystem. The development of G-Block in Bandra-Kurla Complex (BKC) is a turning point in the spatial and economic growth of Mumbai, as indicated in Figure.2 Intended initially as part of a planned commercial area to alleviate congestion in South Mumbai, G-Block has become a high-density business and diplomatic enclave with corporate headquarters, consulates, luxury hotels, and financial institutions (1). But, the transformation has also left a deficit in human-oriented public spaces for cultural engagement and socialization. where 16.4% of green/open space is privately held, 74.3% of land is used for commercial purposes, 7.3% is used for residential purposes, and 2% is used for social facilities. Users are not permitted access to the privately open space. With all its modernization efforts, G-Block lacks pedestrian accessibility, street liveliness, and usability of the public realm. Supremacy of broad arterial roads and a scarcity of shaded walkways, recreational spaces, and a general disconnection between buildings and public life mark the area. Open spaces are often being turned into surface parking lots or left unused because of privatization, resulting in a disjointed city experience. The lack of informal activity and daily civic interaction that are part of the urban fabric of Mumbai is strongly felt. In addition, the district has no sense of place—few cultural references, identity markers, or broad community spaces. There are few events and festivals, and the district is primarily determined by car traffic and institutional functionality as opposed to active street life. The article examines the possibility of urban placemaking in G-Block as a policy to redesign and activate public space, foster participation from the community, and inject identity into the built fabric. Through policy guides and inclusive design, placemaking can assist G-Block in moving away from its corporate enclave status to become an active, people-oriented urban neighbourhood. Table 1.Methodology whole and the parts and identification of issues, as shown in Figure 3. Primary data of BKC, Mumbai. The methodology used was as indicated in Table 1. Methodology. Primary Data Collection: Expert Opinion and Observation The information regarding the BKC region was gathered by a visit to the area under consideration, keen observation and casual conversations with the group of individuals, having different user base. This is evidenced by the secondary data. Conceptual Representation of the Components: Whole and Part As part of a wider planned urban concept, the G-Block of Bandra-Kurla Complex (BKC) was designed to shift Mumbai's economic activity from South Mumbai into a new business area. According to this interpretation, BKC serves as the "whole," and G-Block, one of its most noticeable and densely populated areas, serves as a crucial "part," adding to the region's entire institutional and economic character. G-Block accommodates a concentration of business offices, diplomatic offices, hotel services, and institutional buildings, creating a self-contained enclave in terms of workplace and ancillary facilities. Yet, unlike historical urban fabrics that developed around social bonding and communal engagement, G-Block has been largely formed by functional and market-oriented planning considerations, with commercial usage prevailing and the residential and leisurely elements being negligible or peripheral. The lack of mixed-use integration, informal activity areas, and cultural anchors has produced a broken experience. The interrelations among the elements—individual buildings, plots, and institutions—are to a great extent independent and inwardly focused, with sparse spatial or social interconnection. Public engagement is frequently limited to managed spaces such as lobbies, food courts, or private plazas, and is devoid of the spontaneity and inclusivity present in organically developed urban cores. Even with good-quality infrastructure, G-Block is not a lived-in area. It has streets dominated by motor vehicle flow and inactivated edges with no pedestrian movement or community life. Without street activity, informal trade, and common cultural spaces, the district works on the main 9-to-5 cycle, going into inactivity after working hours. This article sets out to discuss urban placemaking approaches to reinventing G-Block not only as a high-performance business node, but as a people-driven urban quarter. This means strengthening the relationship between the 'whole' and its 'parts'—by facilitating synergies between institutions, adding active public spaces, and creating interactions among communities—thus converting the space into a lively, inclusive, and culturally rooted urban space. The Parts of BKC and Their Connection to the Whole G-Block, BKC's urban structure is determined by a collection of high-profile and high-impact institutions—Bharat Diamond Bourse, One BKC, various banking headquarters (such as SBI, ICICI, and Bank of Baroda), and the large Jio Garden. These icons are central 'pieces' in the district with varying architectural identity, security measures, and user demographics. Yet they remain relatively independent with little public-facing engagement, thus restricting their ability to enrich the 'total' urban experience of G-Block. Bharat Diamond Bourse, a world's leading diamond trading centre, is a high-security, inwardly-facing campus. It attracts a particular commercial population and has a closed frontage, lowering its permeability and potential for public interaction. One BKC, one of the top Grade-A office towers, is home to multinational companies and provides some semi-public spaces such as cafés and a lobby area. But these are largely internalized and are not very well connected with adjacent public spaces or streets. Bank headquarters throughout G-Block exhibit the same trends: big, freestanding buildings placed within gated walls, with minimal interaction at the pedestrian level. These offices help the economy but not the public realm's vibrancy or inclusiveness. Jio Garden, on the other hand, is a good public asset—large, nicely kept open space frequently utilized for performances and events. Yet, event-oriented programming and restricted access make it an episodic, not continuous, placemaking contributor. While each of these pieces is significant in its own right, they have not yet coalesced into a unified urban system. They are monofunctional silos, with empty lots, surface parking lots, or inactive building edges separating them—places that avoid serendipitous interaction or street-level activity. G-Block's "parts" may work together to create a resilient, welcoming, and vibrant urban "whole" that is based on the ideas of placemaking, accessibility, and community engagement. Understanding Problems with the Whole, Parts, and the Interconnections — G-Block, BKC,Mumbai Through the lens of placemaking, the urban form of G-Block in Bandra-Kurla Complex (BKC) has several significant spatial and experiential flaws, despite being a commercial centre with a strong functional foundation. The Whole (district level), the Parts (individual structures and institutions), and the Interconnections (public space and transportation systems) are the three interconnected scales at which these problems appear. Problems in the Whole (G-Block as a District) Monofunctionally: The whole of G-Block is largely commercial and institutional in function, which makes it an 9-to-5 environment with no life after office hours. It lacks residential elements, which restricts round-the-clock liveliness and local character. No Central Identity or Focus Point: The district has no cultural anchor, civic square, or architectural icon that can give it a collective identity. Even major public properties such as Jio Garden have episodic use, instead of being central to day-to-day public life. Lack of Integrated Green and Open Spaces: Green and open spaces exist in disconnect isolation, commonly under private or access-restricted ownership, and are not integrated into the urban matrix. Issues at the Parts (Individual Buildings and Institutions) Inward-Looking Architecture: Landmark buildings like Diamond Bourse, One BKC, and some bank HQs have inward-oriented plans and gated boundaries, restricting visual or spatial interaction with the street. Inactive Frontages: Ground floors are normally devoid of active retail or community-confronting programs, leading to dead edges and substandard pedestrian experiences. Security-Driven Design: Most plots give precedence to automobile access and security areas, resulting in deep setbacks and unused front lawns or driveways over public-facing interaction areas. Problems with the Interconnections (Public Realm, Mobility, and Links) Inconsistent Pedestrian Infrastructure: Transit stops, park areas, and large buildings are not connected by a continuous pedestrian network. It is discouraged to walk on sidewalks since they are frequently small, blocked, or badly maintained. Vehicle Movement Dominance: With heavy traffic and few pedestrian crossings, the streets favor parking and car throughput. Surface parking lots degrade public space quality and break up spatial continuity. Absence of Interactive or Social Zones: No micro-parks, kiosks, or unofficial gathering places exist that might encourage street vending, unofficial activities, or cultural expression. Division of the Public Realm: Even excellent open spaces, such as commercial plazas and Jio Garden, are still isolated nodes that are not a part of a more expansive, accessible, and integrated urban system. In the absence of residential intensity and evening use, attempts to enliven streets with cultural festivals or restaurants will find it hard to maintain attendance. Inaccessibility on foot and car reliance also make placemaking harder, as wide roads designed for cars dominate the urban environment, with little space for pedestrian-centred interventions. Even if walkable spaces are brought in, Mumbai's intense heat and monsoon weather can undermine their use with inadequate shaded or covered amenities. Stakeholder fragmentation is also a risk—while planning is led by MMRDA, private property owners, corporations, and local communities could have conflicting agendas. Without an official governance mechanism (e.g., a Business Improvement District), decision-making is likely to be slow or political. In addition, elitist urban design tendencies can render placemaking exclusive, prioritizing high-end retail and corporate sensibilities over street food vendors, affordable food options, or public seating that is accessible, all of which are essential to authentic street life. Lastly, security concerns in a high-profile financial district may lead to over-policing of public spaces, restricting spontaneous gatherings or street performances. If placemaking is overly curated rather than organic, it could feel artificial and fail to foster a true sense of community. Without addressing these threats, BKC’s transformation into a vibrant, round-the-clock urban hub may remain incomplete. A phased, collaborative approach—starting with pilot projects and stakeholder negotiations—could help mitigate these risks while gradually shifting BKC’s identity from a sterile office park to a dynamic urban destination. The author carried out a qualitative investigation of the region. Intervention for the BKC is desperately needed. The analysis of the gathered data has been done through a series of two stages: 1. Internal factor assessment as well as external factor assessment 2. Internal external matrix as well as analysis. Internal Factor Evaluation (IFE)–External Factor Evaluation (EFE) matrix is a strategy formulation Tool is designed to assess the functional areas' weaknesses and strengths (15). (David et al As an example of a successful business strategy, it has been employed to great effect. Analyse strategic aspects in connection with Bashgol protected region management in Qazvin. Province, iran (15). Estimation has been conducted through an internal audit. On a scale of 100, factors with total weighted scores are evident in Table 2. Having decided on result. Most significant internal aspects of strengths as well as weaknesses were evaluated, and corresponding weights were allocated to them. Given feature is based on its relative significance. Zero represents absence of. The total weight of all objects. The total came to 100. The 1 to 10 scale rating indicates the level of significance or generalness of the factor. Weakness or strength. The ratings of each factor were adjusted with factor's weight, so that overall score could be determined. Weighted score for every factor can be derived. The matrix has been formed by adding elements. Weighted score for every element. Matrix was created using similar method as visualization. In context of environmental, economic, social, as well as other factors, it is important to prioritize opportunities and threats. Internal and External (IE) matrix, as management tool, as well as suggestive model derived IE factors. EFE has been used as an extension of IFE matrix as well as EFE matrix models. (14) It has been derived from. IFE model was drawn on x-axis, while the EFE model was drawn on y-axis. IE matrix was used to represent the relationship between the two models. Weighted score into the nine-cell matrix as in Fig. On x-axis, a weighted score 1-3.33 is in the range of a. Inadequate internal orientation. A range of 3.33 to 6.33 indicates an average position, as well as range of 6.33 to signify a higher position. 10 indicates a firm standpoint. The same interpretation is also valid for EFE total weighted. Data Points Stacked on X-Axis. Strategy that is formulated corresponds to cell where decision-making process takes place. Lines intersect. Cells 1, 2, as well as 3 represent an expansion as well as construction strategy, which translates to a focused and intensive approach. A strategic approach that focuses on aggressive tactics, capitalizing on strengths, as well as internal development. Integration: Cells 4, 5, as well as 6 propose a hold as well as maintain strategy that emphasizes a slow as well as steady approach. Adopt a cautious approach when it comes to progress and advancement. Cells 7, 8, and 9 indicate the conclusion. Begin with or varied approach that suggests making the most of value available, as well as overcoming obstacles. Weaknesses as well as not choosing progress. Internal associated activities/spaces forming Strong factors Table 2.Internal Factor Evaluation (Strong Factors) Table 3.Internal Factor Evaluation (Weak Factors) Table 4.External associated activities/spaces forming opportunities factors Note: Rating: Major Weakness = 3, Minor Weakness = 4, Major Strength = 8, Minor Strength = 7. Table 5.External associated activities/spaces forming threat factors Analysis and Internal External Matrix and Proposal of Intervention Strategies With IFE score 2.4 as well as EFE score 2.5, intersection location of 2 axes lies in 5th quadrant of IE Matrix as demonstrated in Fig. 8. Therefore, IE Matrix recommends ‘the hold and maintain strategy’ for BKC, Mumbai. It indicates a gradual as well as continuous expansion by restoring value of with conservative attitude towards progress, as well as advancement. According to plan, BKC's placemaking strategy can be explained by three different paths, each offering particular strengths and weaknesses. The Expand & Build strategy encourages extensive growth by applying BKC's corporate strength to major projects like Metro station or high-speed station, which assures rapid change but can cause loss of Identity. In contrast, the Hold & Maintain strategy favours slow, low-cost improvements like adding street furniture or temporary activities, which assures stability but offers a slow rate of development. The third option, Commence/Diversify, tests ideas through temporary interventions like night markets, which assures flexibility but delivers minimal long-term impact. To achieve best results, a hybrid strategy is recommended: start with small pilot projects (e.g., turning a single block pedestrian-only), extend successful initiatives (e.g., adding green space), and eventually achieve large-scale developments (such as mixed-use towers). This incremental approach skilfully balances grand vision with stakeholder participation while minimizing related risks. Prioritization Matrix As indicated in Table 6, the prioritizing matrix aids in ranking tasks or projects according to their significance. Based on the weighted criteria, the tools sort and rank different alternatives from the requirements list in according to their importance. A Uses and Activities E Urban services (Drinage,Toilets,Eating spaces) B Comfort and Image F Organised traffic & parking spaces C Access and Linkages G Well-designed community spaces D Sociability H Image and identity Table 6.Prioritization Matrix Out of the ten interventions proposed for the BKC, BID is the prioritization matrix recommended. Intervention of connectivity and livability received the highest weighted score 71%. 2 nd intervention using placemaking as a tool for sustainable advancement. It is next in priority with weighted score 67%, therefore, if there are many teams to work with, activities can be started simultaneously. The third priority is for creating live-work-play spaces with a focus on incorporating residential, commercial, and recreational areas within the same location. The score of 63 is the weighted average of the scores. Long-term advantage of prioritization matrix is that it explicitly shows which projects should address later. Strategy adopted was ‘A slow and steady intervention by restoring the value with a conservative attitude towards growth and development’ as per IE matrix. Value of BKC (BID) area with its image as well as identity, usages and activities, communal living, pedestrian-scaled streets, as well as safe public places is ideal city region which is aimed for in today’s setting; multicultural community fairs as well as festivals maintain area's vibrancy. The placemaking matrix visually maps out the interrelations between key placemaking attributes and five major categories: Uses, as well as Activities, Comfort & Image, Access as well as Linkages, Sociability, as well as Context & Site Interpretation. Analysis reveals the following: Highly Interconnected Attributes: Core elements like safety, cleanliness, sense of place, and welcoming environment are linked to multiple criteria, underscoring their essential role in creating successful public spaces. Dominant Categories: The categories Comfort & Image and Context & Site Interpretation are the most frequently linked, highlighting their central importance in placemaking. Design Priorities: Attributes such as sustainability, uniqueness, vitality, and experience stand out as critical drivers of engaging and meaningful places. Opportunity Areas: Sociability and Access & Linkages show fewer connections, suggesting areas where more intentional design and planning can enhance overall placemaking outcomes. In summary, effective placemaking requires a holistic and integrated approach, ensuring a balanced consideration of functional, social, and contextual elements. This matrix serves as a strategic guide for aligning design goals with user-centred and place-specific attributes. Discussions and Conclusions This study demonstrates how strategic placemaking can redefine the Bandra-Kurla Complex (BKC) from simply being a business hub to an urban destination that is vibrant, inclusive, and sustainable. Dealing with BKC's unique problems-dominated-car infrastructure, lack of social vibrancy, and discontinuity in public space framework proposed could serve as a model replicable in financial districts worldwide. This holistic view aims to balance the four key dimensions: physical (walkability, green), social (community activation, cultural programming), environmental (climate-resilient, sustainable mobility), and economic (mixed-use viability, stakeholder ROI). Zone 1 and Zone 2 Proposed Tactical Placemaking Initiatives 1. Pop-Up Street Furniture Place modular benches, shaded seats, and planter dividers with recycled materials or painted wooden crates. Offer charging stations and mobile work pods for office workers during the day.2. Interactive Wall Mural + Branding Commissions- local artists to collaborate in painting a mural on the compound wall of surrounding buildings along the street, highlighting BKC identity and heritage. Provide chalkboard walls for the public passing by to scribble messages or ideas. 3. Food & Culture Kiosk Zone-Provide space for temporary pop-up kiosks (tea/juice stalls, street crafts, or regional snacks). Invite Dabbawalas or local entrepreneurs with a revenue-sharing agreement. 4.Micro-Green Parklet-Transform the surface parking setback along Naman Tower into a "green pocket" by using potted plants, grass mats on casters, and pergolas. Add QR signage on sustainability and climate-resilient design. BKC's current-state building is a test that high-value business districts can change for the better going beyond the core corporate identity into a 24/7-livable space. Work, leisure, and community all fold into one. The lessons can be extended to others such as financial hubs in emerging cities—a blueprint for place-led urban regeneration that learns from local context yet innovates within it. Future success cannot be left to chance; it will require governance coordination, phased experimentalism, and elevation of humanness at the core of urban development. What it confirms is that BKC is the journey from office park to urban destination: great cities are not just built for the experience, belonging, and shared prosperity, rather efficiency. Governance and Policy Challenges in Placemaking: G-Block, BKC, Mumbai 1. Lack of Placemaking Policies and Poor Governance Framework There is no specific urban placemaking policy addressing the specific requirements of BKC as a commercial high-density area. Priorities in planning and development are still centered on real estate and infrastructure, with little attention to public realm quality or street-level vitality. Authorities have had limited interest or ability to incorporate people-oriented design within the urban strategy for the area. Current development control laws (e.g., DCRs) do not provide for ground-floor activation, active frontages, or pedestrian-focused zoning. Public spaces like Jio Garden are event-based and gated with no everyday public utility or cultural tie. 2. Fragmented Institutional Jurisdiction and Ineffective Coordination Various agencies (MMRDA, BMC, MCGM, Traffic Police, private developers) manage various portions of G-Block with ambiguous jurisdictional overlaps. This results in fragmented decision-making, particularly for pedestrian enhancements, open space upgrades, and transit integration. No specific agency is assigned to maintain or program public spaces, leading to underutilization and decay. Lack of dedicated placemaking budget lines or incentives does not motivate public or private stakeholders to participate in public realm upgrading. In contrast to international business districts, BKC has no Business Improvement District (BID) framework or formal institutional mechanism to organize collective investment in urban quality. The Bandra-Kurla Complex (BKC), notably the G-Block, offers a crucial chance to turn Mumbai's premier commercial center into a vibrant, inclusive, and human-centred urban neighbourhood through urban placemaking. Due to fragmented institutional control, inward-facing architecture, and car-centric design, BKC has a prominent corporate identity but lacks real public spaces, pedestrian-friendly streets, and ground-level interaction. Placemaking is not given priority as a means of fostering urban vibrancy by any particular policy or framework. To address this, a local response is necessary, one that uses public-private partnerships, short-term activations, and strategic interventions to bring public areas to life. By including local culture, street art, and community activities, a sense of place can be established that makes BKC a center of not just commerce, but also social interaction and street-level city life. This process can be guided by lessons learned from foreign models and local initiatives like the Smart Cities Mission, or Business Improvement District (BID) concept,but these lessons must be tailored to BKC's specific circumstances. Pilot projects in the area surrounding Naman Tower and in front of Diamond Bourse such as pop-up, plazas, shaded seating areas, or food stalls, can demonstrate how modest interventions can have a significant impact. Placing BKC on the map as a replicable paradigm for placemaking in densely populated urban commercial areas in India requires a coordinated, multi-agency effort supported by strong policies and community involvement. Declarations Acknowledgement – The authors acknowledge the support from REVA University for the facilities provided to carry out the research. Declaration of Conflicting Interests- The authors declared no potential conflicts of interest with respect to the research, authorship, and/or publication of this article. Funding - The authors received no financial support for the research, authorship, and/or publication of this article. Clinical trial number - Not applicable Ethical approval- Approved by Reva Doctoral committee. Consent to participate- Not applicable Consent to publish - We(Prof.Pallavi & Dr.Vimala Swamy, the undersigned, give our consent for the publication of identifiable details, which can include photograph(s) or history,Analysis and/or details within the text (“Material”) to be published in the above Journal and Article. References Sourav Kumar Biswas 2013. PLAY ! Tactics & strategies for public spaces in Mumbai’s informal city Tactics-strategies.pdf(orfonline.org) Eyes on the Street: The Life of Jane Jacobs2016 Project for Public Spaces. (n.d.). What is Placemaking? Retrieved from https://www.pps.org/article/what-is-placemaking Mumbai Metropolitan Region Development Authority (MMRDA). (2022). Development Plan for Bandra-Kurla Complex . Retrieved from https://mmrda.maharashtra.gov.in (Useful for understanding public space politics and implications in Indian cities.) Urban Design Research Institute (UDRI). (2017). Transforming Mumbai: Approaches to Urban Regeneration . Retrieved from https://www.udri.org Mehta, M. (2020). Bandra-Kurla Complex: A Case of Mumbai’s Planned Commercial Growth . Journal of Urban Design and Development , 12(3), 45–56. Relph, E. (2008). Place and placelessness . In P. Hubbard, R. Kitchin, & G. Valentine (Eds.), Key texts in human geography (pp. 103–115). SAGE Publications Ltd. https://doi.org/10.4135/9781446213742.n5 Shafizadeh-Moghadam, H., & Helbich, M. (2015). Spatiotemporal variability of urban growth factors: A global and local perspective on the megacity of Mumbai. International Journal of Applied Earth Observation and Geoinformation, 35 (4), 187–198. https://doi.org/10.1016/j.jag.2014.08.013 O’Hare, G., Abbott, D., & Barke, M. (1998). A review of slum housing policies in Mumbai. Cities, 15 (4), 269–283. https://doi.org/10.1016/S0264-2751(98)00018-3 Mahmoud, I. H. (2022). Placemaking for green urban regeneration. Springer. https://doi.org/10.1007/978-3-031-15408-9 EK Karacor, E. (2014). PlaceMakingapproachment to accomplish social sustainability. European Journal of Sustainable Development, 3(4), 253–262. https://doi.org/10.14207/ejsd.2014.v3n4p253 Keidar, N., Fox, M., Friedman, O., Grinberger, Y., Kirresh, T., Li, Y., … Brail, S. (2023). Progress in Placemaking. Planning Theory & Practice , 25 (1), 143–151. https://doi.org/10.1080/14649357.2023.2286131 https://www.mpcb.gov.in/sites/default/files/focus-area-reports-documents/envreportmumbai.pdf (Chládková, H., & Formánková, S. (2016). Strategy for SMEs in the area of primary agricultural production. Agricultural Economics (AGRICECON) , 62(9), 395–406. https://doi.org/10.17221/260/2015-AGRICECON Rezazadeh, A. (2017). The contribution of business model innovation to collaborative entrepreneurship between SMEs: A review and avenues for further research. International Journal of Business and Globalisation, 18 (1), 112–126. https://doi.org/10.1504/IJBG.2017.081028 Additional Declarations No competing interests reported. Cite Share Download PDF Status: Posted Version 1 posted You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. We do this by developing innovative software and high quality services for the global research community. Our growing team is made up of researchers and industry professionals working together to solve the most critical problems facing scientific publishing. Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-6722071","acceptedTermsAndConditions":true,"allowDirectSubmit":true,"archivedVersions":[],"articleType":"Research Article","associatedPublications":[],"authors":[{"id":496348910,"identity":"63952796-6c1a-4c78-b651-439ccc7cab10","order_by":0,"name":"Pallavi Dalal","email":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAAyAQMAAABI0h/eAAAABlBMVEX///8AAABVwtN+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGElEQVRIiWNgGAWjYFAC5sYDDAwSjA3sjA0MDBU2ciCxAw/wamFsgGhhZmxsYDiTZgzWkkBYC5BkBmLGtsOJDSBBfFrM2Q82HPjZZiHbz8zc/uADG3P6/LDDD4G22MnpNmDXYtmT2HCwt03CeGYzY2PjDB623I230wyAWpKNzQ5g12JwILHhAM8ZicQNhxkbm3kkeHI3zk4AaTmQuA2XlvMPGw7+AWrZD9Lyx0Ai3XB2+gf8Wm4kNhzmqQDaAgyxZoYEgwR56Rz8tljOeNhwWKZCwngG0JaZPQcSDDdI5xQcSDDA7Rdz/uSDD98Y1Mn2twMD7Oe///Lys9M3f/hQYSeH0/tYAgS7OB4t8g24VY+CUTAKRsHIBABYimyogUzmAgAAAABJRU5ErkJggg==","orcid":"","institution":"REVA University","correspondingAuthor":true,"prefix":"","firstName":"Pallavi","middleName":"","lastName":"Dalal","suffix":""},{"id":496348911,"identity":"59f3917a-687d-43d1-868d-dd8eb09087b6","order_by":1,"name":"Dr.Vimala Swamy","email":"","orcid":"","institution":"Gopalan school of Architecture","correspondingAuthor":false,"prefix":"Dr.","firstName":"Vimala","middleName":"","lastName":"Swamy","suffix":""},{"id":496348912,"identity":"21b79cf0-a39a-42b8-8e39-55cf0b45d863","order_by":2,"name":"Dr.Parag Narkhade","email":"","orcid":"","institution":"BKPS","correspondingAuthor":false,"prefix":"Dr.","firstName":"Parag","middleName":"","lastName":"Narkhade","suffix":""}],"badges":[],"createdAt":"2025-05-22 07:08:14","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-6722071/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-6722071/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":88584253,"identity":"5acc5912-995b-46ff-9004-69d6677d63b1","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":3642274,"visible":true,"origin":"","legend":"\u003cp\u003eMap of MMR (Source: Draft Mumbai Metropolitan Regional Plan 2016-2036) (MMRDA, 2016), Location plan of BKC,Mumbai\u003c/p\u003e","description":"","filename":"1.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/9b12411aeb7a9967193e90b4.png"},{"id":88585348,"identity":"7ec83a19-ef90-4857-9c6b-b41de646c9c7","added_by":"auto","created_at":"2025-08-08 04:01:27","extension":"png","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":607125,"visible":true,"origin":"","legend":"\u003cp\u003eLand use pattern in BKC, Mumbai\u003c/p\u003e","description":"","filename":"2.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/652aeb07ef850554fe475c4b.png"},{"id":88584263,"identity":"7c556ce7-49b8-4567-b431-8cea5185cb43","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":373250,"visible":true,"origin":"","legend":"\u003cp\u003ePrimary data of BKC, Mumbai\u003c/p\u003e","description":"","filename":"3.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/1875ab0d5f47d34463456150.png"},{"id":88585816,"identity":"0092bf93-af5d-4b02-bc8a-467c824c72dd","added_by":"auto","created_at":"2025-08-08 04:09:27","extension":"jpg","order_by":4,"title":"Figure 4","display":"","copyAsset":false,"role":"figure","size":58581,"visible":true,"origin":"","legend":"\u003cp\u003eLocation of BKC and Places of Importance\u003c/p\u003e","description":"","filename":"4.jpg","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/eb87ece85f4dc232e345ceff.jpg"},{"id":88584264,"identity":"700632f5-bfd5-4f17-b122-6efd63eeaabe","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":5,"title":"Figure 5","display":"","copyAsset":false,"role":"figure","size":375072,"visible":true,"origin":"","legend":"\u003cp\u003eImportant commercial Buildings in BKC, Mumbai\u003c/p\u003e\n\u003cp\u003eSource: \u003ca href=\"https://timesofindia.indiatimes.com/city/mumbai/bkc-wasteland-to-landmark-of-mumbai/articleshow/66531407.cms\"\u003ehttps://timesofindia.indiatimes.com/city/mumbai/bkc-wasteland-to-landmark-of-mumbai/articleshow/66531407.cms\u003c/a\u003e\u003c/p\u003e","description":"","filename":"5.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/c1e1715c45537bc3aa37a9c2.png"},{"id":88584667,"identity":"a1212fbc-969e-4b52-a058-2285f625e0da","added_by":"auto","created_at":"2025-08-08 03:53:27","extension":"png","order_by":6,"title":"Figure 6","display":"","copyAsset":false,"role":"figure","size":1535710,"visible":true,"origin":"","legend":"\u003cp\u003eUrban Infrastructure with lake of social interaction spaces\u003c/p\u003e","description":"","filename":"6.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/6457a817879f8fcdf69f85a4.png"},{"id":88584669,"identity":"7ec0f019-0e6a-4ef9-acd7-8f8f08dd8ffb","added_by":"auto","created_at":"2025-08-08 03:53:27","extension":"png","order_by":7,"title":"Figure 7","display":"","copyAsset":false,"role":"figure","size":51886,"visible":true,"origin":"","legend":"\u003cp\u003eInternal External Matrix\u003c/p\u003e","description":"","filename":"7.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/fe6960412853d69c58864b0e.png"},{"id":88584266,"identity":"84709c51-d418-4402-b06a-10a328d0f028","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":8,"title":"Figure 8","display":"","copyAsset":false,"role":"figure","size":413190,"visible":true,"origin":"","legend":"\u003cp\u003eProposed Movement pattern with urban infrastructure.\u003c/p\u003e","description":"","filename":"8.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/af7726f5b878e655891fb3c6.png"},{"id":88584275,"identity":"319370b6-6aef-4095-85e5-1ca2acfd3488","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":9,"title":"Figure 9","display":"","copyAsset":false,"role":"figure","size":358860,"visible":true,"origin":"","legend":"\u003cp\u003eProposed zone for Placemaking, displaying significant buildings at intersections.\u003c/p\u003e","description":"","filename":"9.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/65661e8ad0db07cac0157f9e.png"},{"id":88584271,"identity":"d9ea0f9d-e155-4bc2-bb89-9fa82c9d7233","added_by":"auto","created_at":"2025-08-08 03:45:27","extension":"png","order_by":10,"title":"Figure 10","display":"","copyAsset":false,"role":"figure","size":359648,"visible":true,"origin":"","legend":"\u003cp\u003eproposed tactical placemaking solution to rejuvenate the area. (Zone 1)\u003c/p\u003e","description":"","filename":"10.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/03f81ace448a73b6bb35557a.png"},{"id":88584283,"identity":"74936a33-f656-4129-bd08-be477537107d","added_by":"auto","created_at":"2025-08-08 03:45:28","extension":"png","order_by":11,"title":"Figure 11","display":"","copyAsset":false,"role":"figure","size":398914,"visible":true,"origin":"","legend":"\u003cp\u003eSelected zone for proposed placemaking activities. (Zone 2)\u003c/p\u003e","description":"","filename":"11.png","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/dcbb7d6124659ef8f2bb93ef.png"},{"id":95544260,"identity":"5a5a509f-98a9-4051-a91a-9aa5be8f3fac","added_by":"auto","created_at":"2025-11-10 12:09:03","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":8814196,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-6722071/v1/e341bc97-57ac-49c2-92ac-199723d50cac.pdf"}],"financialInterests":"No competing interests reported.","formattedTitle":"Assessing for Identity through Urban Placemaking in Mumbai's Central Business District (BKC)","fulltext":[{"header":"Definition of Placemaking","content":"\u003cp\u003eUrban places envision physically open bounded or limited areas that are adaptable, outward looking and socially inclusive. They are, most of all, perpetually defined by social processes and never-ending as there is no fixed singular essence to time. Processes in themselves undertake change through continual motion, creating places that are endless and unfinished. Rather, the goal is aligned with capturing outcomes forever elusive. Confronted with modern complexities and diverse societal constructs, one strategy to approach place-making will likely prove futile. A singular perspective neglecting deep complexities would conclude as a simplistic response. Instead, cradle solutions are aimed at achieving closure in open-ended \u0026ldquo;finalized\u0026rdquo; outcomes. Single methods work in different yet interwoven manners within a multi-faceted context, shaped by practices of placemaking and processes. Such practices stem from a broad range of spatial scales, be it large or small enclave developments, temporal frameworks like informal pop-up shops versus designed stores, legal boundaries composed of informal approved developments, and lastly, strategies comprising top-down approaches and bottom-up Daedalian tactics.(\u003cspan citationid=\"CR2\" class=\"CitationRef\"\u003e2\u003c/span\u003e)It\u0026rsquo;s crucial to distinguish placemaking within urban development as well as regeneration as being distinct from planning, urban design, as well as architecture now that the focus on these areas is evident.(\u003cspan citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e) In contrast to the disciplines of architecture, planning, and urban design, placemaking is a broad, continuous strategic process that integrates a variety of professional as well as civic perspectives (\u003cspan citationid=\"CR5\" class=\"CitationRef\"\u003e5\u003c/span\u003e)\u003c/p\u003e\u003cp\u003eWhen considering placemaking in context of urban growth as well as regeneration, it is crucial to keep in mind that it functions best at the micro-neighbourhood level as opposed to the macro-metropolitan one. This is because its goal is to involve all stakeholders and members of local community to bring about modification for continuous development as well as regeneration (\u003cspan citationid=\"CR12\" class=\"CitationRef\"\u003e12\u003c/span\u003e). A persistent component of urban planning is placemaking, which is concept, approach, as well as planning tool used to mould as well as change public spaces. (\u003cspan citationid=\"CR3\" class=\"CitationRef\"\u003e3\u003c/span\u003e) Place as well as Placelessness, in which geographer examines urban circumstances in which \"places are made, and on what grounds these might be considered authentic or contrived,\" contains one of the first academic references to placemaking. (\u003cspan citationid=\"CR7\" class=\"CitationRef\"\u003e7\u003c/span\u003e) The focus on development and diffusion of placemaking as a concept, as well as validating the chronology in which it has developed. Showing continued attention to the potential and significance of placemaking. The principles of placemaking were initially articulated by urban thinkers in post-war era in Western Europe and United States as a criticism of the neglect of public places in design of novel cities, suburbs, as well as downtowns (\u003cspan citationid=\"CR10\" class=\"CitationRef\"\u003e10\u003c/span\u003e). Urban theorists like William H. Whyte, Jane Jacobs, as well as Jan Gehl promoted placemaking by highlighting the importance of using density and crowdedness as advantages to liven up urban areas. (Mark A. Wyckoff, FAICP, Professor, MSU Land Policy). Placemaking is significant for several reasons, such as its effects on environmental sustainability, economic growth, and community well-being. By the 1990s, consultancies began promoting placemaking ideas with the dual goals of enhancing public space quality and addressing various prospects for urban renewal and economic development. (\u003cspan citationid=\"CR11\" class=\"CitationRef\"\u003e11\u003c/span\u003e) Among the leading placemaking consulting firms are Gehl Associates in Denmark, STIPO in the Netherlands, and Project for Public Spaces in United States. Public, semi-public, and private areas are the main emphasis of placemaking, which also shifts between the formal and informal spheres. This helps us to realize that the idea of placemaking absorbed many kinds of meanings and practices as it developed throughout time and spread over different locations.\u003c/p\u003e\u003cp\u003eLike the nation itself, India's public spaces vary widely in terms of their size, shape, activity, role, people they serve, geography, history, structure, and infrastructure. Regardless of these variations, every public area has a distinct personality and significance for city as well as its residents.\u003c/p\u003e"},{"header":"The Context of Mumbai City","content":"\u003cp\u003eAccording to global experience, a nation\u0026apos;s urbanization rate of up to 30% is comparatively modest. After that, urbanization picks up speed until it reaches roughly 60\u0026ndash;65%. India, which has 31% of its population living in cities, is in a transitional phase where urbanization will pick up speed. There are already more than 360 million city dwellers in India. This figure is predicted to increase to 590 million by 2030, which is nearly double the current US population. As a result, we must promptly and effectively plan our urban regions. Considering that India is about to transform, we can use the most recent technological advancements to guide our urbanization approach. Among the world\u0026apos;s largest cities, Mumbai is special example of both the development of a megacity and a varied economic environment. The business environment in India depends heavily on Mumbai\u0026apos;s contribution to its development.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003ePart of the western state of Maharashtra, it is one of India\u0026apos;s primary economic regions and the country\u0026apos;s financial centre. According to the last census (1991), it has 12.5 million residents, making it 6\u003csup\u003eth\u003c/sup\u003e-largest urban region in the world (9). Like majority of industrialized India\u0026apos;s areas, the Mumbai Metropolitan Area faces several difficulties, including (i) air pollution (Kumar and Abba, 2006), (ii) urban growth (8), (iii) coastal area (iv) poverty, as well as (v) environmental quality (9). Mumbai\u0026apos;s overall urban area is 466.35 km\u003csup\u003e2\u003c/sup\u003e, with the highest widths being 42 km north to south and 17 km east to west. Mumbai must take on the impending problems of the global economy and deal with difficult social, economic, as well as environmental issues within a constantly growing metropolitan core if it hopes to become a world-leading economic hub (13). One-tenth of all factory as well as manufacturing jobs in India are located in urban areas (9). Mumbai handles the majority of India\u0026apos;s international trade, and as global markets become more integrated due to ongoing liberalization measures, the Mumbai Metropolitan Region\u0026apos;s financial expansion continues to continue, bolstering India\u0026apos;s commercial dynamics and growth.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eAs Mumbai is a metropolis and capital of the state of Maharashtra in western India. It is the district headquarters of Mumbai City and Mumbai Suburban districts. The city is a leading economic and cultural centre, easily accessible by National Highways 48 and 66, with land, rail, air, and sea routes to the rest of the nation. Pune, the other major city of Maharashtra, is situated approximately 150 km southeast of Mumbai. The Mumbai local planning area covers around 60,000 hectares, with several administrative and planning zones falling under the Municipal Corporation of Greater Mumbai (MCGM) jurisdiction. In urban development planning, an estimated population of more than 1.24 crore (12.4 million) was considered while preparing the Development Plan 2034 (4)\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;The MMR serves as India\u0026apos;s main entry point to the country\u0026apos;s future economy. Mumbai, on the western Indian coast of the Arabian Sea, is the state capital of Maharashtra and one of the most important urban areas in the nation. The city\u0026apos;s historical name was Bombay, which dates back to ancient fishing settlements of the Kolis. Mumbai became a centre of importance in the 14th century under native rulers before becoming an outpost under the Portuguese, who gave the city its name Bombaim. It was donated to the British Crown in 1661 as part of the Portuguese dowry and grew quite fast under British colonial control to emerge as a prominent port and commercial hub. (9)\u003c/p\u003e\n\u003cp\u003eGeographically, Mumbai is located on Salsette Island, with sections of the city on reclaimed sea land. The area has a coastal tropical climate and the Western Ghats to the east, forming a productive ecological transition zone. Administratively, Mumbai is split into two districts: Mumbai City and Mumbai Suburban, and it covers seven municipal wards under the Municipal Corporation of Greater Mumbai (MCGM).\u003c/p\u003e\n\u003cp\u003eThe city is world-renowned for its colonial-era buildings, including the Gateway of India, Chhatrapati Shivaji Maharaj Terminus, and Bombay High Court, and as the hub of India\u0026apos;s film industry, most commonly referred to as Bollywood. Places of worship and social monuments like Siddhivinayak Temple, Haji Ali Dargah, and Mount Mary Church outline its cosmopolitan and rich social mosaic. Mumbai is bounded by the district of Thane to the north and east, and the Arabian Sea to the west and south (4).\u003c/p\u003e\n\u003cp\u003eThe location is G-Block of the Bandra-Kurla Complex (BKC) in Mumbai, as shown in\u0026nbsp;Figure 1. Map of MMR (Source: Draft Mumbai Metropolitan Regional Plan 2016-2036) (MMRDA, 2016), Location plan of BKC,Mumbai. Situated in the central part of BKC, G-Block has emerged as a prominent commercial and institutional destination in the metropolitan area of Mumbai. The location is characterized by the presence of headquarters of corporate firms, consulates, financial institutions, and upscale commercial infrastructure, which shows the planned nature of urban growth in the city. (6) In spite of its visibility and designed composition, G-Block encounters some challenges of urban development, such as traffic, restricted pedestrian infrastructure, and increased public realm activation. The area also offers major opportunities for urban placemaking, especially in terms of enhanced public space upgrade, and green urban design interventions. This article seeks to evaluate the existing spatial and functional dynamics of G-Block and to create a focused urban placemaking plan. The proposal considers the prevailing land use trends, environmental limitations, and infrastructural constraints, with a view to improving the area\u0026apos;s livability, accessibility, and resilience within the larger BKC ecosystem.\u003c/p\u003e\n\u003cp\u003eThe development of G-Block in Bandra-Kurla Complex (BKC) is a turning point in the spatial and economic growth of Mumbai, as indicated in\u0026nbsp;Figure.2\u0026nbsp;Intended initially as part of a planned commercial area to alleviate congestion in South Mumbai, G-Block has become a high-density business and diplomatic enclave with corporate headquarters, consulates, luxury hotels, and financial institutions (1). But, the transformation has also left a deficit in human-oriented public spaces for cultural engagement and socialization.\u0026nbsp;where 16.4% of green/open space is privately held, 74.3% of land is used for commercial purposes, 7.3% is used for residential purposes, and 2% is used for social facilities. Users are not permitted access to the privately open space. With all its modernization efforts, G-Block lacks pedestrian accessibility, street liveliness, and usability of the public realm. Supremacy of broad arterial roads and a scarcity of shaded walkways, recreational spaces, and a general disconnection between buildings and public life mark the area. Open spaces are often being turned into surface parking lots or left unused because of privatization, resulting in a disjointed city experience. The lack of informal activity and daily civic interaction that are part of the urban fabric of Mumbai is strongly felt.\u003c/p\u003e\n\u003cp\u003eIn addition, the district has no sense of place\u0026mdash;few cultural references, identity markers, or broad community spaces. There are few events and festivals, and the district is primarily determined by car traffic and institutional functionality as opposed to active street life.\u003c/p\u003e\n\u003cp\u003eThe article examines the possibility of urban placemaking in G-Block as a policy to redesign and activate public space, foster participation from the community, and inject identity into the built fabric. Through policy guides and inclusive design, placemaking can assist G-Block in moving away from its corporate enclave status to become an active, people-oriented urban neighbourhood.\u003c/p\u003e\n\u003cp\u003eTable\u0026nbsp;1.Methodology\u003c/p\u003e\n\u003cp\u003e\u003cimg 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8kKe/Y5jp0xH04V2kwiARGAjLgzyQCj98nmTr0ux0vusJiuO4wgKsd9yUZn/kg6VO44FKlJgP2af5QIy3xc4lsfZN7jQjeXFOYouv8Cn0smxE+duyji+50Ev5sGxF+kM9Msr1QzP59WG+ZWVcfKGisKoOC6b8iyuN8rzHnlCvoPxWW4Z4MuRH6QrKkmBCgzrGtcEwxpm3clH8jbSCf7Ovw8jguB5RSf+7uIXH6jclPs0+cK6xHLY1/IgAuuQj4/8kbXAPpQH+ZmmXP9yXz7vvPOqzyh/2efz4Sj399g/8m3CdPG9aTjpYNmXXXZZ9Z2bKHyP/Y/PchuPi7TGfGP9o5wKZT5EpTO2QdN5hU+OhbwsD2zDHOvJMvJr+K6OrzZN5yHmV27PQcvr6lxDPrGsuFYA+Um+lue7ftuMcVl2fi6N/TaOA7Zbec5huaQ7tm2UK/k1Zpk3mm8GG6YMFYM8Kk3HiXNYRFI58DlJxB3U/IQzrnHTxYmI8TjxxXSc3JaqbR7jzDtPW97FibdrTXd5ywJgEqJAARcxUbklOMXFYj68SbT0yDX1GxeFD/lOIUVhOeqFcSi3Y3TgoqOpP7rYp/LgCxcNzJ/9i7zOL3Q4Jsp00A1bAJNH3EEG72/Itx/5Vt5FKCsfo1qpfVbLLy76y9Y7oEIVF75xsTluq5lSGbikvKHLlUGRUVoJleMspdVN2epsWHERXwZ2SRvrETcKQpkng1ppRQC5LPPjewxfinLd2R/KvB0HaSQP8vfR8Df9lnoNw7mKfCv36bLVHfs3ZU9ZKc1RuS3LSwIUnOPLO8e5QS0Om5Tbn3GZpk2U5SWOozhfE7ghL8pjqwvlfkBa4yZAKJdbboM4r5THSORFXu407RtU3su8RlNaRj2+2sRxNeg4GGd5o55r4vxdBujaznfDbLN+4pxWbod83WIY8/a6YTEZbJgicZIom16NIqLwRMsp/JqaH4a2wi7SEYZNV9NJMU5Eozx+EiemMiIe4oKhLZ1NF8lNYv0HnVgpuPpFuwcVMKFsap/jgq2pgBxHmda40Mq3T2wPLqpYdr9t27afIC5+hs2DYcRdiH6BjKYLpdju4xRmo+5T5UV7v4oXQat8P+PCdJwLmlw8SsG6sr3z7RdpK+/IlUjTIMu1z2plxbGWt2Bp2pebzvFNrV6WS5zb8lY8dBFI7QrnyXz+TXdYR9F0vuyq8td2XA9zvDcZZt1HrRC1Kcta/u53DTOsqGBFS7Poyjyh7IlgN8PL5uvsb03lJef4CCoz3bjbkkBxnj7SW+o3bwJspC+fBx39AtdXBJ/z42acMnNS4lzEtsnXoSkvmrBesR3ybqll7iDjHl+lpZ5rImgTrUSjG6d1I+cpgld565FoIRPXF3Fdky+Lrkw3Nz0Q23Xcm0maTQYbpkhctOUVGQq7UU+SnBziQB9UyacgpyCKShWf5Ulp2HRF1DavsEW/qIxhmJNyFPh5IcgymTcnOeZRFvikm3UfVMnK0TyMgqk88XEyjGVHxS6/28H4+V0M0tNUGc9x4m5bL+TN/paCtOYXSZHOvKVGBBBiPxmUZ+QT+0meTxGoKJsxjqrMy1hGeRcgR/rzCyjEflFWgElnvztOGHWfYp/J9wcuhBiPCzn20Tz/+c42iQvy2A75OCCN+Tz7YTmkl2mYd56+WE4ch+xrTRcaXLT2C6JhufZZraymoGHTO1ZGueO1XEh3tODJu66a6XKMsf9znMW8qVguRX4sha7SSzqbtPXvZxLr3k/+Ppo4b45yo2KQvLVX3uXnz2j9xriUMXnZ0e+RQ87rTBcV+fL83iaOOc79lCNMH+kiDaOiHIrp8y5vnk/5Ef3BMTRt8n0u7/JzVBvKrKZpp7286vJ4y/ejvIubecPiGKCLIALXPqSv1LQsulz0Yx9lX49rFM0/gw1ThJMoJ4g8KstdUA7MUUSFiekGnZgjIk9lhOXxyckgL3yGTRcFNv1iXlQa6cf8ObHEtMxrkLjDQDpiOtIRJ8q4MIthdIw/6rOHpI/05Omj42QaeccyGYdCIIYzfl5wxbOfDOt356FpvViX8qS8FOQ32yfmT7qa5h93jEjPIOQTFz55PkWhOGrhVYoLvZgvy2BZ0b9J5H1MExfv5CX5H/3pqCANc5Exyj7F/kAFLcZjv4/xyI88/zke2CZ5sIftwfJiHDqCBPk4g0SgsNx+zIN+cRyyrzUdc+QJ2y+W32Y59lmtHC742I/iudw4nsvWOyA4Fef9qHDlgeQS+0wZoGia77i6aCWUI72lWOd+ZemwrTuiaXOZZ5y/WA/WZym6avUXhll3hvcLtI/S8oV9j21ASyq6QctG0zYrxT49ymN/lD8sPw8M8ejaoDSxLM6XUZ6EMrAb2zyCwxHwi7Q2Yf/gWG1DoL1c7iAR0GgKgK2EOEbGebwJ5TZbimH3XY4rtuVSlzvM8TZInJfbXsg9ijhvsG6U99Hl6YtzyijrHtdjXaRRM6K348y0Ln76ct70KhbUAjr7aRnNJ/YP9hP2F2la+dOXD+r6py/jHFD231X/vFp+bmAc+vUuPOs+D/4kWq5XYXpgnHKamG8+77byinnT5ZrOWXwvx2O5LCswTrmOsdx8XsyH9OfKdYw05P3QtIym9JbzA8vMl9uWJ5F//ZTzAtOUeUS/Mr2lYdY9+uVpJZ2D8r8pb8B0sQ7l+jOPfNlo2mbsb4yXpyHyLl9ejBd/5/OJYZHu+F6mCTGPwPc8v/le9ivzNtaN5SD2gbxfmSYwXsy3aTgYHunm7zwPynQ05VOJfIplomm7gPHytJTToSlfyzSB4fm0/F1ud0S+5dsejBvrFOOU2zLWPcf3Mj+bMF6ePtYr0jfs8sr1Zny+5/1imnKfyNc3tkeMA9KQ59co24zxyi6fN+Pk8wbpifnwd56+WIfYHvG9zJ9h+NOXs8GWDXMoXrDU786wRGuMXgHR906KpPmRt06joxVR76LxYS1/yhZvdEzbu2Z4yF0tWvP0LpAfMk9a3MQ4zJfhnGcYRiuH3gVmNawrpGmprYRCU2sf1jHST8cb1nsXxdWwHP0if/s1oW/KM1pjjXpHuk3MJ59/76K/sYXWIMOse1OrN1oA5Pk/bN6AxybYBnTDXMM0bbMmpId05Ps068b+A/ZZWvfkw8i3ODbiEYqmNLFPx3R0bN8yv5lXvxaH5bFCOstjhTSyrvlxzHiRRoYzz/I4p7VrpJt05XnQ1vJxJZFG8itfB65XhtmHuZ4hj/KWqDH9ONc6w+675CF5GctjO476iOkwx9sw2B84f+fzYh8Y9RwTrW9IA+sXHduGeUdrBubbr0Upx17eEpRtw77ttefiWNXbcabrLDOio098abr84n+fztpmxRoc/JwE8kJSKtE8jgsOCqRxLsql5fL23e9K2y/6jXTfbc0vjF0kR5+4MV3+htels37M8k5aTlSmeExhnOsqKlizck3GewNozt9V8Euzq21f4BFpgovTEDB4++53pu0X/ma673avD6aZLRvmTES2DTSoHwoI9hMDDZIktSM4zx3eUd95MWu4WcVd/FHvyGs+0UKM/b58BwwtLripacsEDctggyRJktRgUR5N5WcNaYFhJVLgZlT5OB1dl499aTEYbJAkSZIa0FJ0KU8cz0prU9Joq1jlCDiw/+bdMO/OkHIGGyRJkiRJUqcMNkiSJEmSpE4ZbJgxPCs16Kej1B/5x3Nno+LNvEwXP/ejpWE7sD9Pm2lIFy9kyp+RlCRJkmaNwQZpxlx66aUPqYgSBNF84YVMvKgrnpGUJEmSZo3BBq0YfquXynL5szqTxsttxqnAxUui+HnRlUJg4YILLqh+jigqorS0IC+1ciIA1EWrl5jHvP/MmrRcolVaiJZDy3XeHLc13bhWqmwdRZfnzK6RruUO4q/EMgdZ7uMkNwv78DRayW02SJwH6Tj+tTgMNkgzhN/A5o53HvAgeDLvP8m1SO666676Ly2iH3/Tu9Kdn72n/jZ5cVFfdlwYSpK0VAQXrr/++gdulPErF1ocBhs6FlHFvMvFcD7zKF/ThV05L74PK5+OLsQ8y6hi/i6IuPhEnsam59i5KxHDm8bJ15dh/M08+Xvr1q3VOPEbvk15kMvT0jQ+6xTLj2U1jVfe5Yr1ZV3y6cq7DG13Ygala9j5D2uYO0GxjtE1RbnLccp9ohweeRvybZvnQbn+KPeTpvSgXGaZR3wnHbFsut/6rd+qPsv0g3Gb0hO6SBffaW2C9evXP2x4vs3p2pYB0srxAI4Pxs/Xq5xXmT/5PhrjxPTxd4wTXcj7kb9aGe/94N+lF/3Cm5Y96LB///4HWkvR8Tvq7Av99tc2TFfum4sgP/5y47am02QNKh+mXZRLml1RVkc5Pa8OHDhQXR+tZMtgrRyDDR3iAv3ss89+yAUbBxcFWokKxamnnlqNQ6SPiF9+cca8GGfXrl0PzIvvjNtPnLjy5735Owqkk046qfpO5SguiDjJMd/y95WZJtJIxzh5wUwaWb88jaxr2/ru3LmzGocLLy5k9+zZUw2Li9x+v93LPJkmlkNHnpUXCqSRdMeymvK2DesS05EmWhEMKgCGTRfGmX+JbTdofVg28470sCwqrnmlgekZh/yJ8a666qoH9olyHnQYZ19mnqx7vk/u2LGjGi/HNOvWrXtgnLY8YhksM8Z73etel7Zs2VKlP8f+ybgck026Shf9OAYQ+RnHEvl19dVXPzAt47Et2irzHAPMHxwfTBN3ANivmV/Mi2WRjqZ9gfWKtOR3EDjuKfRjHmC+dDE++UH+xr6glbFSQYfAeY3jiv3VfUGSNC7LkAXXu7icaY9b/5LDb33Hnvrb9OlVLriiP9y7kK++9yoS1Xf653oX+Id7FYT62+HDvYu8h3wH82BahrUp5xPKZcZ8Yp75sF4lpzGN5bowfZmWmB/zQKxvU5pjOYzTT7ncUE4f48WyA3lC/1B+j/mU05XrV6Zj2HQNO/9hMQ3zoyunj/wu8zTfL8ptVCrTH2LeMV18Jx9y5T5Y5negX9O+mmN4vo4xrzLtTWmO7dOmy3S17QulyPsyz3JlPqMtreVy43vT/Olf7i8x3zzdTctfSW97xzt75/mX1t/m35PPvrixe/VvvfPw0c8+9fBb397tdmk6dkLT/hr98q7c/9qGx7KiG3ScBcbLpyvTmg+jK/f/8vhp28fL9DcdR+U4zBt5v3JY2/Gbn8vpyuMzloV8vKZ05fJtmi+jnD8ibdFFmnODhpfbJz+fhHwc5hHr1jRurkxfuc/EthxmXUO5H0YX+xV/s9xyvCZl+sp9qkk53zimyrwt8zXmHeOXXb5flMNi3frJ14VlR96W61QeA/lyma7ffhbKdSi3a+RRme5y2XS5SDPzL7dNLubPeHk+xzbIt1GZthDDo8vF+jGfMl9Dmb7omsT8WL8yDxgW2rZZPj5dma/0Y77lvIfRb5tEetqGL9Xb3nHN4cedsDjXB7PKlg0Ttnbt2vqvhyr7c+e0d8Kovx25q7R58+b62xE0P+qdqOpvzfbu3fuw6cB03NEMvRNRdQeX/nRNz09t3Lix/uuI+H7LLbdUn0zPHe1cNJE6ePBg9Rna7i4P48Ybb6zSWDa/2rBhQ/V58803V58h+od40V7b3eSwZs2a+q8jWB7boc2o6Rp1/m2iSS7LZhtwVzrWLZZJC5Zcvn/F9ivTE/bt21d9lvOI7zE8DNqXiWj3Lj7qbw9q6ldqakmB8h0V8X337t3VJ2jp0CvM628PN4l0DVLuK8PiuG5KV3lMhjPOOKP+66HK5bOtkPdfvXp19VkewyvpMSe/Mj3lNZcsRNeGlg5Hffcp6fc+fNeytXRgv+A8w7kOHDN85/wTHfsl/UA5Qj9w7MU4zIeWVXkrHzrOE02twHJxrOXTRHlCejj/5cvqXdxWLXhGbTVGC6H85bt8lvPhb/qxjFgeaeD8y9+9i+5qvJhH2Vowx3oN2yqOdYxlUnaThmEeb6GFUt7aspz/MK3JSGeev8jLUtLGODGcPGB/IF9CuQ3BOgzSZQu7HOUF45FO9t+Yd17msdx8f2Xccrll+si/shVhiWGMw3ZkGtIax0+OZbW1iuN4ol+UbzFO3gou9sEYb1BrNfKKdYnpaIXJNKVBx8k555xT5X25LMqwSC/rwDqzTpFG1rdpu+bKZdOx/VjfUuRpjNe0/UD/yGe2CXnA/PK8Z3n5cdN03uHvpnSwzdA0L84PfEeeF/2wTTgfx7j5+bfNsPsDeZvPuy3PcoO2CcdU9GN+MY4Wi8GGjlGQcJBFFyeaUcUJaFRMFyfLvCvnR2EbJygKlVHFSYqTTLmsSWg64ZUVp5WwkuniQjW2a1x8R0Cp3CZsp1JUKpu0FV6DCrUmowRUKITzdHPRMiwKUC5owMUMedPvFx2WK135dHTjatqv+m1DzaePfOaLy/p4Bee4OFaikpOLc09eAW1CmVM+Kscx2+9YojzlOI7jGqQh0sOFLuekvFLPxS3zbTrntaE8o9ykshHHGZ9UAPL58Df98kop65R/HwYVs3K9EDcByrykEhvLiLK7DPo2Ia0RiAXf84og+ZbfaGAZzDuCSyjPo0wTaYkKZr5dmR/zuOyyy6rvsQ2pvAXmQeWjH6Yjrax7jvkwP4bnWLdYF7ZdXh6Mg/Tl68V1EsuNvGMblekjX1guj+O1YRjzju1CWst1BPt4vl9FALm8idGEYzT2Y2zbtq36LIPSIfZ/8jCmI318zw1znEQ682UxXb4fkZfkQb7vRcW73K6B/C6XjTj28wAZ2A4xDLH9ymOL+eXHFsptX56n2LfL886w6YhjcFxl2mJfa8s3DLs/DNrnS6NuEy0ugw0d4sAiuEDBEdE7DsLlxsktlp93+QmPtHIS4YQ5akAkvyPOibNpWXkh0oWmimHbCbDNJCpmXaRrKTjBs73ZlrmmbUI3rHJ+oa1/F6JSk6eXwm9YFKCkjwIwLsjyC+1xjZsu9gOCC+XxOK6m/cpfrlhcX/jn+9PBFXiXQ6mthdQwomVNm6hQ5xeyOS7am1ryDduaLcRFd9kqLlptcezFvNpaK45i1FZxZdnFOWmYcmZQ68QmZQCdcx3XCE2VGdaj6VyYpy9aSOUVZ5StIktdt7AbVbltYj+Pc+4wrQibMKxc93IeTdqOgWEMuvaJdWrbX8IwxwnpZJ/Ig0vXXntt9RnlMcftsK1iQ+R3uWymKwNkKG80DNvitOm4jPNU7NMEsYZpQYzyHJfn1Tja9p1hgo+hbX8o17vc50ujbhMtLoMNHYoLiGEKjkE4WZdReU5OgwpPpht0EmN43KGJZXCHqFSelOM7J6o4mZQn1lEMe5HKyZX1LtcrCr62AjEMumAd16jpWg5RwPbbB6JgaLvgbLtQj+9lIT4IhXJTJD/vR3rJS5pgjovjjn2SRykGPUKBLtPVVAGJ/I27CEvRlta2wl7z68QnPCa9+4Kzet2r08ue1b+y3gUCbXkFlPNA3lKnqal1G4Lc+bTDtD7gmO6nKWAxagAkKjgsK09fUyB+1Hm3KSv16LqMGsagVlvc6YyAA8PzawX2DcbPpy/nsZRrhLZtP2ifWA6jtCIM/crlJuW8h8Vy8ukG5dehQ4fqv/ob9jjh2ijfB7g2jvI48oB8yudBN4ymY6TpWJokrgm4o1+mn/7TaNT9YVTTsE003Qw2dIgDLq98clE2aquBQNNU5hV3E5jnMCeIeJt+2XyJAz8qi9H0lNYHpJmgAyfOsnJJYZAvn+8UGHFioYkV05V3PDiZRR70E9HVMqhRilYS+UUO8ydvSU8Z3KF/rAufpJF17Nqo6RokLsTbmsOxLgzPMW6+ftw5YNuWUXfmHelk+8XFY459hPTHPKJ5dKBSwXSjthaIyna+T5brEftUHgknveWF7yCsN/nBsTOokt9luqICkgdwol++f49bAJ933nnVZ76vsT9wTLLtI53z6kv735s+/XsXLkTX5mXPOj59+dY/S9tftGZZggzgfMCxFHfTON9wHqDFXrTUaWoC3oR9l/2V+cW0XZyXmyqzw1aeSnna8m4Sx9dKtoqLcxPno2FabRFwYFhcK+TnTMbPp48ub449LrZHk7b+K6Fp3emWgv2AsojriFHnSblA+c22ium6zq9Bx0k8SsH5gnWhvCzL4zx9eTeoVWzTMdJ0LLXpomUSym0TXd6CeDk1BV2xHPvDUreJ5p/Bhg5xkqHg5cCmoOCibNgLsRIVOi7oqBAyL+bJCaLpQiBHBZfxyqgxTdoYxsmfEz+BghAn97JySdoJXsTyObnmJ1LSyDiRxuhY/jAXZ4zDCTDSmlekSpwgSXcsI06eTSd2lk/eMx6fjDeoABvXKOlaKrYf845l0ZH3bIN8/TjJcxGZj8cFeZ6muFuVj8Pd+9huUVDkw9n+41xAkm7SmO+TfGd+ObZbnpcoxxkkLmjYDoOCPV2mi3nRL44FLsbpxzGcz5/jjrSNiu1COrjQj3lFpW9S+7amA0GGaMnwjXs/V/ddHvHcfexj0UpsUMCxaR+nFR3nnGHKhkArKvb7tko482t6Lr+tCX6baIXW77GkmFe/4PiwFZnlahVXpjW+E+hn2aRhlNZk7Ads2wjwENwdVKloayk3qIl11y3smowb/EUsv23fbMK+T/6V616u47Ct4poqmLGN214S3KTtEYPy+zDHCVhPjk2OQ9YlL48jD0Zt8RLLzgP6iP04AqKhfKwgpuuiZRLrNsp272eU8yHa9p22c884+8OwRt0mWmC9ytJMm/afvpxFvQoMIfSH/TTOtOtVxKt0905ydR8tGrY9+wD7gubDov705Q++8S2Hb/roP9R9jyAfluunL3sX1A/rH+fY6BfHWzke0/YqFPW3I2J+IZab92vCcKYNLDPmzTIZnh/vMV8+w/biZ/diunycMn1geL7smE9exjA81r1pviiXD76X60U/xg1tZRrT5dOWIg/oIi1N8+d70/pFP9YnH17md9M8wTR5HpTL4W/60ZXrlmM7l/tROa+2PI+866dpu4B+5TrFcvgMTeljueW0uUhXzCfmmy8z+kU+g+WU/WI752mKfmX+l/1KsU1CpLOcrhwPDM+3CSId9M/TjBhWpod+sT/EOPm6NS273AZ5fubL5Xuexqb5g3mV2y/yItLWtH3AtDG/ODba1j3f75muzL9SzI8uT1/b+kfexvLiO2I+Zb9h9vnSMNsEjFf264I/fTkbbNkgaW7Ei6gmEcWXlkPekmG5HpdAtAaLDr1rhIe0DuDOdu+C9IFxexePVWugEq2oehfHD5kXraIYP/rRaq53sVsN64c0lK3H4uVzpI3l562HorXXqI97kT7WLeZDx3Ly1lysF+Pk68GdycgjPhmet3Bq07RevYpJp63i2Ab9WicyvF+rLdaHu5MxvGwpyLqzHnmLKzpaSeb5X64r8xxm23fZwq5J5EXMe9S71cO0IiyRd+RhHEN8kj9sn0C+kz+DWsWRx71K3APzouUq/Zh/3uK06RgtkafMK6bhDjr7R2mY4wSx/dnuZXnMMNKUp5GO5fW701+mkS4eBSqRf6xDjMd0Xe03bB/Smm8fumhBPCqmi+NjUGsbti1imejXumjc/WFYo2wTLa5VvZMcUamZdfSJL02XX/zv01nbRruwUDsKrLhgG+fEuVK4sOPkP6jA0vyioOvyokIr7+2735W2X/Qb6b7bHtqkdxEdfeLGdPkbXpfO+jHLO0kq8VgBwReCDRHwmAcEwiIgGcE+cX3wzrT9wt9M993u9cE0s2WDHoYTNDGoWQo0gBMw6TbQsLjY/gYaJEmSpJVnsEGSJEmSJHXKYIMkSZKkmUaLXFo4ztMjFIj3o/gIhWaRwQZJkiRJktQpgw2SJEmSJKlTBhskVb9Awi858CbnSYrl8ClJkiRpfhls0Ew67bTTHvhN336/jR2V27Iinf82dj/8nGaMly+n/G3t6Ep5OvNu1Mo2aY9pJUmSJGnaGWzQzLv22mvrvx7u6quvrn6bGIcOHao+S/0q/lddddUD0991113VZ9iyZUv1wp7o+E4woAx+MH0+3v79+9PWrVtHChzs3r07bd++vfp7Ka0CImixUi0L4mdV85c3nXvuuQZRJEmSpDljsEEzi0o8FXwCAk2oWF9//fXpnHPOqfs8FNMyDwISTaiQ33777a3Tl3bs2FF93nLLLdVnG96WzHxBy4dhXHHFFWnTpk1VmtvSK0mShtPW8rC8YRAtHMv+0cIxl7dCjI7pJWlRGWzQTKOCT8U9f0Qi0BqAYMLGjRvrPg+3c+fOKiDR9CgGlXoq92vXrq37dIefMdq1a1frsnPRCoHWAKeeemrjNHExVOJiKAIafJ588snV39GyguGl/AKMVgcllh3DoytbSjAPOvrHOGyjvGVFzIdACmI81oVpm9LWdtEnSdKoypaHcRNiUBlD2ci1By0VA/0oY+mXz5MbIgYcJC0qgw2aabQS4MKAoEGJSmxT/1w057/sssuqz8CFBpX6aK0wjLPPPrtKy7C/7xxBkEEtISLogTPOOKP67PfoSJvrrrvugQujPXv2VBdBt912W/U9cKHEejCMccnD/CKJYAHrSKAkLqSYF8GLMuAQ+Rfjsa1y8bvR8XhIjMfvSJOGpiASF23kBdNKktSlYVooUiZSNlL2RblG+Vf2C5SzlGuStIgMNmjm8ZhDebc/KsjDVPyp7Mbd9UDwgUp1edGQY5lxN56OdJSV935Wr15dfR48eLD6bBJBD1o0gEo26Wp7dGSpuFCKPGPdqdjfeOON1XcQBKBffuHE+PRrCsyM+8hHpIHWKYG8IABBGiRJWm4EwC+44IIq4J5fX1DWjXKzQZIWhcEGzbymu/1UxuOO+SDbtm2rPvM78wQfBr2rgQp23I3nby5ABjW9HFWsU6wjSFfboyNLtWbNmvqvIwhuRAAlKvsR+MjRj2H5+g8K1gxSBoEiL7yYkyRNAq0h24IGvCSa1n9lwB3cFNi8eXP9TZIUDDZo5lEhpvCPu/0EDaj4RhBhECrEXFzEXfhoFZFX8Ae5/PLLq8/ycYx+4tct+r0TgnUibfljA/H4xc0331x9Lrem9E7ivRax/SKoEo9QSJLUBa4V8haKBA3abjQQaKA85pHEXATZ161bV31Kkh5ksEFzIX/GP95xMMpd9fxRjGgVMcp7ARi36XGMfiJYsGHDhuqzFC0JyouheMljBFeWW9NjH/0eBRlXBIF4lCLywkcoJEldoYyJFop0PEpIK8WmlyPz6ATlkC97lKThGWzQXIgmj1RGCRqMWimNVgw0g+RiYthWETl+mhLlixLbcEHTL6gRjw2QnvxiiC4ueuKuf7QsyB9jiAp6Lt4TMQ7SyYVZ/g6HQL+yBcaw+t0NIghEAMdHKCRJk0YZEzcO8vIUXCcwjLJ7Eo8xStI8MtigucFFQFSuR62UUkmmNQTTU2ke510DscxBL0XkAoYWCiwnHr9oEo8NNFXgIzgSL1CM1hH5YxzMvxTz2rdvX/U5qvip0Dygwl0e+o37MsgIlDRdvMUjIxGYkSRpkvoFwCmzKVujhSH6BeIladEZbNDcOO+886rPcSul8WsKg14M2Q/LjscxAgGM/DEILkpoqtnvlyuoeDNdWwuNCI7EYxt8j5+qjOUwfdM7Dlh2jHfaaafVfYdDQIXp+anLWA6BAJY17ssgmSfp5OKN+eWBjHiUAuO0NpEkaRQHDhyoPpsC/di7d2/1mZef8SimLR4k6aFWHaZN9gw7+sSXpssv/vfprG02r5bmERd0BGZG+VlRzY+3735X2n7Rb6T7bluZF6JOk6NP3Jguf8Pr0lk/ZnknLVVT2UKwgMA3Nw6i5SGt9yKoHgEIguIE3XmkMX6ZgvkRcCDwnwff6c8vNjFejJPPS9J43r77nWn7hb+Z7rvd64NpZssGSVOLFiJcmC2ltYkkSU2o9EcrPToCDbTe6/eII+LdDvn7G/iVCoIP0Uovugg0SNIiMtggaWrFOyhG+RlSSZIGITiQv3g5uvKdTwQK6F+2RCAgQf+8FUOMm3d5oCGWaasGSYvCYIOkqRUXc16YSZIkSbPFYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6NfPBhm98/au9tXhU/U2SNFce8Yh0+Gtfqb9IkiRpVsx8sOHlG78n3Xn3Z+tvkqR5su9PPpDWPu1J9TdJkiTNipkPNqw97klp359+sP4mSZonhz59bzrpe15Uf1tsh7/25XTHJ+6qv0mStMAe8ai0ds1x9RdNq5kPNrzsRc9ON3/wo+nAgTvqPpKkeXDgjjvSJz5/fzrrR3+g7rPYTt64IT3i0d9Sf5MkaXHt+9O/SGuf9sT6m6bVzAcbztr2o2nNU45Jv/Kbv1v3kSTNg5/++den1cc8Ij199VPrPott7XFPTPv//Nb6myRJi+vQZ+5Ja5765PqbptXMBxvwiz9zdnrne29Kb93z+3UfSdIse+s79qQ/+ZuD6f993U+ldeuOr/sutn/zw9+fbvrzW9P79u2v+0iStHje3ysH//iDf5tebcvHqbfqcE/990x7+7X/K/3Mjv+SfuvC16ZX/9iZdV9J0qy55Fd/LV2772/Tj/x/XpB2nPezdV/h+7adm77x1fvTdb//5rqPJEmL5bQzz0mrvv619F7Lwqn3iF/uqf+eac/7zmemb3z5n9Mv/vrvpVW9fzzDc+wxx9RDJUnT7o47DqYLfvmN6cr/8b70Uz/08nThL7yuHqLAL3Ps+q970te/fF/a9LKX1H0lSVoMO3f953TNdX+arviV89Pxa59e99W0mpuWDeGS//TG3g54czp49z+mk1/8nHTS97w4faN3UXb82jX1GJKkqbHqEemmP/nzdOen70mf+Nz96cv3fir97q+/oXoZopq97Z3vTj/7+t9MP/8T/0+68Pyfq/tKkjTfdl76X9Klv/e/0+/88s+ks/71v6r7aprNXbAhXPIrl6Y7P3NvuvNT96ZDd38mHTh4qB6yPL7pWc+pPr/xtx+pPiVJD3f48NfSyd/9Xenpq5+cTn7Rs9PJJ700rTvedzQM8rZ3/c/073b857TxBc9IV172BgPqkqS59f59N6XX/tyF6a5/Opx+55d/Np115g/XQzTt5jbYsNKOOf211ee977my+pQkqUv79t+Ufvr8nenOz9yXTv7u56aTXvqi9I37v5iOX7O6HkOSpNm06hGPTPv/9M/TTX/+kXSoV8699Pnr01W//p/S2jXH1WNoFhhsmBCDDZKk5XDxJb+SHnn0E3sXZX+Z7vz059LBOz9RD5kOq555pKXf4b+zpZ8kaTjf+NpX0knf88LqPXw7fu5n09qnP60eollisGFCDDZIkmR5KEnSovqm+lOSJEmSJKkTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqcMNkiSJEmSpE4ZbJAkSZIkSZ0y2CBJkiRJkjplsEGSJEmSJHXKYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1atXhnvpvdeiY019bfd77niurz2n39W8cTrv3fyj90Yc/lv7m0KfTp+79p/Tlr361HipJy+ubH/Wo9NRjHpe+c81T0vc+/xlp28kvSI/4plX1UM2SWSsPJUlSNww2TMgsXVzd+Fe3p4uu2Zueu/a49IoXfEd64bevTscde3Q66tGPrMeQpOV1/1e+VgU9P3D7oSoI+lcH704Xn7k5nfrc9fUYmhUGGyRJWkwGGyZkVi6uXn/NDel//fnfpIu3bk7f/+J/UfeVpOnyv//8o+n177yhOk+94cxX1H01C+Yp2HDHZ+5Jf/BnH0l/9Fe3p4Of+Xy6+5776iGSpFnBTdW1T35C+t7nrk8/+D3PScc/+dh6iLpmsGFCZuHiikDD3g99LF3/+p9Mj3/MN9d9JWk6feFLX06b3/Df0pYXfIcBhxkyL8GGt77vg+nCPXvTv3n5d6VXPO8Z6Znf9uT01GMfl75plY/3SNKs+Eav6vupe/4p/d0nPpNuuPVj6e3v/8t08dZXpB8/5UX1GOqSwYYJmfaLKx6d+Pmr35Pev/OnDTRImhkEHE658Mp02Y+/ykcqZsSsBxv+8b5/Tr/w1v+TPvuFL1ZBru/69tX1EEnSrPvQgU+mi/bsTU96/GPTr736VemJRz+2HqIu+GsUC4iXQfKOBp5/NtAgaZZwznrDv35FdQ7jXCZN2i+89Q/T5//pS+l//eKPG2iQpDnzgnVPq87vn/+n+6vAsrplsGEB8asTvAzy+7/bdzRImj2cuziHcS6TJukt7/uL9Nkv/HN69wVn1X0kSfOI8zwt2HhkTt0x2LCAeLM7PyUnSbOKX87hXCZNCi+DvGjPDdULlCVJ849H5Xg3D+d/dcNgwwL6m0OfTi9ev6b+Jkmzh5/o5VwmTQq/OsHLIGliK0mafzwqx3mf87+6YbBhAfHb9U895nH1N0maPfxsFecyaVL4eUt+dUKStDg473P+VzcMNiygL3/1q+moRz+y/iZJs4dzGOcyaVIOfubz1c9bSpIWB+d9zv/qhsEGSZKkwt333JeeeqytACVpkXDe5/yvbhhskCRJavBNq1bVf0mSFoHn/W4ZbJAkSZIkSZ0y2CBJkiRJkjplsEGSJEmSJHXKYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SDPk4x//eFq1alW69NJL6z4r45prrqnScdNNN9V95g/rxjqyrvn3lc77JqeddlqVtnHSxzTnnntu/U2SJEnqhsEGLbuoMOedlR1pPAQXrr/++nT77benw4cPp/PPP78eImkWrVRQmWUSuMyV5XV8L8eblBNPPLHqplEE3ena0riceTUp7IesxyRvLpB/05RPXR+DkYfMd7mQn9N67GixGGzQsuKEu379+rRnz56qYhQdJ+B5CDh4cu9e2cJgpZx00klTWZk/cOBAdUydcMIJdZ9m03YxJy2aaTmXjWLz5s1py5YtD5TVg84zi4Jrlq1bt6Zdu3ZV+XLbbbfVQyRJOYMNWjZcaF1wwQVV4XzmmWfWfY+47rrr0uWXX15/kzSs5bxTImn2tQXFqTRTFudoMXXqqafW345oGm+puNlAIKZEJX4aK/J33XVX9blx48bqs80k8mq5EWBnPQi4L5U3ZLrXduzMA2+SzAeDDVo2u3fvrj6HuTMcd4DyrmzCx0mIk2zelJGuqfLFySofp7yzFCfrtuEsi1YZZbpivOgfzdnL4ZHWXEyTL4u0x7TRjVqZZDlNhTnzytMwbv71O/GX+VxuM/qRj3l+o1zvaLrI/E4++eTqb+4iMSxft3w+dPn6genpyu1Wpgv5vJryL9IYacMo88+H512/7cuyyvFDLLPc50qxfRmHcWO8Mo3lftCkzO9835U0X0YtexbJoUOH6r8kSX0d1kQ8/lXnVN00esprLq7/Wl7r168/vGXLlvpbuz179hxm1+Qz7Nq1q+q3f//+us+R+dGPz8D8y926qV/+vRzOMvieLz+WlY/XlCbmlacn0G/79u31tyPK5fQqgw+ZP8q0xTgsuw3LaUoD0+VpiHXKxx0m/2K96crtkc8rtmM+TkxX5gX98nVimawrmrYHmEc+TYxXzieWGZiO7zF/lP0i7XTl9hln/nzP17nMqyZN82nbPoPmBcZh3BLzo8uHNaWvXHbbdllOK3Uu02imuTzsp+v9q+2Yyc+pdE3nGpTjlcM5RuliOdHxHWX/6CI9+Tkizj95F+ewpnNJOe/y/MH3fHh5Xi27WDeWU84LbeMH0sp05fyHOV81pSmfrlyXcniOccu8yqfLywWU+Z7je7meLJf+sY0Dy8znUw4vt1e/fCmXEflD/zy9TdsplMuLLpYb+VSOx7JKg46DXFv+NG2XfNxYR+adL69tHekf49CV2zXmUa7PoO3UT9N+Shf5wbxJVzle0zLydaSLebRheORFvu5lnqLcp8u8YRq6yH+617/+9Q+ZJrpIez5u3r9LXl9056FnMnXGYMPDcUIoTzJN2sbjhJafyPgeJ7vACSc/8ZTfS23DWX4+7ziZlsq0xsm9RL9ynWLZUdg2KQvKvABsU6Y9lGllnHK8Mj/a0sh88vEinU0Fab7NGIcuF+sU8yq1paEJ65Mvj7/blhfza8vTKHz7jTfM/Jvypqlfrm2d29LQtL1LZd4E5lf2L9MX6Sm3Udu+tly8GJgNBhuOaDqu4zwTx1aMQ5cf53HOjWOy7VwQ04ZyOrSdM8pzRNMyUI4Xac7H4+/4zvj5uYP+jJ/3i3SWyrRGmhg/NC0/5kcX69603FLTvOJ8mG+36NdvXijziu952vk75hHpC/TPxy3ThaZ0sIw8z8pxIg/z9cnHL7VNT1emL1/XJuX2DPRj+nwY49IvF9s1tmmkpcyXXDmcadrmHcsfZR3LfjFtPl1s20g3WFa+vsPuU6XIk1KsYz6szD+U/SL9/fI01ocu9qOm9ebvfD6sWznvSGeeF4F+ZX7HPPJ8app2qby+6I6PUWiqRNPuTZs2VZ85XlRFM/Bc2dx99erV1Wc0cbz55purz+hfiuHls4jr1q2rmp3neie8+q8H0W/v3r31t+6tWbOm/msyBuVffG7YsKH6DOX22bdvX+NLCvlePm/bK3zqv45gHKblcYmmxw9G0fT4A/PORRoPHjxYfbY9ezvoWdwwaP7jiP2yzPfIqxtvvLHu041Ic4j9LvJmlONE0vB4jxHnxDi2+OxdvFd/Bx5nuOKKK6r+cazy2btgr6Yv9a7t6r9SOu+886rPW265pfqchJ07d1ZlYf6IJH/Hd8qA/NxxxhlnVJ9xXhkFj3JxDszf8cS8ycOmvOD8FHkW6em33LPPPvth68I7pui3Y8eOus/4SE9efrIekTe87De/zqD/qO+y4tE2lpFfl0T62U6I83pevozzXgzyPE8f+2N5jTYKtmuejsjvuC4Y9TgIrPtVV11VfztyLPAeEvrn1xzkGdeZuUHrGI9u5u/liDSR1rZHkYbZTl3pdz4YN08D08U72JiO/GJ+gbzLjyX26bZrmKuvvrr+q7+4Ls3PKdP4Xhc9yGCDplJTJZuKzbjiJFqicEf+HDrdMCfZSaDgy9MR7ytYKcNWmCmwKDjztNPlhU4/FBQUQKwv0+XvReiH9yXkyxvnQmfSz95GQXzttddWn+AiiouKtv0yNA1vCqhM2rQdJ9I8iIpIGbwtg4xRMSj7r127tvrMKzScR3NxDllK8HMQzruDzmW5UcYtsayyQojIwzJgXS6L/InzWSnKsfKFmKAfw/K8Hgfnfd4/1PS+G9aB9aNcG9cwgf+opDHeUtanvCZr2h9HMejmxyjHQY4AUr7tyCOmIU8i8MQwxtm2bVv1PQxaR4IFbNNS3KxoC/KNcoNmKQadD8bN01BO13Yc5tpuCuXBg35imVyDaDYYbNCy4YQ8bCuApgpg2wVCF4j8NnXD6Kryx8UHlW0ixbH8/fv310OnH4VFnnfRDVtwMh7jxx2qQS8fJN9jmuiaCv2VFoUu6xSVdAzzhvKmgr7LC5FR5Xmdd5JGF3eYB4mKAefYOIfQUWmdFoNuBuTppluKpmV12QowKlq5pn7j4LwfAQfyIX+pMYFpyn8CDuPmU1SaY/roysB/nLdjnxpU3k6DcY+DqJxGxZrrUPpRMY477DFs2ApvrgwYoK01bRh2O03acpxburgplCO/yTvEPPsFN7TyDDZo2UR0uV+hFid6or6ltghyPxFdbjsRRRR2UPQWTSdI+uUFTVOhAyrG5TLKppyxznEnfFxciMWJOIx7Im6LzpfbJ+76dCGaLEYh2FRoR0F9zjnn1H3GFxci5fYYp4lvE+ZTBmIGBQza8j3Wu+nO2yBLCYqNcpxImgyO/fw8El1buTMNOGdQGSCInKd5KZpuPHTZQi3KnlxTv3ERcCAPoql93pKP8p9hUZ6Oc94uy5voynIn+kfwY1YqbKMeB/RnHbluiTKMfpT9cV3HMPbRcTSVi8MEEofdTsuh63NLXLdN6qYQ6Yr5kY/cqPP6ZHoZbNCyoRDlZE6hVgYciO5HhD8K4LzgYxgnw1GfXyR4wYmIQEeOix+QJoaXzTIp/PM7DiEv+GN4PAOHqOiXJz0qhxRqsU6sf9kEPe7WxDjMY5zHKKKiGhcw484HkX/5s6qsdxl9j2fyyuafjDvokQjyIs/r2DfiTlIUdnmAI/rlz/0xj3Ei5syLwi/fHqS5q0cEeD6ZfSIi8NH1u4gk3+MCMMd+yvbIn4EcFus5Tv5g1ONE0mBtwfUyyBjn9GFbQgwS58+ucK5qe49MrEvZPL00qGVEYFlNLSQjDyNPx0G+cJ5rWhf6MazLvOM8zjybgicsh2shyo7QNG6574wT+I/rqkk/Uoil5N9SjgPyhf2G/THK3tjeXHMxLILqo6BMbCpX42ZF3MwodXmDZthjp8lSzy1tN6LIW649Wcel3BQaJtgW73ro6vyo7hls0LKiUKOZIJWovOIVw0ABTCEbz+/TUbklgjlOQRVR4nx5pCEwnBNaPpwCvQxscJHDi3tiHNLEiTRPU1w80DFOBA7oT6Al1omTY1nQlOMwj3Eeo+Bii/WLZvvMJ6K/4yjzD03pYhmMG+PRUQiyXv1ES46Yhn2D9Ed/8J38ZngENMg/CvmYDuPemYimrTEvLiy7uhCIwpj5RSSeDv0K0jJNdIwf22NUsT/HvEa9CzDscSJpeJyzOLfF8UiwtQwyRvCxDBoz7jjP97cFxcdFMJ9zcQSKQSCSLh5vyFuKNZ33Iric32RoQuCbtOdBbJZLHubl+rgo45vWhX7DvsCuDeuWby++sy5RWSRf8m3CSw3zcpuKbb6vkC6+56K87Rf45zPPv3if0KRfSI2l7HtLOQ4i6M82zFsGkqfR6ja/5hhW3GzKg+5sV66/uI5tu2YdZjuB74PK62GPnSZLPbdwrorl8sn+yHoj1n0pN4WYRzk+88iPz927d1efgx5d0QrqXfRqAvzpy/nSK/Af9vM70jDYd3oVivrbg+jnKXhpPJfNBn/68oj4ybZepbjuc0ScC+g4X4C/exft1d8hH4+uLJP4HtPnmubFeDGf+Am5spzrVcBapy2XzTrF/OjydJTD+M7wcr7MMx8n+uXzQuRj3sU6hLbzK/NqOh/nyvTSkRe5GKdcbqnMK9Y5n2+eB5Hf0ZXrjTyPWI/IizIdTBvj0fXLa7p+61Gua9t+EeOVeVXK0xbzLPMJsZzYF8Kg46BNLDdf10hz27KHWccYN+/KNMd2L/Nm0HaKdS2nK+XbM5ZNP+Zf6rec6Ablab4++XTlfMvhLIcun39bOkM+feRDmW+D8mccXl90ZxX/9TaUOnbM6a+tPu99z5XV5zR56k9ckj715gvrbxoGdxzohnmpn5Tj7gCR+fxUy12KXmFZ3dW0ZcD4PJetjB9/07vSzq2b09OfdGzdp79pLg/7cf+StJKidcG0XXvS+oLWG71K/lgtjmeB5//u+BiFJE1Q0+MQBBp27dploEEz6b0f/Lv0ol94UxV0uPOz99R9JUld4bEEblR4naBZZ7BBGgLPq9uqQeNi36FlQ94NepeFNO0MOkjSZPD+EG5KzGvLAS0OH6OYkGg2eulr/3X1OS1+6vR/mZ72kzttGiRp5tnMcWU85TWX1H891Ctf+MzGxyt8jEKSNEs8/3fHYMOExMXVtPmp009Jb7vlNg8gSTMvLgbaKr9aGWXQIcrD9aufUn3Oik987dGWlZK0gAw2dMdgw4TExdVrv//Bn9iZBv/2VS9PJ1/0ux5AkmaewYbpFkGH55x9Qd1nthz1lDWWlZK0gAw2dMdgw4RMc7NRDyBJ88Bgw3R72bOOT+f9wKb0fef9avX9g1fN1nbauONKy0pJWkDWlbrjCyKlZXDuuedWv0LQFebFPKcdP9vET4aOip+GZB35eSVJs4Ugw7svOKvXvbr397q675HHKGapkyRJS2PLhgmxZYNyBAauuOKK6lcIukBFfPv27VP/k0gEG/glD7pREGyIn4f0VxvUxnPZymhrSRItGfIAA6a5POzH/Wu+XXPNNWnr1q1p//796aSTTqr7Dmfcsm0Ycb1w++23+0sEK4CbHBdccMFY+4Xmh+f/7tiyQdKKmpVWGqOydYYWRVtLBkmStNgMNkiSpJEZZNC86/oRyGHQYpFWkKO2ajDAPZqbbrqpyi9auORoTUn+26pB6obBBmkEvH+A5pM5CioKLAquXNO4YNzoykIOUQDmXTnvJnGhEd0w70oop6GjX4i08Mm6xDhN61XOq2ndclwQMR5oMhrT5ctHjEfXtk70j3Ga5lFifOZb5nVTmvPhdPm2iHVmusgf5s0FKo+BgOaYMa00DwwySJKkYRhskEZwzjnnpOuvv77+dsS+ffvSli1b0s0331z3OVIJ5XnLs88+u+5zBBVO+hM1530EPC+aV16ptJ588slpz5491TgxHv3y8UoMi3ccxHRUetsq5yCNTBPj07EeUUnOsfxTTz21Gof0kwf5ow8xL94jEfPasWPHw/IqF3cPkE+X382hon7gwIEHhrHsMtARFfwYhzwgLYMCDsyb9cqnK7dHvr3oSCfTlPNmusgfnuHlzhTTId8m0jwwyKDlkge56cq79hHcpezMx2s6/w8KmOeYnvEIhCOmK5cf40XXVE7nAXO6ch6lGD/WIZbBOkZLC7q8fB8mwB39moaRbvrxyXz5O8+jcjuUgflyeJm/sX1Yl5g/XX4dAb4zvMzXcnmINEfXtE3LcSLPGJeyHJTf+bBIa7kty+1Il8vzMM+PpnTlw2O50tzqXQBrAh7/qnOqbho95TUX139pVPv376fGeHjPnj11n8OHewV81b9XUa/7HK6GM16vwll971VSH/I90K9XGa2/HfnOuCWWkc+/HI9h+XCwLMbL0zpIpJv1QaxvnkawbNIUYv1K9MvHa8I45TpH2sv+pCNfTvk9sMxy2hzDm6ZrWmau3P6RzqZ1jGFl3qk7nstmwzSXh/24f60syrS8/IryKe8X5/L8HMx09MuV/aLsoIvyrklb2Rbzy4fFuHk5X/YbplyItJXT0OXlE9/zcr9t3tE/n7Zcryjb6PL8RVN+5t/J+7IMZHietth2+fybri8iXXSx/pEf+XZq2xfyZTbNn7/jewwv1zfmnS+v3I4o8yXmRxfLaMv7PL9YXp5GTQfP/92xZYM0Ap7h6xUSVWsGxJ2H1atXP+QufrR2KJ+5LL8zL+7cI6LomzZtqj5zmzdv7ttKgGHcWc/Fsg4ePFh9DmPNmjX1Xw+1du3a+q8j1q1b98Cde5APrG+pqd8oWE4u0hH5fuONNzYuI+6M9NOW3r1799bfHo7t3IQWL5Kk7lx33XXpzDPPrL+lB/6O8jdQjua/CkGrOkSZyidlZK9SV30HLet6lb762/h619H1Xymdd9551ectt9xSfVIG0TKC5UZ5zGevYlm1PhgV6c1/gYr59LsuCJdddlmVR/m08XfZyoIyMM/zyLteRbruc0SsN9NzLVCWm6wz08U2CPSP+XM9xfIox0vMM/IsfpEqbz3KNiY/8rReffXVD1nmzp07q/nnv2jF3/n3YTC/cjuiLQ/ZLrEMxiedef6wX3BNF1iHUdMkzRKDDdKIKCSi4OCigu8UKBTmUcgxvKz8D6upwl9WunNRqc6bTkY3COnNx49mhaOaxM9/DYPlcnGRrwPdMBdgwyBv8/myjSVJK6PpHFw2Q4+g8KFDhx7yuWHDhuozNAX2R1GmJSqiEeCPoEO53DJoPqxBwfc2XI/kldtA+uNmRygf/YwKflugnUAB88kr4Yh1zgMEKK9vmK7p+qGcX55W1pdgRLn9yu3OdUA5n3HEOpTbkXmTrjJYMujmDNeGBC/KR0ikeWWwQRrRtm3bqoKDAo87LFHgUZhTKEVBeMYZZ1T9RxUFZa68IGhCNJ27DWXXFjHnuUSCC0TrY9zy7sUs4M5Fvr7RcVdsHHHhSiCGC4k8X/MLBknSZHE+zgO+45yDR2nd16VYLuVIvg68I2A5kWf5S5ijGyUv+1Xam9450EUlv81dd91Vfca7FqIjn0v9btSMqmmdmtZ9EK7JuK6IbTLOPKRZYrBBGlH8HBJ3LbhjEJF6gg5EuOlPoTdqYRvzLZuIguVQqW4S0fVhAhK5WE7eDHFcBFqaWhMM08Kg6QJhWCx33FYVbemN7RZ3M8YNGk3yYkuS5l1UxPIg8lLKi5VCpT5fh+iWs4ygKX9TGvJHK8bVVAaP2mpjHPmNkrzr4pqmSdM6jXv9QcCBtHKDh/2j6SWS0rww2CCNgYKb5wMpJCJIQBM7Kqs8SzjuM/wR7Y7HMUBTO5bT76KAZxOZrnxjMxdrbYV+RPxjWYw37mMUtPZA/uwiyx4GF5PxWMqoeEaWvCmbI1JwN729upTfUYh5xHO30RQymsJi1Atdxi+bWJLP5I0XF5LULMqlsln/ODZu3Fh95udyNAX2S0u5Mx7LjTvxk9YWvOBGxbiV/1iH/JokxyMBlMHl/COvY/ouxTXXoBYrbe+DCG2PhpTa9h/WmXUf95FZsC5cT44btJBmgcEGaQy0YiCwkLc2iBYGFD7jFrDRvI5KPxVSOoIIRMD73QUhkk+EvGxWSFrapmNZFHKxLNI+7mMUFJhMm783gu/MfxCCKKQzphsF60belE1EuUAddHeDbUeQJqZhHnl+MT3bIs/TUfMnXljFtDaVlKThREUwDwgQoOUcPSrKJ8q3eHEkCC5zzh8kgs5tle1+WC7lTBnEJxA+qWBzU4A7foa6fJEhZdKg9Yq8a/oZb8RjmnnAn0o45SblP9NPAmUz1xt5+iOQH0gz653feCAPIh+irB8UdIrtWD7+QstK8ibyYFh5GsF+mF8feL2gudO7UNcE+NOX0vTqXSA85CeyNJs8l80Gf/pS49if/ZQgXa+CWZ23e5XYeozmc/nt9c8N7il+0pBxY17MI+bPZz/MP6aLedKP+ZUYh3TmWFZMTzeo7GF6xmM9EOtTzpe05OMhz7M8fTGPvMvXO6Yr8yzkedc0Xj6Mri2tZV6TN3k6I69KjJNvd8Q8865UjlNus3x4bJe2tOb7QT5+aMvD2J4hxmubD/3KdGr5ef7vzir+6+3Y6tgxp7+2+rz3PVdWn9PkqT9xSfrUmy+sv0mLh7sGdOO+RFLTwXPZbJjm8rAf9y9JWkye/7vjYxSSJEmSJKlTBhskLRxexmSrBkmSJGlyDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqcMNkiSJEmSpE4ZbJAkSWrwjcOH678kSYvA8363DDYsoG9+1KPS/V/5Wv1NkmYP5zDOZdKkHHfs0elT9/xT/U2StAg473P+VzcMNiygpx7zuHT3PffV3yRp9nzq3n+qzmXSpKx98hPS333iM/U3SdIi4LzP+V/dMNiwgL5zzVPSB//hrvqbJM2eD9x+qDqXSZPyvc9dn2649WP1N0nSIuC8z/lf3TDYsIC+9/nPSDd86O/rb5I0e/7ow72Lgd65TJqUH/ye56S3v/8v018anJekhfChA5+szvuc/9UNgw0LaNvJL0h/dfDu9L8/8NG6jyTNjv/95x+tzmGcy6RJOf7Jx6ZLtm5Or7/mhrqPJGmeXbRnb7p46yuq87+6YbBhAT3im1ali888cgH1hS99ue4rSdOPc9br33lDdQ7jXCZN0qtPeWF60uO/Jf3QrrfVfSRJ8+hf9c7zT3r8Y9OPn/Kiuo+6YLBhQZ363PXp+1/8L9LmN/w3Aw6SZgLnqi29cxbnLs5h0nL4tVd/X3rC445K/8+vvqVqYitJmh88Ksf5/djHPaZ3vn9V3VddMdiwwN5w5ivSlhd8RzrlwiurZsmSNK3e84G/rc5Vm3vnLM5d0nJ54tGPTW/+dz+Sfvilz0k/0Lsg/aXd16f3feTj6ZOfv8/fY5ekGcN5m/M353HO5z/4xremM1763N55/ozqfK9urTrcU/+tDh1z+murz3vfc2X1Oc1u/Kvb00XX7E3PXXtc9cK1F69fU/2k3FGPfmQ9hiQtr/u/8rXqJ3r55RxeaMs7Gnh0whYNs2eWysNB7vjMPekP/uwj6Y965ebBz3zen5GWpBl03LFHVz9vya9O8DJI39EwOQYbJmTWLq6+/o3Daff+D1VveP+bQ5+ufsP+y1/9aj1UkpbXNz/qUVXQk5+3JAjKyyB9R8NsmqdggyRJGp7Bhgnx4kqSJMtDSZIWle9skCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqcMNkiSJEmSpE4ZbJAkSZIkSZ0y2CBJkiRJkjplsEGSJEmSJHXKYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqdWHe6p/1aHjjn9tdXnve+5svqUJGkRzVt5eP9Xvpr+8C/+Lu398N+nv7nz0+nue+5LX/jS/fVQSZKG8/jHHJWOO/bo9J1Pf0p6xfOfkU5/0bPSUY9+VD10PhhsmJBZu7i65WN3pltuuzN9+B8+mW694+504DOfq4dI0spZ9+RvTc87/rj0/G9/Wtpw4tPThmc8vR6iWTFPwYb3fvDv0oXX7E3PWXtcesXznpFefOK3pacec3Q69luOqseQJGk493zx/vSpe+9LH7jtULrh1tvSRw7enS45c3N65QufWY8x+ww2TMgsXVz9p/9+Y9q970PpjJc+Nz1v3dN6F/ZPS8942hProZK0cj72yX9Mt97xyXTrgU+ma//kr9K2TS9Iv/TDp9ZDNQvmIdjwla99LV2454b0/r/+eLp46+a0+fnPqIdIktSNvR/+WLpoz950ynPWp4vP/N706Ec+sh4yuww2TMgsXFx98OOfSP/xbdelE5/2xN4O/Yr0pMd/Sz1EkqbPZ7/wxequ8u2f/Fx641mnpRee8G31EE2zWQ82EGj4lxf9bjrpX6xLl2zd3Lv4e0Q9RJKkbn3la19PF+7Zm2766IH0fy/+qZkPOPiCyAVGoOE5xx+XLj/nBw00SJp6nKeuOOeHqvMW5y9pOVx0zR9VgYZdZ73SQIMkaaIoZyhvKHdoUTfrDDYsKB6dWP+0b02/fvar6j6SNBs4b9Eii/OYNEm8o+F9H7m9atEgSdJyodzh0T3KoVlmsGEB8TJI3tHAC0gkaRbx6BfnMc5n0iTwqxM8tsM7GmzRIElaTpQ7lD+UQ5RHs8pgwwLiVyd4GaSPTkiaVZy/OI9xPpMm4T1/8bfVr074MkhJ0kqg/HnO04+rfm55VhlsWED8vCW/OiFJs4zzGOczaRJu+PDH0iued2L9TZKk5feK55+Y9n747+tvs8dgwwK69Y67q5+3lKRZxnmM85k0CX9z56fTi09cU3+TJGn5UQ5RHs0qgw0L6MBnPpee8bQn1t8kaTZxHuN8Jk3C3ffcl556zNH1N0mSlh/lEOXRrDLYIEmSVPjCl+5Px37LUfU3SZKWH+UQ5dGsMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkaY6ceOKJ6dJLL62/zbdVq1alc889t/6mLnz84x+v8nU596GbbrpposuM+bNuTa655ppqeN5Ni9gerMMiiW2yaOs9bww2SJIkdWDYStppp51WBQRyUcEpOy64wTybhtPlFSjGv/3229MZZ5xR92le3qKISmZT11bxnGZsy6Z1WdTtO6yTTjoprV+/Pl122WV1nwdxzGzdujXt378/HT58uOrQlqfDHItNwYvowrDbkjSTdtYhNE1Ht2iBN9a3KR/IW00Hgw2SJElTYPv27Q9UdqI788wz66FHEEgoxznhhBPqoSldffXVacuWLQ/pN66oqEfAY5bt2bOnb74txXLnExXPcl1uu+22euj0I6/KSjEVadbj/PPPr/t075xzzklXXHFF/e1BHDNlZZ5jkWOtn0HHIvIARnS5YbYlaSbtpabzxeWXX14PHSwq6vOgzIfrrruuHrJ085RPK8FggyRJ0py4/vrr06mnnlp/kxSitU9Ts/wysLB3794qELDSIq0bN26sPqVZY7BBkiRpDsSd9UEVk7gTz2felDtveszfJ598cvU3TcwZnjfvjkdGoiubfufLYBh/x/z5pItxouN7KR/eNs5Slc3i83wIZVpjfQflE/Lp6MrHbLhzyjT5MsZpJRHTN01L/2hNUG47ukGPlJC+sjVC0/L6zTvyGdytz4fHdGXelPlOR79cTFdux1K0Oti9e3f1Gc4+++zqM5bNuhJ8oMXDSou05q0uhsE6lPth5M/73ve+6jNaeUR+5Xlf5mU+DG37bGxH/o4WAXRlWsA4MbxtnC4w33w5TcdHnlY61jfWpV8+letAF/s78vzgXMHfk1rPaWWwQVMhTmr5AboUcUAvh/wEVRbE/XS9ziuFvM5PnLO0XqNus671uzBcZFE45wW6pMEOHjxYfQ5bMaGSTCsImh1TuaJVRJwTaYZME3DEIwjRvJtzF3d9d+3a9UCzZcqBpotolrFz586HNW1mWQyL6WkSzve87OA8kDdVbxpnqTjPHDhw4IFllPkA1pfl5utLs3am7ZdPcS7Lm7sz7gUXXPCw8xvLzfOjfHxmGGx3tktZSY7K+bZt26o0lU33eeymi7v4g+bNIxL0Q54nbY+zUDaSJ/kjMGwD+sU6BfL0xhtvfGA8ltm0P5Kecv8hr+nPPPJ9btQK/iSQVtI2KvYB1iP2M+bD+pF/p5xySrV+bANEnsUjLOz7jBv5wOeo+yyBN8Qwxs2DeGxb0hjDm8bpAvtAvhzWn7Tl+w/rS0Ah1pfuqquuqobxd1s+kR/luz4Yl32v3McYL861s/TIUxcMNqgVBwonXbryoNERnCw5QcWJZpRn5SRJGhUXslE20+XBSirNUbEbBhfeceFMhY8LZZqPD0LwgApQ/nw95R8X62XwlPHaKs6Um+G8886rPm+55ZbqEwzPK6JUlpGPs1SsQ152szzSnOdD0/ryd/69CZUYtkc+fyqw5DOVtxKV6mGQz/k+QBfXaQRBCJbkbr755uqTZbN+eb4j7uyXFfhRdT1vKmjkVb7/kOfkKdskx/bJg1kMJ5/K61fSWFb2GCfPs3wdSDf525T+fsfisPptS5DW/BjI5a1D6PLgSr6fMb/YFwfts4zLfNkXY7l8cq4YZZ9l2fl+z/R5HrNNy/cqME257y4V+ZcHjeJRmjgmmtYX/fIdTEd+sF75/GOdyxeRDpP388pgg1pde+211cmbA4S/ZwknsLLAm4RR7yItFSc3CpQyurwIKChZd0maV2XlgY7zfi6/+0aXV8TKcQdZu3Zt/dcR69atq+Y/CBWC8r0QcWEe5WKIymaJa4tc2/S51atX13+Njoprnq9Nd71DWclgfftVPNow3ebNm+tvD9q0aVP1WVZg24IyJfIu3wfoIn1RmcorvtylpSLXZs2aNfVf3Rt33pE3kVc58rSslJbbJ5Z71113VZ+5fB/nmCE/ud6N/vm+cejQoeqzad/rdywG7vzn+115577ftkS/45Ftmk9XBlGi4ssyyK9hHguJQN6GDRuqzxDnivIc07bPci7JtU2fK6cZRZ7HdG3XyeV+Eus76n4a0zU9slYGK9H0gs9FYbBBrSicuJjgpB7NifRQ3EWSJKkLZeWBbpxK7iRFZYG7euUFftdYVj7/MkAxirwpPl1eMYtgdnQEfUrjVoSapptk5Z79hXzat29f9Z08pMIarUIQd+ujo0Lcla7n3ZRXS6mUltj24CYVeUdLVfIrAg6Rj+Meh3kTe7rybv6kcecdVICHuTEWwT72oXw7EqzrGgGBfBlNLSeGlecxXd6KIF8GXZNxA5lN003bOXulGWxQIwoLTrZEyIkq83cZgY8Chc94RwJd0/NW5Qml3zNZMd+m5mj0j4KB4fk88/Q13QXP09jvjkYo508XF1lxARQXJOXwJiwzxot1KMW6511gmrjQyi/ywih5HMoLObpc0/Bxmgkiz3+6fHuF2G7RsU5teZ1Hrct1z4eFcnv221a5Mk3ltmO96MptN2j9htkHwXisTzn/fDtEHtEv8jmff799OdCP8cpxm9aj3JZ8L+XjlOvatF8Nuz0ktVvOi1wqMeUFfnmRvxSceyjz8uX0u8s7Ls5VlC/5OvRrBTCqppsScbd8UvKfeKRlKvkYFU3O8QQA8uALFeIuTGLeTXm11Bs9cS0Fgk5UxAP5FAEHyibyscv9YVR5WkdFucr1IvOgZQPbZ1isf2zDvOvqHMP1EGnLlxOBka7EtUYZxO1SU8sZr2ceymCDGvH2W05OnFSiiVT59t5AwdL2gilQURr08qUcJ3qWXTb3ipMk0XkuQsqXsrQ11QTLokCJcXmWr6lCGhhWzp+TFeniJEK+RD/EOG0n4ahsxXgoI7isE+sQ49CxvJiW5nDkHfKLL4yax2A9mH9+EuYCIaZputBjOPkySoEF1iHPf+bDfpNXZFkuhXpe8Azzgh6mywssPvmeb1/SS7rjAohxWLdBmDd3UGKZ7A+ksdx3yGvWJ8YjrXzPC5xy/dgHGWcYrE8+f7YJ65PnH+hXvoBo0L6cY7wdO3Y8ZLxyPcptScf65wEH1rXteIv9Lp8+HteStDScrzjHdKXtrh3H66Rb9sUz1fFYwKRw/orypQ3nKF4+2KbtrmhTc2rE3fJJPYKZ/8Qj6c6bcMeyh31kI3DuL8uM2EZh2HkPc76PvIl55sjTPEAwCtYhrqsQZVouAg4h3ieyEpryfViUxeQ160d+UcbnmlqIxGMBTZXoLsU27Cp40SQedchb9ZTicZF+74FpyqeYrjwGwDml6fGpRWWwQY2oFOUHCicE+jWh4hMVP04aFNp54cqw/CUxjNNWAId4wVF+gqXA4aRJIRCR7rygLguLHPPJ14eCsO3uC+NSuWO98vm3vfRlECq6XPzlwRPmVRaULKtcB/KBaQcVNOPkMetBfubTkS/xncAH88jzieH0o0I6rFj/PC0xn3jBE+vH/kUwIC94yI9+BVHTdHyy7fJgDulleXEBxDj5hUQb8iJff7YRedZ00UmlOZQvOot0kq5IJ2nh+7Dy+UeaygAgacvTO+q+HBclIdYj3tlCwKDcliD/OV4j+MFy24431j9fFyzlBWLStOOCn7try7F/x3PRXS0rzldlhY9zN+e0MvDcZSulWJe8EsA5qmvMMz+ncZ4rr3c4R3GOy9eX8SKI2pZPlD2cM2M8MI8otyaF9EQZS7rzgE1UnPLz9TCBbwLZ+Xme9cjLWQw7byrQ/a5PAmUXeZXvzxxP5Gl+7TIK1iG2F9i2zI/5hjLd7CNd7dejIq2keVRsH6aLa8/Ir3w9m84XXCuw75Tbjfk1tWIcF/tAvl5N+9NSxSM4eUAgDzQhjpUyEJMHeZryiemo75DmfN+IPBp3/5xHBhv0MBzwyCOBURmIYbk4CMMwd1byE32TKBjzF1NS4ER0PiKKXNgMg0KS6fOTbJtRX/oySNtLJEnTIGXejmJQHrMe5Uk3cOJkGzalkX4MG7bgjSBRmR6+R8U28nzcF/QMepFR07qU22NYTXlWXgDHusa2jzsE5T416LfwA/tdqWlfzO9eYdR9uYzEsx6sWwRX+GzalmWEf5TjDZN8flmaNxyDlH15FxfB/e62jYtKMcczy4kLaQKIBGy5QM/Twbm2PD+MKwKy+TKGCRKPinKIdMcyOM+VgWDSQj7kaaHlXR7cbconyhnSTIUkpmMe9GOe48rTm3e5CJBwrs+3CWmOVmtMw/40TL6W01GJJR25YedNRSxfhzbMj20R86MjjwlYj7OfxXGSv3SS7UBaYtvRkW6Wy3LoWCf65ZVN9DsWhzVoW7a9TBR5mqOLfY/9jG0f1zrkF+vBNDEv1p1xIn/jGp/3SjBuPl+2d5fvm2Beef4RmOs6AMe6M8/8+CMAx3JzpIV8iHHouJ6Kfawtn9iPY9+I6TiflDdUFl4vQzQBj3/VOVU3jZ7ymovrv5r1DiiOkvrbEb2TYdWvd1DVfQ4f7hUgVb/egVz3OaJ3gn7Y9ExHv7zrHZz10AenYTmBdNCBZTCcZYZIU3T5sFheLpZBly+7FMvK0xKYbz5t03JKbeM0rXMsu+xinFhnpi0NyuMSw5imSSyn3LYo84dt1G9bxv7U1MV0/fI8NOVjvk2bOuYX69KUZ/Rvy4PQlP7YL1Guf2C8WGasX76Pou0YyjHvfHkhX27bOvbLV9Y7TzfjNeVFvnw+m9KCcvn5tinzJ9a77CJ/+m2z0qDzmVbeNJeH/czqvtXvOJUWWZRLs2bY8lDza5avdWzZoIeJZk0RpaPrVRaqfkRER0WUNSLR0fUqNfXQdhGV5+50/ghFIOIY82MYEcd+d9uJkDNur0JTRZIj+ttmuV/6QjPLuOMR69WrLNZD+xs3jwdp+gmyfj9L1obtk6cturzJ/lKwPZvmP86djxytGCJKHV3vIr4euvLaWqaUlrov5/nYtM2a5tV2vHFHgGOVfTvylHEkdSMvOyU9aNBPgE4r0uyvwmlWGWzQQ0TToLzCG11UfJsepeiHi55xTu7RxJBHKahIl03Ec/FM2jAvtCFgQXraKrpdv/SlrQlc+dx/NFHPAyqltsrzOHnMerQ9EsJySEuZRrQ1pW8Tj130E3meP5tbGvdFRm3rMqipIxfqpLvffjestn1q2KbObN8S/QZtg1H35XJ/iDyIvG97hKbf4xrl8RbPNC+lCbGkdhxbnPPyxxClRUeZT/m1ki97HBdpJu2DrlukaWSwQQ9Bpb2twhuVg6jYD4v55ZWYppcvteEucrwwJn/BEc+C50GPeFFe2xuhaZ2RY/ltd4WpwFE56uqlL5Fv8TJEMK+yAsly84ochQotHUpNFedx8ph3crC88sVV8Zx9vFgqz2fGpd8o+wB3uFG2JGE5sWzWnW1dri/bKPJjKS8yImBAumNaPstpSlGRz/OaNJfbbRixfrEvg3XPvw+S76+xjQZdNI26L7M/5PkWy4ltGJ/RH8yX7cZy4rzR73gb9+VkkoZHcC+OV0lHrhe4cRZl+ywhzaS96dpcmnYGG/QALvqpSPW7k0uFgnHyissgXPRQiYlHMqi87SpevtQmXkxJRS0vIKgk8TKZmCeVGZbRVojQUiPGpWN+/V500/VLX5iOfIt5cYe4fESCZZKuWCYVsKbm5VT0Y15RgRsnjym0mD8V0ZiOSmNUQAmSkEb6xXDGZTmjFnisP2mM+dBR6cwvhsd9QQ/Tsa3y6cijfPuyHPIjpuWTNJHX/bCu+XYDyxpHuX5sI+Y/DKYj+BPTDtrfc6Psy4zHvhnjse7leOW+zHzJ29hv0O94Y1uwnNgWTN+0n0uSJGm2repdOI5Xe1Jfx5z+2urz3vdcWX1Ok6f+xCXpU2++sP423eIONJXeaCEgLRICSnR58GQSqPgTBMiDBrNgls5ni2qay8N+3LckSdNglssjWzZoqsXjEQYaJEmSJGl2GGzQ1OJRDZqLj9tsXZIkSZK0Mgw2aGrFC3FmrVm31CXerzDpRyjgsSZJasJjdvmLgZcDyyxfLN0l5p+/AFvSZPjOhgmJZ1SvuejfVZ/T4pUbnudzqJLmhuez6ec7G6TJ6PerRsO+RHgYK/FOH5aZv1y4awRP+BUvAvrStJvl8shgw4TExdW0+anTT0lvu+U2L6AkzQUrhNPPYIM0GRFs6DKw0GSSwQZaL1DhX+5Kf7yAnF9D8iclNe0MNuhh4uKKlgTT5N++6pT0Y7/zP7yAkjQXrBBOP4MN0mQYbFgafumJn9jOf4ZbmkYzXR4RbFD3Hv+qc6puGj3lNRfXf0nSbPN8tvxe/VvvPHzwM5+vvw02zeVhP+5bmna7du3ihuHh22+/ve7zIPoxjHFK69evP7xly5b625HvjBvdnj176iFH0G/79u31t8PV30xTKsdD27z379//kP7l8DKNiHVqGj8wDV05f76XGK9pPaRpM8vlkS+I1MLjBUFE7emIcjdh2CRfVDSLeN6RfOFXQzQe9yvNovd+8O/Si37hTenH3/SudOdn76n7SpomtHToVabTVVddVfc5gjKblhBnn3129Z3rnquvvrp6STDdrl270tatW6vHDJaq37x5dIF+pLFX4X9gnLafOmcaxmMeMe6ePXuq+ZUverz++uurRyRiPFpl8L28Xjn11FOrvJA0OQYbtNAoeCioovDyRUGSNByDDtJ0oBIeN03oovJNQIHKdF7JvuWWW6rPDRs2VJ9c9+TvLDjjjDOqz5tvvrn6XIou5826EJjIH3kgMEG/HTt21H0exDVdOO+886rPWPewdu3a6tObJtLkGGzQQrvrrruqz40bN1afbSi0xnkjMs9Tzvrd/2j5Ud7l4NlN8mWSz4mOgjsoXbcSiNYbkzLufiVNE4MO0soioEB5El20DojPa6+9tvoELQ2ooLeV3ZMs08edN9dQrCMtEUrROiG/ziL4kovlHjx4sPosxbWgpO75gsgJmeYXYvnSqwdRkaZlw6TeRrxcL2+apEnnUVcINtB1WXkn2HDFFVdUF2+aTpzP3DzT5ZUvfGbauXVzevqTjq2++4JIaTKGucaIIHyUjQTQefwgf1yhKahOi89oRcDw/AWRbT8bWY6HQfNue0FkXqYTSCCAUKYbcY0SedA2P9KRLxezcn0jzXJ5ZMsGzS0KJwqXvKNgCRRiFDLgWb5yeI5x87vm0WIB+fzpH/gev38dTRwpoAPLyqfNh4HvLJcWBTEO05RpCYzPOKFcf6bLxfIZj2ExXp4O+pd5FMtua7UR6YhunOW2KeeNmB8XGjynGcOiJQZ/k9Z82pAvn455IfKOQANieL59Y/2bhgXyKh8nulgOyy+35aDthny+TcOllWRLB2l68PgBZSNlS5Q9UWGP8oYAQbSK6Cq4Pol5N7VMaGutMIrVq1fXf0nqmsEGzaVhXiRE1Jt+IKrNOGXEfBAK0piWeRFciPnTj+WDijDfI9pPxTSi6fSno2JbVriZLn/JEenjZ5riwiHHXQYKdTStP5XSpoop4+3cubMah/SQjqg4N+VRv5YDVIKjJUB0GHW5TRiWz5tpyC/yhO/Mj6ahMTy/SxFBnxgG0tT24irujtAv8jPGiTsiLDfuJtGfT77n6ScvyL+YNubFuG372TDbjWXn8yUP++WbtFK+8M/3p4NZsOFnf+ttM9VJ8yDKG95XsG/fvgfKIsQ7DLZt21Z9DmvdunVVWZaLAH8Ydt7DtPpkHMrGG2+8se7zIPoxbJj5lCJQMc60koZjsEFzadQXCY2LCm9Uapk/BR6F+SBUTKlQ5hViKvVUpssgQlT2Q7xgKX/REdNQ8G/atKn6TgW0XH8CHYwTwZDA/ONihPQwXVOBPgjzJQhCnuSo0Hex3AMHDlTjBKbJm2oOUo5LhT3P/2FfXEVes51If1yg8Mn2jKAG45AXbIfQ9oKq3DDbjXlv3ry5+hvkYT6+tNJe9qzj07svOKvXvbr397q6b0pv3XvTTHXSvCDAQFlM2ZVX/tesWVN95uVe082BUrznKgLdlEvcGMkNO+8IXDCPfigfKVfzawmWTz/WbRwRqJA0QYc1EdP8u+Lz/tvhvUKLW9eNvy1NP4YxDnoVxup7r4JcfW/TK4we8nvP5XwC4wwaj2U1LbPs37s4qL43aVtO4O+m9c/7t607y2V9Q9t45br1Sy/9GY5hl1uK6fL1zpXbKOTLHoRx83xrWqdIR7nt8/50/E2/0NSvTDPDB223yPdh12nezfv5bBo9+eyLG7sffONbDt/00X+ox3pQlIdvuX7/THXuW5p2UR40dXkZy9/0aypjo+yKju+Ml5dF9C/LnHI6MF0+3jDzBv1inEg3/coyvZwfXVkWMw3Tlhi3XC79LEs1C2a5PGquGWjJDDasnKZKXYiCKgqn+F5WfEtloRcFfFMhN2i8psIy7yItTRXdEPMNLDMKzFj/ti4K27Z1Zz55Qd02Xrlu5XQ5+kf6hl1ukzLvcuU2CowXyy7l84ou8gdMR79crHdbF/lR7gtN88rTPOx2Q56GQXk276wQLr9hgwxhmsvDfty3pPnFNQhlaHktIk2jWS6PfIxCc2tSLxLqSq+Ao+b5sC5v2t8mmvzTnDCa7JfPRfYqpI3zn2ST+16Fuf7rodr6j4pHBliHmN8wzT2bkGdLfXEVacinjS4erWCb0LEcOpqvDpMPw2w3/qYf+xDzLF8yKS2HtsclJGna7d69u3qEYphrLknjM9iguUNljwKk6xcJjWPt2rX1Xw/asGFD9Xno0KHqcxykf8uWLdX7IXgHQF5gxvrzjoMuxHOXg8T7IsqXRMX3GN4F1pFKeV55HyXwMOyLq3iWtBTPqvb7Xe5Y5zIg0W+/G2e7sc0JmPD+CWm5GGSQNOu4AZC/V0nSZBhs0FyaxIuExhEV9fylgFQqqSDyywf5C5GooI5SYeYlmBSWrA+/UJFj/RlWvpSRO+yDXsJUip+EGvTixHhBJunK8dIoAiPxMshxkTd52q+66qpqeYF8ZfsOY9gXV0WwKA+gUMFnfcqXYZHX0cKAcUgbXbRsiK5f/g+z3fg7x/h52vm7HEfqkkEGSbOOGwBLvS6RNJjBBs0lCpA9e4781GVU8uKnCpezyVzceY50xJub+YUB7sznlVEq6aPcoY5Ckgp2PFYRGEYT+3z96Vj/fnfXmzA+aSX/mEf585y5SH++TNa/389lDouf9szzC3l+xa9NxPB+lXq2C/tHrBMdFf08eAHyMQILjBNBANaH9Ypp6Qj6xHqybPKaZeQtG5iGZbSlbZjtxvB8GOnrIn8lSZKkLq3qXQCP9qCyhnLM6a+tPu99z5XV5zR56k9ckj715gvrb5K6RkCG4EgZPCJYQSCBgMFyBr3mmeez6TfN5WE/7luSpGkwy+WRLRskqWPxu+Hl+yt27NhRtWww0CBJkqR5Z7BBkjrGr0Xw6Ek8fhEd71PwZY6SJElaBAYbJGkC4ucp8853K0iSJGlRGGyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSpBY33XRTWrVqVfr4xz9e95lf11xzTbWurPMiY1uTD5deemndZzbEvjpKuk888cSZW0/NDoMNkiRJmgmnnXZaVTnKUbk699xz62/NGM54OeZDv7JjGbmdO3emLVu2pBNOOKH6PqsV0a5EXjZ1iyQCM3SD9oUYb9B+uhLOOeecdMEFF9TfpG4ZbJAkSdJCIohw+PDhh3TXXXddPfRIYOH6669PZ599dt1naZqCHrOqzDe6YcUdeCrs8+Cqq66q/3q4WMf169eP3DqGIAb5NOx0J510UrUdzj///LrPYGeccUb1OS/bQtPFYIMkSZLU4JZbbqk+N2zYUH1Kpe3bt6fbb7+99dGTHTt2VONMK1rsEHTbt29f3UfqjsEGSZIkqcHVV19d3ZGORyja0GKBxzLiEYvo4m5x9L/iiiuq7zE8b34fd7GbhiGWEa0C6Jh/zJu/80ccysdNwDgxvG2cpYo05Hfj85YMPKZy8sknV/23bt36sHSUeVimMdYhH49lgnH5u1zPPC0hH07XFiwYZNu2bdU+snv37rrPg5gngQjGaZJvL7pYD/A9Hm9g/vlwPlnXtn0h9p3Yp/J1K8cB+3fsm1KXDDZIkiRJDW677ba0efPm+lt/VCqpFPJJU/Zdu3ZVlWkqelTm6Bd3uOOxg2juTuWRimVMyyffy4AD/amox/RnnnlmPeRIxR0xjHHz909QGSV4EsObxunC5ZdfXn3mFWceQ+HuOenlMZX9+/dX/ffs2VOlg3wGeUUekneRRirVZcABjMd8GCeWCSrNtCaI6Vku4+aobEde07FdyNemoMQweO8Byy2nJwDB8nm8oUT+rFu37oE0sC7MI7Y5/cgHRFrz9ey3LwT2L9Y9fwyI5dIvf9Ri06ZN1ee46y+1MdggSZKkhcT7GKh45l2OCh0VwmExfrSCiMrczTffXH22oYJHJZOKd0zLJxXNphf3MV4TKsx5ZZTpWb8QFf0c0+TjjKLMt/zuOWlkvgQ4qDyTL3na2sTLOPOKMNMxPfPKkfamSjwV6QhegMAD8vRROY+8RrQ8iMdmRhXvPbj22murT8R2bXvfB+uVryfrQtpvvPHGus9gbftCjgAT+cd2IA/ZLvTLrVmzpvq86667qk+pKwYbJEmStJCo2Mad4ejCOHd58wosqDweOHCg/tas7b0Qa9eurT7LdDTdwUYZFGmbPjdKIKVU5lte8SeN5C2tLQiYEPgo86YJFeFTTz21/nZETHfw4MHqM7Q9mlC2gli9enX1eejQoeqzSYwzLtLI+uYviozAQ9v2atLUgqOfYebNdiEww3Zge7QFadAvj6RxGGyQJEmSVkhUoglM5C0F4rGILnF3O19GU8uJrkSLAuR38NtEUIQ05Wmk6xrLyudP3i8VLRhoQRAtKFgPKvb98AhLno5xW5kMct5559V/PfRvadIMNkiSJEmFYe7Ed4mKatlagK6rdJTvhaCLdwJMApXvqMTn728YhDTl6x/dMAGLYTS9F4I8WapoZcB7GuKRj34Ve1ox8LhHvo60jpiEeE9D/N0mHqeQumKwYQGte/K3po998h/rb5I0mziPcT6TpEmhgjboMYhRND22sHHjxupz0s/L7927t6rMLkcQJd7TwDKp1PPugvydCU2PLZCurvO7SbxDI96z0CVaMrCutOrol9e0rCB/eLFkP/EozFLk72nI36WRi8cnlvo4iVQy2LCAnnf8cenWOz5Zf5Ok2cR5jPOZJOWoSNEkPd7qvxTcfabC3JWoPOYVb56fp2IaPwcZWI8ufymCdcmb6TP/STxGQUWa+cZ7GmiRQBAhf1FiVML37dtXfQZeEEllvawMsz37vXtiFLEN8pdBxl3/pYr3SBBIaHsxJGL985dB0uKgfIwiWhqM++JK5O9pyN+lkYvt0BYckcZlsGEBPf/bn5ZuPWCwQdJs4zzG+UySxkXlLn9mni5/SR8vK6Ti2FVFNyp7BBZYVlSq+ZUIKoR5OrgTXf56xFIwLyrVMX/uvg/zawZt8rRGRz5FM/38sQeCCORjHgBi2QQWmC6CKuQPPwFJZTifL9N2VRFmGQRC8mXET3EuVQSOEI9VtGGd8v0P5Tse4uWOkdZRA2ixLfLHOeJdGvnjFNHqReraqsM8IKTOHXP6a6vPe99zZfU5TW752J3pNb/9++n9l7w2Penx31L3laTZ8dkvfDG9/MIr0+/9zI+kDc94et1X02iay8N+nvoTl6RPvfnC+psWFZVnKuhUjAdVHqVZ5D4+/Wa5PLJlwwLiwnzbphekC6+5oe4jSbPlwmv2VucxAw2SJom76dzxpZWBNI/G+YlOaVgGGxbUL/3wqen2T/5j+rmr/7DuI0mzgfPW7Z/8XHUek6RJo9k5zd27epRCmiZXXXVV9ViJNAkGGxbYG886LX3kjrvT9qveXTVJlqRpxnlq+1V/UJ23OH9J0nLguXmeOvbleZpH/PxmVz8rKpUMNiywF57wbWnv638yrXniMdWzz6+/5ob03//0I/4spqSpwfmI8xLnJ85Ta574+Oq8xflLkiRJ08sXRE7IrL0Qi5dG3nLbnenD//DJdOsdd6cDn/lcPUSSVs66J39r9fOW/OrEhhOf7jsaZpAviJQkaXyzXB4ZbJiQWb24kiSpSwYbJEkan79GIUmSJEmSVDPYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkgqPf8xR6Z4v3l9/kyRp+VEOUR7NKoMNkiRJheOOPTp96t776m+SJC0/yiHKo1llsEGSJKnwnU9/SvrAbZ+ov0mStPw+cNuhqjyaVQYbJEmSCpuf/x3phls/Vn+TJGn53fDh29Irnv+M+tvsMdggSZJUeNWLnpk+cvDutPfDBhwkScuP8ucjd96dTn/Rs+o+s8dggyRJUuGoRz8qXXLm5nTRnr3pK1/7et1XkqTJo9x5/TU3VOUQ5dGsMtggSZLU4JUvfGZ6+bNPSBfu2Vv3kSRp8ih3KH8oh2aZwQZJkqQWl2x9RbrpowfSBW97ry0cJEkTRTlDeUO5c/GZ31v3nV0GGyRJklo8+pGPTP/34p9Kq1atSi+/8Erf4SBJmgjKl007/mv1N+UO5c+sW3W4p/5bHTrm9NdWn/e+58rqU5KkRTRP5eF7P/h36cJr9qbnPP249Irnn5hefOKa9NRjjk7HfstR9RiSJA3nni/enz51733Vz1vyqxO8DJJ3NMz6oxM5gw0TYrBBkqT5Kw/v/8pX03v+4m97F4YfS39z56fT3ffcl77wpfvroZIkDefxjzkqHXfs0ek7n/6U6ueW+RWkWX4ZZBODDRNisEGSJMtDSZIWle9skCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqcMNkiSJEmSpE4ZbJAkSZIkSZ0y2CBJkiRJkjplsEGSJEmSJHXKYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTqw731H+rQ8ec/trq8973XFl9Trt3/9lfp1vvuDvdeuCu6vMLX7q/HiJJ0+HxjzkqPe/449Lz1q2uPn/oe55dD9E0m7XyUJIkdcNgw4TMysXVHZ/5fLromhvSF/75/nTKs9f3LuKPS89f97T0rY97bD2GJE2Hz/3TP1fB0A//wyfT+/769nT0Y45Kl2x9RTr+yU+ox9A0MtggSdJi8jGKBbZn/4fSyy+8Kn3Xt69O777g1enfn/6y9C+fs95Ag6SpxLnplGefUJ2rOGe98ITV1TmMc5kkSZKmi8GGBUWLhl98x/XpV3/slek/nH5S3VeSZgfnLs5hnMs4p0mSJGl6GGxYUBfuuaF3of6ytPXk59V9JGn2cA7jXMbjYJIkSZoeBhsWEC+DvO9L99uiQdJc4FzGe2c4t0mSJGk6GGxYQLxgjZdBStK84JzGuU2SJEnTwWDDAuLnLfnVCUmaF5zTOLdJkiRpOhhsWEDc/ePnLSVpXnBOs2WDJEnS9DDYsIC+8KX7/XlLSXOFcxrnNkmSJE0Hgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUqVWHe+q/1aFjTn9t9Xnve66sPqfJU3/ikvSpN19Yf5Ok+eC5bTpNc3k4rD/9+4Pp92++Nd16x9297pN1X0mSlu55xz+t1x2XfmTj89JLvmNt3Xc+GGyYEIMNkrS8PLdNp1kPNlz6B+9P/98/+vP0ihc8I73mX74oPW/d6vSoR9gwVJK0dF/9+jfSrQfuSr/3f/8i3fChj6Wf/N7vTuf/4MvrobPP0lKSJKkBgYbd+z6U3r/ztem3/+0PpBetX2OgQZLUGcoUyhbKGMqaPb0yh7JnXlhiSpIkFXh0ghYN1130E+m4Y4+u+0qSNBmUNe/tlTmUPZRB88BggyRJUoF3NPDohIEGSdJyocx5xfNPrMqgeWCwQTPttNNOS6tWraq/9ffxj3+8Gvfcc8+t+4j8IA+7ctNNN1XzvPTSS+s+7UbZdktxzTXXVMvhcxqdeOKJVfpWOo3Tnk/ScuNlkLyjQZKk5fSaU19clUHzwGCDOhWVprKjoq/uRYW97DQbCHzdfvvtiff00p155pn1EEkrjV+d4GWQkiQtJ8qeefnlI4MN6tz27dsfqDzR7dq1K61fv77TO+jhuuuuq5YxjBNOOKEa9/LLL6/7zAfyNs9vvhNwGCbAw/jkYVdOOumkap7nn39+3SdVrRya0jPKthtGtFwpW1VQgWc501iRJ81btmypv62sSeVT2/aXZoEvg5QkLbd5KnssRTVxVDz37NmTrr/++qGa12tp9u7dW31ee+211aem12233Vb/JUmSJM0Xgw1aFtwt5Q7uVVddVfc5Ip7xj66p9UM5Ds+4B5qh0y8X/aLL8b18Z0M5fzr65Vgm08Vz7dENc7e2nKZpOvoRiIm7wNGNgxYcOHDgQPUZy487/3SRB6xXU57HeNGVQSKmZ9o871hOLCPG5+8LLrig+jtaXMSy+eR7yN9dEF2etqbtFJgX8wfLy4fHdOW7CMq8jvFDrAvTRVrp8v2vn3yacrrYJjxCQRCu33xjXOSPzZTjx/rk2znfbmX+xnYIkU/lvl/mUz7PUI4T8+bvtu0vSZKk+WawQcvm1FNPrSpXUdGmEnXyySdXrR5ovk3Hnd6ygsk4PIoR45xzzjmNFR7Q/4orrnhg3P379/et3DSlgWXRr6x0Md8dO3Y8MB7Bk6jgtiE9W7durdIR0/GYCdNFPgQqZTfeeOMD4zHOsBXbXKR73bp11WdgfpGOtkdJoqKaPwrDNKStzHO2JfkU4zU1v6c/+Yl4N0Hbstn2MS+WibPPPrv6ZJ34O4bT5fnDPJk/8n2lDfsE6xRpomN7su4lth9iPKZpCtDkGJ7vh3SI9MYjC6wDy+XvQa0cSBvHUMyvLR3MM9YrHmdhWpadT0v6BlX8y3zis9wX+Jt++T7OfsQ24+9ht78kSZLmi8EGLZu1a9dWn3fddVf1ScWdSm1eSb366qurO71RYd65c2dVGcvfAcDf+fccd/MZP/AOgX6VGyqSZRqYNxU2lp2jX14hJP0ogxKBCheVMCpbpCNEei677LLqM5Du/P0JLJ8KWhmUGIQAAMo8Yj3zdDShcsl65nnGNEzLupQI0kwC6046YruQhrIyTtBpnPxhe1HRJu3RCgSxzmVQhXXP84PtyT7ahgAWwyNgEti3SS/Dx8Fy820a6SjXn/75ekVAId+3GM545ENb/tG/zKeYLt8XmvZxljVoX5MkSdJ8M9igFUFFhorXpk2b6j5HrF595M3fhw4dqj6pTOUVp0GYH9MMuvOMCBKUacDmzZsfVqEsWxmUaS3dcsst1efGjRurzxyBhXi3QijXc82aNdVnBGfakI/cuY4u7pSXtm3bVv/VjnVm3UuRR2Vgpak1w1JFZZ3KeT8RvBrVzTffXH1u2LCh+gzkPwEOWpfkyhYisdy2Svq+ffuqz7KyHd9j+KjK/Si+x34WzjjjjPqvI9jP8gBcaJs+RP8yn/L1j/1h3G0hSZKk+WWwQcvm4MGD1SeV9KhA07IgryhT2SuVlb1+qPxyJ5bKasxzkKjU50ZZ5iARlMiNEkAZhDyL5ut0S/11iaZ1b8qjSaHFCJXjsrJOECLfV+LxhnE1bYNxHltp0rQfo63/pDWta9N+mYvjlTQPyvfl3D8kSZI0Gww2aNlwx5iKS17xyd+VkHdLuWPOtMyDO/4YVIFsapkQL1fsQlPLhLa74tOgad3bWm90jUcY2G7loy/0p5KbvxdgqY9wNG2DQe9NGFbse6W2/ksxTEW/aV0HtZgJpDnyPO+6DJhJkiRp/hhs0LKguTWtDeI9CHHXOu6etuEOd9msfVhUhniWvK2C169Ze1vT81FE8/Notp9re1xhpbHO5eMdaHs0YBijNLHn+X/ekVBWZCNQ1W/5w1Z+2x4foELOvsJLGJei7ZGTfo/tDKPcj+L7oBYKTY8Eoe1xkhD51C8oEdujaR8PPmIhSZK0mAw2aOLiFx/KFzHGi+byShkVPppqB36BgIpS/lI97nKXL/ELtGLI7+LyU5v9mq7HS/LyNPBCPSqd5d31UVH5jRcr5mmK90ksdf6TwCMMrHuev+R9vChwHHHnve3dACFeZNiUL+Ql6Yp8ZHs1NednWw8KTlFBJqhSTk+lnOnbXj46LPZx5hO/pBE4BljuuK122I/iOCAf2gIzpfPOO6/6jPwF+cf07P9t00c+xQtHA2nI34nSto/HMTXs9pckSdJ8MdigzlExLZ/xbqq8U6mjAktlJsalkkYT7UDFjHGYR4xDAKGtQshdeeYR46Jf03jmQ4UrTwPp76qZOOtMZSxPE+nJ13GaUMGMn7qM9MbjC+NWkpkneRDbsC1QRL4jlhsdyEcqvpGPbK/y1x4Qv2bCOP0en+G9FswvXw7jd/UYRcwnnz95sJT3abC+BIOYF/nA/IYJWEWgJj8uyT+Oq0GBFdLLcmI6OvI4X4+mfZxlRquHYbe/JEmS5suqXqVnOms9M+6Y019bfd77niurz2ny1J+4JH3qzRfW3yRNM1oSRMAnKvCTQEuECOJMcjmT5LltOk1zediP+5MkaaXMSxlkywZJ0tDvgJCG9eNvele687P31N8kSdKiMdggSQuMFg083jDoHQ7SqN77wb9LL/qFN6VHHvPEtOoRj6j7SpKkRWGwQZKmGO/K4Gm3ST3awHyZP91SX44pNXnEox+THv2tT7OlgyRJC8Zgw4R94YtfmqpOkqSVEC0dDDpomvHLOtP8MlteZtzvBcijitZtw6wvv2rEuPmvD03CKGmaZ8uV39Ik+YLICYkXYk2bnzr9lPS2W27zpVeS5g4vU7JEmx2vfOEz086tm9PTn3Rs3We6+ILI+ULFlcfF+uFRsjPOOKP6dR3+nkRrLyqQ8etLOX41aJjH2CLQ0NWvJ8XLgYdZ30j7sGkd1yhp6go/2cyvWaHf+sVLmzHpFyovV35rOvmCSPX1+G95zHR2j31MnUJJklaOLR20nKi0xiNjdAQU+AnkvN9yPkqWLzd+2plK9iAEGboKNCAepcvXnQo1d9TL9PBTx4zbZcWX5VCpzjWlaTlde+219V8Px88/s61w6NCh6nNYBIoIagxrEvktLTdbNiwg79ZImke2bJhNL3vW8em8H9jU+1xX95kOlpXzLR5HuO666+o+R9BkfTlaNpSX31S6t2/fXlUwV9py/eQypmW9CQIQxGGfaAvo5C0uaCWzZ8+e6r1Kw2rb56QmtmyQ1DkKMgreRX9OsRQFtKT5QZDh3Rec1etePXWBBgmUxZTJdG1lEP1jHLpxn68nwBHTxrUAnzH/uCPOZ1NaynSUrQX4zjgxbzqCCiyTv+O6g3HiMQEq1gyLZUd+RDrpH/OKLk9bzDvvYtqYFwi+5MPLNIVocZF3Mb8Q08X8oxvWjh07qscWyKfS7t27q+20cePGus9D5cuji3lEupkvj2qUw/mb9LKNYhhiHWId+Tu2RYhppKlFywYtlqe85uL6L02b/fv3c6vj8K5du+o+Qq9wrzqpH89t0+XJZ1/c2P3gG99y+KaP/kM91vRyf5pvlClbtmypvz2oVyGsymG67du3132rZggPG7/sR9lNP+bRhnkyTi6WGcuLawG6PXv2VP0CyyvLQ8bL01HOD7FculyMm193sEz6kY5cv/Ur5xPfc6Sx7Mf3PJ1oSlMsO09TrFOeHr7T5fkxzDVEnq9t+wbzJW9i++TbpkxHU9r6zZeuzIcyv2O7xHKb0qH5MS9lkC0bpCmylOcU2+52zJK2CH3Xz6hKWn62ZNAs6VX8HtK0v1fxe+AFgoi77nmTeMruXoUyXXbZZXWf4WzevLn6PO+886rP0KuYDmymHy0Y8nTwjD/ppcVAeee/VzGt/+pWrHNcv5AGrmdyZ599dvXZ1GqgH9aBxxZYp/yxjtg+ZX6Tb3l+7Ny5s2pVUOZFm3POOafa1vn4sb3btgfrmr9bYdu2bdXnLbfcUn0OY9CjJCybdYuWJ+TnMPuItJIMNkiSpIk5/NUvp6/c++n0lXs+k37lLf89veoX//NMdFps69Y9NCC2du3a6jMqoDfeeGNV0SsR9B+mUktgPTqUlVVE5byfvXv3NqYjmvqXld1JVEwJHhDYGBTIWLNmTf3XaGIdmh5fYN3Jg1yZj7Hcu+66q/ochF8kQf6iyKuuuqoKQA1r9erV9V/DGXbeEZBgvyGAstLvupAGMdggTREuUChAIoIOWizQUZjnFydxZyD6E4Wn4InhPCMY8ucAy2Hg4ohx4vlAuve9733VZ56WwPj5c4Plc5RxpyXwPS7A8vEiHdGfixXE8Fh2W6sN+sW4dKMuN5TDm9ZZ0miiJQNBhsNf+Uq66a/+fqY6qR9a2+XP30eXt37oh+BCdEttuVdWrjFqZXcpaDlAi44ykFFet/AOiKVoWqemdV8q5kkQgwADuGbg+ipaKzQpryPIj0kgbRGY4HMS6y91yWCDNAO4eKGQjgsTChi+U7jFoxcUjBRuMU4U+lTU483XdPv376+a4JUVbsbhTk2Md8oppzyksA0sk0I37rhQMY+3Vse0zKus+DMN6eOTcWgOyXRcjFBY0i8K0JhPv8dJKMwJJMS4zHfU5QaG0z/mRT6wnpLGF49L/OGv/vxMdtIglJFRbuTdcv/aQFN5Nexd/KXiWoJrFH4SMkd/rlNo7RD5wnXCUjSt06TKaq5xuG7gWoF1Y1u3/TIH45TXEUw7CSyLax2Wx2d+LSNNI4MN0oyg8ArxXOegZwEphLgIyAt4Cksq9bxxuVQ2x4vCNi/MY5kbNmyoPpueo+TigkKwvAhgXhGFj0DCzTffXH2OIgIKwz6j2m+5MW7ePJP5erdA6sZJz/2OmeykfnjPwjS8S4h0NLWmiDIuyupRjPK4A9cSTRXxffv2VZ+DHtug0jxIrEPT9QLrHu+86FKkm+sgltHvkZZIVzx+0aapheaoSAf5zb5H3vVLlzQNDDZIM6AsjKMifPDgweqzTRSA5UUAz6KWUXcKr7KCHYVt/txiRPgZNyLq5XOUbc9HlvNnvQ4cOFB/G96oz6j2Wy7D+M4dGO8QSJKGQdCfcrRsTUdrwrLl4CTFzYc8HZRlcSOgLP+GEY8rNFXuc7RsJA+a3hsQ77yIcpXAftNjFFTAy3culFgHbpKwTvnNhHicc1LvLWCZca3UL2gS7/PIrz3K6zawHk2BoWGV+c31GN999FPTzGCDNMeiQp0/R0hHgT0sKvU8VhDyCP+hQ4eqTy4g8vk3XVB0rekCatxnVOMOQayHBbckqR/KIFoc0pouL/8oHwfdze8S6aDCmaeDsowWhv0eReyHeRKo4FqB+ZUBlRCPWVJ+xrLpCAiw7Hjkk36M0/QYBRVn0h/TtmE85pcvi7I7b/XZtQjksNx+2N7kF49oRtra1hUxTtkKsx/GZXuQlrj+4UYS12hlEEaaKr2DVAvG3w6fXr0Ct/rN5F6hVfdp/k1tDDNer1CqxhuE6Zi+Se+CpZoHaYu/Q3zvFap1n2Zt6WC5DAtt45Xr1pZe0sH0pAvDLjcX08Q8NDs8t6lL7k+SpJUyL2WQLRukOdF0p3/Tpk3V51Ii3nGHhuaBPIPZq4xX3xHPUUYLh6Uqf2qszSSeUQ1x52HQIyqSJEmS2hlskOZEvIchDywQKFi/fv3DXp7EYwJtzSKbEGDg2UCaaeY//USAg2E0HcyXyzOa47wIKZ57HPTuhC6fUeXZ2nw+8axtpIXvNHf00QpJkiRpeAYbpDnB85EEFuioHEeFnWcaqfjHM4J0vMsh7uAPgwADLQmYd/mySeZDBT+WS8czq+O8pZvgyJYtWx54xrPtJVsEE7p6RjVabsR8CJwwn+gvSZIkaXSreJai/lsL4qk/cUn61JsvrL9J0nzw3KYuuT9JklbKvJRBtmyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkhp89evfqP+SJGl5zFPZY7BBkiSp8Lzjn5ZuPXBX/U2SpOVB2UMZNA8MNkiSJBWed/xx6fdu/ED9TZKk5UHZQxk0Dww2LKDHP+ao9Ll/+uf6myTNPs5pnNukrvzIxuelGz58W7r7nvvqPpIkTRZlDmUPZdA8MNiwgIiU3Xrg7vqbJM0+zmnzchdA0+El37E2/eT3fnc67eI3G3CQJE0cZQ1lDmUPZdA8MNiwgJ63bnX68IFP1t8kafZxTuPcJnXp/B98edq26QXp5TuuTD/73/5n+ovbD/nSSElSZyhTKFsoYyhrKHMoe+bFqsM99d9aEO/+s79Ob33fX6R3X/Dquo8kzbYf2vXW9OpTXpR+6HueXfeRuvOnf38w/f7Nt6Zb77i71xmslyR1h5dB0jqTRyfmpUVDMNiwoH78Te9K3/Xtq9N/OP2kuo8kzabfeM9N6YMfvyu99XU/WveRJEnSSvMxigV18Zmv6F2g/3Has//Wuo8kzR7OYZzLLtn6irqPJEmSpoHBhgV1/JOfkH71x7akX3zHe6u7gpI0azh3cQ7jXMY5TZIkSdPDxygW3B2f+Xy6cM8N6b4v3Z9Oefb69Lx1x6Xnr3ta+tbHPbYeQ5KmAz9vyTPzH/6HT6b3/fXt6fGPPapqpWWgQZIkafoYbFCFl0ZWL746cFf1+YUv3V8PkaTp8PjHHFW9QIlfneDTl0FKkiRNL4MNkiRJkiSpU76zQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqVMGGyRJkiRJUqcMNkiSJEmSpE4ZbJAkSZIkSZ0y2CBJkiRJkjplsEGSJEmSJHXKYIMkSZIkSeqUwQZJkiRJktQpgw2SJEmSJKlTBhskSZIkSVKnDDZIkiRJkqROGWyQJEmSJEmdMtggSZIkSZI6ZbBBkiRJkiR1ymCDJEmSJEnqlMEGSZIkSZLUKYMNkiRJkiSpUwYbJEmSJElSpww2SJIkSZKkThlskCRJkiRJnTLYIEmSJEmSOmWwQZIkSZIkdcpggyRJkiRJ6pTBBkmSJEmS1CmDDZIkSZIkqUMp/f8B5DVWUTAF/1gAAAAASUVORK5CYII=\" alt=\"image\"\u003e\u003c/p\u003e\n\u003cp\u003ewhole and the parts and identification of issues, as shown in Figure 3. Primary data of BKC, Mumbai. The methodology used was as indicated in Table 1. Methodology.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003ePrimary Data Collection: Expert Opinion and Observation\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe information regarding the BKC region was gathered by a visit to the area under consideration, keen observation and casual conversations with the group of individuals, having different user base. This is evidenced by the secondary data.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eConceptual Representation of the Components: Whole and Part\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003eAs part of a wider planned urban concept, the G-Block of Bandra-Kurla Complex (BKC) was designed to shift Mumbai\u0026apos;s economic activity from South Mumbai into a new business area. According to this interpretation, BKC serves as the \u0026quot;whole,\u0026quot; and G-Block, one of its most noticeable and densely populated areas, serves as a crucial \u0026quot;part,\u0026quot; adding to the region\u0026apos;s entire institutional and economic character.\u003c/p\u003e\n\u003cp\u003eG-Block accommodates a concentration of business offices, diplomatic offices, hotel services, and institutional buildings, creating a self-contained enclave in terms of workplace and ancillary facilities. Yet, unlike historical urban fabrics that developed around social bonding and communal engagement, G-Block has been largely formed by functional and market-oriented planning considerations, with commercial usage prevailing and the residential and leisurely elements being negligible or peripheral.\u003c/p\u003e\n\u003cp\u003eThe lack of mixed-use integration, informal activity areas, and cultural anchors has produced a broken experience. The interrelations among the elements\u0026mdash;individual buildings, plots, and institutions\u0026mdash;are to a great extent independent and inwardly focused, with sparse spatial or social interconnection. Public engagement is frequently limited to managed spaces such as lobbies, food courts, or private plazas, and is devoid of the spontaneity and inclusivity present in organically developed urban cores.\u003c/p\u003e\n\u003cp\u003eEven with good-quality infrastructure, G-Block is not a lived-in area. It has streets dominated by motor vehicle flow and inactivated edges with no pedestrian movement or community life. Without street activity, informal trade, and common cultural spaces, the district works on the main 9-to-5 cycle, going into inactivity after working hours.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;This article sets out to discuss urban placemaking approaches to reinventing G-Block not only as a high-performance business node, but as a people-driven urban quarter. This means strengthening the relationship between the \u0026apos;whole\u0026apos; and its \u0026apos;parts\u0026apos;\u0026mdash;by facilitating synergies between institutions, adding active public spaces, and creating interactions among communities\u0026mdash;thus converting the space into a lively, inclusive, and culturally rooted urban space.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eThe Parts of BKC and Their Connection to the Whole\u003c/em\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eG-Block, BKC\u0026apos;s urban structure is determined by a collection of high-profile and high-impact institutions\u0026mdash;Bharat Diamond Bourse, One BKC, various banking headquarters (such as SBI, ICICI, and Bank of Baroda), and the large Jio Garden. These icons are central \u0026apos;pieces\u0026apos; in the district with varying architectural identity, security measures, and user demographics. Yet they remain relatively independent with little public-facing engagement, thus restricting their ability to enrich the \u0026apos;total\u0026apos; urban experience of G-Block.\u003c/p\u003e\n\u003cp\u003eBharat Diamond Bourse, a world\u0026apos;s leading diamond trading centre, is a high-security, inwardly-facing campus. It attracts a particular commercial population and has a closed frontage, lowering its permeability and potential for public interaction.\u003c/p\u003e\n\u003cp\u003eOne BKC, one of the top Grade-A office towers, is home to multinational companies and provides some semi-public spaces such as caf\u0026eacute;s and a lobby area. But these are largely internalized and are not very well connected with adjacent public spaces or streets.\u003c/p\u003e\n\u003cp\u003eBank headquarters throughout G-Block exhibit the same trends: big, freestanding buildings placed within gated walls, with minimal interaction at the pedestrian level. These offices help the economy but not the public realm\u0026apos;s vibrancy or inclusiveness.\u003c/p\u003e\n\u003cp\u003eJio Garden, on the other hand, is a good public asset\u0026mdash;large, nicely kept open space frequently utilized for performances and events. Yet, event-oriented programming and restricted access make it an episodic, not continuous, placemaking contributor.\u003c/p\u003e\n\u003cp\u003eWhile each of these pieces is significant in its own right, they have not yet coalesced into a unified urban system. They are monofunctional silos, with empty lots, surface parking lots, or inactive building edges separating them\u0026mdash;places that avoid serendipitous interaction or street-level activity. G-Block\u0026apos;s \u0026quot;parts\u0026quot; may work together to create a resilient, welcoming, and vibrant urban \u0026quot;whole\u0026quot; that is based on the ideas of placemaking, accessibility, and community engagement.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eUnderstanding Problems with the Whole, Parts, and the Interconnections \u0026mdash; G-Block, BKC,Mumbai\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003eThrough the lens of placemaking, the urban form of G-Block in Bandra-Kurla Complex (BKC) has several significant spatial and experiential flaws, despite being a commercial centre with a strong functional foundation. The Whole (district level), the Parts (individual structures and institutions), and the Interconnections (public space and transportation systems) are the three interconnected scales at which these problems appear.\u003c/p\u003e\n\u003cp\u003eProblems in the Whole (G-Block as a District)\u003c/p\u003e\n\u003cp\u003eMonofunctionally: The whole of G-Block is largely commercial and institutional in function, which makes it an 9-to-5 environment with no life after office hours. It lacks residential elements, which restricts round-the-clock liveliness and local character.\u003c/p\u003e\n\u003cp\u003eNo Central Identity or Focus Point: The district has no cultural anchor, civic square, or architectural icon that can give it a collective identity.\u003c/p\u003e\n\u003cp\u003eEven major public properties such as Jio Garden have episodic use, instead of being central to day-to-day public life.\u003c/p\u003e\n\u003cp\u003eLack of Integrated Green and Open Spaces: Green and open spaces exist in disconnect isolation, commonly under private or access-restricted ownership, and are not integrated into the urban matrix.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eIssues at the Parts (Individual Buildings and Institutions)\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003eInward-Looking Architecture: Landmark buildings like Diamond Bourse, One BKC, and some bank HQs have inward-oriented plans and gated boundaries, restricting visual or spatial interaction with the street.\u003c/p\u003e\n\u003cp\u003eInactive Frontages: Ground floors are normally devoid of active retail or community-confronting programs, leading to dead edges and substandard pedestrian experiences.\u003c/p\u003e\n\u003cp\u003eSecurity-Driven Design: Most plots give precedence to automobile access and security areas, resulting in deep setbacks and unused front lawns or driveways over public-facing interaction areas.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eProblems with the Interconnections (Public Realm, Mobility, and Links) Inconsistent Pedestrian Infrastructure:\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003eTransit stops, park areas, and large buildings are not connected by a continuous pedestrian network.\u003c/p\u003e\n\u003cp\u003eIt is discouraged to walk on sidewalks since they are frequently small, blocked, or badly maintained.\u003c/p\u003e\n\u003cp\u003eVehicle Movement Dominance: With heavy traffic and few pedestrian crossings, the streets favor parking and car throughput. Surface parking lots degrade public space quality and break up spatial continuity.\u003c/p\u003e\n\u003cp\u003eAbsence of Interactive or Social Zones: No micro-parks, kiosks, or unofficial gathering places exist that might encourage street vending, unofficial activities, or cultural expression.\u003c/p\u003e\n\u003cp\u003eDivision of the Public Realm: Even excellent open spaces, such as commercial plazas and Jio Garden, are still isolated nodes that are not a part of a more expansive, accessible, and integrated urban system.\u003c/p\u003e\n\u003cp\u003eIn the absence of residential intensity and evening use, attempts to enliven streets with cultural festivals or restaurants will find it hard to maintain attendance. Inaccessibility on foot and car reliance also make placemaking harder, as wide roads designed for cars dominate the urban environment, with little space for pedestrian-centred interventions. Even if walkable spaces are brought in, Mumbai\u0026apos;s intense heat and monsoon weather can undermine their use with inadequate shaded or covered amenities. Stakeholder fragmentation is also a risk\u0026mdash;while planning is led by MMRDA, private property owners, corporations, and local communities could have conflicting agendas. Without an official governance mechanism (e.g., a Business Improvement District), decision-making is likely to be slow or political. In addition, elitist urban design tendencies can render placemaking exclusive, prioritizing high-end retail and corporate sensibilities over street food vendors, affordable food options, or public seating that is accessible, all of which are essential to authentic street life. Lastly, security concerns in a high-profile financial district may lead to over-policing of public spaces, restricting spontaneous gatherings or street performances. If placemaking is overly curated rather than organic, it could feel artificial and fail to foster a true sense of community. Without addressing these threats, BKC\u0026rsquo;s transformation into a vibrant, round-the-clock urban hub may remain incomplete. A phased, collaborative approach\u0026mdash;starting with pilot projects and stakeholder negotiations\u0026mdash;could help mitigate these risks while gradually shifting BKC\u0026rsquo;s identity from a sterile office park to a dynamic urban destination. The author carried out a qualitative investigation of the region.\u003c/p\u003e\n\u003cp\u003eIntervention for the BKC is desperately needed. The analysis of the gathered data has been done through a series of two stages:\u003c/p\u003e\n\u003cp\u003e1. Internal factor assessment as well as external factor assessment\u003c/p\u003e\n\u003cp\u003e2. Internal external matrix as well as analysis.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eInternal Factor Evaluation (IFE)\u0026ndash;External Factor Evaluation (EFE) matrix is a strategy formulation\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eTool is designed to assess the functional areas\u0026apos; weaknesses and strengths (15). (David et al As an example of a successful business strategy, it has been employed to great effect. Analyse strategic aspects in connection with Bashgol protected region management in Qazvin. Province, iran (15). Estimation has been conducted through an internal audit. On a scale of 100, factors with total weighted scores are evident in Table 2. Having decided on result. Most significant internal aspects of strengths as well as weaknesses were evaluated, and corresponding weights were allocated to them. Given feature is based on its relative significance. Zero represents absence of. The total weight of all objects. The total came to 100. The 1 to 10 scale rating indicates the level of significance or generalness of the factor. Weakness or strength. The ratings of each factor were adjusted with factor\u0026apos;s weight, so that overall score could be determined. Weighted score for every factor can be derived. The matrix has been formed by adding elements. Weighted score for every element. Matrix was created using similar method as visualization. In context of environmental, economic, social, as well as other factors, it is important to prioritize opportunities and threats.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eInternal and External (IE) matrix, as management tool, as well as suggestive model derived IE factors. EFE has been used as an extension of IFE matrix as well as EFE matrix models. (14) It has been derived from. IFE model was drawn on x-axis, while the EFE model was drawn on y-axis. IE matrix was used to represent the relationship between the two models. Weighted score into the nine-cell matrix as in Fig. On x-axis, a weighted score 1-3.33 is in the range of a. Inadequate internal orientation. A range of 3.33 to 6.33 indicates an average position, as well as range of 6.33 to signify a higher position. 10 indicates a firm standpoint. The same interpretation is also valid for EFE total weighted. Data Points Stacked on X-Axis. Strategy that is formulated corresponds to cell where decision-making process takes place. Lines intersect. Cells 1, 2, as well as 3 represent an expansion as well as construction strategy, which translates to a focused and intensive approach. A strategic approach that focuses on aggressive tactics, capitalizing on strengths, as well as internal development. Integration: Cells 4, 5, as well as 6 propose a hold as well as maintain strategy that emphasizes a slow as well as steady approach. Adopt a cautious approach when it comes to progress and advancement. Cells 7, 8, and 9 indicate the conclusion. Begin with or varied approach that suggests making the most of value available, as well as overcoming obstacles. Weaknesses as well as not choosing progress.\u003c/p\u003e"},{"header":"Internal associated activities/spaces forming Strong factors","content":"\u003cp\u003eTable 2.Internal Factor Evaluation (Strong Factors)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eTable 3.Internal Factor Evaluation (Weak Factors)\u003c/p\u003e\n\u003cp\u003e\u003cimg 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cGYueyNqM7VjOsMHrKXmz2sYbH+f0T/Mwmr6KUbWCGe/qyu/JTXl1Ny2yMmV3B0zSizAz9pLnLoS8rKW9Jw5n67VNIn02s+WE/e45ePOvbiyLF03GavUU4wfeZRWkybTzvgKLi7rcc4F8Kmdl/N7u2zWz5lNcJ35dAz+hSWPnZk2rCIrhk3HbMoxRtWU/aJ0iaI4vhU0wMeHXmKW61+UNlPg3ztmuA6RZ+f+OErJBnNdqyurB9ux77chbA8xoLatJXE3DhBTqi1GWV74lRrGhn6W7Jg3httWA5jU6BmjB7vRatb/iNw5h5OafdgwypGr2+ayP7oOU4a1RTZqPxNGHqXFz5OpHb6c7gsvYd+sNaYR1zh83ZJ5+0fzcOF4rpn0YFqfetxdOYBVoXVfz8CTTVqUPyd3rGfx3uuoGTozcdFUrP0303/yYVotXo9LOXkksrJEHZ1Gn2XRjF35G87RB+gxcT1NZ/6N/d0FrLxhwowJvSmlnsL+34fzd4gBtV76V34UkzplMX/scu6rmNCu+2S+b26NppDCU0DlW83AJ0X5sGD8byi3GEQno4vMnnedTku20ETxLBOHLsIXCS2HLWXod+Yohu+lT5/11PzhJzizlr3+KdRsO5VhXapipJ+Tf5BT4u6dYfb8w9Sb3o/gOaN50nAeU7tWRkFGwt2zW9l53h+Pa5d4otiMFWPlWLLiEf3fA/A1Rv+F6cWR7AzRo5ZtWeJuHCTGegRTJrfHWLYQAfxqX1sWT+kJfiuZtv4Zg2Z058wPP3Gy/gz2jnYi9tqf9J18jJoDhtLQXI7MTG3MTH2Y9IMb9WZtZpCzLoTsomev9S/+tvHLyXE3n3GKgTrnmOE6i2DzMczsnMTKeXup1O0DAP8KOA1fAOnsAeyOacrckfYcnjGTsEazGFnpDj9OPkn3NW70LCMhExnk5T2YWHcyyiOX8JPJZfpPOU7nNW50V/Bh5qxfkXRYzqzvXgD8S3/11V4HXsiBn1B3MkojFjG5rRXIKqAoJyHi5mFcV5yktMp1zgb34NfZNmz+kD9SgD9lOIStg63Zt2wM/8p3YazRSQasvsf3wyZT7vFm/udZga1/DST8wHJm7M5k2f+GIfdwA2OXPaarFOA7r/6w/a/j9YkAX3cKqmOXMr19+ZzOHiMA/pAjtJ48mZaVDZDIKZKTGhhxjuEusyg/+zg/iQD/ycOmCPAvpPI/NJeh28OpKHuP8oPWUvH2H6zxSyHjZgjdVuzAOWojfScdo0a/oTS0eD2eTP7BLQfgB9fKYNvIH1j7IB1dYwf6jx3Ldzrn6SPNgR9s68col2mYTzvByJpSgI9txKkFHZCRkX1rjc4nB7CIX1hiAX5PFn+Ms2TOuA3YjlxBV+UjDJi+mXLt5vN9qYss/SeKUYsnY5V5ivFDDtNq8hRaG7rTr9+bAJ/Vz43FzVNZO9OVR7XmMtEpiHnDf+ZGojJlao9k5pTmGH/Fmbdv3R0LGuBTY0NZM/cnrgWmIt94Gos6yLFy+nQ8nshh++MSJjVQZtf/xnEitSbdm9ujIi+HijKc/Xs510yH4Ta8Cv7ntjJ/0WaepMpTpf0cxvXUYvccaQ78EDuubJ/HnrCaTBIAPmY/E4YeocUvk6jxdAV9lkbQcbALlY3lyMoywtJRg9Pzx+BZqheTe9fj7uoBrAyp8xrgs7NITUoiU14RhbC99HBZT8WRSxhueIG+047TYekGepWVIxsZngkAvzKWMSt/o17MAb6fsJYmM3ZQ6d4C1tyxYuGkXujLxrFjwThOpNSkWwt7VAX/9MpSrpwmCmE32e62lo1nEuk1cRIuDW1QKCBm/FYAH3Z5MYMm7CVBWQk5GUjLyKT2DwuYUP4+faZsJDYji5p95jC9a1WUIqQAP2ktAyrEc3qvG79tu4Z9x1+YNrQBWi+/l0mBuM2bhZ9GeZ6cukGXJVtpYyVH6N5xdF/qS/uBEykf/De/e1rx64g8AN9nPdUmrGSAkTu9JizFacx2TC9M5lRKjTfiY22tx9dc8/rRGfi3Af5Hbk8dwfo4O37s0ZjalfQ4+vuvuGtXpX45HeLlzOlVLZghgzZ9FOCHmF5nvuti/Eu3oa3lY3bvuU/Tns7vn4HPBfBCSsiexRPZGWJD5waqnNlyCOXmE5nRVom5k2ZxWbUh/Sqro2tTm0a15FnaaTg3zRrQtlF5go/s4qR8NZoaPuP6fUUGLxpFrZwUmg8AfM2xBFZqgpOtOurVezCwrhHEPmT1Alf+PP6YNgv3MLbsww/701qWvX8s4Pdz2fTrYI3nxV2k241ggv1NBs25Rd1e7VG5e5g9IdXY8dePxJ/ayozFF6nTshbashEcOhfJoLE9uLthEQeyqn7Q/rwA/0Kv6dwx686Y7rVJD8szA/8ugO+2AZVatbAwUsS08WC6VVYh1Wc7naZfZ8KGhdQT17F+8u+oCPBSqR4doeegeQRTnukbV2Pjt5T+M/8iy7g/q7cOxDzxAWsnz8Zd05F6VrokyJnTs1owwwZtegHwtoFMGboQ2VYtKCdRQk2/HPWs7zPyJeC/AfBxnPljATNPJDPge2fsaramiuWbC+8/OYBF/MISDfALhpF86Xd+O5BKqxYmbF5xDKPWfaicfpG9VxWZtnQCNtzC9cclyFdxpkZ5OXatOfBGCk1egB9d5hSzV1+jrHN1tCTamNpUwrl6GUpK7ypogCctjmPrJuO68S5tF7oxqoosm2e6sNrdkpnb5tDcWAXfY26sPvwQu0q2KCoqY2xizOOj6zgjAPyQitzYtYKdvsnYlrNASc4Qm/LqXN2xigvCItY8AK8Qf4WZg5Yg51CbGlXK4bd7C9HlnalookGMYkWGd7Dm6q6lLP43nHp1bUhwP8JNnaZMlebAZyTFcHTrSq6m6GGR5cMuDwmDf5lNS60HTJ8ym4tKdXGprIF++do0sE1k8fjfeWTqjGX8TW4k1WT28s6E7ZjH6tsvAN5ILYs7L/2zt0FRSQUjqzpUN/Bn99UA9GUUOX/4IhVcfqJnfSsUixXAJ3PM1QW3mMaMHNOJsioy+LkNYalvaUpJoggzbs+QqjdZuzuSzmOm0kzvPAP6rsd+8C9Yyj1ARqLDnQPbSHAcwvhBddB+9WCdyu2dvzH/70uEa3dl7cpelJaTIebCAnpO96ZG1zaoPTzOvicO/D5S8noG3uA+UwbOIMioNlXNwzhx0J2Gs47xXcJ21h15gI29DUo58XGmWY2ve7hZHoC/wyNPT25lmNKqmgmhD7zwi9HCyaEcxPricS+V8o6OZPlf4dKDMBS0jHF0rILGs7tc8X5AvPAjp2NJU3sVrl56iFHV+tgYKkJSIGfO3Hvxt1YMV87eQN2xJRW04/Dz8OT+0xhktUuhr5iJlpE2kXfvI7FugJP5691W0pIe4X4pmDKOjpjpKkN2eo59nndCSFM3wUozlQRVK6rYGBJ9+4V9oIqlnSN25XR5cv0UXiHxqJjYUVUrBa87/sSjgI6lIzXtjFCQeVHfS3+VhJUPr0oE1/ZdIkT6t7qVM43shCWcGYT5eXDjfgJ2jRthrvBxf2If+XH51n3SkUFdQwNlrTI4mmdx4ZQ38QqqmOioEJGqQ4N6NkiiQvH09CQiMQ1NExNIysbmDb3fb3/ueAlyCTlgPv+uYullVeZM7IOWbEguPRO4dugGchVr4ShNEs7R+7gXz6Q+G1ZuipN5BlfWLmBRSB02Tm8ubmf5GVAnArxUrNQwrpz1IEZiRq2mFdCMfcTxy7fI0rKjgZNFDgAlBd7G3fsBcS/Hk4oqXLvyEMMqTsh572D1iQjqONuRGn6P/SfCcJnbG8V7YRhWeTm+eKDu2IIK+vDq+yZRwKpqgxfjUQksJQ/gM3kW5Ivno2ycqtuhkB2N93kvFM1NiAt4RGRqFlo6eiBRws7RDh3ZTHyvnudhVBLqxsbIRMVgVKUeNlqxuJ/1INuqHk6lMrnr5UW8QVme/fM/rmXYUtHGiBiPv9n+oAErNg/EooTMwhc4wGdnEPbQC487ydg2roG5koQg36t4PlWkVh0H9JXlyYh/xl1PT/yjE8iSU6R0+QqoRAcQqmqLU6l4di1bQ6yuHaZGmjw6u5UHup3o1tSIdDU76ttoEe7vTWCyAQ52ZshlpuB79QL+UYmolatNZckjPB6EkCRsRWNcmTbVzUmNDsPL05PwBAWMjTVIRg0Hx/JoykvIzkzjoe9V7vhH5exeo1+2ElUqWCCsaYy8c5VLD56Sna2Kha0DduX0iLt7nRv3hfqVMK5cl+pm8oT7e+EXrUENh3Ioy8u87V8FJ+yUwzjveZ+k1EwUNI1xcHTEWPPTdtb7kmHv28zAJ+F75gzRGnY4OJZBRSIh6fF1TnqFkJWtRLladbDWSMbnghcKVpWx1U/k0rm7aJe1JuWpHyHRqcjIK1FO+P4aKb+xg0xq+F3Oe9wnu1R1GlcwJOfrmvSIMye9iZVTwVhHhWep2lSzzea2bwLWlV/o+/j6GbxCYlHS1kEhPh69qs0prxzDPS9PAqITyBT6XwUnHMtofdU0ukK4D/yXdDPxno8rkE36s9usWLcFnVbj6V1B9+O35LkiKfIm65afwMGlL/UsxOn3zxFQBPjPUet91yZycbUrMy8rMfTHpiSf2cWmh8Ys+98ILHWEp1SxvE+BkgfwBdkXQljeuwdedn3p4ajIiTUb8Kk2mX9+qY9iPu1DXZDW50fdBQ7w/9HIhEgPfh37KwqNetBEO4xNq/ej12su07tXztmVRCyfpsC3AfhPs0286q1tJANETUQFRAUKQAER4PNJ1OhovC7s5NT9FFQNKtOsWXXM9T9+LkI+tV5kqxEBPn9Dl+p/j+PnD3EvShuTqnXpVq/sV515y19vPr+2wg7wwubwkTfdOXrVnbAEI8o3bEhLB0MkJeQB6/Mj+u47RIDPLyULpp5XM/B6enrZixYtKphWxFpFBUq4Ai4uLtSpUyfn4AWxiAp8bQUiIyPZs2cPwg+yWEQF/qsC48aNY8GCBQgTE2IpvgqsX7+e1q1bY2hoWHydLMKebdiwgYsXL9pKtHV0s8e5uhZhV0TTRQUKrwLRz56xcPq0S8DGwmulaFkxVkDImWsD/FmMfRRd+3oKzHl+CPpU6VGnX69VsaWvrYALcEQ47/RrNyy290kK9BYOZJWYmplln755+5PuEC8SFRAV+DwFgh8/pnFle7esrKy+n3eneLWoQL4oYP58Kft0oL+wpD1fahQrKckK3AdsnkO8cG69WIqvAmuBBYAQb7EUPgXWAL+JAF/4AiNaVIwUEAG+GAWzaLoiAnzRjFthtVoE+MIamfy1SwT4/NUzv2sTAT6/FRXrExXIq4AI8GKf+MYKiAD/jQNQzJoXAb6YBfQ97ogAX7jjLAJ84Y6PaF1xUEAE+OIQxSLtgwjwRTp8hc54EeALXUgKxCAR4AtE1nyrVAT4fJNSrEhU4D0KiAAvdo1vrIAI8N84AMWseRHgi1lAxRn4IhlQEeCLZNhEo4uUAiLAF6lwFUdjRYAvjlH9dj6JAP/ttP+aLYsz8F9T7c9vSwT4z9dMvENU4PMUEAH+8/QSr853BUSAz3dJS3SFIsCXjPCLAF+44ywCfOGOj2hdcVBABPjiEMUi7YMI8EU6fIXOeBHgC11ICsQgEeALRNZ8q1QE+HyTUqxIVOA9CogAL3aNb6yACPDfOADFrHkR4ItZQN/jjgjwhTvOuQD+ykH+mX8Qg6Eu1DPSfNvsxIAPf/4ljj67woLB52mxYzz2X3L/l96TmYTP/j080a5Ckwa2KOStJyORGzv/IlDHiTbN7N/+PM/1SVGe7NtwFMc+P2Nj8BlG5fY/6TEHl59Av29nauprvFnJS3uz0/DYHkk7Qa8PXf8+E7LCOTxlMcoj59LgW5+OnB3P9Q0LcTvqg83AVQxr+h8N+hI9XuqUO96VApg/9gm9/xqKQD35UUSAzw8VxTr+gwIiwP8H8cRb31JABPiS0SlEgC/ccX4PwBuqEv00mOjIcCJj4smWUUBXS8LxFftQbNqJTh2X6Lv6AAAgAElEQVSqIwl9yAPfIFLRx66hPZoZiQQFhJAcE0JcuiFG5sqkvbpfCXOH2hgqROF7/TYxqRkoahtTziCWVaPeBvi06Ifc9HpEGqBTvjblTZQgNYYHvr5ERCcjr2SGba1yqCaE4OF1n9R00DSyoqytCYpEc/e0J89QxtjWFjMjLWTIIu6VvapY1qyKQsQjEhV1MTHSIiNPe5aaTzm8aD3+alXpMrg1BkRw97If8WhiWasShkryQCphvncIDI0mjUT8r9+mZm6AF/TwvUNwZDwSean/agkEXvbiaUoGqnqGqCfeYv28S1T5eRjNqhvzTLg+WQeHGmVRIoPogACSdMww1ZAl+rEfD3wusnudH9VfXR+CkpU5Wu+y7116hZ5lxspnjHHtgMZbn5cmwTeEdIUogh4noKpXhnK2FqikB+N15S7Jz4/8Ui9lS/myxsjL5NHTqSaGyq/1kH0ZH6HzRz/gstdjyBuPwMtsXSD0pxa0at7w3fenReHrG4FMahiZ6hboKqWSQRqPA8OQU9enXClNAh4EkJYth6m1LYRH5eihmRpCQEA8qSnhJCaDsUMjzLVf24eaIQZaKhhaWKAiB+mJAa/j3TaLdRMfUe8XB5Ric/W/XPF+w79P+IKLAP8JIomXFKQCIsAXpLolr24R4EtGzEWAL9xxfg/A68lxY+9ajt3MwMGxHBmB5/GXr0imtw8q9TvQsaM9t/9ZSWiGNUohnoTWHcSQqpn8s3QNIRqVcChblqz4S1x+df8lom164ZjmzY1IZUrpZhPxKBQjWxMur/WnzRsz8I85MW8LERYV0ScAr9vmfD+rFbI3znLeKxh1Ay1ib3qg1saFcn7uuKOAkSST4NBYqnXojs7D5Ww7b4qDRTaByVo0794MA55ydvsu4pWt0Ij2wEujGU5ytwjLmWHX5Fye9jpPtMNjwVoeqlal208dSDg+kwuPKmDME+6VacrYdg4kBl/nwJ6LqBuVISvcg+tPVfj+p5cz8BmEep/i7MVgNE11yYy4SbxmcxxK+XLxuiJlSkFY8BMUVGW5vuc+jiMG06qWCkfnL+fcE0X6LZqDo3Iox/48jGaLTtQ0luXGzrWc9w3hsVcyNV5d/+KNiZ77//LYV5HQt/QailPcXtaH1GVCF6t3fN4F5X/3cC5Ghso1rEh6GIJh0/oonzvBPW1rSitF4n9fjjqDu1BOIexNPbU70qd+GieleiTc80KtzVBa2YP7/O3ctTNHPzKUALlS9Oz8HZrKEmIenmfz/H3I129K6w4t0Y5+rafkaSBp1drRsnwYi8dvQLt+e6pWMifVax8no01wslTh6YNbRGKGbTk9MsJ9iMwsDyFhWA51wT5sN0vXBWBXtxJaEZe5pNiHIS1e25cVfhPfuFJ8/1M/SqtCesJ9DryMd2dZVo06inm3Rlim+nM6tjY/j2mITK54v/bv0163iABfuEfBEmCdCPAlIMhf0UUR4L+i2N+wKRHgv6H4n9D0BwB+5yb8lKvTqW1Vkjz+5O9/k5HNyMRmqAtVZLzYs+oudUb9gJnMOVaPDKDdHw24PH8Xmv0H0LSUAjfy3n9WnzZ9a6GpqoW6Yjq+hw8QGBvD9T0xtH8D4FOICY5HyUgfJe6ysdchqm0bhvzRnfjElKNNZydkEsNJlknHY/l2Elr2pW0FLRLiYpBRjuXQ0O2UXjIBJ+UIjizcSmar/jhzgp2HZGk3rhMG6dGERafx+Mx+HucAvBVJedvbPIi0Vyk0MvzVZwN28xdQTfM264ZdoMGGH5Cc/Be/5FI0bVmVzJDz7Nh8iVoDXgJ8NmmJcaRkKqCmrkxC8DH+XfeQJLlUzHr3oYmZJklxsWQl3GL56Cu0FPzPSVHaR7LeXaJtZ/Jj+QD+OR9K83Yt0FNKe5HSA9x5qderlKaq+E/clce+AWS9pZcij/e68bBiDzo4qOP3Tj1/w8t8KCO7luHRmf14J+lTq5IN6sYGqMqEcnzBIVT7dsYu8uibesZnE+NzmOuhpWjftR6pQQc4tl+Z5qMsONBjDaWWLKCBVjLRCWloamogKyOBN1KylLmfS8+0oIP8szme5v0s2TL6KI02TaeaUiKef67Dt3wnejgZEnB+H5ef6tCuY0Myww6za8k1YtGhylgX7J/uY+shFTpP7IhR6F5mTAmhnkspEl/F6woHd/tRe8ALgCdPCs2vo+/RdeNobBKuMGfUVTpuHYbcyZ1cfcu/pmh9wrdMBPhPEEm8pCAVEAG+INUteXWLAF8yYi4CfOGO84cA/nUOeKLnZv7eE5Pjit1QFxy5yOK+ywhSVUQGUNGpRv8ZPfBbLc2hF2bwc+WQ59x/TJN2wxvydOsY1hyNID1Fiwa9nAl8C+DTiQ0K5MDyCVy4m05ifFUmnHDNyfk+sOwPjro/RE7Nlu9/daWGsg/Lxy/mVlQyxg4t6e1iy+4JF2iW80CQgMeGjTyp3oO6HGP/NXO69K+FiuDEGznuNiTnbe/IhFwAn8aKJpO5ramMbI4CZvRYOhe1c9sJ1K5B62b2ZMeGcOqfTVi0eQ3wGWnJPDyygrXbLxKXCOaVG6Gjr0P979tjqydQI5A7B/4l0HbSx327hMYtVQiO16dJMyeUs6U5+e8E+Ap49Frwpn0rllBPPY9eU/oQeNyTKt3aYKWrCm/pOYyETVuI/e4HOjrqEulzhNMPs2jgXBvvdf3453omKYmW9HFzxSHi3zf1JBW/o+vZsOwwsQpySJDDrGYn+gzvjmn8UVyHruJpljK2nQbTv1td1OXzALy+HB47X+uZEenNsW0eVG1vy7axL1OsBIDfSFDV72lrr0nQ5SN4RunQpHltMiOPset/F3iGPtXGCwC/n7+PadNlYmt0n+5n1si7VOhTGk2tGjRwtiQ16iYntl/Hse+7Af5VDvyr+IxA/n3+5XSoDxcR4D+mkPh5ASsgAnwBC1zCqhcBvmQEXAT4wh3nLwP4qrL3ObzpDjUG98AsLZAbQSpUKpvKvpeLYN8F8IdTUOMxkoYj6FldJWeG/n4q3DuUQIeduRaxJl9gscvf1Fq6lJoKwiLXozTcOAnziEDS1Eww0VMl8tj/2BxQiab1rTCzMEOTRM7+vYlYq2pkbT+EysTJfKcbwb4lu1Bt15canOefffE0H9kTk6wQ7tyIICroKuHCDHy9WFbkbW/DOGQOvHyAUWXvsE2UmzmJKoqReDxIo4KDKSHnDuMZpU3zNnXI8D/I5r9v03iQFOCzk7l9cCPuzyrQrUd90m5t4q89sagppaLXqT+trDWIDnpMYsJ9tszwodWrGXjhAagNGavnc13DgVoN2uDsaILMyweOdwJ8HUJn7XvTvkqmxD1+U6917oqoW5rTo10LdFQgIs/nm0NssA7zJLBCd4a3NMP3xD7up6XxaNM5LH5dS2tD4Q3BLjT6D8ApNY+eXrFkpd/nnlQP2ci7BCbrU04/Fe8cvcxRDL/JKrcr1O3fgwrCA8QbM/AqBOTSM+3hTnbsk6Vdb1PcRuYDwI8NoM5gC6Jfxesouw4+pcmgTwX4Uajlsu+Vfxa60oc6EeAL9zhX4q0TAb7Ed4F8FUAE+HyVs9BWJgJ8oQ1NjmGfAfD/ZmKgHsLD5PJ0H92UJ3tX4ekHiqmRZNUfSh/nbPZ/COD/lcPWKh6PJ7FoyMqRGhOBrLYawafk6bI3F8AnBXJwwQoeaBmjriBLzNVLmI/fRKXwPZxw90NeSQNJrCyW7ZrCraPcCUtDCTlQNMapcysMo3bitvYpWoZKUMaBth3ro00kV3Zvx/cRyGTHo1S2GaZZPkQJAF9XnWN525vghn3Qdg6dS6T5xH4oea1k/+FU1JSSiLPpwOBuVZA8e8DZfft5Ep1NRmosUWkqdBzyEuDTCXE/yqGzXqCoCjKZpCRIqNHQhjvH7pGlnkW2RAvH7yrjt2Ij0VW78X230pyW6lfWZxmrjqvRe+IwrPXkXr8xUDEg4dgx4vNcX/re+jft61yRJ+dy6wVKZbVQ0LCgZYsGqMqkcf+Nz2Wx7N6Q9L27uJSkQGkNedLQxKltQ+L2b+WqrCY6cjIkPPRDo6Mrvatnvqln+U5811DC+c37iEpTgIR4TNoNoVnZFHavXEGEkhFKyZmv4qEvLALOs6tRyrM7/Cu9XyZJHsvu3airH8Dvr3Yp+g8z8GOf0GVZA+68tE9dsFGN5kOkAJ+dyr1j0ni76PKPa9SLXWhyvSGxymXfK/+qGAo976NFnIH/qETiBQWrgAjwBatvSatdBPiSEXER4At3nHMBvLcXcVEJyGlroiILKfFxpMsqo6aqSFZKLHGJEhTkUokTduYw00OSGEN0VBwZyKNlYoKqTPpH7pdFVSWDZ1FxZGZJkJOXR0FRjowkCRqldFHMJVRqTAiRcekgq4iyTDqy2qVRkyQQHRVFagbIymqga6oNCVFERSeQmS2Doqo22rpqyJLCs8dhJCOPmq4uGqqKSBBy0nPZa2yEbPJr/9Leaq8UKtnxxEQloWpkgBJJRIVEkYYc6gZGaCgJyTRZpMRGER2bRLa8CsoKMqhq6aLwIs+GrPRkYqIiSU7LQvLqc3WSQ8NJyMxCQVkDLV110qJCiU9TQddYjWSp/ooZccTGg7quFvJCjlJ2ljQeCkiSoknIc/277MtMza2XOho6CmRlyqKiqoyQgv7m54Ke6Zyfv5GoWm2pba4qtU8LSVI4Yc+SQUY+xzc5DQO0VWXf1FOIv1wmiVGRxCamIJFVRlvQTRZSo4OJjM+AN+KRI9Dr/iInOPn6fhlpfOUzk4kKTULNVOgfgt6xZChpoKYoQ3pyIqlSf8hMJD4qiUzkUNLVRDEjnrhEWTSE/pCRQGRYOpqmGqRJ7Yt/dJYLVzRpO7Yd+kLTZJOeLI23njJJUVlommrzZvvv9u9Tvt8iwH+KSuI1BaiACPAFKG4JrFoE+JIRdBHgC3ecxYOcCnd8vqZ1kZxfup24Bj1oZa/zNRv+Cm1lEnx9H25LN/EoHlR1q9FvwRTstb9C04AI8F9HZ7GV9yogArzYOfJTARHg81PNwluXCPCFNzaCZSLAF+74iNYVBwVEgC8OUSzSPogAX6TDV+iMFwG+0IWkQAwSAb5AZM23SkWAzzcpxYpEBd6jgAjwYtf4xgqIAP+NA1DMmhcBvpgF9D3uiABfuOMsAnzhjo9oXXFQQAT44hDFIu2DCPBFOnyFzngR4AtdSArEIBHgC0TWfKv0IwCfnU5SfDoKGiqftNvGl5mVRWp8HGkSeZSVVZCTlXxCNcLOL6lkSuRQyNl3XCyiAoVXARHgC29sSohlIsCXkEB/JTdFgP9KQn/jZkSA/8YB+EjzHwH43AcNFZQjKbdZO/hX4p1b075deywNcu9H855G3ziIyR6FgrJNrFdUIB8UEAH+i0QU9nMqL6wBBmKlNQgH39aV/v954MXpcmL5mAIiwH9MIdAAqgPCCv57gPfHbymxVxR3gBfGnoqAFeABBORsVfa6VABshaMYgUtASjHtCSLAF+7A5gH4iFv8s+8c8UlgYlsFg1RPNq9wp2zXAXzfw45HV24RF3Kbpyn2fNfXgcjjx7nqG4ScRhW+61sXnaRAThyPQkv+AjcfgIFDUxrXtoOk25z88wThGiaUUcrCtEU3ymsKykRwdfki3A5HUXtIP1o2dUI7+SZ73U4RzTvuRx37jt2oqH6f7ZNX8FCpCj2m9cEC/xf1Y4Jz39ZYq8kSdOc6d2/dIzRKn0aDGpF06SDnvUKAcjQb0QqTwh0Y0bpipIAI8J8dTGFzT+fnP4w/Pz83eQrgmbMPKfQGbKQ/pgJkbQbSPrv2kneDCPAfjrkAbE2AmkAiYP98X9upQFDJ6yqf5HFxB3iz55MDo6Rji3BsujAGvZxEMALGAU+lgL8NOJcH8D9JxCJwkQjwhTtIuQH+PO4rD/LMqQp2ihm4nz+Jrpkpl9bdod7iUdTWiWXfb4sIse5DZ2cL5FNucvDUA5zq1ifz1j6uKDalV90k/hixDPm2I+hcNpq9p5/SbEA3YneN4K7BMOrr+rF4yVlaLFlJE2NBmTRiPLax8NendFo2iIp68RwZt4bM7gOoqvaEs//cofyQpkSvW0Bq7Yk4cJHl59QYN6E2t9a5EaBZg/bd6/Dgz8Ev6tf0Y/UlJcaMb0rArsWcelKWdm0aoav9kHN/PqJc55pknV3DbuXeuHazK9yhEa0rNgqIAP/ZoRRGh26ANbBaOhsqbPo5HNgh/bHsDiyFnGd9sXxYARHgP6yPOtAPEN7qCDPvpYDwYjyz+l+/L8Ud4OsATsCfwOznb2X+eD4e+eYad/SBlYAwJqUX4zeBIsD/129Kwd6fG+DPcn7JJsKqdaRZRW1k5RVRSvZi4RDpUfZvnJypiO/hQzySsaZRM3tSw06wZ2UQDQfYsm1snusH23J3wgO+2zKYMjzjxKR58NP/pAAvPMfuZ9bYJy9OvpQ6m54US0q6sC/5KbRaKXHqt0R659wvLblTaJqm4NbrGk1z7n/I1l7LMJw3G+0LfxEonLTazJ608FPsXRVA9YGdMVGRRUld7cUBSWIRFfgKCogA/0UiKz+fDR0P7AV8pFD1A7Bc+kP60/N/WyfOkn6StiLAf1gmvecfz8h5PQuOzx8c/wImSOHskwQuYRcVd4DvAgjpesL48uvzt4HHn6funZSOO/OfQ71wAHdHaWpNn2I8BokAX7i/2HlSaBLus2/NLgJiEpFRM6NhS0v+nelByx3jsc8N8AbyeO/ZSaBaFVo0syc94hqHN9+iZpd3APz3xlxfnUnvxd3Q/yjAJ/DY3YdbXke59ySRJ3flaf2LHZfcFBiYc/87AL5GKH8Mu0/nHIAP5eCohSiNdX0D4BWyUvG/tI9jJ26TEhOPdqdx9KhrkvNOXiyiAgWtgAjwX6RwXoAXZuV/lB5eIeSjDgKEHxghL04sH1ZABPiPA7wAakJKlpAOIfz/HuCK2LHeqUBxB/g2z8cWU2A9MO/5Q92+5ylWF3IBfCbgKoV4JcAt52j24ldEgC/cMc0F8JePc8E9kLJO1TCWS+bs35uI1dHj9qYntM4L8EZqPLlymHOB8rTt2JS0W25sv2BE927arPsp74x9c2IWLUdryFzqqfqy6Gc37Gf/8e4Z+CRvlvd3w+6P32moGsA/87ej3MGJp6sP4DDrd6qpBnJi+0PsXJx4uvPlDLshRybOldbvyZyp7nRYMIjkQ7lm4P1Oci22LHVqmiN/YwXDdpVizty2OY/YYhEVKGgFRID/IoXzAryQ5iDMyB+Q/pC2BRYCcV9Ue8m6SQT4D8dbWMAqPByeALyAuc8XtB6SLlDMvXixZPWa93tb3AFeWMzcGtgEzJSuh3i5kLUvIIxFwpvAztL/3ygCvPjV+AYK5AJ4zxvc3L+U7Udvk56ugHHFFnQaWAUv16lckW3F8Gk1uDT/IAZDXahnpElmyiOOLV/D+VshyKtUpdPs/lTM9mHh4LdTbmxiDrB+5nGiy1egfEgQZWYsfTfAZyZx96+5rDgTgqKKFtpZ0eh2mkUbg7Nsnn+SSFllKvYYRdem5jw99zdb3O7x3YIJWETufVG/rAm1Jw6ltY0O3q8A357Mp35sWzwD30gVJMnmtPp9FHWMNBBWLolFVKCgFRAB/osUzgvwQtKbsAONAO3CzrFjpTnLxXHm64sE+8BNIsB/WFGhb1V7vihr0nNos5TOvAqzj0n5HYhiUl9xB3hhbk9YxCzMxAtrcARYF8YeARkuSxexChMI16Uz8Y+LSVzzuiHOwBfuwH6Ng5yySE1IIF34mY32YNU0H1q5jcjZg0ksogIlQQER4EtClAu1jyLAF+rwFDnjijvAF7mAFJDBIsAXkLD5VO3XAPhozi//nWvCmn60qN73R+paCG+gxCIqUDIUEAC+UaWKp7Ozs5eVDI9FLwuZAsLyIWFXjf7FdLu7QiZ3sTdHBPhiH+IcB0WAL9xxfgHwaurq2R179izcporWiQoUUQUS4uPZvXXr1ef7Bm8toi6IZhdtBYTDibpKc7zFnO6iHcvCYL2w84qw4FdMXysM0Sg4GxpLF+oOlqYPFVxLYs1fokAjYR2GxMDYOHv9rt1fUoF4j6iAqMBHFAh/GsrALp3csrKyhAVQYhEV+NoKCCk0i58D17Sv3bDYXrFU4ODzE0qFHHAR4ItleF85NV16mJ6w046w7kgshUsBYTyfLDE1M8s+ffN24TJNtEZUoJgoIObAF5NAFl03xBz4ohu7wmi5mEJTGKOS/zaJKTT5r2l+1vg1cuDz016xLlGBoqeACPBFL2bFzGIR4ItZQL+xOyLAf+MAfKXmRYD/SkJ/YTO5AP76KS7s2MGFW0EIpxQIRduhJS4d6qGm9LFjS7OI9PPAP0GNylVsUBQuTw3jwo4baLduQAVtlS+0T7xNVKDoKyACfNGPYRH3QAT4Ih7AQma+CPCFLCAFZI4I8AUkbD5VmwvgL+1ixdA1KLh0pI6xJhDB+WVH0Bo4gS5VhZOmP1QyeHBsOxcj9OnUrRlqwkHDWalEPYlG3kgfDQVxx/V8CphYTRFUQAT4LwqakHcpLJY7DdyT1lAeWCHNxxwC3P2imkveTSLAfzzmZaV7elcEtgi7O4g79rxXtOIO8MLYMwzoBcwGhAWCuRd/DwUGPl/g6fP8ILkxQNTHu1eRvEIE+MIdtrwAv5Uyc0bTykwHsuM4N38oZ63nMrVjaTKf3Wb1mHFsPnULWS0DRi51I/z4XwR57sIj2oUxM8wJi9CnfTszNnTrRIjzKAx8g7AbpMfO2c/QV1nHafd0nOdcZlHfskgyH/PPiFEs2X8VKrWhlaMFXSZOoFzODpPZZD6+wrSx4zji/ggt/X4svvwj90duIdToIuvW38amwSCmLh6DRdgW+jSdxkNJFhV7/crCqb3RVU7k+uY5zJ60meCscow5c4xuZUPZLW1P0UCobwb2CpB6bBY1f1iHbJYZneYtZHSvWihLxPUahbvfFi3rRID/7HjJAy7SA1OE7bE8AOE13pTnB6qclP6YNn2+M8Is8bCdT9JWBPgPy6QIdANCgYvASumBYQKgieVtBYo7wFeWTh4IJ7G6AgKwh0jHHXtggHRBuLAtq/Dv/xTTBb0iwBfub39egP+DhMb1qKKvBsnBXDnmT+URv9Cmogr+547gG1uaxi0dSfBay9rFj0nhDmo9/2B8c8OcGfjDN0JQTfcmo94SfqwayYqhWykzSI+/+u6n/e7ddFE5Qbuh9/nt2HjkT/3FzpvZDPixJ+nnFzBzlyyjFr4E+GQ8/9rEzdQKdOlbhyeHfuWyRgPUts1lbVJntqxtj9ey3/AxtMHY/RFlpv1MLdWHbBi6BSPXn3BOv8S6Py7TcvocbEO3M+mYAd9XCmT/9WyGDO/L04Nj+SesKz//pMky+5VUu7qMms882XQ2iE5tm6OrplC4wyZaV6QUEAH+s8MlvPKrB1QBdkhnugyAQcCf0h/SftJTEnNOmBDLBxUQAf7DHUQ4eXP4c2gLeP7QmAA8fL492y2xT5XYGfjvnm/5awVsBOYAf0lPXRVm4UdIt1R8AMQC7kLCcDHtKyLAF+7A5gX4BQTZ2mKjrZpjtmHlRjSsYYOikBLz/DE0/MZO/tp/nWeRwaTFWSBMW9TImbHX4MGxdazctptk5R+Yt6IrmvF+rwB+z5Boxt+cQfmIUwyvdwiX2zPJ3LaVJ2pOtGtXibSwa+xafhrn8S8BPoMI7xPs2HSSaDkZVLQq0uGnxniOn8yjtrMZ3cKYoPN/ccRfhW7dOxK4ZyIHvBJ5eDqNDjt/xSnkL9YeLMOQ2W3QzrFceCBYyOpNtzGqXIashMfEJ9dl9MpuRK5Zyk6/ZNTU1ajYogvN60pz+At34ETripACIsB/UbCUgfHAXinAlwJ+kB5rLvyQ/gSsez4bFvRFtZesm0SA/3C8hQfGhcCj54D27Pke50I6zYLn/e1Jyeomn+xtcZ+B75Jz6uSL8eVX4HiuN3/zheWBgLBtXxlpeo3w1qY4nq8gAvwnfyW+yYUfSKF5w55U/A6v4fB1Beq1dCLl1t8cPCGLME/9GuC3cOKxMpUSTnLSaiZT68W8H+DvzELmr208lKtM+27VSH8L4IUXUilEBgUREZtE5Nn1HFNpjM310yT3/Jkf6ugTcHIbZ0KekbLrOJn9ZtPIMJCdc89RZdlknIK2sGKnEUMXd0U4gvAFwP/JpSANnFtURAEZlDUNMCltiGLGM/z9gkiJ8MPtWCg9x/9AJb0XDzBiERXIDwVEgP8iFfMCvABZwoEiwmtt4cdS2FN/Vc5iHbF8TAER4D8O8OOkM67CuoqfpTOuL9O1PqZvSfu8uAO8cICRba4ZeGHM8ZSOOwLACyl9QtpMc+nDnnDCdnHcE18E+ML9zf5EgM9I4MLqFdxUrU6XjlVJuLaSpct8yc4qTeOlL2fgXy5ircC+/pMo9fN4bs3bgfkgPd6agff9DfMbf7PqaBAuffqTdnIq00+WYdYy6Qx8SjT71ywm2LwN3zewJuLATFZFVcPBdzt/pLXj1LxG/LtpPUmlzfCed4f252ZQNfEBf45bguzg+fQpH8CmBZtw+HE+FTN2MqF/BL2XW3DiZXtnZrMysj2zvwul8/RHLFk3CONQD+auuUanCUOoZqBWuMMmWlekFBAB/ovClRfghb9/kYKVUGE1YF7O07lYPqaACPAfVkjoW8KaC39AODFZWFshzL6KOfDv1q24A7ywkFnIc9/zPE1mNCAsmH+5UNVJeojV3Oez8MJMvfDGRljkKgL8x0Yh8fP8ViAXwF89xuFVZ9Dv1ZZq+jkrSd8oKcGebFq5Es+HcShZO1NNP4yYUFtqjhSuV+Gp13l8YzWpXceR1HsH+PdIXM79Vs01uLIykQ5/dMc01oc1k27QYHk/rHnG5VUr2XH2Jhn21bGLk6fF9BGYC0MpEHPvLJtWrcT3KWjot2fEH/VwH7KAu12GFY4AACAASURBVEYKPPZ7inmNDrgM7oiC++9MWX0VNIyxNgKDZpPoWVsT/3N/s2nlIcKwwOWPedTSf92erE4NBswdg60m3Nv+E4v2CZN4xjQZMoS29awRVtCJRVQgvxQQAf6LlBRe8HWQ5pgGSmuweD4LJpwOKKwynyHNWf6iykvYTSLAfzzgpaX5zULus7CI9VgxTYv4uBIfv6K4A7ww9giL54XTZoW+ILyJqQkIG2Rfli54FuD9kvRzYd1EcSziDHzhjuq3Osgpi8i7Fzi06zAhCZCdkIZ54x9o3842Z6uJd5cQdg9ZwLOcFBqjwi2raJ2oQC4FRIAXu8M3VkAE+G8cgGLWfHEH+GIWri92RwT4L5buq9z4rQA+m9S4CIKDnpKcAbLympSyNn+xf/x7SzoxQWFkahuiqybOkX+V7iE2ki8KCADfqFLFqOzsbGGRnFhEBb62AsKM4o3nizSFnXuK42K7r61nSW9PBPiS0QNEgC/ccX4B8BIZmWxVVXHhZuGOlWhdUVUgKzubpIQEN+nCy6Lqhmh30VVAmIEXFmemFF0XRMsLkQLCIrHimjZSiGT+5qYICc3CFpnFMb//m4ubDwYIB45VlpiamWWfvinsiiQWUQFRgfxWQEyhyW9Fxfo+UwExheYzBRMv/6AC4gx8yegg4gx84Y7zt0qhKdyqiNaJCuSnAiLA56eaYl1foIAI8F8gmnjLexUQAb5kdA4R4At3nEWAL9zxEa0rDgqIAF8colikfRABvkiHr9AZLwJ8oQtJgRgkAnyByJpvlebdB34Y60/eJksi7NIGpdtPYcOvg9BTz7O6NCOeC2vWcF+vPj26Vss5kfXzSjr3jyxj6phfkfTby7bxtT5++8uTXYWTX03kP6/9jHjOLlvGXYNGuPSoiZA4VKAlP9rL7a+ZToGa+9mV/+f4f3aLRfoGEeC/OHzC4suMXDmYwjZuLzeqShJzMz9ZVxHgPy6V7PNTN4WfBqGPZUrPFxAX/L5bt5IA8ALWCOOPsG4kPY8MQm64AEVC/xDOoRD6S3EsIsAX7qh+4kFO2RlEBd7G7+5T0oTzg6s3QTMukEQFPUrpJODtHQVpcaiXtcdSOZyzV4XzMFQpbW+PpalWzoiYu6QnPGD7hHnc0nRiwHgXLJQjuXX2JjHoYFvfESNleUiJwe/WTZ5GJqKgbI6F6RNWD/0T1d6D+bGXE5mCPUFQoWYFtBRlSYwIITpNASMTfbKi7+Nx9WHON8vQvj52hhkfAfhMYoPv43czkCQ0sKlfG2P5BB7dvElgWCwyispYVauPkWIkt26FI5MSTLq6HTb2pi8eXjLTCb3viW+gcKaDMRXrqHIkx78GDBtfh6h7ca/1Mc3C78hVwt7QJ3f7xjg2r4jkwWl+f+lv7zo55zpDPP5ng5GYPiPwQQqG5e2xNtcnKzYAP78IkpOgTC1HdAl/W09SCL15k/vBUUiUDLGr7YiOglDfNR4lZ6Jj+tqflOD/s3cWcFldbxz/opQoICpg4uzuWtj539TN1hmosxE7Zs/OqagItjNAN3vGprNrdmFig6KAiAiI9P89cHGISAnyxrmfzz5T35O/59x7v/c5zznnKv+6PYM4exjyXv+qNCtH5CPF/gVyEhny9P36jPXw83qKv68Xz18EEJ1V0e/D4wXU+/ZIp9ZJgE+1kMKDII6zHw0sVe0Hf1V1uI4ArKbKXt3i98XAfi1+eaZatCQySIBPXs16Khj7WYEysSBsqlyo+VHRtB3gxanP4tA4cVjcQeDXeAfGieeQ2JBA7GXtrTqTYopqz3ihhzZ+7EmAT/65kZkpUgbwIS8vsHXmVvzz5id7yEXcfb6nejF3/IVHu7Y7vVuvo0InW+q3qEjwiq0cL2qFtY8PHrkrMKpvG3KZvL/tY+irK6zoO5lr2avRZ/pwDI4NZNvZkljzjAe1urGwcxWenviLbQevYZTHDP+rVzH8phpPVuwhy7e9GTGuCe6O45m9zpM+m1bRpqQJF3e6cDdLRVp9b8n+YQtxz1ucXNzjmnstRqz8nodJeOBDA++y12kpnhFFyeF3GbdS/RlY+RkHdl5D3zonUS+uEmkzkO6tXzG27Swsv21DrRr1qdO4DGLvnpAXF/ljxnZeFbUm8uIFfJq3psCWdVzLXo/hI3Mww/Z3RZ8mWD2Zg4NLLkoXCnunjxmv2LdiErf8imLg6UZAl4kMtLzG7AGrY/s7qQ35YobJDeZXGMmthuWpZGWM5/PcdJrSl0J3HBk3/QrlG7Xlu97NCdrTP0bPIjmCuZmvPpPsGxHhvp/tG/8lKmceIjxvEt1kJK3yHmKJkwfFS5vz9GUU3/a3o5aNH7t6L+FWpS/Ifu9ujD1mNs36Xv8COoykofvedzMat1x7vF9f/y+5smYWW868pkKl4oQ9OEFI3TkMbVs8xqWha5cE+FRbXEw5/QiII80FSF0BzFRfsCOAncrLUhzytEB1UmJAqkvXvQwS4JO2ufCmioN5xP83J+Jx1b0Rk3SPtR3gxaFNwlkgQF2cyjsduKc8dwoCc1QfdyMB4eXS5ksCvHpbNyHAj+LP+y8xMcwKhaozaMxYGpSzJDLMH9+noVjY5MUo8hC/VNpHgX55QAH4gd9eYNCFRVTOJgBzBiX/caV5ztc8eRlCXitLDPUT+ODfCzExwvHLyVT6YysNLM4x5X8H6XRqFGGuKzjrX45u/RvDi/v4v33NnxO2U1gJoTnmuIh/zl7g1f+msKhdPvZsXEaOr+xpWNGQZ9d9MCtdlBxcYVblTTS6MoGQJADe78JKnNZG0sOhP4VCvbjta0B+8yjehmcjj5UZAfe3sGF+GB2n5mNa3Y20Pr+GRmIjLeV65bGN1RM9aOM8jAIhD3gYbMzz7etiAbe2O//p84AVde0xdN6JbTFPNozaQZGfe1OJf1n9y1m+nTeRYtG7mNT6EQP2fsdeO5fY/r4LoRH6fs+rqef4pUUU+6cvxL/1EJoFubLwt2wMcO5PIYMrLPxmDXX+XkB1/ctMquvI1zudMNvjyFXjr+jerS76AZ48Dw3HbYED9xqPYHCj3Jxav46nZl/Tum0ws8uuodmpNVTTf869ACPyRh3+eP86G+GcsL4djmTbOp/zxnWx69OAoOO/smhXYYY6dMBSvW+IDGmdBPhUyyq+88Q3q9i3XBxTLo60zw/0UXm+likvUjtAvGCeprp03csgAT5pm4uQiOGqvfJbKiE0mwAHLfWqpsfo13aAbyUm71VRxKuBWcBe4JgyHmors4JiG83byiyhX3qIqoZlSIBXQ6PEa1LKPPDR0RE8PeXKlJ9Hce5+BDksetA9HsDbN7/PKLfJlBIlP9lEpxpDuRVtQeOfF/KL/f8wM4iNqX93vQfw4YzP+T3/ZDOIOR8dKjLl/D+0yunOyqFDWLH3EsZWTZi+ZSw3pm2OB/CO3NHLwsV/TRiyoAbnlp+kzqiRFMsRSeDT+zjZ18H13yjC3n7PuhcOSQK873kn1h4phd3oRsRxeVREGLc2D8N+8lb8Ao2o3mYWs2IAfi+2t+ZTM0F/TiwfzaTp23kZVZqxx3aS9+9luCsA/58+AsBb89uLACWsqAj9tu+ic4FDDKkymMuGWWM0MM/XnDnbRnN5UmIAP5Ev9m6nrU00tzfascN8LL0tduDokgc75y5YP3Gh77d3GRFjDx+2drZHb/pq8pxej69lI1o1Kx3jZgJxsu1A5uw4zdsY4fPw3YRFTOjXmJDzc+nZZj4e0YXovmkXw+qYcfJj/at7j8GJ1ffnf2sOAk8u+q996n1DZEjrJMCnSVYBVaMUj7sAeOH56q28PMV09SAF4J+kqXTdyiQBPnl7i/EmIiLFjI49cAq4lHw2nUyh7QDfDrBQAH42cAA4FO+DTvihXgMi7EoEhu7Q0vU4EuDV+/ZOGcC/vLMWh0l36eQ8k7JBG+jV9BRVfiqMYcFYD/M7QA18ypm7YVSuWgRjr7OMmXeYNmPsqWmdIPj5PYDPwcqGi6i2xZGvDX1j81cqyCuPh4TlyE8hyxx4bR3BrGvFKPzwGWXfeeAFIFaj4Pk1HM9lg5V1e+z61sA45ACjK8+lyT8HaZLtMPZ1/6D9uXmw+uOLWF9e/g3n1YF0/XUQhaOfcu3cC/webOP086oMGtGK0HMLcVhvht2UIsxq+CHAv312i/shVpQumpusJydTx9GKoV8G4PcBwHuwtukvmK91ok3uUG4/8CNvscJkeXES17mXaTJjEMXCHvKvhwnVigWyKlEP/BBY/gcjqoay/dflRLcaSN1XrvEA+QZL3ul5kZ+brKbpzkXk2LuUC1lq0NO2AfoBD3nkFYT7pu28+KEHParl53mc3lmfcUbUX7kAhjdcaPDLC1Ytacrbj/Wvc3z7KfXtWIj+7xLg4+59CfBpegomBHixDGQIsFV5kYqQh0XAqzSVrluZJMAnbW8R1yw+EANVayzEQqahyqzPEemFT1Q4bQf4r4G6wG9K+IyIgRcHoQnHQW7ASvG+N1HW6iyXAK9bD1Q16W3KAD7o/lFWzHEhwNqa7Dn08dq9h2xV21LkywQA/+Im8yZP57VFUUyDwnlTqDq9OhbizO+B1B/e5L/wiQS7tNzfac/6HYbkNgnEs3QXZg38EvfdK9l2/BamOXKBTxSFbX8g6671nI6sxYg5rXmghMS0Kbyfrj2O0W/XblqXNYHXN1k5cAb3vyhCrmxZefrnn1RYepwSJxy5Y2KDWYAZ34xqSaF4FggPfsT+5Yu56mmCQbQ/WWzaU6+MB/v+voCBmRlkCeW1d1a6DWmKc5sPAd7/yg5+XbaDbJY2GD4NgtbdqBN0hG1/v6XrCEscuzx7N0Px7PQkZs9/RQEb8LWojv2wThQwCOSflb/w720TcoQ85VWj8Uxsb8HfE6ZzTPR3vq3SXuHB78flxnWpSNC7/CZXnd/zcN94p6cegV+24ufu3xDx6BjbV/yFT7QhhIRQqH4v6pW6iPP0s5jbZCcw3JQGfeyon/02Eyf8imGhsmR7ERKTv2+lFyyL378fOlHx4RE8lF19/rOfUl+XylyMF7IU44FfE0XlJmUp/W0dyuSM20hETW6DDG6GBPg0CZwQ4MXEUVslNlUU+I8C82KXGnklrYAE+KT1EWNLhM80VBYrPlRCt8QiRXl9qIC2A7wI1xMx7gLWnwMzVDAv7iExVy1maCaonAn+yp93Kx97chGrvFM+twLxAP7KRXwe+2FY0Jqchu9vGxkdGc4LT3eevwwFEwtyZX1NpIEV2UzNyG36Fg/3UPKWzx+zB1ew13UePBd71RiRp/AXWJu+ZdfoJZR1UEJsRBejIwn08eGtvhm5c2cnOsyPx9cfE4wRViVLYp3DgPBgP548fkzQW9A3zEuR8tZEPH+Mx3M9CleyISouv+lbHt8JwLJMUXIozQ5+dosHz0LAKAc59d9gkL8C2d/4xOwHdW6mM5aLpr4fAkMUb/y8ePLYh1CyUbB8GcyjAvB8/JjXwRFkyW5BzmxZsMhjge/9APJUKBSzeDXuEuE23g+v80L4b7CgaNUv0A/wwfNxALmLmhPwKPKdPsLJ43npLq/QJ2eBwhSwMieL3of1WxhGEhTX38pFlPoEwE8kz8oZVDUMf5c/Ktgbbz99rArnRiwXjnynZw4Kli+KRYw9w/F//Agvv0D0DHJiE6NXCM+v38U3LJJsOfNRqHBejLKC/8NLPBGPJ2Lzm2eJer9/VeLp/579lPoM9N6zb1SQN94+sZyVPZHx9blH/eeuTwJ8mhQXC2fETg/Cwy62jBSX+PIrqfzZPd6/p6kCHcokAT55Y4voySLKVpKPAN/ks+hsCm0HePHsKaDEwT9WhVS9UK2JEDOAAuDFm7FozBZtsbM14ndtdSLIEBr1vsU/x0FOnuzc5EmrH8WsVGZfL9i56SatfhSzY5p43WJxjanYbN9Eq/hTCJrYFR1qswLwG6OiovrpULdlV9VHARtli8SfZEiI+hhFg1ui7QCvwaZJ16ZLgE9XOdO9sFiAz21pFT3byTndS5cFSgWkAuDn68MYuwFisaVYjCkvqcDnVkCEI4nDZhZ+7oplfVqpwCrVLgh9tTTuWysNlsZODVbCFL3SmF9my1gFxEYOQ/XMc+aM7jdcbLEsL6mAVCC9FQh49YrlC+aLPYV7pHfZsjypQAoUECE0W5T/UpBcJpEKJKmAOGBtnpzN0fpRItYcie0zRQiRvNRPgTZAd70CNjbRR9zE4XPykgpIBdJbARkDn96KyvJSqYCMgU+lYDJ5kgrIEBrdGCAyhEa97fw5YuDVWwHZOqlARisgAT6jFZblJ6OABHg5RNJTAQnw6amm+pYlAV59bSNaJgFeve0jW6cNCkiA1wYranQfJMBrtPnUrvES4NXOJBnSIAnwGSJruhUaD+AvHOXMzh38q1+TYW0rx9Tge2UHW/dF0mJcu9h9yIPvs2v5baoOb/7ePuoJmxP86BT/XsnOl60qvzvZNOVNfsX5jWsxaTKMcuIwY3lJBTRcAQnwaTKg2BFVbBclYvvEXsziygeInVTEdm5rYo4TlldKFJAAn7RKYgfkVqoTNSspyUKA35XDe1Kir66l0XaAF8+epkBt5ZTV8/Hi/aurNiMQscdxx8uLGPH9WroeQAK8et/ZCQ9ymsbfhjVZvXoIlrzg70VTWTUzlNHey2P3TQ9/zaOb/uSpVDhJMPcVB/e45MHOuQupZ3APVrX7llxTbtCmnHqrJ1snFUiJAhLgU6LSe2nEPsziYJ2xwADgsnLMvVh1H6y8LMW+3Y4Qc7yDvJJWQAJ80vqIk1jFHvB5lP+LHVZsAU85sBJVQNsBXpw1IZ47V4BGwPB4CzktlX3gzVV7wPdUHAkHJcDLOyUTFPjwJNYnxhepOmEf7Sxus32TC9unBjD46eJYgPc9jH3dvXQ4NQT3ReMp3smRomcH0vupHQfG/7fPeyzA56bfJGtmNxvAkeevKFS7PdMWL6ValAs9+j0kj+Fi9p+OovGCiyzompdLLlOZOGwlnhV+4PucZ6g27T+Af++DwGMDvZvfZ+Rf/2Pd4MHsOfUQi3x2LLs4mTJcY361jqzzekuNdtOY4diVfFniPpQzQV5ZpVQAkACf6mEgJvyEl0sc5LRJ2X5TnIooXqoblZdlN9VBK2LvW79Ul657GSTAp8zm4mUhdlfZBxzRUihLmRJJp9J2gK+nOom3our01d+UU1jFtpluCcaD8M6LGRuRRjgVtPGSHnj1tuqHAF+4dTiXs47GrvANzt09ye/jXzDAff57AG97axbme7Zy+OYNHh3MxU8HRlAqXkdjgVuPSmUNMWnYkf+VNuDU8uXcyVmbzrXd6dVwNd9v3UXH7P/QctB9Zm5ozun5q6g2cBbVAzbyg60D3TckBfA3aDy2KGFh5Wjf/Rs8dk3llHknKt10YJNJb+Z0LMzWFQ7oV+5J6/pFEe48eUkFMksBCfBpUl7sXT4K2KkAfEGgN7BUeZEKb7x4sUovafLySoBPXiORoorYlk2Z+RFhNPJKXAFtB/j2ysmr4vkyG/gHOBQP4MWJ0GJL4FvKNotRWjpQJMCrt2ETAfifa3BrWxj1GuTgre8DXCbc56dbCQF+PlW8zjHLbixBHRyZ2SofJ7c4cFEcQF2+FbbWx96F0IQdcuCPky/wvuFNkVa96VnbHfvm9xnlNplSike/+e8VcHM2oHtMyM1rtvb7iiyDkwL4O9iu/wo315O8MTHCJGcZWvStw8WRY9gXYU2ZgkZ433iEVeM+2PWuh4kkePUehlreOgnwaTJwQoAX0XjiJNvVyotUwLx4gMXFx6epEh3JJAE+eUOLuGd7VVjEYyXuOTr5LDqbQtsB/lsllEqss5kJ/AGcjQfw4n7qo8wAigP6tPWSAK/elk0E4GfYob90JLfLNqFaYTM2DziFbSIAX9xtJ78vW8su6yHsG/cNz+5dxec1kLsoBZ+54OgCZYs+5WmuRjQoa8TlbXt4W7U9PyUC8C3+rIX7gnA6xgC8Nxu6NiT72KRDaEZd+Rnzhw/wfhmM36mNHLdoQomz53jzXT2qW5sB+uQqVJSCeXOSVUbRqPcw1PLWSYBPk4ETAnx2xTMat2BMvGRnAUFpKl23MkmAT97eOVVBogOVxav3kk+u0ym0HeCrAh1Use7rgalKDLyY6Yv7qPtGFWYlooqdVM+kUC0eCRLg1du4iQH8MCqfnMDQv4owe0o1Fjbf+wHAd7s2iTebN+KftzKRG5cQPdmF9kWyvluWHRNCs9yPLFmiqTxpIN/mNeDE8jmcydKIId/7MPSH9z3wcTH1Rds5UNtvMV/13cr4Hf8B/CuP7awcf4cWDsMx2duLLtNy0XJgTnKWbE+3RiXx2TmOhU9b0iP/Fpy82rG0Vxn+XLWUgIpd6d6kFPrqbQTZOi1XQAJ8mgwsAH4YsFuJPxWFiLhU8XfxSS4WuV5NU8m6l0kCfPI2L6DscLRMrPZKPrlOp9B2gBfPnsnAYGVWRoB8C0AsdhYhfd8rITZrtXydhAR49b7N4wH8ub/ZvfgwVj3bUNrnILuOmNPSNheuI87ReFXf2Bj3gCssHXGOb+Z9zePfD1Ou/WCKP9vAiL35+eXnRgi/d0yy6zti8ter84LF8//AP1Qf66LFKF2zEW1rRrNymhftl3ejoFJe41W9ML24i9VL1vEwd13q5bxDcdsVfFM4trzIN/4cWDaWLSeeUbhDJ0oejaD8sALsX7KIm15gZtWOkaI8HrOt3yT2+gRT5MsO9BrcgfziVpSXVCATFZAAn4niy6qFAhLg5ThITwW0HeDTUytNLksCvHpbTx7kpN72ka3TBgUEwDesWN4tOjp6j5Z7bLTBXNrYBxEeIkKQxLZ3MrZbGy38efskAf7z6p1ZtUmAzyzlU1ZvLMAbGhlFl6sce3iTvKQCUoH0VSAsNJQbV8SWwvKSCmSaAj6AjO3ONPm1qmIRIy7OZpAfg1pl1g86U0w5LE/uyKSedhb2qadXwMYm+oibOPBQXlIBqUB6KyBDaNJbUVleKhWQITSpFEwmT1IB6YHXjQEiPfDqbWcZQqPe9pGt0wYFJMBrgxU1ug8S4DXafGrXeAnwameSDGmQBPgMkTXdCpUAn25SyoKkAh9RQAK8HBqZrIAE+Ew2gJZVLwFeywz6ke5IgFdvO0uAV2/7yNZpgwIS4LXBihrdBwnwGm0+tWu8BHi1M0mGNEgCfIbImm6FJgD46Cgij0+lfJtFsTV80YY1uxfwVX7zdKsxTQVFBHLcyYk7RHPW2Ze+cQdLpamwDM7k6UK/lvcZcWUSJROrymMDvcVJtKd/5Ii9KzbThvCdTa4MbpQsPjMVkACfJvXFrikjlVMxrykliKPuxU4+Yh/45spCujQVrmOZJMAnb/BygACWGqrjCJcoYy8q+Ww6mULbAd5EOcBJ7AM/SBkXcWNBPHumAD+rnkHngfaqE6KfaekokACv3oaND/CXuLdpLuNdjJmyZxSlgSeH5jFy8WNGr3Okas5QfG7f5uHzl2QxLky5L4tiQhg+N+4QapIVz8feGFsVo7xVOBeue2Bgaknx0sUIf3Tv478Xs8bn1ivyfVUCs8hgntx+jnEBQ3weRWDAI3xfQZ7SX1HSWh9/T3fuXdrPguFn+c51Ji3LmhAUBHnz5iUq6AnP/E0oWDhXzEkLMVdMebd54vsaPcNsFKn0JVYCCV494PQVcVq2CflLl8Ymrznhz29y8bY3YEHxL8thZZyVwOcPuHfbkxBMKf5ldayME+u/qOgV7kcv8wJDLIuWpqhlGO5XQygs9Al7yZ2LN/ELDSebRT6Kly6E//5fGT7iCX12jqEEYFbMhjzv1WdN+fplY/V47A9hj/B4Hpe/NKZG6j2iZOs+VEACfKpHhXiBdgV6KKdjih0vcgBjgL+U3S++A2bLk1hTpK0E+KRlMgY6Aw+As8BowEXu2vNR0bQd4MUuOwLMxQFOAtZHqQ758lCeO18pBzlNVw6TewEc0tIdeSTAp+jxmmmJ4p/EupXF41woajecFmXiPMJvuL1rHa+qDqC83knWL91KePa86PkGYN6+Dz/WNmV317b8U6oDFbN4cOduAPnLlcU06jXej/2p2K4DEWtGc+Rjv9crwz+Tb/OT8KgH3sbJzoXC/fLgOvQkZduUxcL/HicMu7F8yjdcdpzKH8dvcffcG+pOmoxt3TfsPRtMh3atiTo/D9enLRjQpRyGMVpG8Oz8PrZvvUhUruxEvbyJQclh2PbKx9XRi9lraYbVCz+881dnVN8qnB7qxKXieTF58Jjn9Xsys7kF+5wduR+Yj2wvb3C/yjB+bhbE1g/6b83drZPYctQaq1wveZilFAPaRTLzxyeMchtB5OYN7Lj6Couckbx6HkzFdh3JedqJqY7e/DjPlhe7r1J2xjCaWUbx94pJXPPKT87gl/jWt2VUM2N+G7eYR9lN+MLcFC/v13zZfSzfVclDlkwbL7LitCggAT7Vqokz4cSpq02BrYDwwOdVbWnWF1illNYbEA+w56kuXfcySIBP2uYWwHAVuL8BxNF//wJ/aymUpcfo13aAF84BcYzkGmCm8gw6o4wH8XEn/ITigHfh9XPVYieCBPj0uFsyrox4AL9/DWPWXqFv/24UzS0cYPGvUG5s38TZVwXp2L0Rb2+vxWnJW7ovaM/5vj3wGrKJQVXDOTBtKuerDmB8SxvOr3fiXFBBTE9uIGD4R35/6M8F17cMcH8f4Lf2daf/aQdqvTnETy2PM/jsWAIcHbkDnFv+IjaEJuwhm53PUrVzS/x/G0xA+2U0/cJAaXQUQT7PeB1ugnV+CwLu/cGGBeF0cq7MxgozKXXQhW/N/Hnk84ZCBe4zu+J6/nd6FVV4wi1/Ywq83IXzmlC6L7Sj0FsPrj3TI+rGIS4l7P+kqqz4YTn1Dq2liXEgj568Inf0IYa1esQot3HkvveECKuC5DWN4Pz6DbgbnHuqjwAAIABJREFUVKZtbXfsY0JoOnFIfLDMGEadrJdxnXOTZnPsKBL+F8Ma/U237facGeeM8ZBR/FTJjINLl/Ag///o3qEa0gmfcXdERpQsAT5NqgqQEp4vcXS5APiCqklBAe1LlRepmNoWMO+ZptJ1K5ME+KTtnQdwUH0wngbcgA7AYkCAqrw+VEDbAV5438XhZ+L5Imb5/onnZZ8DWCneeeGNF7OD2vqxJwFeve/++B74bTjPO8yXdt2oktf0XbOjoyIh8g3HnRy5Y9kQ2861iPA+x7alR/lmVE+uDhgIM/+grU0gp+bN5V79gXSvYc5lV2dO+lhhduZPcsz9yO/Xvbn4RwR2994H+B0D/BnlNplSvoexr7sXW7fJhCQEeAI59etc7tWtyPMlofTe0JXc8cSOjo7ijutAeo/dxIvA7HzVaS6znbtg7bmRtpXsuUluvpvkxBT7ZoScnUnXlnPxiP6C/n/+RWfjHfx2tBQDRjWKmbcnIpBjSxPpf4/qOIy7zdjNdhSIqzsuxt1tMiWjojg3vTI9HDyIji5Kj6XODE0E4Gt6bMDRJQ92on14sK7TWIrPnMjVX2IBv3l+A46J/lvF6i/me+WlOQpIgE+TrRICvJgWtFNCG8QBMiLExlkVo+qXptJ1K5ME+OQB3l7xuIpQCeGNvwnsl174RIXTdoCvp1p7U0m1CvA3laddhMoIkL2ujAUB8AeV/5qovPPlVbG3YtFgpBY+UiTAq7dR48fAH+fwL3M5nb8Vg/t9hZjDfvP8LMuH/ozl+ANUvefKv/756dS9CW9vrcFpaRg9FrTjXJ9PAHh3f266+vHjNSe+CbrCAjsXSg8uyK4UATy8PueMg9M5wtvNYVoL8VGsXNFvOL9uFge8qjBoZBtCzzmwaL0ZdvO+47lHOOUqFMLI6yxj5h2mTf/vyBphTcVyeTG44UKDX16waJwpf64OwXbBQGyin3Pr6iuCvM5wLWH/J1VjxQ9LqXNgHU1N38TG8BscZUxbD0Zd+YnLA8bw5Id5jGxmxjFHB9xyNqRXgwcMapHQA38F17nXaTprIEXD9jK06UG6b7fj37ES4NX7/klZ6yTAp0ynBKkSAryYeBoQd4erFpmJSDInIDRNpetWJgnwSdtbjK22Km+r8I2IBVIidEvAizy5NnHdtB3giytrb8Skfy1lJlA8b8QC1vxAJ8UrLxbViyO2BdBr46m0EuDV+z3x/i40bx6e5g/HHdzKnTNmlPo9eYRBlU4M7dOILE9Ps37JZoKNLMniF4JV5z50+DoHu7t+AsD7WFHgxp8cyFWJCpYh3N73mmZTi7HzYwCf3RrfzdsJbzMC+4ENyPPmBvNbOlBp+0oax98oJyqUu39tYvPh65jktiA6KoAXnlmxHdqZXY5ziSxQGtPAEPxzV6Bn81w4zVmFRcmKZPMJ4Hn57xjZyYZTy5Zw2y8PRlE+vM3Vhk5dDdj3Qf+tub9jCr/vN8PC+g2Bb4vQunMUC7t6MeqiPd6Oy9gXEE4+YwNee94jquQPDOuShznN51BkmC3++9yUGPho9q+cxKVHuTF7E0hQs54Ma2zIb0qIjfTAq/ddlFzrJMAnp1Civ4t4ODFFLV6iItZUXNaqsIYuyotULDKU8e8pk1YCfPI6WSqLE8Wrb5/qz5e0FMqSVyL5FNoO8OLZU18VGvOlaleivQqkl1KcBreAuqqQmjrKLI0YKyHJS6aRKSTAq7fZEtkHPuAx5288iW22sSWlyxfD1FCs2Qjjxb27ePi8IotRQUpVK0w2wnlx+x4UKUMeo0heP/EkxDw/1qb6BPl48TrckKyv/cha9GO/Z8dC35vr9/0wyGGKKWbkKmyA770IConyw19x7+pLrKsVJsrLizcG2cn68j5ewVax9b86y4QZD/l5Xif+C/qJbXrkG38e3ruLf1A4WU0tyWWiR55CJYh+doHbT4XTLht5i5eggJUpL91P8VCsJcecItVKk8coC0E+j3l4z4u35KBItUrkMUqs/yJPAA9OX8cPA3IXLkHh3OHcvxES0379V57cdH9CWKQexjlyYJrLioL5zPF2u0yQUd4Yd49pkYLkeq8+S0p/XRLTyDd43fXBWPxuqEdATP9zYm1lKhexqvdN9UHrJMBrmMG0r7kS4LXPppnZI20H+MzUVp3qlgCvTtb4sC3/Afyhq2LtjuZcwXcOMNZuHiWmbmTQN8IxJy+pgHoqIAC+SZVK66Kion5SzxbKVmm5AmJHjV9UC357Sa+yllv683TPHSijpXHfn0dBzahFAOI8uZhbbY21XLW98q96RsbG0ZVr1FTbVsqGSQU0WYHQ0LdcOXdOhHuI6Vd5SQU+twJisq+IHH+fW3atrU+Eloj98rUx7ltrjZaGjonjgMSibrG9qrzUTwER1tVQr4CNTfQRtxvq1zzZIqmAFiggQ2i0wIia3QUZQqPZ9lO31ssQGnWzSMa0R4bQZIyu6VVqIjHw6VW0LEcqIBWIUUACvBwImayABPhMNoCWVS8BXssM+pHuSIBXbztLgFdv+8jWaYMCEuC1wYoa3QcJ8BptPrVrvAR4tTNJhjRIAnyGyJpuhcYD+Cvn8XJ356lfIFHvys9GgQoVKWhumG41pqWgiLfe3L3gzuuYzJaUqV06Zp96wv25e/kl1jWLxf49tdcH+cPxvXWX8FzZ8b3rwVulvKwGxnxRvgZ5sqe2gnjpxa4y7t4YFSlIbuO4E2M/obz0yPqp+iVsQ1LlJdb/j6QPD3jCU28D8hcx5PGn2Dc9NEqHMiTAp0lEse9yIUDsDxWslCDOVauo/FmczhqUppJ1L5ME+KRtrq86IKyEsk1pzJtFWS/wUveGSop6rO0AL549Ys2IOP1ZLNh9Fk+VvICIPRZ7wotLxIg/1NL1ABLgU3Q7ZFqi909idbKbhXsBG4qZizNUxGVBzS7dqGUTcx5pJl0e7Js2k8v+NphZwutrt4luP5LhbSpiEndS6635pGkJbsL8wdf5tc96SnexZPusS5RoXiHmJNZwvxtkKWGHbc9vyJXWb5mwF5zfcw3zRl9R8p2+mSRpXLXBD9m31p1K9s3+O0n2U5qUVHmBt3GK29feRhyqqToq4yP28z25KPZk2l+/5mJ6tu9T+vYJeSXAp1o88QKtrtpf+WdgmrIPs/jqFUfcf6OUJo69/12BrVRXoGMZJMAnbXBxkFML5VRNsR98baCb6nAnzdqa7fMNam0HeHGw+gjARHEeTFGdzhvrPwRxeFNL5TexH7w4DVqcSfGf3/Pz2SGja5IAn9EKf1r5CQFeOfkzDrCUwsNee3PyLxcKNR5OicgDLFgJvcY3xZxH/PHTOP70DqV84wH0G9YYC7ff6DrmD9VBdgX4bthw2jUuw/vM64ZT8585He/3N7d34rrZHW+vo9x/Ct/P3keHCkrlPlsY2OAovc4tpWp2CPX+nZ9bnqT7gckErZjIxHkHsfluKO27mvNo/1Gu3SvO8J3D0D+4jhULd/CMeozf+3PMnle81972lAk/zkKRv+U4ZqzpQSH3LbRwgmXtvFgpANK5S8zJMa8f/sMG58s0G9SYvRPO0HSdHWXeeLBr4UG8DfZy/JhyjkOF1jiM644Z/myd2ZN9yuPfssMcFrY3j0lv9b05x1xCMMOV027w9bC12DUWtfhxYuEC1h+8DGUa06hcPup0/JEC4hEirpj6FrDztDv6Oa2xHT+Fl2cP4n1jL1dftmTMmpY8UvIbWndgjOiPyOdzgIk9HWJcBGVaD2eIbWNyxBnk1SUWDTlD0zU9CD18gOsXjnLyojuRRtbYzlhLHfHaB14lap//2vuuvrjyhD4J+2PzmuvHIsle+So3zkSQr0oVyoT5s35tPP1janPDoXYXtvp8Qe+ZHfHdHUCLdf0wO3+Y65fPs+PwRUIxoVUvO7yPreH45afUGPIbQ5pmfaffe/3/tBskXXJLgE+1jOKG6Kh425cAV4GcwGBgi1KagHlxhPmrVJeuexkkwKfc5gLcxKyPq/w4/Kho2g7wXysfcesUB8JC1emrtxN42QXIN1J56kUa35QPL41KKQFevc2VMoAn5CXH9v0B5bpQ78V87B/+hGM3G+64DuBX38449SzBb0tnk7tRcx71PsQ3V2dR7vYBxmy6wdihAyiQK86jD+emlmd9kb0saficsb8eps0Ye4rcXYz9pJsMcHKmnu8C6q0ozo4NXckdI54Hi5rU4V6ztcwa2TDGIx4dHY2enh74HMK+3j66XfuFkKXD2OHTgMkTupDtrSfrHcZS8kdnil8YgO3DARyeVPvD9laozuFRl+l281dq6elxx7U/W7OPpW/unbEeYAXgfc878dvR0gzoAWPq7sVWePwVj7LN9KE0tzHj/oHNnPK1om2nZuQQE7LR0UTjy7Zu9jDzD9pZKB7ofnlY39WJeqtPMMD6AA0n+7Fx6xD0z7ngdMiHgQPtCds9mKF/F2G202iKx5xQFcJlV2dO+ZSj+8CmhJxZzNIV4h1zktD//caszjb4nHd9l//h2o7ssJzG7M6woOJECu/eRhuL2zgPdKXwjGE0T+gBd5tMiONQnNzKs2ShPWEHxjD7YXNmj4rV2/fkjA/ss2yQHr8r7X1XXxNv7BV9Cifsz5ZQCkc/5EnNqWweVpYdyx3ws8zHxRn36anoH3ev+JxwYKlrHgZMyc/0ekLvOeQ64MgYFx8cFkzE8OYCugw9xwAnJ1rnPUyflg+wXVWcQwnb07mcWtx+EuDTZAbx6ToS2AmIcBkxnd1bFUO3VHmRDlL92yrV3uaeaSpdtzJJgE+ZvW1UJxaOU8adDM/6uGbaDvDtFYfBamCWatbvH9XJq4fiAbxwgQkHgngJH9BS77uwvgT4lD03MitVQoD/mb+9gjEzUmK089dn/NxBlMmVhWsHduMZXgCOb8RwhBNNrLzYPmAq1yt9x/8q5ODuwWO8KVwSw/3HCG5vS3VrA3J/UZIv8luQNS5aLPwyM6psosn1udTEmz3D5+LTbhQto37/D5g9NtC7+X1GuU2OCTSLuUJfc3z9DFbsuAahptQdPoWOTctg/upwLDDGAKgjd6waYtu5Fm89/mBh/2NUHiY82G5s7veIny4PwX1wgvaa6HNm9Sv63Z5PzUg/9s9zIui7/tR9vZr+Pf8gawnrmNmDSKIo9M1PjOpuyZQm7wO8AOJGRl5s+2M/pX8YQDUbxWUe+YZbu5zZEtGMSR3KQ1wISb887BjgH9u/uBCSm9PQc3XlgWEVWrWvRrj3ebYtPcI3o+IAPlaGNz53ufPAG3+vM5zfERCzOWvNGCDPxmXXxfx53pD6rWoQ6fcvZ/7OTQ/nn8ifFV7cOcmDF36cWHCOsgtH8G2iAP+ffoFxISxxHzDx/x5jnxs0HmvBnYT1Tf2CmQ32YptYf2Y7c+1BARouGUbz/AYcE/YCzi1/Qd8EIVDvQmim5mNazAeBAHjxgWRJ247NwC++PieZUmYBufrV4uXjxPufWXdXXL0S4NNkAfHVPyoewIsj7vsA4vAKsf/0AEA8wLzSVLpuZZIAn7y9RdhWf+VwIjGu5B7nugvwPwAi1j0O4Peo9ts+Hm9MiGfRUAVwxceMtl4S4NXbsin0wBPF87M7OXDmDBc96zHt1+aYIQB+Jv+a56SQuYBWE0o1aEGDUsFsX7YXn0B/PI3KYTfsR4qYiRBDEU12lok1t9Lyxjxq4sf+cXPx+n4YLSKSAHiPY6x7WITu9YRzBAi4yq/dh1PB4RDNsn8M4Lcwp/M2zJpXRKw7NTYtxf96fsWFkQnaW86EbaPu0PvOfGr6XWXWsrO07dsFizur3vPAv/F1Y/OSpVRp24HVnRIC/E9Y7FzB4zJ9adukiBIuFMXLW0fZfsCbpj3bYCP6nxTA35hK1CYXPLPX4odWlQj7AOAjeO52jBOHzuL9FoIeX+Z5UGnM3wP4pWze8wDrCgXRJyvWpb6hSYtS3Fm9iVsRQQT5veDCvgDabZ3H9+kC8Hm4nLC+mmFMEh84ifUnwwH+a56cS9j/2mlfs5CON64E+DSJmRDgxTp1Ed6wSymtlTiFLl5sapoq0ZFMEuCTN7QYXyJEa6sSLpF8Dt1Noe0eeLGk7lslPGYqIP67Hw/gawANABHep8TPauVgkACv3mZNKcBD5IsrrB67iJdtpjDmWwHToVxyGsPWnLbMbFeME39ui1nl8c91cyZMbkMer7OMmRcbIlPTOiYOJGY9yIGB33Gu1RYmVH3GzKk7+XLoECo8XfdxD/yrPxncYh3tN25TYrLdcKgznkqb/6SBYeIAH+V7gw3zl1PVbg41Av5g6J78TB1bl3sJ25tdjz3D3eh5az4lrm7nt7PB2HbpQtTlJe8B/OunB/ht+r80m/I9Wxv+SqXDLjQKPsZkOxeKtzPgYWA7fh7YAHNl4iLyjR8Hf19BdPluNKleMHYGIimAvzWPvEdd2Hw5nN79uhN+bAa/bDdm5ALFAx8ZxMnlDlzSr03v3vUJPj2feQvvAXmot1B44HPiES9/1IUVuD77kj7Ngpn09QqanF5P06wihGcR2YZMoWd1q1hzxM0AJJjBSN4Df5eOS0pwWWnvu/oa+jMqxmOeSH/WPSJ7SEZ54B0pObU5nk9i9XvXno5V+C94K/PuRAnwadI+IcALD2ljYIxS2hxVnOpBeZx7irSVAJ+8THEzPOKlGH/XkeRz6l4KbQd4Eb0rQqnEYmbhMHBQFtWLZ9AJZcGz8NCLEL5ILTa/BHj1Nm5CgB+A855LMXtoxV3Nl7oxv7MA9kBOznMhrFsHGuZVdhGJvs78Sq1Y6RlAhRajmLV0FH4LK2Dr4Ikexenu6MSwLrUQ53i/u6KPM9yiJfv0/vv9PWBMJITG/9FGBlcZyPmYQioy48px2hYWVOzD1q51WXi5Bd375AYlhMaYEC65TGOc/VIeRVdk+tXjtBPpE7bXqQdXBtRloVt7xs8rha8SohFyZgadW8zBU8TZi7kFy0JM2O5Gm/J6PFnfhUZD9pC7alVqRMOJSxcIJgtKUsqO2suarh4Mqtifc3p6MXtNGVrkZ4DDCqK3HKBwYiE0MSEkXmy3G8D0TUcx+HECA/JEUzteCE3Q7f2MsbPj4OUXmNRoS/NCD3n+sDatfouLaY+XP18L5h/dSG0reLK+a0x79fIUp8YX0XzRbyfT2imzGWkGeBHi1Jcbce2Nq0/vyLsY+A/6Y3QLt4QhNJYVyP7XSJzcfmTt1V8oqQySoOcn+OXbIVj2aM+9ZSLEJrkQGmcaHZuHz2RFv3f9j4vdyty7UAJ8mvUXBkwYyiBeouLSxl0f0ixUMhklwKdM2cTGW8py6lYqbQd4YU0xFuLGg3gGxb1MEv5Zmy0vAV69rZuyg5yiI8PwdjuA678RdO/8LbnNlZAY9e6cBrUumhB/Lx7ee0RwOATdOcJVn1rY/twE5VNJg/oimqpt/fk0+SXAf5p+MvcnKyAB/pMllAXEU0AXAF4aXC5iVfcxEAvwZubm0T0H2n+0sVFhQVz6aysvrGvTsGZxDON8YOrePY1pXxQv75/lwO7DeL+Jjdn/tlc74tbDakw33jVU2/rzaRZ4HRDA2qWOV4Adn1aSzC0VSJMCYgvO+sqC4DQVIDNJBeIpMARYLBf6av2Y+D5mqzuQB5qpp6mFfbro5bGyip6/Siy4lpdUQCqQ3gq88PFhRO9eYruxueldtixPKpACBcS++rbAvBSklUmkAskpsF51qEoPGcaWnEwa//tw5bC8pxrfE+3swDCxsYNeARub6CNuN7Szi7JXUoFMVkCG0GSyAWT1MoRGjoH0VECG0KSnmupbloyBV1/biJalLAZevfsgWycVUG8FJMCrt310oHUS4HXAyJ+xixLgP6PYmViVBPhMFD8FVUuAT4FIMolU4JMUkAD/SfLJzJ+ugAT4T9dQlvCfAhLgdWM0SIBXbztLgFdv+8jWaYMCEuC1wYoa3QcJ8BptPrVrvAR4tTNJhjRIAnyGyJpuhUqATzcpZUFSgY8oIAFeDo1MVkACfCYbQMuqlwCvZQb9SHckwKu3nSXAq7d9ZOu0QQEJ8NpgRY3ugwR4jTaf2jVeArzamSRDGiQBPkNkTbdCJcCnm5SyIKmA9MDLMaCeCkiAV0+7aGqrJMBrquVS124J8KnT63OnlgD/uRWX9emeAtIDr3s2V7MeS4BXM4NoeHMkwGu4AVPYfAnwKRQqk5JJgM8k4WW1OqSABHgdMrZ6dlUCvHraRVNbJQFeUy2XunZLgE+dXp87tQT4z624rE/3FJAAr3s2V7MeS4BXM4NoeHMkwGu4AVPYfAnwKRQqk5LFA/iLx7n09w3M6teguFm2D9sT5pf072npwZtHHNhwn/L9GpE/I8pPS5tkHqlAOisgAT6dBZXFpVYBCfCpVUymT0oBCfC6MT4kwKu3neMB/OltONm5UHjGMJrb5Pqw2YG3k/49LR31PYx93b3Y3ppPzchgPG8+w7hEYSyNDdJSmswjFVBLBSTAp8ksRkA74DTwUCmhGDAD0APGAffTVLLuZZIAn7zNywEjVceT5wfGApeSz6KzKbQd4MWzpzvQBlgM/AVEx7P2eKAO8CewFgjR0pEgAT5jDGsGTAQqAC+Aocr/49cmxqAYf+eV91wZYARQELilGo+/APOA+XoFbGyij8QH+PwGHN/iyr+HtvHnoUtEmFjyXdu2nFniyGP9DqzzXYzB5hlMGOzMI9qw1mcFNYLusHzBZjzPrOGEdx9WHmvPkUGDWL73EgaWhRi75TKtyt5kUbW2rPQMoELzztTgPht3HCF7sZGsjkvv2ZA9B8eQnyBOL5jPg7r96VrdGnjGzkH2zPr9GMaFhrLy4gRKxu/us/OMH2TPruP3yR3zey9uDtqEf4EjzF9wkQrNRzB9yQiK+bvSodpgbgI1+i9h4bgfyWn8livv+lORaRcP07rQR+o7NZ3yrR2AYnRf7MigTjUwzhgjy1K1RAEJ8Kk2ZFbVQ6ubAumdFJgS04ITgJNKabWB6Vr88ky1aElkkACftJpibPUEbgPuwCxgkOrF+io9jaBFZWk7wAuw6gVsVj7m+gPPFYivB7QEZgJ2wG4VaF1LAPjaYmoJ8BljycLK+018/PkC4QnGj3j/dVb9u/hQFB+SAuIbAjYq6N8GvFG9CyOA5R8F+GOOY3DxqMLs6T15e3Aic09ZkdfLjwozhtEg23N+m+dAlf4OFHefQJ99jdg0oxhr7UbzqoMT41pa4n5gO9f8i9K8XS2CLy1j2aowCue/ik+tKYxoYMbRHZsJyGHA36Ou01N44GM8/A5cDrjHVzP30j3fbZydz9CwX1fKWmbD8/h61v0bygD73jzdbse24F5M6F+TWF99CJddN3IjvBxtbb/m4ZaxHM3Zgrw75uD4ogW/b+zIJYc5XC9YFot9NyiyYBYNTO+yaoAL+acNpnbUeVYvPETTiXMp93Q1A3bmY2ADH3Z+UF92FldYQc0Li6j+/CxOBx5g27ENlmbiY0leUoHEFZAAn+qRIb7YGwNlgd+VF6Sl6iUqXqTrlIddD2CZ8gBMdQU6lkECfMoMnlP4dVQvzOaKhywwZdl0LpW2A7x49pRWvOtixm+D4kSI88ILwBIeUTFDKCD/jgR4nbsHPqXDzYC2gGuMZzrWaRB/hke8/xopY2wHcAPoA5gDx4AnKofD42QA3pE7Vg2x7VyLwJOLcFwuPP1Qc8YwvuEfZnRwxeKHuuQ2esS/q/UYctiOf0e+H4Lz8sbf7Dlyg5c+9/B7mIcsOXPQcEw/6hUQz0nx6o0XQqOE6Jg3fcmphx0Z/T8/9rpF07lzKyyyhXLZdT6/bXtC8a9KEPnanWdPq2Dv3J9ChqKgcLzO7WPH9svo5THFxKwEjbtW59yIMTxoPouRLfLhccyVA49z0KFTK54dnM/R26+5scuPphumUuupCyv+tGHArB+IDR4SHwSJ1deax3MWcijckrw5TShepxl1qhXFMMun2FLm1XYFJMCnycLCKzoK2KkAvJg67A0sVR52wkO6SuUp80xT6bqVSQJ8yuxdQjU93RF4qXi6vFOWTedSaTvAtwcEpIjny2zgH1XIzKF4kCU8dq2A4qoPvr3AVQnwOncPfEqHqwAtVDN9YhwJghWe9AcJxpB4/w0D/lZ9KF4H6gNfKenDVKF+Iv59ShIe+KQA/ihOgy9Q3r4hFqp5bH0jS0qXNWLT0DiAz8H9I64cOBNEiaqlCbm9m5MXzDDOZkSdSQNpXFDkShzgC09swL0Jrhg1qUmufDVo1bwKhnoCqFdz+AZUblAaQ7JgalWEkmWLYKKv6BgRjMfNG3j4vMb//E6uFW5OkRP7edNlDL1rW/Lo8CYOP31FlqMXCWnShfLZPdnjeIXaK3/hyycbcd6WH7v57cjzDuA/Ul+EF5dP3iTo5QN2Xwmnx8ielM1l8inGlHm1XAEJ8GkycEKAj/PA/6Y86ETIg3jw+aSpdN3KJAE+dfYWU9f/Ake0FMxSp8aHqbUd4JuovKMiQleEOAgPvIsqbOZiImPhe6AQ4AxEfaqoaphfhtBkjFHEGi5BriIMRswkixAa4Y2PP4biA/xlZd2XmPkRaQcrXnkRXvprojHwxxw/DvCNsr9mvcMkSnd1oq6fA41WFuWPxVX5PW4RbH4Dji115HbuBnTv+iWBJ39l9vIAKnzxEM8qM5n4vQUnli3DPTqKM04+9HkXQiM+AIaSe30rRhz9ghlLllK/jIj3h+dnXFh29AUDBw4k/OB45j36lunD6pNd/Pj2JbtWLMGvbCdsG5fCe+sIZj2sQs0HW1gc2YkLi5uxc5kDvpZ5uTTdne43HPgyWITszCNr/5l0KXqHtXM3U2e0E5UjXBnQ+gE/OhbhcML6mj2nzbQXrN1kT36vs4yZd5g2Y+ypaW2aMWaWpWqFAhLg02TGhAAvvpLFwp84T5iY5p6mxAOmqQIdyiQBPmlji7EmYk3dgFPz2/VaAAAgAElEQVSAowrMVgPixSkv3QP4isqaiPWKl1OE7olQBxHmIGLg/xcvPvmtEuYnAV7eKSlVoDXE+L6FM0o8d0RIjHivfQzgxdqcrsriVbEGTKy9EA6GAf8B/Nl9bJu7n7z9O/GNpT6Xtm7BI2d1vmtWjuCrv7N1vyHFC1xhw0YDRv41Cv39a1g6bwvPKMEAl+U0MH38X/68ZoQ8PsvSuXM4d+cVxmUbUruoAfW7tufCkFHs9A6ieO1u2I1uzt25/XG924SJK5twXqm/rPduNuyIps3orhR859x+wdG5c1hz4CL6eeow1HkKFRVHvlDt5c39MfW5PQFz685MdPmOCwPmctM8hGsXHin1dcXo+C8M/PUE5CxE2fyQv/Uc+jawwD1hf6wTr+/m6s5M3iTWsxSixajRdGpWLmYORF5SgY8pIAE+TWNDTC92US3eOa56eN1TShAhDmIFufBgiJX7InZQXskrIAE+eY0qKYukRajWHGCX9L5/VDRt98CLZ08/1aJm4eGcC+xRdp0RHtCjKlUmK4sKDyu/v05+eGlkCumBzxiziVh2sVC+sjK7I8JhxKYMceNLeObFGBTj74zyniuvfDSKBbBi9xkRWirWgCm70LiJOHlturzYPmAuL2NCaPJqU8dkXzRMAQnwGmYw7WuuBHjts2lm9kjbAT4ztVWnuiXAq5M1PmyLNp/EGor3jQeE5y9KQQu5S4x6j0Ptbp0A+IYVyz+Njo4W243JSyrwuRUQISJi1wKxbiD+bgefux2yPu1QQAK8dtgxuV5IgE9Oocz9PRbg9fT0oo2M5G7mmWsLWbu2KhAdHUVoaOhGoK+29lH2S60VEPsHi/huMTUrL6nApyogYEHEfstLuxUQu3SLZ4b86FdPOwv7VIhdxKp1ITTqqbhsle4pIENodM/matZjGUKjZgbR8OZID7yGGzCFzZce+BQKlUnJtDmEJpMkldVKBRIoIAFeDolMVkACfCYbQMuqlwCvZQb9SHckwKu3nSXAq7d9ZOu0QQEJ8NpgRY3ugwR4jTaf2jVeArzamSRDGiQBPkNkTbdCJcCnm5SyIKnARxSQAC+HRiYrIAE+kw2gZdVLgNcyg0oPvEYaVAK8RppNNlqjFJAAr1Hm0sbGSoDXRqtmXp8kwGee9p+zZumB/5xqp74uCfCp10zmkAqkTgEJ8KnTS6ZOdwUkwKe7pDpdoAR43TC/BHj1trMEePW2j2ydNiggAV4brKjRfZAAr9HmU7vGS4BXO5NkSIMkwGeIrOlWqAT4dJNSFiQV+IgCEuDl0MhkBSTAZ7IBtKx6CfBaZtCPdEcCvHrbWQK8ettHtk4bFJAArw1W1Og+SIDXaPOpXeMlwKudSTKkQRLgM0TWdCtUAny6SSkLkgpID7wcA+qpgAR49bSLprZKArymWi517ZYAnzq9PndqCfCfW3FZn+4pID3wumdzNeuxBHg1M4iGN0cCvIYbMIXNlwCfQqEyKZkE+EwSXlarQwpIgNchY6tnVyXAq6ddNLVVEuA11XKpa7cE+NTp9blTS4D/3IrL+nRPAQnwumdzNeuxBHg1M4iGN0cCvIYbMIXNlwCfQqEyKZkE+EwSXlarQwpIgNchY6tnVyXAq6ddNLVVEuA11XKpa7cE+NTp9blTS4D/3IrL+nRPAQnwumdzNeuxBHg1M4iGN0cCvIYbMIXNlwCfQqEyKZkE+EwSXlarQwpIgNchY6tnVyXAq6ddNLVVEuA11XKpa7cE+NTp9blTxwP409twshvJrrt+mBhmhahQrL/qxegxvSia2yC2YW/PM7/xr+ResYEeZQ1j/81jA+2rTSGoTF6MleYbZPmawb9P5Oss5xlcdxjulqZkV34Le1mcXnsW8H1uH1bYuVB4xjBqeiynT7eNRBSyILYmQ0rU686gXoWY8+1H8n+RC/04uSICOeb4M3NXnUE/lwlZALMy9RncuxZrbSckUX+8/saUVZAOi5fSOGhF4u0Z251CJp/bRrI+TVdAAnyqLagH5AdGAWuBqxBzW9cDZgHi9zHAMSAq1aXrXgYJ8EnbXIytRsDPgKXqBTQT2AZE6N5QSVGPtR3gcwITgW+V588iIExRxhRwAsqpnkdHlLHilyLVNC+RrgB8VaCkcs+Ha5CZEgJ8LFA3t8kFoU/YMmYuAR3G0furvDHj12vPcnZ6h+D5rDaTJnxNNgXgeze/zyi3yZRSen7bZSCrb/2PcUOyM7HuXmxvzaem8lvAkfHYzs7H0q2N+fMdwG/A0SUPds5dsI6vnu9h7D+Wf789Bd8DeEfuWDXEtnOtdx8SJJU/Xv0x/Y13+Z5clHh7NMiysqnqo4AE+FTbwhzoDLRUPXjGAVcA8eIUQL8biAa+B34FXqe6dN3LIAE+aZsLv5F4RT0DgoCFgD3gr3tDJUU91naArwG0ANapHAdTVU6CScBD5blTHCgDHAKGAXsVB4N4JmnbpSkA3wx4BVwGGgJegJtiL2GTr4BawHPl/VE7QfqsgDfE+ISF7SOBv+PZXF3tmgTAhzzGZd42Cnb7iXpFcsK7v/+Az6IRWA3fST2bWA98QoC/vvon1jxpxy92xoxPAOB+fw2jq3Mp1rjUZ0caAP5d/j/7ky8NAJ9Y/RLg1XV8ake7JMCn2o7CN1AE6Kh4Ra5BzO3eV/X/5Upp/QDxghEPa3klrYAE+JSNkCrAWOXlvTGe1zVluXUnlbYDvHAOiBnA1cqM3y7gZDwgFPPwA5XZmvkK/Gmj9TUF4MXMrJgteaTAuvjoeqDYS/h5xYeWgHvxkb5MsZtILz7KvlZmcsX7Rlx3VI6hHDFhILHvlxA1NmxCgLdnzeGbRGfRg+gowvK1ZPWe+dS0NiXY/R+c/nmObbdOhB4cw/Kw3szoVCYG4NtUGsbDHEYxc9ziyt1wGmtX2JL/9XEG1e3DyaC3iE8ccUWV6scff46leOR9nN8B/DK6tXLAO5tBbBmGOWk4xJnJP0bw88fymxjEzKPHXDEhNMOZOHs3QQZZ0ctuSctpm5hc/xn2SdYfr7+inC9as2LbbGzcFyfensF134UCqbFRZdPUTAEJ8GkyiIB44XHfCQiAFw/i3qqH71LlwTxI9W+rAM80la5bmSTAp8zewgMn4EwAwBpl3KUsp26l0naAbw+IMBrxfJkN/KN43OO87AI9xPOpC/AS2KGloXyaAvACL8VsrXDqiDA48b6IuwRS/k8Bd3Fv91A+0MUMS1x6CxXEN1DCaERaYffJCryr88xKEh543nDWoT/7C01nUpu83PrLmQVzN+ATaUx0pD5f1PyR0fP6UfBZPA/8/X307OFEzWmr+Kl+Xozih7D4XmfBuLkE1h/OqC6VMQm8jVNqPPAJ88d/YMYAfDIhNEnULz3wuvX2+dy9lQCfJsUTArx4yApo/10B+E4qX8ESGeaQIm0lwCctk3jJizjKt0oIjVhfcSEBtKVIaB1JpO0A/43iyRUhNNNUY2OxajbwlvLcEd5ZEeL3FGgOFAMcJcBn6sgXSywHq8Jm2irvBJd461cEmI9WZm+HKPe0mE0RIXJx6YUTqBqwFWKWYQowFqF0Iv39TO1Z0pUnBfDBnJ73M+cqjWVw3Wwc3bqBqDI/0rCaFVGvn7FjvQNWTSdRz3j7eyE0ARecGDL4GD+scaJ17qvvxbAH393D2O7L+GLBCoaXe506gFe5497L/6WY4VKulAB8wvzx6pcAr8ZDVAuaJgE+TUZMCPDiwdpVWTwmCrwBiDAHTVp0lCYh0iGTBPikRRRjq7XqBV5e8aiKj0XhfXySDtprYxHaDvAiOHioEgstQil+UcIu4ib9hwO3ATFORKz0mXjhNdpkb03wwMe9FwoB2xW7bVGFxhxQbFJR8aYLGzVVFiWL/VYKxEvvqxhNLFR+o/xZfKQ5q/kMb0KAH8+xIMidTYzZt+Qo0Igew/tQxOAh/2w6SaU+vSksuh4ZxCnX5dyK/pqude5h/338RawhXF4zhMUnCjBicHWWdT4cbxFrKF5/T8Nu5j36zR7OQ+fdyi40K7Hvt5sclQphpKhnXaEe3dqUZEGr+Itg4+V3XM63FYXGcSE0KVnEmrD+OfH6G1tU9f6LaZllTeLt6defou+vd9Wmm1X2JYMUkACfJmHFtKhYMCYWFsYtVBU3vFiQJF6kp1WxjQFpKln3MkmAT97muQERAy88rGLRtIinlVfiCmg7wItnj1ioKrzrYgesx8oaHPHcEWtuqisx8uLPYqxoqxNBEwBe2EosPBULVIWdyirvB+HgEeEvAinrqmZSRLpQJY3YK0W8V+LSW4nVnMoHm9hdSMzIuatCpMQ4V+ddzuIB/DU3QkPeEBYeGdNrcekbZSObkYD5SCLCItE3MlTizqOJDAsjIjorhgZRhARHYWxq/C4GPjriLW/eRmFkbEB4SASGptnexcATFUZw0Fv0s5lAeARZjI3QjwolODj0PaWy6BuSzdiAsDfhiec3McVIP+6DOJqI0FCi9AwwFFtgxl3REYQEfSR/TP1v3+uvyGaQzRTjLGGJtydbNrLGBfrLR7tUIIUKSIBPoVAyWUYpIAE+o5TVzXK1HeB106of9loTAF6XbRUL8Fb58kWv2iq2vZWXVEAqkN4K+Dx7Tp/2bYmOVuf1MOnda1memikgtt8Ue1vLSyrwqQqIsfSDmnsnP7WPMn/s9pm/Kd5pqYf6KSCe5+P1cpiaRrftIsJL5SUVkAqktwJBgYFsc9koFkGJ3Qwkxae3wLK85BQwU/ZBPijHX3JSyd9ToIDYyWO9BPgUKKXZSRqrdne5KDcKUFsjisPn2ukVsLGJPuImQobkJRWQCqS3AjKEJr0VleWlUgEZQpNKwWTyJBWQITS6MUBkCI162zleDLwEePU2lWydxiogAV5jTactDZcAry2WVI9+SIBXDztkdCskwGe0wp9WvgT4T9NP5pYKJK+ABPjkNZIpMlQBCfAZKq/OFS4BXjdMLgFeve0sAV697SNbpw0KSIDXBitqdB8kwGu0+dSu8RLg1c4kGdIgCfAZImu6FSoBPt2klAVJBT6igAR4OTQyWQEJ8JlsAC2rXgK8lhn0I92RAK/edpYAr972ka3TBgUkwGuDFTW6DxLgNdp8atd4CfBqZ5IMaZAE+AyRNd0KlQCfblLKgqQC0gMvx4B6KiABXj3toqmtkgCvqZZLXbslwKdOr8+dWgL851Zc1qd7CkgPvO7ZXM16LAFezQyi4c2RAK/hBkxh8yXAp1CoTEomAT6ThJfV6pACEuB1yNjq2VUJ8OppF01tlQR4TbVc6totAT51en3u1BLgP7fisj7dU0ACvO7ZXM16LAFezQyi4c2RAK/hBkxh8yXAp1CoTEomAT6ThJfV6pACEuB1yNjq2VUJ8OppF01tlQR4TbVc6totAT51en3u1IkA/LNzbNx9ObYh5iVo0rI21iaGn6dhIU84vv0xpbp8g3W4P25H3TH9shJfmBq/X39UGE/d3HgFeF9/SzmRPqkWxqXPVpDSJa3JmkxvQp5dxe1ONsrXL4lJWnueWPvj9y+t5aZXvvfaZ0iAx12evfTjqdtdnoW8jVdLcZr0bfRxfQPvcHhPAFXblcDzY/ZKrzaLcuLq+7EmORMrN/7vaqK3BPj0HACyrDQoIAE+DaLJLB9VQAK8bgwOCfDqbef3AT7w+i7mTT2CZed6lAC8Lv/FeRoxY0pHcn2Ojvgexr7uXmxvzadmRCD3Lz3GpHxJ8iX8gIiOwPfePQJfX+fXrv/SQ6RPqn0RgRxzdOSOVUNsO9ciwefABzl9Ty7C0SUPds5dkv4wSKrOwNs42blQeMYwmtso6sXv3+fQM6XtK2DMuR0uPAwI4NDc81SY0ynG/uLyO76df4v0YdagupgmVt6bx1w4GUypr7KwIWF/M6KPHhvo3fw+o9wmUyqx8uP/HurD5aPPKNys0ucZvx/prwT4NA0E4TX4HjgPPFZKECA6XvnzDOBRmkrWvUwS4FNu84aAHnAYiE55Np1Kqe0AL549nVTPnuaAgNhDiYyFgkBl4AgQrKXWlwCv3oaND/CH2D10Lh7N7On3bVH0gcjQR7j+9AOvB19lYK3n7B09ivnbTmJcwI7Fx0dR/MUJxoy7RzGTqazeDVV/msesTtFMmPAEC73FHDgLTeeeYGpbMdYTyc9tnOt2Y93T15Rt1p6qUXdZ//thzCuMxnlfa06MHsnaJ/X4/c9h5COIs0sdefT1T3SsYMLpNROYNmsLnq/CyFdhNFMdinD7NrRp046IW2vZdLo4PQfWITsQ8GQrI2sO5LxeHWacXUltDjO23kgu8SUTjznRvKDFe2b6D+CrsT2mfSHUbDuZiXPbYRlT3jYlf2F6uf5Bn1pWEHSPtaK9+6+in6cgI5au5PGi+AD/nL0jhzBl9WHMy9rRbdj/2zsP8Byv949/EJJIrSSoFbUp0YpRf1RCtUaIvWITI7bYe4USu2atGDVr1GyNmiHEKCpWqZIYMRLElvF/7zdPeJMGL6K/N2/OuS7Xhfec89zne5/neb7Pfb7n3LacX7kB/0BHJv45hqcynvEbCANaLb+MZ9GL+M7cT4q7PzBn7T0cyjdgqM8EHK9MoKz7LCAPTX0m0qn+C6Y7reFBxSNs38QrexLCW++vnaS5uYTtpyN5Ev6UVDaNmX9uJFdXLCTKPiu7+p2I+YDSEIm6tIB2Da4z6I+hFJD2tbuz56aBPZE/06vpP3TZUovtnSdyOGwfZYdeiLG/33RStBpM6y9Ss2XRj4TaZ+XUlB/Yb9D+xU9fc/jr/S/HW7ptQ4pl/uSVPw4bjteD6CnfMy/wEc7tfRgp/rj2M60q9uM8Mv88cFi/kqWXtN/7ZWVS7Z00OjASp/h47O1L/rsJzN/eDcjwti+8d7ypFYF/R8DQL5LJC3QQ0EJH5I8D1kB/4JTWW3Hd/43X/d+Td+49+TVQBN44n8uLai2wQCNuisAnjJu5E/iigAewGegMdJHFfgMSLwTfE5BnUB/Qv7bNsSgCb9peNSDw2xYyYOo+GvXxxCmLAYHSDyCaYL9lLDn0iI6e7Xi+ZyQ+x8syvIM1Q1y6k9FnB96lrzF07DaqN8/I9CaLqb7iN1pm3EG1PkHM2dQbC78l+B54jGeX9gT/3IG1z92pcGsZJ51G069KOnauWsK99Gn5feAZ2giB1Eewp3D07iVcJv9K86znmDX9AC6dmlPMNjomog4E/HiHDlL/1nHmbg2iVt3qROwcwo5PB9C2vBb5jhOBd2RLJxcetfmNlna7cet1nknrBlEg9StPxRD4DFRwOs5vFi2Y5J6fzXOncf2z+rSpmpo59duSd8pBXNlMm5n3GDelIaFbVvJHaH7qNC3P42OzmD3jBhFAmYQi8H+O4MmMfmx5UJnB/RuSInQ7a6YFU2VoWxwerKLzd2fpcbAJv3fuzcmyI/ixXX42zJ7KrULFCO1/kArHp1Ai+ABTtlzEo0UOJhTyINWIVQyvcpMW9bbhdWwmuQ+/3l/Flp2mU4FXKwTf2Nxj/fypfF6jDvMaraDyei8cNThubZ/AzOt1mTXuK46OXsh9Vw/qF7di/5zZnLetSPMKF+gqEXG9vcuwLHmO45aj8Xa+wrj+Xtyvs57pDaz5ZfFYzhyzp1iPHnHbF97PwMM1GVcjjMUHQ6lXqyr2n8jno5RAJjnOp6zheJ1fMNg9WIvAX2Rx3elknzWNb9P/xdzOP5GjvS3rPcNifn+54jGR7PHm74TjZRkm87dSdzKON5i/A7tRLlv6RL1tFYF/ZzizAdWA/MAqjbTb66IAnYAlWm+tgNnAnXfuPfk1UAT+7T6XWE87oATgrwj8GwEzdwIvqzCfA76ArPQtBk4YEHh5PfYSkQIwSRH4t99cqsZHQcCAwO/+Ce+5R2nSwZ389vIsMyhRjzjsu4jz1qVo5P4Vz65tY+nYk1TrXYqprprkJVYy0tE+AQLlTerlU1i25Q5FnYsQeT+Qy0dTEp0+M9+N8MQlh6ZmNpSYaP2lrxyC/43W9P/uFhtPRNLMvS6Z0jz6N4HnDr9OWIlV3UqETP8JxzHfUzT2O8SQwLvdZcT/BdBGL8H4m7mV+mG3eA31HeIR+EUPERr3+TBPqjvYcHrdQg7czkuzb2/h1e4Og3f3Inc8n9y7sJdd/hcIvXWW4FM2+vXX1xP4uJKexyEXOLRvLzfvX2LPNCt6a4RYL8HJnlqTABUhxyk/TtkVIncmaz4r40zpYlfwLjyYsr/tpXreh2zrWpcbnX6hyGEj/TWmF+Wf+7Ny5S3cWuVm7HejiapRgiyPQji07w9sanqzwKfeS735rSMr2XkylKAjf2Hr3IQW8Qh87t552D0wnNpeubh5Yi8LA4owfVph9k4NpMroLlifitfe3ZJ5zTZSqJUTzyJtqVK1HNYpY4G9we8DJhFgON70e/CsFVdC8/fueRy6dJ8TK4NxHpHn3/MvcBTRMn+tStGoWbz5W3MLLQMnUeah9kHj3QvX3IkrGFME/r0eXhJx76tbpv5FI/ASHZWo2EztRdoNmK8jXUHv1XvyaqQI/Jv9LU+cr/XLmuiVgrIJSOaWisAnjJu5E/iGoH/lyRwYB+wwkNHIcn134AKQHVioCHzyepia0GgNCPwfW1neZz5WrXtQ70sJdkl5wOHpw7j9zViyHBICVJKGQuCDt7LY+zQ1+r0LgZ/Hb8eeUrRCflKTigzpwG/laUqN6EzlWAlLAgQ+9+CKnB++jvTfOZEuS0nq1HTCMlLTtBtG4Ing8lofNgY/49pzN0b3LYllLNKGBL7OPUZ95U8rPYG/yJyv+5N52dp/E/jFj/R3cJGhnajmYMOfa+Zz4HZ+mle9hVerEAbt74O8FWPKcy77reX3AyFkye/Akws7OHrGXr8B1hgCH3nHjzWTtmFdogTp7u/H94cMjE6QwFemZZ1PObbtGA/Cgtj9tyVte+djVblFVNm3jPKZH/CrZyNud19HYX8j/TWmF07nZjA7yJVhbvfpGbsH4UkoB5aMZ+auXIxa1ZX8hBEwfx7HIrPzmV1Kzmzzw7JSKzziE/gxzQkf1I4LZTpQJn8WLs1cSdo2RQm6VgQXmzMExm/v7siRYY34LV19qnzjiotTFr0A9WV5fIUDhuNtmJKJza9rEfggNvfx4doXlXCwuM72+eeoPLIAG+JH4M+MhkWLOJ+mJA2FwBvOX0XgTeh5FMeU+AQ+C9ARWKQRqzbAj7ol7lumOgATsksR+Dc7QyJWo3SSiVKgf2yLplkirNppDibkSdMwxdwJ/Heg3wYm5HwssBw4qj13auvmiA9wVRdMEEXtFGApEGUarklUK5SEJlHhTPTODDXwf3Jjqw+tBtxh3KmJOOnEp5fW9qaDb1rmrh9F2qPLmL//Pp6dO/L89yGMP1OJ0e1SM8jZmAj8RHL5v2r/YvdofrhSmq/DV3Pi8zEMcs3EwYULuBT1gn3TbtD+pYRGNOTdyeRbn4H+eRkxeRqVPs8AsYQ8DoGHqBvb6FVtNmXXraVpPoOzZuJIaJzY1r0UtxvuwiPLTqr1D2LO2j58ZlA9RkJji/NXh1j3tDkzWhdmw49TCCnQhDZVLVlQvxHZxx/DzX4/A9120nBvHx7Omk5gRhfatChH+IGJjJ90TscvslFpWgKbWPUSmlcR+HD/6cxYlI5Os1uTLXgpbaruoP2vgzgxVNPQx0bgQ8P45VoBFixoT7brhxkwYRf1BnzBqpJe2EzZwKjip6gx+AqzVvXGMsBIf43phdW8KtxpEEDj7PtebSKWJ9Lzqyxr4crq0vPZ1Ckjczov4tPhfaiTOw17Z4zhYMpv6FbzJj1rv5LQyIpBsd3dab4iDd5TJpP7YGeaTjtHz9k/Efbj0n+37/wtj/zGMt43NZ1+6EPBDAb0/fxa6vmEMtNwvO4ZmNv2VgyBv7uHHhXW0OjUDMo/lQj6RCxcCxMw5uG/JDS5/Jczf38Ynp07xZ2/LioCn+iPlcTpMD6BF2I1BNipvUi/1Za3zXUDWeKgGNOLIvBvRlMeOhJ5l90v7tomVtlo9CwxnWBGfZk7gf8CaKnJ9UZqGniRy8iKjMwRWZwvCIjURvZLXDMj3xoORRF403ZsAsdIHptJdU+RfukWkHJWY/zcgRTXS2pusWPkSGZvOYxltjaM3dCFPKGH8G6xD7ct/Sj+6DIrRm0ie+NM7Bz5gLbxfzdob5G5EgOWTsDJ9iKLandm1Y2HFKrUDq9hdTk3qjm+51wZu7wGh6S/nq1wvLGWeauiaTqsHQ5iSsQjjixfxmXbgqTd78MyqS/XiwxmafvFfLFwsH53yasSwdUDy5k86gA1F/lQhv2MqT2CU5Sk9wYfqmTLEKd26PGlLN+UkSbDi7BZb99TSrj2xWt4LWRt4sGNzVr7nLjPmU8LJ3seX/Zj8siRHDgThrVjVVyyBXMnuCTffN8K55f9h7K9f3N8T7tQt3FGsC1L7ZrFsXh0h3Xfe7BwezAUqkp121MUafsDd5bHjN85s4U23rLkvTKYoYtv6IIDDtQbNoKWNR8wJtdowqpZc/EkL+15q794xPGFIxm34Dr5y2ajweAJOGHgz1hEbmzEq8UcSnv/RHXW023IAu48sSBH4SIUr1iT1s7RTOgRRNvX+evcTJqOQu+fTIcW/Lt9k1qkuOPPr6uvUblXAz2+huXUzFr0jzPezKxu0Ziz+WP8EbmxL629d0MmB4rnhByNh5Bpac+Y37tlZk7s/JT5N2okszdr8/eXLuQJO4R3y324bepH8cfa/O3RCufscefDh97DSkLzXgjKi7KttnQt212kFNa0yfL39rqNrvKVrMrbEVAE/u0Yxdaor4vGi6RmjZLQvBY0cyfw8uwRmYzssxECv04j6xLmEzmNbG/Lp8mu5LcHxk+vJFVTEXjTdpf5JHJ6cS+IQ1tWsu2RC94dSps27IlqnR8ji8zWJDSJ2vF/0tmjCzv5eaMf1mU60rii7Air2bgAABELSURBVF00v6IIvPn5NImNSBH4JOYwEzfX3Am8icP/n5mnCPx/BvV7Xch8CHzEg5ucOnaOTxzLUtA+kc8BfC9s/6tGtwn89RJZK5fF/qXo/7+69odf58k/h/A7CyWSqP3GIKAIvDEoqTofEQFF4D8iuMmwa0Xgk4fTFYE3bT/HEPiUqVJF29rZmbapyjqFQBJFIDIykrC7d+W8cnNdak2inkk2ZsvSv4gP1fxLNi7/qAMVpaM6vvWjQmwSnYvWX/YYRZqENcqI+AiIf5xS5HBwiN79Z6CCRyGgEPgICKgI/EcAVXX5LgioCPy7oKXqvg0BFYF/G0Lm8buKwJu2H81HQmPaOCvrkjMCisAnZ++bxNgVgTcJN5iNEYrAm40r3zgQReBN28+KwJu2f5R15oCAIvDm4MUkPQZF4JO0+0zOeEXgTc4lH8UgReA/CqyJ1mlCBD6AyRUXU2H9TMrEyuIjHuLvO4wxEzcRpl07k+N3DO7rxua+g9kTcv+lRYU6L2NhjzI8vriHMQP6s+fPUNLa5aCX7x5qFJITU9fQtvJAYs+Fk4a2OToxdVdv8t31Y3DdnnH6+/b7PYyol8NgxMbZ51CuHoPHjadYxBr6tLiCp/Qf20sC4wFbvusznj5tXLCxMLzcJMq3mBPzHw61mLF8FCUyx6R4DfObSRuvWdy+/5yX18sa2zaErQP6M2X9AR5jQ+m6wxg8zpmArrUZuyMkjgczf/s9vjMaICneVDE/BBSBNz+fJrERKQKfxBxm4uYqAm/iDkok8xSBTyQgP1I38Ql8JOGbhzLhmA3ZS7eiQ42c+gNxXyZOylKZlu5f6TMZ6Ith5lQDC5/f+4dFYyaSro4Xjcrn5dH1DYzvtAGX0ROokmkr7V0vaZk0Yxr9MaMJix60xbu9BQNjM4Hqf/kL3+rNCOmyk74105MKI+2LeMiBeT74RZSni+utmERD+syrWomT2MlgPHFQjiBogw+e4x4z1t9bf6785U1D6Dr3BZNWjyPrha2MnX+c5sO9+MLegjMbpjB7Q2r6Te5GrgyRHFs6hs2Xi9NzQCM+ibjNcp9hPCndhTauxUgdm0k2Pp4fycuq2/8tAorAvxf+8incV8tyeFJLrlNB973/g/b3boCfOqvbKGwVgX8zTJLISZLyDNdn34MBwC9q895rQTN3Ai+JQIYB9YDp2p8XGhqSUE6IrWTt3QKMllieUXdh0qukCLxp+ywegX9ynukes8k3rAlhG//EpUt7csh0fR3hfQ2Bv310DvN+zkrH8XXRB/EjH3P0pxkcelGCNt/cpIdbXEJ9aW0/5gb8H/36ZGB4HAKvS6cQ+gte7mfosn4Q+TDSvqinnNy0nMCIwtQteYlutd6DwD/+izn9F5K1Qx/qOsYuRYRzfOEE7pbrh6XfAq7YVqRxvRKkkTE+DWJV/4k8aTGI1iXS6ce78e8sdBzQjBzWEBSwl4vh2Snn8jmW0eHsNcjEmpwOvTTt++HjWKcI/DvjKrvrmwF1gf5aSnvJlCmEfrNG2t20lObh79x78mugCPybfS6P8HJaRk1ZTp6iO2WlqxkTsw+9A8ydwEsimVpaJtZRWgboy9pzR+KAxYBfgV4aiZcAg2RpNbeiCLxpezQugQ8/Pp/+G3Pi06cEv/00i/QVevJdsUwagR/C3M3/kPkzO1JZZaB00940KXiBrhWH8bB8wRiiXqgqgz3r8mTnEKbcacw4j5LEqFGiCPbzZX2gFS0qRdHJZTrpahTT5yOWEmGdjzqdPfjaPpCe8Qk8Z5lVzZsvli6jeJCR9kVFEBIG33oOolnhI3SKF/GP+SAxGI8YkS4vrm3b4uyYHTlzjeuHGTD/GO06t6aAvXzFGJQnoaxbModnRZvRpEJuJHwjydlOze/ERvthDKmTk/AbFzi5Ywtr/c+T8kUKHJxq0qRtLbIKWzdqBcC0Z46yzngEFIE3Hiutptxw+QHJirlWFwk7pUVGOwDy0JKXZUft75KWWJU3I6AIvHEzRBZavYCDwCLguXHNkl0tcyfwQt5Ft7sQGKutxhwwIOnWWiZoqTNV9ywy12eQIvCmfWsbEvgADk/tgtf0PaSwsODpkyw0nvAD3RuXwlJPOKfyR5qS1K9XAssUqbBKb0v6h/voWnENtXYPpYQMNI0NdhnTcXPTQKY/bMG4ZkVjKTp/75jFukA7PGpE4VXnFO13eZHv/DoatFmLx6YtNC9qTcoEI/r+jCk+A5ff52KxzEj7iOCf/cvYdzMv7as+o3f9hCLwBuMRK1Om4ZMMGUhrqQngH5xl+uQ9OHs2p3hWCf7FI/ArFkCxZtQrk1374RH+kzuxI/cYhtV3iPm/iCfcDX1A5PNwjq5YwLkMVenY1gUbVATetO+LxLVOEfj3wlNekhJxFymDEPicgAcwU3uRioRmPhD0Xr0nr0aKwBvnb0mFJ1uRZN75AqeNa5bsapk7gW+oI+YZtefLOGAH8LsBgZeYnfzeCJANbRv1UUrzK4rAm7ZPXxH43/etYu4sfyp0cKdYZhvuHF/N8uPPae7eDNs0DxOWfLxGQnM/eDvLvS/zzYRWFEhnRfTTG2ydNJc7hd1oWvo0XQwi4iEbetByRCq8942j9FM/usaJwD8nbO0A3Hc7s2x0PlYbbV801/yWsOGcJe4VX9AnQQI/g/Nv1KDf4td+Ppwt04bODYrqdf/Pw8+ypGNLonr7Ue6fVRy5lRW39lWws0jJs5tHmNVvK8XH9uSbzNFsWvEjDx0a0LhSflKmMLCneRMyWigCb9r3ReJapwj8e+EZn8ALsRJZwyrtRdoEmKFkDkZhqwj8m2ESQia652c6yZYkXBPZ1nFgp5lKI4yaNG+oZO4EXvbafKWtwnhrz5kz2lyQ1UFJinYbqAEU0DTyisB/6KxS7d8VgVgCnyt6te8kdl+3pnp1F9KlBu4FMmnyr5Rv1Z6yuVO+E4GPevqAA75T2XXHhny5bOHxGYKvF6Ze12YUfP4zHnEkLaFsGdycrancGdIiM2Pc5pCrvxvyxoHrXPj9FmWHT+HLe9veYt9YNl5ITYkyeUjNC+4FXcP2y0a4OR7Ho9J6Sg+vRewBMTZFKpDOf6FB/RjcshT9mnJO+bHUa2jg4bltzB6/jShnR709IWf9uWLrytD+tbG+Gci6Gcu4mD03BdOm4F7QeR7bV8ejTSXSWUVxNWA161dfwq5QLlKnjuJRSBh2X1Sn2rdFlQb+XadpEq+vCPx7OTA+gRedckudLjWv1ptoUhcrmYNR2CoC/2aYZG7JhkWRbd3SVntkdeeqUegmv0rmTuBz6wIDPbQspBI4GKqtzMiHnsyV7sAJ4FMtMm8orzGn2aAi8KbtzVcEfuP2HYRjRdZsdjEacJ4QFHCG53mKks8uFSEXLhBu9Sl5RAMfO6inNzmy8zp5azrFaOANy5O7nAgIICgknFRWaXF0rkkuiXE8uszhPQ8p4ur4UgP/9PZpjp68T4HiubkacJSbj19JD3OUccXpM2vCb9x4i33HOHHq6kvRok3WzyhRpgyZoi6zb8sRXh10CdaFKuBoeTVOfTHdrlAZShX7jDQvByjf2X+yaffZmJF94kC5yiWxs5IvHN0Wlvv/sHPvcZ48jeDl9YR2vMQvgD//CSGSlGTM+Tlflv485uMo6kXCeJr2ZFHWvScCisC/F3ByF36uSWTuaT3Iy7SSdgrNLhV9NxpXReDfDlVm4P9kNxRwGLj49ibJtoa5E3h59nwBFNZF2QN0gYO/tY86IfAi2ZMNz6KTlQ88+d1c90ooAm/at7hK5GTa/lHWmQMCisCbgxeT9BgUgU/S7jM5482dwJsc4P8jgxSB/x8Bb+RlYwh81uzZo5du3mpkG1VNIaAQeBcEQm5cp2VN1/XR0dGirVVFIfBfIyCnZcimXznfXBWFwIciIHsDqqpz8j8URpNvL/p/kZL9Y/KWJk8DJQfBcFkWkrOUVyZPDNSoFQIKAYWAQkAhoBAwBgErG+u2ZWtVTJki5vxkVcwUgfMBgVy/FPyziIXNdIhJfViy2bqO3IayISxPUh+Nsl8hoBBQCCgEFAIKgY+HgH3OLC+m+vlapEylz9OuipkiMK/fNA6u213o2bNnF8x0iEl9WDESGkXgk7oflf0KAYWAQkAhoBD4+AgoAv/xMTaFKygCbwpeeKMNisCbvIuUgQoBhYBCQCGgEDARBBSBNxFHfGQzFIH/yAB/ePeKwH84hqoHhYBCQCGgEFAIJA8EFIFPHn5WBN7k/awIvMm7SBmoEHgzAnLCyBAtO2BszWuijdM2H3lo51tLgho5Fuw8UFzLaioJhqVEa2dfL5H8ZdpZ2G66M9f3AsG67KdFgFxa0pJIA3MctfORfwMkw4FkJjymnZVsC7QHigLjATl67mstAcpd5VSFgEIgaSKQ3Aj8+Z8ms+toJNHRuXAZUosimW1IDvt3FYE3+ftTEXiTd5EyUCHwZgSEOGfRko64ACt0mQJDJZeyjnwLeZcENQuAL7Wj34ZpGQYl95okRSoEyIPgsZYYSVKCS0KbVrpkJuu1dPJCvIX0zwZeaOZkBBoDcv7sdaChLqHJIN2RY62Bk7o/dXWpyOX88dNaBlVP7VqSIEWOJpOPBlUUAgqBJIZA8iLwd9neYTppu3WmiF0aPsmSHkuL5LF5VxF4k78xFYE3eRcpAxUCxiEgke5qWpT9AWAPdAKWAld0UXDJEewFbNGi4NKrnOVcDJhsQKglC+FMYIfkHtYR93VAyQQIvJB8if5v1K4l0fe82nG0EuVvqhF7STMu/Y/T/i2rBfLgkYyGqigEFAJJDIFkReCv/MbYllepuagmn6b9BDv7dKRKlRzi76AIvMnfmIrAm7yLlIEKAeMQiE/gc2oSlhnAbcACkCi4RMR3a10mROBLaeRbZC/Ngf2aPMcwAi99ScT9iY7cb9ISusgHQl9dpP8XTS7TTovES3v5IJCHjUTmZVXgjlbPuJGpWgoBhYDJIJCsCPzfB1mw6hyp797ngU1Gyrs35MuCn5AczsBXBN5kbrnXGaIIvMm7SBmoEDAOgfgEXmQ1HQFfTccueveemo79yGsIfFqdHGcWUFBH3i8C+YEzOh27JPMQqU2shCYN0ET3QRCiRepFdmNI4CUCL+RfMvhJBH6qpskXHbwQeAlhKRmNcX5VtRQCJoVAsiLwsjT5+CkRaa14sn81y6+VokOjPKRMaf5ReEXgTeq2S8gYReBN3kXKQIWAcQjEJ/BCsvtoUXIh0KV1EpYO2obXm68h8CKnEZIvKbRFoy59SFT9uPb3WAIvMpv6gBB30cnLxlZDAh+oEXwbnUzHH5CUz201bf73wB6dzn6bccNStRQCCgFTQiBZEfgT6xh9uDCD2xfh4YGf2fTQmaZVs5IyGcjgFYE3pbsuQVsUgTd5FykDFQLGISBR84q6E2NWAeFaE0vtBBg5UUZ08P2A2Oi7VJH60k42ucaScjlFRqLvsaWcRugloi8ReilSXzavFtA08E91GneJ8MupM6KdPwdk09X30f27PNBCi8Sn031Q9Nci8iKjUUUhoBBIYggkKwKvO1orYJQHK7ZFYvtNfbr1rUbGdKIgNP+iCLzJ+1gReJN3kTJQIWCaCEh0vR4gabYPG2GivPXk1Btpt0GdQmMEYqqKQsAEEUhuBN4EXfCfmKQI/H8C84dc5CWBl4jdmg/pSbVVCCgEkh0CcgqNHCcpOvm3HQspBF409XKuvJw1r4pCQCGQBBGwSmvVskyNCimTxU7OJOifxDL5r6NnuHH5mkgk7ydWn6qfREVAVsfdZDeGnNesikJAIaAQUAgoBBQCCgGFgEJAIWD6CFz7f3i4dO67VRTkAAAAAElFTkSuQmCC\"\u003e\u003c/p\u003e\n\u003cp\u003eTable 4.External associated activities/spaces forming opportunities factors\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eNote: \u0026nbsp;Rating: \u0026nbsp;Major Weakness = 3, Minor Weakness = 4, Major Strength = 8, Minor Strength = 7.\u003c/p\u003e\n\u003cp\u003eTable 5.External associated activities/spaces forming threat factors\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eAnalysis and Internal External Matrix and Proposal of Intervention Strategies\u0026nbsp;\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003eWith IFE score 2.4 as well as EFE score 2.5, intersection location of 2 axes lies in 5th quadrant of IE Matrix as demonstrated in Fig. 8. Therefore, IE Matrix recommends \u0026lsquo;the hold and maintain strategy\u0026rsquo; for BKC, Mumbai. It indicates a gradual as well as continuous expansion by restoring value of with conservative attitude towards progress, as well as advancement.\u003c/p\u003e\n\u003cp\u003eAccording to plan, BKC\u0026apos;s placemaking strategy can be explained by three different paths, each offering particular strengths and weaknesses. The Expand \u0026amp; Build strategy encourages extensive growth by applying BKC\u0026apos;s corporate strength to major projects like Metro station or high-speed station, which assures rapid change but can cause loss of Identity. In contrast, the Hold \u0026amp; Maintain strategy favours slow, low-cost improvements like adding street furniture or temporary activities, which assures stability but offers a slow rate of development. The third option, Commence/Diversify, tests ideas through temporary interventions like night markets, which assures flexibility but delivers minimal long-term impact. To achieve best results, a hybrid strategy is recommended: start with small pilot projects (e.g., turning a single block pedestrian-only), extend successful initiatives (e.g., adding green space), and eventually achieve large-scale developments (such as mixed-use towers). This incremental approach skilfully balances grand vision with stakeholder participation while minimizing related risks.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003ePrioritization Matrix\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eAs indicated in Table 6, the prioritizing matrix aids in ranking tasks or projects according to their significance. Based on the weighted criteria, the tools sort and rank different alternatives from the requirements list in according to their importance.\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003c/p\u003e\n\u003ctable border=\"0\" cellspacing=\"0\" cellpadding=\"0\" width=\"629\"\u003e\n \u003ctbody\u003e\n \u003ctr\u003e\n \u003ctd\u003e\n \u003cp\u003eA\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"bottom\"\u003e\n \u003cp\u003eUses and Activities\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 2.7027%;\"\u003e\n \u003cp\u003eE\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 64.5469%;\"\u003e\n \u003cp\u003eUrban services (Drinage,Toilets,Eating spaces)\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd\u003e\n \u003cp\u003eB\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"bottom\"\u003e\n \u003cp\u003eComfort and Image\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 2.7027%;\"\u003e\n \u003cp\u003eF\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 64.5469%;\"\u003e\n \u003cp\u003eOrganised traffic \u0026amp; parking spaces\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd\u003e\n \u003cp\u003eC\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"bottom\"\u003e\n \u003cp\u003eAccess and Linkages\u0026nbsp;\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 2.7027%;\"\u003e\n \u003cp\u003eG\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 64.5469%;\"\u003e\n \u003cp\u003eWell-designed community spaces\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003ctr\u003e\n \u003ctd\u003e\n \u003cp\u003eD\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd valign=\"bottom\"\u003e\n \u003cp\u003eSociability\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 2.7027%;\"\u003e\n \u003cp\u003eH\u003c/p\u003e\n \u003c/td\u003e\n \u003ctd style=\"width: 64.5469%;\"\u003e\n \u003cp\u003eImage and identity\u003c/p\u003e\n \u003c/td\u003e\n \u003c/tr\u003e\n \u003c/tbody\u003e\n\u003c/table\u003e\n\u003cp\u003eTable 6.Prioritization Matrix\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cimg 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\" alt=\"image\" style=\"width: 1075px;\"\u003e\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eOut of the ten interventions proposed for the BKC, BID is the prioritization matrix recommended. Intervention of connectivity and livability received the highest weighted score 71%. 2\u003csup\u003end\u003c/sup\u003e intervention using placemaking as a tool for sustainable advancement. It is next in priority with weighted score 67%, therefore, if there are many teams to work with, activities can be started simultaneously. The third priority is for creating live-work-play spaces with a focus on incorporating residential, commercial, and recreational areas within the same location.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eThe score of 63 is the weighted average of the scores. Long-term advantage of prioritization matrix is that it explicitly shows which projects should address later.\u003c/p\u003e\n\u003cp\u003eStrategy adopted was \u0026lsquo;A slow and steady intervention by restoring the value with a conservative attitude towards growth and development\u0026rsquo; as per IE matrix. Value of BKC (BID) area with its image as well as identity, usages and activities, communal living, pedestrian-scaled streets, as well as safe public places is ideal city region which is aimed for in today\u0026rsquo;s setting; multicultural community fairs as well as festivals maintain area\u0026apos;s vibrancy.\u003c/p\u003e\n\u003cp\u003eThe placemaking matrix visually maps out the interrelations between key placemaking attributes and five major categories: Uses, as well as Activities, Comfort \u0026amp; Image, Access as well as Linkages, Sociability, as well as Context \u0026amp; Site Interpretation. Analysis reveals the following:\u003c/p\u003e\n\u003cul\u003e\n \u003cli\u003eHighly Interconnected Attributes: Core elements like safety, cleanliness, sense of place, and welcoming environment are linked to multiple criteria, underscoring their essential role in creating successful public spaces.\u003c/li\u003e\n \u003cli\u003eDominant Categories: The categories Comfort \u0026amp; Image and Context \u0026amp; Site Interpretation are the most frequently linked, highlighting their central importance in placemaking.\u003c/li\u003e\n \u003cli\u003eDesign Priorities: Attributes such as sustainability, uniqueness, vitality, and experience stand out as critical drivers of engaging and meaningful places.\u003c/li\u003e\n \u003cli\u003eOpportunity Areas: Sociability and Access \u0026amp; Linkages show fewer connections, suggesting areas where more intentional design and planning can enhance overall placemaking outcomes.\u003c/li\u003e\n\u003c/ul\u003e\n\u003cp\u003eIn summary, effective placemaking requires a holistic and integrated approach, ensuring a balanced consideration of functional, social, and contextual elements. This matrix serves as a strategic guide for aligning design goals with user-centred and place-specific attributes.\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003c/p\u003e"},{"header":"Discussions and Conclusions","content":"\u003cp\u003eThis study demonstrates how strategic placemaking can redefine the Bandra-Kurla Complex (BKC) from simply being a business hub to an urban destination that is vibrant, inclusive, and sustainable. Dealing with BKC\u0026apos;s unique problems-dominated-car infrastructure, lack of social vibrancy, and discontinuity in public space framework proposed could serve as a model replicable in financial districts worldwide. This holistic view aims to balance the four key dimensions: physical (walkability, green), social (community activation, cultural programming), environmental (climate-resilient, sustainable mobility), and economic (mixed-use viability, stakeholder ROI).\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eZone 1 and Zone 2 Proposed Tactical Placemaking Initiatives\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003e1. Pop-Up Street Furniture\u003c/p\u003e\n\u003cp\u003ePlace modular benches, shaded seats, and planter dividers with recycled materials or painted wooden crates. Offer charging stations and mobile work pods for office workers during the day.2. Interactive Wall Mural + Branding Commissions- local artists to collaborate in painting a mural on the compound wall of surrounding buildings along the street, highlighting BKC identity and heritage. Provide chalkboard walls for the public passing by to scribble messages or ideas.\u003c/p\u003e\n\u003cp\u003e3. Food \u0026amp; Culture Kiosk Zone-Provide space for temporary pop-up kiosks (tea/juice stalls, street crafts, or regional snacks). Invite Dabbawalas or local entrepreneurs with a revenue-sharing agreement. 4.Micro-Green Parklet-Transform the surface parking setback along Naman Tower into a \u0026quot;green pocket\u0026quot; by using potted plants, grass mats on casters, and pergolas. Add QR signage on sustainability and climate-resilient design.\u003c/p\u003e\n\u003cp\u003eBKC\u0026apos;s current-state building is a test that high-value business districts can change for the better going beyond the core corporate identity into a 24/7-livable space. Work, leisure, and community all fold into one. The lessons can be extended to others such as financial hubs in emerging cities\u0026mdash;a blueprint for place-led urban regeneration that learns from local context yet innovates within it. Future success cannot be left to chance; it will require governance coordination, phased experimentalism, and elevation of humanness at the core of urban development.\u003c/p\u003e\n\u003cp\u003eWhat it confirms is that BKC is the journey from office park to urban destination: great cities are not just built for the experience, belonging, and shared prosperity, rather efficiency.\u003c/p\u003e\n\u003cp\u003e\u003cem\u003eGovernance and Policy Challenges in Placemaking: G-Block, BKC, Mumbai\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003e1. Lack of Placemaking Policies and Poor Governance Framework\u003c/p\u003e\n\u003cul\u003e\n \u003cli\u003eThere is no specific urban placemaking policy addressing the specific requirements of BKC as a commercial high-density area. Priorities in planning and development are still centered on real estate and infrastructure, with little attention to public realm quality or street-level vitality.\u003c/li\u003e\n \u003cli\u003eAuthorities have had limited interest or ability to incorporate people-oriented design within the urban strategy for the area. Current development control laws (e.g., DCRs) do not provide for ground-floor activation, active frontages, or pedestrian-focused zoning. Public spaces like Jio Garden are event-based and gated with no everyday public utility or cultural tie.\u003c/li\u003e\n\u003c/ul\u003e\n\u003cp\u003e2. Fragmented Institutional Jurisdiction and Ineffective Coordination\u003c/p\u003e\n\u003cul\u003e\n \u003cli\u003eVarious agencies (MMRDA, BMC, MCGM, Traffic Police, private developers) manage various portions of G-Block with ambiguous jurisdictional overlaps. This results in fragmented decision-making, particularly for pedestrian enhancements, open space upgrades, and transit integration. No specific agency is assigned to maintain or program public spaces, leading to underutilization and decay.\u003c/li\u003e\n \u003cli\u003eLack of dedicated placemaking budget lines or incentives does not motivate public or private stakeholders to participate in public realm upgrading. In contrast to international business districts, BKC has no Business Improvement District (BID) framework or formal institutional mechanism to organize collective investment in urban quality.\u003c/li\u003e\n\u003c/ul\u003e\n\u003cp\u003eThe Bandra-Kurla Complex (BKC), notably the G-Block, offers a crucial chance to turn Mumbai\u0026apos;s premier commercial center into a vibrant, inclusive, and human-centred urban neighbourhood through urban placemaking. Due to fragmented institutional control, inward-facing architecture, and car-centric design, BKC has a prominent corporate identity but lacks real public spaces, pedestrian-friendly streets, and ground-level interaction.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003ePlacemaking is not given priority as a means of fostering urban vibrancy by any particular policy or framework. To address this, a local response is necessary, one that uses public-private partnerships, short-term activations, and strategic interventions to bring public areas to life. By including local culture, street art, and community activities, a sense of place can be established that makes BKC a center of not just commerce, but also social interaction and street-level city life.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eThis process can be guided by lessons learned from foreign models and local initiatives like the Smart Cities Mission, \u0026nbsp;or Business Improvement District (BID) concept,but these lessons must be tailored to BKC\u0026apos;s specific circumstances. Pilot projects in the area surrounding Naman Tower and in front of Diamond Bourse such as pop-up, plazas, shaded seating areas, or food stalls, can demonstrate how modest interventions can have a significant impact. Placing BKC on the map as a replicable paradigm for placemaking in densely populated urban commercial areas in India requires a coordinated, multi-agency effort supported by strong policies and community involvement.\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eAcknowledgement\u0026nbsp;\u003c/strong\u003e– The authors acknowledge the support from REVA University for the facilities provided to carry out the research.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eDeclaration of Conflicting Interests-\u003c/strong\u003e The authors declared no potential conflicts of interest with respect to the research, authorship, and/or publication of this article.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFunding -\u0026nbsp;\u003c/strong\u003eThe authors received no financial support for the research, authorship, and/or publication of this article.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eClinical trial number\u003c/strong\u003e- Not applicable\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthical approval-\u003c/strong\u003eApproved by Reva Doctoral committee.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent to participate-\u003c/strong\u003eNot applicable\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent to publish\u003c/strong\u003e- We(Prof.Pallavi \u0026amp; Dr.Vimala Swamy, the undersigned, give our consent for the publication of identifiable details, which can include photograph(s) or history,Analysis and/or details within the text (“Material”) to be published in the above Journal and Article. \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp; \u0026nbsp;\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n\u003cli\u003eSourav Kumar Biswas 2013. PLAY ! Tactics \u0026amp; strategies for public spaces in Mumbai\u0026rsquo;s informal city Tactics-strategies.pdf(orfonline.org)\u003c/li\u003e\n\u003cli\u003eEyes on the Street: The Life of Jane Jacobs2016\u003c/li\u003e\n\u003cli\u003eProject for Public Spaces. (n.d.). \u003cem\u003eWhat is Placemaking?\u003c/em\u003e Retrieved from https://www.pps.org/article/what-is-placemaking\u003c/li\u003e\n\u003cli\u003eMumbai Metropolitan Region Development Authority (MMRDA). (2022). \u003cem\u003eDevelopment Plan for Bandra-Kurla Complex\u003c/em\u003e. Retrieved from https://mmrda.maharashtra.gov.in\u003cem\u003e(Useful for understanding public space politics and implications in Indian cities.)\u003c/em\u003e\u003c/li\u003e\n\u003cli\u003eUrban Design Research Institute (UDRI). (2017). \u003cem\u003eTransforming Mumbai: Approaches to Urban Regeneration\u003c/em\u003e. Retrieved from https://www.udri.org\u003c/li\u003e\n\u003cli\u003eMehta, M. (2020). \u003cem\u003eBandra-Kurla Complex: A Case of Mumbai\u0026rsquo;s Planned Commercial Growth\u003c/em\u003e. \u003cem\u003eJournal of Urban Design and Development\u003c/em\u003e, 12(3), 45\u0026ndash;56.\u003c/li\u003e\n\u003cli\u003eRelph, E. (2008). \u003cem\u003ePlace and placelessness\u003c/em\u003e. In P. Hubbard, R. Kitchin, \u0026amp; G. Valentine (Eds.), \u003cem\u003eKey texts in human geography\u003c/em\u003e (pp. 103\u0026ndash;115). SAGE Publications Ltd. https://doi.org/10.4135/9781446213742.n5\u003c/li\u003e\n\u003cli\u003eShafizadeh-Moghadam, H., \u0026amp; Helbich, M. (2015). Spatiotemporal variability of urban growth factors: A global and local perspective on the megacity of Mumbai. \u003cem\u003eInternational Journal of Applied Earth Observation and Geoinformation, 35\u003c/em\u003e(4), 187\u0026ndash;198. https://doi.org/10.1016/j.jag.2014.08.013\u003c/li\u003e\n\u003cli\u003eO\u0026rsquo;Hare, G., Abbott, D., \u0026amp; Barke, M. (1998). A review of slum housing policies in Mumbai. \u003cem\u003eCities, 15\u003c/em\u003e(4), 269\u0026ndash;283. https://doi.org/10.1016/S0264-2751(98)00018-3\u003c/li\u003e\n\u003cli\u003eMahmoud, I. H. (2022). Placemaking for green urban regeneration. Springer. https://doi.org/10.1007/978-3-031-15408-9\u003c/li\u003e\n\u003cli\u003eEK Karacor, E. (2014). PlaceMakingapproachment to accomplish social sustainability. European Journal of Sustainable Development, 3(4), 253\u0026ndash;262. https://doi.org/10.14207/ejsd.2014.v3n4p253\u003c/li\u003e\n\u003cli\u003eKeidar, N., Fox, M., Friedman, O., Grinberger, Y., Kirresh, T., Li, Y., \u0026hellip; Brail, S. (2023). Progress in Placemaking.\u0026nbsp;\u003cem\u003ePlanning Theory \u0026amp; Practice\u003c/em\u003e,\u0026nbsp;\u003cem\u003e25\u003c/em\u003e(1), 143\u0026ndash;151. https://doi.org/10.1080/14649357.2023.2286131\u003c/li\u003e\n\u003cli\u003ehttps://www.mpcb.gov.in/sites/default/files/focus-area-reports-documents/envreportmumbai.pdf\u003c/li\u003e\n\u003cli\u003e(Chl\u0026aacute;dkov\u0026aacute;, H., \u0026amp; Form\u0026aacute;nkov\u0026aacute;, S. (2016). Strategy for SMEs in the area of primary agricultural production. \u003cem\u003eAgricultural Economics (AGRICECON)\u003c/em\u003e, 62(9), 395\u0026ndash;406. https://doi.org/10.17221/260/2015-AGRICECON\u003c/li\u003e\n\u003cli\u003eRezazadeh, A. (2017). The contribution of business model innovation to collaborative entrepreneurship between SMEs: A review and avenues for further research. \u003cem\u003eInternational Journal of Business and Globalisation, 18\u003c/em\u003e(1), 112\u0026ndash;126. https://doi.org/10.1504/IJBG.2017.081028\u003c/li\u003e\n\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":true,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"placemaking, transformation of cities, open spaces","lastPublishedDoi":"10.21203/rs.3.rs-6722071/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-6722071/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003ePlacemaking is commonly referred to as an approach that is multi-layered and multi-faced in urban studies, with the objective of the public open spaces like parks, streets, town squares or quays. They represent essence of local community identification. Urban placemaking in Bandra-Kurla Complex (BKC), Mumbai, seeks to overcome the dilemma of turning a fast-emerging financial node into an inclusive, vibrant, and culturally embedded urban area. What was planned as a decentralized business district, BKC today faces fragmented public spaces, traffic jams, minimal pedestrian amenities, and a lack of connection to the socio-cultural milieu of Mumbai. This research investigates ways to rejuvenate BKC using context-sensitive urban placemaking, reconciling its global economic role with civic needs. Reflecting parallels from past urban placemaking models, focuses on comprehensive interventions that harmonize public spaces, cultural vitality, sustainable mobility, and mixed-use development.\u003c/p\u003e\u003cp\u003eA primary analysis points to the neighbourhood\u0026rsquo;s potential for green corridors, pedestrian areas, and adaptive reuse of underutilized space, but overcoming challenges such as land-use conflicts and car domination. Methodologically, internal-external factor analysis, and spatial prioritization matrices are used to determine scalable solutions. Scalable interventions include upgrading connectivity through walkable networks, integrating public art and local cultural stories, and community-driven programming in plazas. The research highlights the potential of placemaking to link economic growth and social equity with environmental resilience, providing a replicable model for changing sterile business districts into vital, livable city centre. The study advances the field of sustainable urbanism in Global South cities by promoting contextual solutions that balance globalization pressures with place-specific identity and inclusivity.\u003c/p\u003e","manuscriptTitle":"Assessing for Identity through Urban Placemaking in Mumbai's Central Business District (BKC)","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2025-08-08 03:45:22","doi":"10.21203/rs.3.rs-6722071/v1","editorialEvents":[{"type":"communityComments","content":0}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"cd4284ff-7c3c-4369-8e5d-5f14b76efcc7","owner":[],"postedDate":"August 8th, 2025","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[],"tags":[],"updatedAt":"2025-11-10T12:08:30+00:00","versionOfRecord":[],"versionCreatedAt":"2025-08-08 03:45:22","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-6722071","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-6722071","identity":"rs-6722071","version":["v1"]},"buildId":"8U1c8b4HqxoKbykW_rLl7","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}