Source: EURLEX
Language: en
Format: md

![european flag](./../../../images/eclogo.jpg)EUROPEAN COMMISSION

Brussels, 14.2.2024

SWD(2024) 77 final

COMMISSION STAFF WORKING DOCUMENT

First annual report on key findings from the European Monitor of Industrial Ecosystems (EMI)

Accompanying the document

Communication from the Commission to the European Parliament, the Council, the European Economic and Social Committee and the Committee of the Regions

“The 2024 Annual Single Market and Competitiveness Report"

{COM(2024) 77 final} - {SWD(2024) 78 final}

EN

Table of Contents

Executive Summary
   

1. Introduction
   

2. Uptake of green and digital technologies
   

2.1. Presence of digital tech startups in the industrial ecosystems
   

2.2. Adoption of green and digital technologies by SMEs across industrial ecosystems
   

2.3. Environmental impact of industrial ecosystems
   

2.4. Private investments and funding per ecosystem
   

2.5. Supply and demand of skills to support the twin transition
   

3. Position of EU industry in the global technology race
   

3.1. The EU’s innovation capacity in green and digital technologies
   

3.2. EU capacity to produce technology-based products
   

3.3. Scaling-up capacity in the EU
   

ANNEX

Executive Summary

The European Monitor of Industrial Ecosystems (EMI) aims to inform EU policymakers, industry, and Member States about the evolution of the twin transition across individual industrial ecosystems
[1](#footnote2)
, notably by looking at some of its key enablers, and about EU competitiveness in key technologies for the twin transition, also compared to other foreign competitors.

This annex provides a first annual report on EMI findings, first as regards the progress of the twin transition by individual ecosystem, and then as regards the position of EU industry in the global technology race.

On the progress of the twin transition by individual ecosystem, the initial results show the following:

·Uptake of digital and green technologies

EMI finds that basic digitalisation
[2](#footnote3)
 is still taking place across all industrial ecosystems, with only 69% of Small and Medium-Sized Enterprises (SMEs) having at least basic level of digital intensity in 2022, below the 2030 EU target of 90%
[3](#footnote4)
. However, there is evidence of a serious commitment by industry to speeding up: e.g., 49% of SMEs reported increasing their investments in digital technologies
[4](#footnote5)
. This trend is particularly visible in the aerospace and defence and the cultural and creative industries ecosystems. Similarly, 42% of SMEs reported increasing their investments in green technologies, with energy-intensive industries, aerospace and defence, and agrifood leading this.

·Supply and demand of green and digital skills

EMI also finds that the availability of digital skills remains limited, especially in some service-based ecosystems like tourism. These low levels of supply contrast with the high demand for such skills, and this gap is particularly high in cultural and creative industries, construction, and tourism. The availability of green skills also remains limited, with no ecosystem having a share of professionals with such skills over 7%. Demand also remains low, with the exception of the Energy-Renewables ecosystem, but is increasing with an average annual growth rate reaching 40% from 2019 to 2022.

·Private equity and venture capital

European private equity and venture capital investment in green and digital tech firms have consistently increased since 2016, with significant increases in 2021 and 2022, followed by a drop in the first quarters of 2023. The ecosystems that attracted the most investment in digital firms in 2021 were electronics, retail, and mobility. The latter two were also the ecosystems that captured the most investment in green tech firms, along with agrifood. Despite this, EU businesses are still constrained by the limited availability of private financing, with the US having a much larger number of scale-ups than the EU across all industrial ecosystems, though this gap is narrowing in certain ecosystems, such as mobility, electronics, tourism, and energy-intensive industries.

On the position of EU industry in the global technology race, EMI shows the following:

·Capacity to innovate

EMI finds that EU innovation is concentrated in climate change technology, but that the EU is giving way in digital competitiveness, with the EU retaining a leading position on transnational patent applications in Renewable Energy Technologies, but lagging behind China and the US in Artificial Intelligence and Big Data. China has caught up with the EU on solar power. On the other hand, the EMI provides further evidence that the EU is still in the lead worldwide in terms of transnational patents in Advanced Manufacturing technologies.

· Capacity to produce technology-based goods

EMI shows that the EU produces more than it imports in advanced manufacturing and robotics, renewable energy technologies, advanced materials and nanotechnology, and biotechnology
[5](#footnote6)
. However, the positive balances between production and imports which were found in the advanced manufacturing and renewable energy technologies have recorded a decrease. Moreover, the analysis shows that the EU produces much less than it imports in Artificial Intelligence and Big Data, both of which are key for industrial competitiveness and to deploy Industry 5.0 solutions. 

  

1.Introduction

The European Monitor of Industrial Ecosystems (EMI)
[6](#footnote7)
 project was launched in 2022 to support EU policymakers, industrial stakeholders, and Member States in assessing the performance of the 14 industrial ecosystems in terms of their green and digital transition. To this effect, based on an established monitoring framework, the project will deliver 14 industrial ecosystem reports on a yearly basis, starting this year, allowing for an assessment of progress over time. This will be complemented annually by 27 Member State reports, several international reports, and one EU report, to provide insights both at country level and vis-à-vis other foreign competitors. In this way, EMI complements other monitoring exercises undertaken by the Commission, such as the Annual Single Market and Competitiveness Report (ASMCR) and the multiple observatories developed by industrial ecosystems. It also helps the monitoring of the implementation of transition pathways
[7](#footnote8)
.

First, EMI has a strong focus on technology generation and uptake as key drivers of competitiveness and of the twin transition. Second, in addition to relying on traditional data sources such as transnational patents and trade, EMI uses novel metrics such as private equity and venture capital based on data from Crunchbase, supply and demand of skills based on data from LinkedIn and Cedefop
[8](#footnote9)
. In doing so, it is able to address gaps in traditional data sources and deliver findings on a more regular basis.

This is the first annual report and sets out results in five areas: uptake of green and digital technologies, environmental impact, investments and funding, supply and demand of skills, and position of the EU in the global technology race. Although EMI is still in its first year, it presents trends where data has been available for more than 5 years.

2. Uptake of green and digital technologies

2.1. Presence of digital tech startups in the industrial ecosystems

KEY MESSAGES:

- The industrial ecosystems that attract the highest share of digital tech startups are health, mobility, and cultural and creative industries.

- Artificial Intelligence-based tech startups are the most common in health and cultural and creative industries.

- Internet of Things plays the most important role in electronics, healthcare, mobility, and construction.

- Robotics plays the most important role in aerospace and defence and mobility.

- Augmented and virtual reality and blockchain are still considered as niche technologies, but both have been intensifying.

- There is a strong increase in digital tech used for environmental protection across all ecosystems, but most importantly in mobility, electronics, and proximity and social economy.

The uptake of digital technologies can be partially assessed by the presence of digital tech startups in each industrial ecosystem, as such companies can disrupt existing models, push the boundaries of industrial activities and encourage the broader industrial ecosystem to embrace digitalisation. Digital tech firms have become an integral part of various industries (providing, e.g., online booking and recommendation platforms in tourism or connected vehicles in mobility) and new start-ups are providing a diverse and dynamic nature of solutions shaping industrial futures.

This section identifies which ecosystems have more digital tech startups and which type of technologies (basic or advanced) they adopt. The exercise builds upon the analysis of data from Crunchbase and NetZero Insights.

As found by the analysis of startup data
[9](#footnote10)
, in Europe, a high share of tech startups across all industrial ecosystems offer basic digital solutions such as online platforms (like online marketplaces) and software services or digital applications that are specific to each ecosystem.

This suggests that the more basic forms of digitalisation such as going online and leveraging digital tools are still taking place. Overall, the analysis identified more startups in these fields compared to advanced digital technologies such as Artificial Intelligence (AI), Big Data, Internet of Things (IoT), robotics, blockchain or Augmented and Virtual Reality (AVR). Figure 1 below provides an overview of the intensity level of technology startups using different digital technologies within industrial ecosystems.

It should be noted that in many cases, more basic forms of digitalisation are more transformative for industrial ecosystems than deep tech. Basic software services provide essential functionality to industrial firms and enable them to manage their operations more effectively. For example, in service ecosystems, emerging cloud-based solutions bridge the gap between the physical and digital world and help these companies to reach out to customers in new ways.

That said, advanced digital technologies provide more innovative functionalities to industrial firms and allow them to be more competitive. As shown by Figure 1 below, some industrial ecosystems have leveraged specific technologies to that end. Such is the case of certain service ecosystems like health and cultural and creative industries, where both AI-based and Big Data-based tech startups are found to be particularly common.

Figure 1: Number of digital tech startups (business creation) per EU industrial ecosystem

 
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Source: Technopolis Group, Crunchbase and Net Zero Insights, for the European Monitor of Industrial Ecosystems (EMI) project 2023

On the other hand, in some manufacturing and device-based ecosystems such as electronics, healthcare, mobility, and construction, IoT plays the most important role. Agri-food is following close. Emerging IoT-based products and services include for example, connected elderly care solutions in healthcare, and smart farming and real time monitoring in agri-food.

Robotics have been transforming the aerospace and defence ecosystem, particularly the application of drone technologies and unmanned aerial vehicles. Robotics startups are also active in the mobility ecosystem, contributing to automating car assembly and other production processes.

AVR and blockchain are still considered as niche technologies with fewer specialised startups across all industrial ecosystems. However, they are becoming more popular, especially AVR, which is naturally the more present among start-ups specialised in cultural and creative industries. Blockchain is also gaining ground: for instance, it is used in the cultural and creative industries to manage digital rights.

Digital technologies are increasingly interlinked with clean technologies and environmental solutions, as the growing number of startups that combine both fields demonstrate. Examples include big data analytics and AI-based software that provide solutions for waste management or material optimisation in specific industries.

2.2. Adoption of green and digital technologies by SMEs across industrial ecosystems

KEY MESSAGES:

- On average, 42% of SMEs surveyed reported increasing their investments in the green transition, and 49% claimed to have increased their investments in digital technologies;

- The lowest levels of uptake of digital technologies are in the proximity and social economy ecosystem, whereas the highest are in aerospace and defence;

- On average, 20% of surveyed SMEs reported investing into energy-saving technologies, with agri-food, tourism, and textiles accounting for most of the investments;

- On average, 25% of European SMEs have adopted cloud technologies, predominantly in aerospace and defence and in textiles;

- The adoption rate of AI among European large enterprises was 28%, while for SMEs, it was 9%, with the highest rates being recorded in the health and aerospace and defence ecosystems.

The technological uptake of green and digital solutions by SMEs offers a snapshot of how the European economy is transforming at large, beyond big companies that have more resources to dedicate to this process. This section details the results of a dedicated survey among SMEs and explores their level of investments and adoption of green and digital technologies
[10](#footnote11)
.

Investments and adoption of Green Technologies by SMEs

According to the business survey conducted under EMI
[11](#footnote12)
, 42% of SMEs on average across all industrial ecosystems have increased their investments aimed at the green transition and plan to continue investing. In general, service ecosystems
[12](#footnote13)
 have a more diverse green technology uptake than manufacturing ecosystems. The latter mainly focus on energy saving and recycled materials. Technologies related to carbon capture or the use of green hydrogen have been taken up the least.

In terms of the specific green technologies
[13](#footnote14)
 that these companies have invested in, on average 20% of SMEs across industrial ecosystems invested into energy-saving technologies. Similarly, the use of recycled materials has been an emerging practice, with an adoption rate of 21% among SMEs, particularly by manufacturing ecosystems such as textiles and agri-food (see Table 1 below).

However, there is a lower take up - 11% - of circular business models. The most popular business practices and business models are the product-as-a-service and leasing models, where customers obtain temporary access to a product via leasing or pay-per-use schemes. The ecosystems using this the most are health with 22.3%, aerospace and defence with 14.3%, and construction with 13.4%. However, remanufacturing, which increases a product’s lifetime and allows the revaluation of products, is still very limited, which may be due to the related complexities, software restrictions, and high costs.

There is a mixed uptake of clean production technologies, including waste and water reduction technologies. Ecosystems such as tourism, health, and agri-food show a high degree of clean production technologies with 23.3%, 24.3% and 28.6% respectively, whereas electronics and cultural and creative industries show lower levels.

Figure 2: Share of SMEs that have reported increasing their expenditure in green technologies per industrial ecosystem in the EU27 over the past 5 years

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dxrd6VqdpaynCXEsQxj1xnp9M0AekMyopZiFUDJJPAFV7HUbLU4DPYXlvdwhtpkglWRQfTIPXkVl+JtetdJ8MTak0c91BKgVPsqhyQ44bqOPevKfhr4+sPDPhmSxudN1S5ka6eXfawK6YKqMZLDnigD3OispfEWnjw2mvXTvZ2TRCU/aBtZAegIGefYZrkj8VoZQZ7Lwzrt1Yj/AJeUtvlI9R7fUigD0Kisbw34n0vxVpxvNMmLKp2yRuNrxn0Yf5FZvin4gaP4VuEs5xNdX8gBW1tlDMM9M9hn8/agDU8SeIbTwvo0mqX0c8kEbKpWBQWyTgdSB+tX7G8j1DT7a9iDLHcRLKgccgMARn35rxrx78QrTX/CFxpkmlajYXckkbRi5iwrAMCcH1/CvWPDH/Ip6P8A9eMH/oAoA1ayLvxPo9jr1tolzebNRuVDQw+U53AkgfMBgfdPU9q165PVtU8OwePdK0690szazPEGtrvyUIjUF8DcTkdG6DvQB1lFYHinxdp/hG2trjUIrh0uJfKXyFU4OM5OWHFc3qHxf0a3nkTT7C/1KKI4kuII8Rj6E9fyAoA9DorF8M+KdN8WaZ9u0132q2ySKQYeNvQj+o4qr4q8b6P4RSMX7ySXMozHbQLukYdM9gBn1/DNAGrrer2+g6NdapdJK8Fsm91iALEZxxkgd/WjRdWg13RrXVLVJEguU3osoAYDOOcEjt615b4r+Jdpq3hLUtOn0fU7CW5i2wvPF8jHIOM9unpXbfD6QQ/DfSJWBKpbFjj2JoA6uisTwt4psfF2lPqNhFcRwpMYStwqhsgA9iePmFM8R+LbDwxPp0N7DcyNfy+TEYVUgHIHzZI4+YdM0Ab1FZuua7p3hzS31DU5/KgU7RxlmY9FA7muLPxbg8v7SPDGuGxPIuPIGCPXrj9aAPRHdIo2kkZURQWZmOAAOpJqGyv7PUrf7RY3cF1Dkr5kEgdcjqMjiuU1fxtplx8P5dbtobye1ule3RY4hvViGGWBPQEcnJrg/h18QdP8N+FV0+50zVbiQTu++1gV0wccZLDmgD2+iuY1rx1pug+HLDXLy2vTb3pQRxpGvmLuUsNwLADgeprN1n4teFtGvGtfOuL2RDh/siBlU+m4kA/hmgDotS8T6PpGq2WmX155V5esq28flO28lto5AIHPqRWvXHa1rfhtdf8ADq6hpT3N9flGsZzCjeSSwIJJORyQeM1s+JfEdp4W0g6lexzyRb1jCQKGYsenUigDYorzc/FyKNfOm8L63HajkzGEYA9eeP1rtdB17T/EmlpqOmTebAxKnIwyMOqsOxoAqaf4tsNS8U6h4ehhuVu7FN8ruqiMj5ehBz/EOoFb1eXeFP8Akt3ir/r3/rHXqNABRSEgDJOAOprhbz4o6d9slttG0rU9aMJxJLZQlowfY9/yx70Ad3RXK+GvHuleJbyTT1iubLUYxlrS7TY5HfHr/P2rT8ReJtL8L6f9s1S48tGO2NFGXkPoo7/yoA16K84/4W/Zoq3Fx4d1qGxbpctCMY9euP1rtI/EGmSeH1103Sx6c0Xm+dICuF+h5z2xQBp0V5yfi9Yyb5rLQNZu7JCQ11HANvHU9f5kV13hzxNpfinTvtulzl1U7ZI3GHjPow/yKANiiuR8RfEPStA1L+y0gu9Q1LGTbWce8rkZGfw7DJqjp3xSsLnVrXTNQ0jVNNubqRYoftEOFLMcAevUjtQB3lFc9feMdP07xZZ+HbqG6jubxQ0M5VfKbOcDO7OcjHTqRXQ0AFFYHh3xfp/ie61CHT4bny7GTy3nkVRHIcn7hDEnpnkDgisG9+KumLfzWekaZqOsPCcSPZxbkH0PU/XGPegDvaqtqdguorp7X1sL513LbGVfMI65C5zjg/lXOeGfiDp3iXU30xbO+sr+OMyNDdRbeBjPIPuOuK831HxnZx/GODWjYaiYbWBrdoRCPNYhXXKjdgjnrmgD3Wiub8MeNLLxVNcRWthqNsYFDMbuEIGznphj6VQ1j4k6Zp+pyaZp9lfavfRHEsdjFvEZ7gn1+gNAHZ0VxuhfEfTNX1ZdJurO90rUX/1cN7Hs3+wPr9QK0/FPi7T/AAjbW1xqEVw6XEvlL5CqcHGcnLDigDforzvUPjBo1tPItjYX+owQnElzBHiMfQnr+lXpfir4XTRYdRW5lleYlUs40zPuHUFc4H1Jwe2aAO2orgNH+LGk6lrMOmXdhe6bNOwWJrlQFYnoD3Gfpiuy1fV7HQ9Mm1DUZxDbRD5mPOT2AHcn0oAu0V5z/wALbgkT7Rb+Gdcmsf8An5EA2kevp+tdf4b8SWHinSRqOneaId5jZZU2srDGQfzHQ0Aa9FFYF14usLPxfaeGp4blby6j8yKXavlEYbjO7OflI6daAN+isbxP4nsPCekf2lqCzNEZFjVIVBdmOegJA6Anr2rQ0+/g1PTLbULZiYLiJZUJ64Izz70AWawfCvi2w8X2VxdafDcxJBL5TC4VQScA8YJ45o8L+LLHxbaXN1p8NykME3kl51UB2wD8uCeMEdcda8q+G/jTSfCnhzUEvWllupr0mK1gTdI42qM+gGfU0Ae50Vweh/FXSdW1mPSrmyvNNupmCxC5UAMT0HqCe3FdvdXUFlay3NzKkMESl5JHOAoHc0AS0V58/wAVbWdmbSvD2talaoSDcw2x2H6f/XxXReGPGGleLLeV9PeRJoTia3mXbJH9R6e4oA36K5i+8e6JpniWbRL55beWGHznuJAoiC4zjOc556Y61R0b4o+H9e8Qw6NYJevNMWCStEFjO1Sx6tu6A9qAO1orlPEPj/StB1AaakN1qOpEZNpZR72X/e9PpyfaqGn/ABQ06XUodP1bTNR0aac4ia9i2ox+vUflj3oA7qiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDM13/kHj/roP61zx/490/32/kK6HXf+QeP+ug/rXPH/j3T/fb+QoA6jSv+QZB9D/M1cqnpX/IMg+h/mauUAFFFFABWbrOv6V4etRc6rfRWsZOF3HLMfZRyfwFaVeM3v2DUvjtcW3iYobSGILaRXB/dE7FKg54IOWOO549qAOrX4weDml2G9uFXP3zbPj9Bn9K6rR9e0rX7dp9KvobqNSA3lnlc9Mg8j8adJomkTweTLpllJDjGxoEK4+mKq6H4W0nw3PeyaVAbdbsq0kQbKArn7oPTr06UAbNFc14l8caT4ZnitJxPdX8wzHZ2qb5CPUjsKxYfirYRXcUOs6NqujpK21JruAhPx7/oaAO/orO1nWbbQ9DuNXuBJLbQIHYQgMzAkDjJAPX1rl7v4teF7PTrW6eW4eS4QSC1jQNKg/2udqn2zQB3NFcXH8TdFdNFla2v44NXZkt5njQKrB9hD/Nxzjpngiu0oAKyLDxPo+qaxeaTZ3nm31nnz4vKddmDtPJAB59DVfS/F9hrHiTUdEs4blptP/185VfKznG0HdnOc9v4TVLQdU8O3XjHWbLTtLNvqlsT9ruTCiiXLc/MDk888gUAdZRWD4n8YaR4Stkl1KZvMk/1UES7pJPoPT3JArlx8XrGFlfUdA1iytXOFnkg+X+n6ZoA9GorMvvEGl6boY1m7ulisWjWRZGBywYZAA6kn0rjz8V4Sn2mLwvrslgBn7ULf5cevXGPxoA9DorL0DxBpviXTF1DTJ/NhJ2sCMMjd1YdjXNap8UNMtNTm03TdP1DV7qEkSiyi3KpHUZ7/gMe9AHc0Vx3h74jadr2sLpD2GoWGoMpZYrqLAIAyec+gPUCuxoAKKK53xR410jwkkQvnkkuZv8AVW0C7pH7Zx0Az6/hmgDoqK8+g+LWmpdRRavpGqaVHKcJNcw/J+Pf8ga7t7mJLNrpWEkIjMgZCDuXGePXigCaqWratY6Hpsuo6lP5FpFjfJsZsZIA4UE9SO1clH8WvC7aKNTkluId0jRpbOgMzEY5CqSAOepI70p8deG/EHgrU9WuNOup9MtJFjnt54ULOdy4wu7B5IPJ7UAdfp2oWuq6fBf2Uvm2067o32ldw+hANWqzfD9xY3fh+xuNMt/s1lLCrwwlQuxTyBgEgVzWo/E3TYNQlsNK07UNauITiU2MO9FPpnv+Ax70AdvRXI+HfiFpevakdLkt7vTtSAyLa8j2M3c4/DscGrvibxlpnhOfT49SSfF85RHjC7UwVyWJYYHzDpnvQB0NFec3vxj0aGVzZabqN9axnD3UcW2P8M/1xXX6D4k07xJoo1TTpGeHkMjDDow6qR69PzoAupqdhLqEmnx31s97Eu6S2WVTIg45K5yByPzFWq8G0zx1Y2vxX1bxA2nam1vc2oiWBIFMynEQyy7sAfIe/cV634Y8V2niqC4mtbO+tVgYKwu4ghORnjBNAG9RXDX3xP06O+ls9I03UdakhOJHsYdyKfr3/AY96u+G/iBpfiLUH00w3VhqSDP2W8j2MwHJx68duD7UAdZSMdqlj2Gay/EHiPTPDGmm+1Sfy487UVRlpG9FHc1xafGDT5EMk2h6vDZOPluTCCuPU89PoTQB1nhTxZYeMNMlv9PiuYoopjCwuFVW3AA9iePmFbteY/A3/kTb7/sIP/6Ljr06gDN1vX9M8OWK3urXP2e3aQRh/LZ/mIJAwoJ7GrttcRXdrDcwNvhmQSRtgjKkZBwfasDxxqOiaV4f+1a/p5vrITKBEIlc7jnBwxA9a0ZdTs9M8MnVFhdbK3tPPEUajcIwuQAM4zjtmgDTorz6T4weHjY281pb391dTgkWccQMiAEj58EgZxngk4I9a0PCvxG0nxTfvpyQ3FlfoC3kXAA3AdcEdx6HFAHY0VQ1jWbDQdNk1DUrhYLePqx5JPYAdyfSuGj+MWnyN5q6DrBsc/8AHysIIx69cfrQB1Xh3xbYeJrnUoLKG5jbT5fKlMyqAxyw+XBPHynrit6vKfg3cR3d/wCKrmIkxzXaSISMcEyEV3Ft4tsLrxjeeGEhuRe2sQmeRlXyyCFPBznPzjt60Ab1FUdZ1WDQ9HutTuUkeC2Te6xAFiPbJA/Wo9I1u01nQYNZh3w2s0ZkHn4UqoJyWwSB09aANKivPpfixYS3EiaPourarFEcPPbwfJ+Hf8wK1vDnj7TPEi3q29tewXNnH5k1vPEAwHtg/wCFAHQxanYT30tjDfW0l5CMy26SqZEHHJUHI6jr61arwbQ/HVjYfEzXNck07U3gvIdiQxwKZU5T7y7sAfL69xXqmk+NbHV9C1DV47LUIILFWaRLiJVdgq7jtG4g8e4oA6WqGsazp+gac+oanceRaoQrSbGbBJwOFBNcq3xa8Lx6LBqMktwpmLbLXYDNgEjJAJAHHGTzS3HjXw3rfgO6128064udKhmWKS3mhQuW3KAdu7HVh3oA7CxvrfUrCC9tJPMt50Ekb7SNynocHkfjVis3Sbuybw3Z3tlAYLFrVZootoBSMruAwOBxXEr8Xra5G/T/AA1rV1D/AM9FhGP0zQB6RWDrvi2w8P6rpOnXcNy82qS+TC0SqVU7lX5skYGXHQHvVbwt470jxXLNbWontr2EZktblNrgdCRgkEZ/GuV+Jv8AyPPgT/r+/wDakVAHqNFFFABRXLeI/HuleHr1dPMdzf6k4yLSzj3uB2z6fz9qzLP4pacdQhs9Y0vUtGeY4jkvYdqE+56j64x6mgDvKKhurqCytZbq6mSGCJS7yOcBQO5rgH+LunzSyf2Xoer6jbxnDTwwfL+Hf88UAei0VgeFvF+meLrWabTxOjQMFminj2shOceoPQ9DWJqnxS0q01OXTtNsb7V7mI4k+xR7lUjqM9/wGPegDuqK5Pw18QdI8SXr6eqXFlqKAk2t2m1jjrj1+nB9q0fEvivSvCdilzqcrDzDtiijXc8hHXA/qcCgDborzlvi3b24E174a1u2tD0neAYx68kD9a6HV/G2m6P4ZtfEDwXlxYXOza0EallDDILBmGB2+tAHS0VDa3MN7Zw3Vu4eGaNZI2HdSMg/lWNd+L9PtfFtr4aENzNf3CeZmJVKRryfnJYEcDPQ9vWgDforl/E/jzSfC9zFZzLcXeoSjKWlqm98difT+ftWLH8WrGK5jh1bQ9X00SsFSSaD5efyP5A0AdxfalYaXCs2oXttaRM2xXuJVjUt1xkkc8H8qtdRkV4/8cNZhaxtNEEFx56TJcmYoPKK7XXbnOd3tjpXUaR8TtM1XUrXTotJ1qKSdhGsk1sqop9Sd54oA7iiue8TeM9J8LCKO8aWa7m/1NpbpvlftnHYfX8K59fivZ280Y1jQdY0uCRtq3FxbnZ+Pf8ALNAHoNFUb7VrWx0OfVyTNaQ25uMw4YugXd8vODkdOa4yT4weH2sbeWztr+7upwxFpHEDJGAxHz4JAzjPBJwR60Aeg0Vw2j/Fbw5qVvdPdySabLarukiuhgkZx8uM7jnHHX2rNk+M+kRyq50jVBYs2BcmNQD7gZ/rQB6XRVeyvrbULCG+tZlktpkEiSDoVNcRdfFbTTeS22j6VqeseScPLaQ5T8D1P1xigDv6K5Twv4+03xRqE2nRWt7aX0MZleC5j2kKCAeQfVh1xXV0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWH4i/5dv+Bf0rcrD8Rf8ALt/wL+lAF7R/+QXD/wAC/mavVR0f/kFw/wDAv5mr1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXN69/x/r/ANcx/M10lc3r3/H+v/XMfzNAG9af8eUH/XNf5VNUNp/x5Qf9c1/lU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmGrf8nB6D/14N/6BNXp9edanpt/J8c9F1BLK5ayjsmV7lYmManZNwWxgHkfmKAOd+IFvqnhPxdNqGhodniKBrV0XtMcDI/2jwQfUtWt4z0GLw18FH0uPBaHyfNYfxyGRSx/PP4Yr1AgHGQDg5Ga4/4o2V3qHgG+trK2muZ2eIrFDGXY4dScAc0AT6Hqlrovww0zUr1iLe30yF3wMk/IOB7k4H41zth4n8feKbcXmhaPp1hprkiGW8clmA4yMHp/wH8a2D4duNa+EdroThra6fToV2yqVKSKFYBh1HK4NcxoHibxn4d0q30GbwRd3c1qvlRzoxWMgdMkKVP1zQBT0yLXLb45aYNels3vprVy7WYIRl8uTGcgZPy/oK0/i9DHca34PhmQPFJeOjqejAtECKq6Xp/iyf4waXq2vacUBt3y9vExhgUpIAhfpuyfU/eFa/xN0y/v9d8IyWdjc3KQXhaZoYmcRjdHyxA4HB6+hoA9CjtoIbZbaKGNIFXaIlUBQPTHTFeY/BxBb3Pii0TiGG9ARew5cfyAr1OvOPhfpl/p+p+KXvbG5tlnvQ0RmiZBIMvyuRyOR09aAKvhj/kunij/AK9f6xV0nxN/5JzrP/XNP/Q1rl/EOm+IvCvxEm8V6Lpb6pa3sIjngiyWHCgjAyeqAg4PcVW8Tan468W+GL6KPwy+m2O0GSKQNJcTfMMKi7Qfc/L0HWgDtfBf/JNNL/68R/I1zvwP/wCRIuv+whJ/6BHXT+Era4tvh9pttPBLFcJZbWikQqynB4IPOawvg7p19png+5g1CyuLSY3zuI7iJo2K7EGcEdOD+VAFvxb44n0jWrbQdE0z+0tauE3KhOFjB9fyz1GBzmsDxDF8SLzwzqj6l/YMFkLWR54VDFtgUk7eo3ccc9am8X6Pr+i+PbfxjomnnU0MXlT2yZLjjbwBzgjHIBwRzUWra/448U6Df2tn4Uk0q3a2kEz3RZpJF2nKRptBLN0HB69qAL3gO9ms/gqbyIky21tdyR+xVnI/Wk+DOn28Xg5tRChru8uHMsp5YhTgDPp1P41p/DbTJoPhza6fqVnNA7ecssE8ZRtrO3UHnkGuY0q38WfDO4urC20aXXdEllMkLW5/eIT7AE9AMjGPQ9aAPVZbW3nlhlmgjkkhbdE7KCUOMZB7cGvNP+bhP+3H/wBkrX0bxL4v17XbVT4Zk0nSVYm5kuj+8YbTgAEDvjoD9ayvF+ma7ovxCs/F+kaXJqcPkeVPbxff6EdBk9CCCAeRzQB6Re/8eFx/1yb+Rrz34If8iPcf9f8AJ/6AldJ4Z1/UvEa3i6j4du9JhRVCfaScy7s7uCoxjA/OvP8AQW8W/DSa+0mPw1cazYSzmWCW33egGSVVsZAHBAxigDV+Ln/IT8I/9f5/9CjrT+MX/JPLn/rvF/6FXI+J4PG3iHVNAv8AUtEaC1S7BjtbaNpXiG5SXkIBxn8Oh4Fdt8VbG71HwLcW9jaz3U5mjIjgjLsQG54HNAGl4M0TTNN8L6abOxgiea1jklcINzsygkk9Tya5D4rqqa54LVVCqL44AGAPmir0Hw/HJD4b0uKVGjkS0iV0YYKkIMgjsa4n4naZf3+teE5LOxublIL0tM0MTOIxuj5YgcDg9fSgC18Yv+SeXP8A13i/9CrovCNnbWXhPSktbeOFXtYnYRqBuYoCSfUk96xfirY3eo+Bbi3sbWe6nM0ZEcEZdiA3PA5rpPD8ckPhvS4pUaORLSJXRhgqQgyCOxoA880aJLT9oDWo4FCRy2e9lUYBJWJifxOT+NNu4U134+La3yiW3021DxROMqTsDZx9Xz/wEVfsdMv0+Ompag1jcrYvZhVuTE3lsdkYwGxgng/lTfG3h/W7DxdZ+MvDlsLu4iTy7m17uMEZA75BxxyMA80AdzroB8PakCMj7LL/AOgGuO+DP/IgJ/19S/0rOv8Axf4z1vSLy3tvCD6XH9ncz3V+7bUTad20FVycdOv0rS+DSkfD+MkfeuZSPzFAFaXWviwJpBF4Y0lowx2kyrkjt/y2retNT8Sp4I1W/wBesbey1O3hneKO3IK7Vjyp4Zuc579q6umTQx3EEkEqho5FKOp7gjBFAHnvwZsYIfBZvlUG5u7hzLIeWO04AJ/M/iapfGu3S20nSdbgxHqFteqkcq8NgqzfoUB/Oq+lQ+KvhnPdafb6JPrmiSymWB7YkyJn1ABPQDIxjPINPudO8SfErWrA6tpEmjaDZyeY0M5/eTH0wQDyOOgABPWgDQ+MUhl+HUchGC9zExHpkGuq8L6HpeleH7JLKxgh8yBGdlQbnJUEknqfxrB+Len3mpeCfs9hZz3U32qNvLgiLtgA84Aziuv0pGj0exR1KutvGGVhgg7RwaAPOfiWqp438BqoCqL4AADgfvIaT4z3NwYvD+mwhGju7ssySEhHK7QobHb5zVz4iaZf3vjLwZPaWNzcQ297umkiiZ1iHmRHLEDgYB6+hrb+IHhA+L9BWCCVYr62fzbd26ZxgqT2B9fUCgDMjn+J8Uaxx6Z4ZREAVVUyAADoAN1ReDPDPiTTvG2qa5rENhBFfwEPFZudvmblwcH6MTz1JqrZ+NfGuk2y2Wr+Cr6+uoht+0WpJWTHc7VYZ9wfwFdB4V1TxZq+pT3OtaQml6b5WIISwMhfI5bv0z2FAHLaRZ2158fte+028c3k2glj8xQ21wIQGGe+CfzrqPifbxXHw71bzEDGNFkQkfdYOOR+o/GsfQ9Mv4vjdr+oSWNyllLZBY7homEbn9zwGxgng/ka6Px/bXF54E1a3tYJZ55IQEjiQszHcOgHJoAq+DXaT4XaczEkiwK/gAQP0FYvwS/5Eab/AK/pP/QEro/BFlND4A0uyvIJYJRbbJI5FKsuSeCDyK4Dwxc+Kvh1HeaJJ4VvNVt2uDLDcWuSpyAOoU8EAHnBHNAF/wCMVxdS3/hjSoFidLm6LmKcny5HBRVDY/h+Y5+ta63HxQRFRNN8MqqjAAMgAH/fdP8AFvhi88deErC5EP8AZ2swfv4opGPyMRyhOOOg5x1ArNtfHPjPTbdbTVvBF9eXcY2me1zsk9ztVgPwOPYUAW/A3hnxDpPivV9W1eGxgi1BNzRWbnb5m4HOD9W796y/hXDHq3ibxNr94okvvtPlxswyY1JbIHpwAPoK6vwnqXivVb26udd0qPTLEoBbQbgXJzyW79PYfSuPn07xL8PfF2palomkPq2kak/mPBDksjZJxgAkYJODgjB9aAN/4w/8k8uvaaL/ANCFdP4Y/wCRT0f/AK8YP/QBXlvjG98c+LvDMy/8IxJYWCuhMGGluJTnjCgAgDqflH1r1Xw7FJB4Z0mKWNo5Es4VdHGCpCAEEdjQBpV5d4o/5Ln4X/69f6y16jXnHiPTL+f4yeHL6GxuZLOG32yXCRMY0OZOC2MDqOvrQBU+Nqh9I0VWGVN9gj/gNemWtpb2VsltawRwQIMLHGoVQPYCvPvi7pl/qWm6OthY3N00d7ucQRM5UY6nA4Fej0AeV/DGJbTx141s4QEgS6wiDgKBJIAB9Aab4Shj1v4w+JtQvlEsunsYrcOMhMNsBHvhf/HjV/wHpl/Z+PvGNzdWNzBBcXJaGWWJlWQeY5ypIweCOlU9e0fxF4S8dXHinw7p51K0vlxdWqZLA8Z4HPJGQQDjJH1AOq+I/Pw81rP/ADwH/oQqHwP/AMku03/rzb/2auR8Raz458WeGr63g8KSabZmP96JtzzS8j5UXaDn/gP413HgWzmt/AWlWl5BJDKtuVkilQqy8ngg8igDm/gh/wAiPcf9f8n/AKAlQfFz/kJ+Ef8Ar/P/AKFHWVoLeLfhpNfaTH4auNZsJZzLBLb7vQDJKq2MgDggYxUPieDxt4h1TQL/AFLRGgtUuwY7W2jaV4huUl5CAcZ/DoeBQB2fxO8Lah4n0K2Gl7HurOfzhA5AEgxjHPGfr71mr8UNQ0qNR4k8I6lZBcB54U3R/UZwMfia6Xxde+JtOjs7rw7YR36ozfardyAWXAwV5Bz16Z+hrmbnxz4n1GymsYPAGopczIY8z58oZGOSUAI/EUAdSmpaVq3gq+vtHaM2ktvM37tNuG2ndkdjnrXP/Bj/AJEBf+vqT+laHgXwfP4e8EyaRfyA3F20kkwQ5EZdQuAe+AB+Oa47wvf+K/h/aXGhT+ErzU4xO0kM9rkqc47hSMHGecEZoA0/jn/yKNh/1/r/AOi3rv8ATNC0vR7JbTT7CCCEDG1UGW+p6k+5rgPina6tr/gTSHg0m6a8e4jlmtYY2laHMbZBwOxOM4r1AdKAPLviAAvxM8EgAACcAAf9dFrqfG3jG38I2NuxtWvL66cpa26nBZhjJz6DI6c8isDxzpl/d/EPwhdW1jczW9vODNLHEzJGN6n5iBgfjU/xM8Narqh0nWdFjE19pU3miA/xjKsCPUgqOO+aAI45vinqSCQW2hacjDiOYszAe+N1Z3wVEsUXiK3lKbo7xQRHwob5gce3FXIfGnjjV0+yWHgqWxum4NzeuyxJ74ZVz+Z/Gm/CTS9U0z+3xqtpcQyy3SsHlhaMS/eyy5AyPp60AQ+FP+S3eKv+vf8ArHXqNeceGdMv4PjB4lvprG5jtJoMRTvEwjc5j6MRg9D09K9HoA5H4nXs1h8PNVlt2Ku6JFuHZXdVb9CR+Ncv4T/4T+z8K6bHo+m+HRYtAskRcyB2DDO5sN9455r0XXtHg1/QrzSrklYrmMoWA5U9Q34EA/hXm+i3/jbwDa/2Pd+HZtasISfs89mxJCk5xwCcexAI+mKAJz4b8bap430bXtUtdItzZOFkezdgzR55ByTngn86i1aJNc+PFjY36iS1srbzI4m5Vm2ls4+pH/fIra0rxJ4z17W7Qf8ACNNpOkrJm5kum/eMuOgDAHr6A/Wo/HPhbV31+w8WeGgj6nZrskt2OPNTnp07EgjPI6cigD0BlDKVYAqRggjg15Z8YFW20TQ9GtVW2sri8wyRjaoA6DA7fMTj2q43j/xbNH9nt/AF+l4RjfKWEQPrnaAR+I+taHiTwpqXjDwHbWuotFBrkWJwQfkWTnK5GeMHHfseaAOytLWCxtIbW2iWKCFAkaKMBQOgrzDRI00b476tYWSiO1u7bzJIl4UMVV84+uf++qsW3jfxnp1otjqHgi+u7+Ndn2iEny5CONxIUj64P5Ve8CeF9Wh1rUPFXiMImq342pApz5KccH3wqgDsB70AY91pviXwX481XX9O0Y6zY6jksIm/eJkg47kYPsQRitnTviVouralBpWsaZdabeNIpijvoRt8wH5cE8g56Egc96Ze+KvGmh6veRXXhWXVNPM7m1nsz8/l5O3IUNzjA5A/GsXU7TxF8SdX0pbjw9NounWU3myT3RxIw4yFBAPb0+poA2vi3ost54bi1mzyt9pEonR16hMjd+RCt/wE0eIvHcY+FSa3bOFutQiEESqeUlbIfH+7hvyFd7PDHc28kEyB4pVKOp6MpGCK8F8KeGLm6+Ih8OzTmfSdDu5bnbnK5yoAPuSFyPZvegD1LwV4XGh+BIdLkzFc3MTSXLDqJHHP4gYH4VxXhybxT8Nba40u58LzanYmcyrdWR3E5AGcAHjgdcEV61e/aDYXAtCBc+U3kk9N+Dt6++K89g8deMtPX7Pq/ga8uLheDLZZZG/IMP1oA2vDPjjQfFeomGKCS21WBD+5uogsgX+LaeeOmR19q529/wCThNN/68T/AOgSVL4d0XXNd+IQ8Y6tpg0iGGExw2zNmSQlSuW/BjyQO3FHjbStc0zx3pnjDRtOfUkgh8me3j5b+IdBzyG6gHBFAHb+JrybT/CurXluSJoLOWSMjswUkH868t+Hn/CbW/hOGXQLDQntZ5Hdpbkv5rsGIO7DDpjA9sV3mga3f+LIr+01Xwzd6XZtDs/0knMu7IYYKjHH8647Srbxh8NJ7ixttIfXdEkkMkRgP7xCfYAkHGMjGM9D1oAf4g8O/EDxNcadNfWehwyWM4liltpHVxyDjJJ44B/Cp/jaofSNFVhlTfYI/wCA1cj8W+N9buoYNO8IzaZCZF864vTghM84DBecexpPi7pl/qWm6OthY3N00d7ucQRM5UY6nA4FAHoNvaW1papa20EUNui7VijQBQPTAryr4R6bZp4g8UuLaIyWt0IoHKDMalpAQp7dB+Vet15x8MdMv7DWvFkl5Y3Nsk96GhaaJkEg3ScqSORyOnrQBT+OEapoek3igCeK82o+OQCpP81H5V0fxJ8MXnirwp9j09l+0wzrOiM2BJgMNue33s89xWR8ZNMv9U8NWEWn2NzdyLeBmS3iaQgbG5IAPFdP4tuvEVlp9vceHLOK8nSYGeCQgb49pzjkc5x0/WgDkbb4jatoVnFB4i8H6hbLAgRri2XdHgDGRkAD/vo12/hvWNI17TDqGjFDDLITKFTYwkwM7h/exj9K48/EDxPLEYE+H2pC6YbR5hbys+pOwcfj+NaXwz8KXnhbQJk1Eot3dzec8SHKxDAAXjjP0oA7WvMfizG2mXnhzxPEp3WF4EkI7qSGA+nysP8AgVenVznj3R213wTqllFGZJ/K82FVGWLodwA9zjH40Acx4st4vGXxA0nw4WL2FpbPe3ZQ9dwwn/sv4NWb4b16bRfhl4l0u6fbe6GZbZf+BkhD/wB9k/gBWt8KNF1K2s7/AFfWoJ4tQumjgVbiMo4ijQKDg88/+yiue+IXhLV7jxtjSrW5ew1tYUvHiiLJGyuBliBhcAKcn3oA7n4Z6V/ZPgHTI2XElwhuX9y5yP8Ax3aPwrlfghZ2x0vVL028ZuhdmMTFRuC7QcA9hzXqsUSQQpDGoWONQqqOwHArzv4O6Zf6ZoWpR6hY3No73hZVuImjLDavIBHSgCl8aYlSHQL1ABcR3m1XA5A4PX6gVY+Nl5ND4WsrSNtsd1dgS5OAwUEgH2zg/hUvxe0y/wBT0zSEsLG5u2jvdziCJnKjHU4HAro/HHhVPF/huTTxIsVwjiW3kborjI59iCR+Oe1AGFbv8TLS2jt7fS/DEUMShURDIAoHQD56g8M+GvFMPxCm8R6vBp1ulzAYp0snOGOBg4OecqM81W03xZ428O2Uem6v4PvNSkgUIl1aktvA4GdqsCffj3Fb/hjWPF2ta00+qaIuk6QsLbI3YGVpMjGc84Az2H40AcpfaXY6v8fGt9QtkuIFtFk8uQZUsEGMjv8AQ16t5EFvCDFbxqIlJRUQDHHb0rz9NMvx8dJNQ+w3P2E2e0XPlN5edgGN2MZr0egDwz4dXHjG6t9U1XRLTRriW6u2+0z3pfzS2A2Bhh8vzZ+ua3PE+hfEPxZpP9nahYeH1jEgkWSF3DqR6Ek+46U1dE8T/DrxBe3fh/Tv7W0S8fe1qjYeM8kADrkZIyAcjrzir8vjbxtqim30fwRc2k7cedfEhV98MFH6/hQB6BpkdxDpVnFdsGuUgRZSDnLhRnn65q1UVsJRawicgzBB5hHdsc/rUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZrv/ACDx/wBdB/WueP8Ax7p/vt/IV0Ou/wDIPH/XQf1rnj/x7p/vt/IUAdRpX/IMg+h/mauVT0r/AJBkH0P8zVygAooooAK5rxT4F0TxcEbUYXS5jXalzA22QD06EEfUGulrzbVb34heHvEN9cWWnLq+jTSl4ot254wewx8w+mCKAKLfCTV9LBfw94uu7dl+7E+5AfqVP/stafw38W6vqd/qfh/X9r6jpx/1wABYBtrA44ODjkdc1A3xB8YXSeTZfD++iuW4V7hn8sH3yi/zFangDwffaFJqGsa1Kkusak++YIciMZJIz0ySecccDFAHD+F7rxTf+MvE+p6JaaVcXX2ny5Hvy26NNzBVXBHGFwf90V0Gv6b8RvEmjT6Xfaf4d8ibGWjaQMpByCCWODx6UzVPDviTwf4xu/Efhi1XULK+Ja6ss4YEnJwO/OSCMkZIxjrZfx54wvV8jTfAV7DctwJLtmEan8VUH8xQBY8QWN5pnwTnsL8qbq3skicq2RwwA5+mKt/DLRNMtPBWm3kNjCt1cxb5ZtuXc5Pc849ulS+KbXVrz4WXVvcwPcatJaIJY4E3FpMruChevfpV/wACW09n4G0i3uoJIJ44AHjlQqynJ4IPIoAzPid4dXWfBNx9njAubE/aoQgweM7h+Iz+IFM0/wAcxt8K/wDhJJXVriC3McinvOPlAP1bB+hrtyAQQRkHqDXhE3gnXV8Vy+E4bW6HhqfUVuzOIm8tUCk439M7Ttx6qKAO++FOhvpfhJb65yb3VH+1Ss3UqfuZ/D5v+BGsjwR/yVvxj9f/AGevT0RY41jRQqKAFUDgAdq868H6Zf2vxQ8V3dxY3MVtOf3U0kTKknzfwsRg/hQBn6VEmt/HjV5b5RJ/Ztv/AKMj8hCNgBA/4Ex+pzXqksUc8TRTRpJG4wyOuQw9CDXnXirw3ruleMk8Y+GIEupnQR3lmTgyDAGR65AHTnIB5pJPHfjG9T7PpvgO9gu2GBJdlhGp/FVB/MUAZfxON0/i7wrothb2zxph4La4BELPnaoYDHAC4x710H2r4pAYGn+Gv++pf/i6Txr4N1PxJo2lX1tMkXiHTlWRWyAHfALAHoDuGQen51Sg8feMLSBbfUPAd/PeKNrS2+7y3PrwrAfmaALnw88Ma5oGp63c6rHZwx6g6yrFaOSiNlicA9B81c5oMXin4ZT39n/wjkusadPN5i3NocuR0yQAT07EDnPNdz4UvvFWpLf3Ov6fFp8bhBZW6kFh97cW5Jz93rjp0rnrfxr420pfs2teCrq8mXjz7DLK3vhQw/UfSgDX8O+PtC8T6tHZPazWerRbjHDeRAOOPm2H1xnjg4pPE2peP7XWDH4d0SwvNP8ALUiWdwG3dxzKv8qw9M0nXvFvxBsvFGp6QdGs7GPbHFI2ZZT82M8A9W7gcDHNeoUAcf4V1Hx1d6pJH4m0WxsrIQkpJbuCxkyuBxI3GN3btXNeGo01f42eIbu8USSWKFLdW52YIUEfhn/vo16rXm3iPw/rugeNG8X+GrUXwuI/LvbLOGYcAkfXap45BHQg0AdZ4z0+21Pwbq0F0isgtZJFJH3WVSVYfQiua+G95Nd/CgCZixgSeJSf7ozj8s4/CszWPEHjLxhp0miad4Su9LW6Hlz3N4xUKh+8BlR2+px0FdtpPh+Pw74LXRrYmUxWzgsBzI5BJOPck4FAHE/BbRdNk8NS6pJZQyXxunjEzruZVAXAGenU9K6T4nxonw31nYirlYycDGf3iVS+EOn3umeDJIL+zuLSY3bsI54mRsbV5wRnFavxHtLm+8AarbWlvLcTuseyKFC7NiRTwByeKAMYXs2nfAqO5t2KyrpaqrDqu4Bcj6ZrC8DDx1aeEbIaFp3h82MgLq8xk8xySclsN17fgK7fw/o4vPhtY6PqMEkXm2AgmjdSrplcHg9CK4zRm8afDlJNKbQ5Nd0lXLW8lqTuUE5PABI9cEdScGgCbUPDnjvXvEei6nqVpo0DadcK/mWjsGZNwJByTkcHA9z60vxehjuNb8HwzIHikvHR1PRgWiBFadl4o8a67qtnHbeFpNK08Tobqa8b5/L3DcFDBeSMjgH8Kh+JumX9/rvhGSzsbm5SC8LTNDEziMbo+WIHA4PX0NAHoUdtBDbLbRQxpAq7REqgKB6Y6YrzH4OILe58UWicQw3oCL2HLj+QFep15x8L9Mv9P1PxS97Y3Nss96GiM0TIJBl+VyORyOnrQBV0P/k4HxD/ANeI/wDQYK6n4i3s2n/D/WLi3YrJ5IjDDqA7BD+jGuU8QWOv+F/iXN4r0vR5dVs7yARTRQZLrhVBGACf4FOcEdRXTafc3Xjnw/qllrOg3WkQTL5SLOTvbI+8AQMYOKAOR8Gf8J7Z+E9PXRdO8PfYXj8xGkMm989S2G+9Vi48OeOdZ8XaHrOp2uj250+dS72jsGePcCwOSc8bsdOpqvotx41+HkDaRPoEuuaZGxNvNaEllBOegBOM9iBjJ5Irc07xN4013WLNIvDD6TpiyqbmW7b94U7gBgOvsD9RQBkeJok1343aHpN8oksre3MohblWbDv09yq59hXqcgHkOMDG0jH4V598QPDWsPrem+LPDkYm1GwGySDvImSePX7zAjqQeKgTxf471yP7HYeD202Zhte6vWbYnqQpVc/+PfQ0AM+Bv/Im33/YQf8A9Fx16dXnfwb02/0vwneQ6hZXNpK18zqlxE0bFdiDOCBxwfyr0SgDzz4z/wDIgn/r6j/rWxrf/JKbz/sDt/6Kqh8WrC81LwSbextJ7qb7TG3lwRl2wM84HNamr2txL8NLu0jgle5bSjGIVQly3l42465z2oAy/hHZ20Pw9sLmK3jSecymWVVAZ8SuBk98AAVi+LYlt/jX4WuIgEkmjCyEDG7lxz+BxXT/AAys7qw+Hul215bTW1wnm7opkKMuZXIyDyOCDWL4t0y/ufir4WvILG5ltYB+9mjiZkj+Y/eYDA/GgCl8SlGq+PPCehXJJsZZRJImeHywGD+AI/4Ea9SjjSKNY40VEQBVVRgADsBXDfEjwrqOsx6dq+iY/tbS5PMjTIG8ZB4zxkEA4PXJrOt/G3jvUEWztvBElven5WublmWEHucEDj/gR/GgCL4Scax4wA/5/h/6FJRo3/Jwev8A/Xiv/oEFS/CbS9W0278SHVrSeGWa5RhJJCyLKcvlkyBkc9vUVD4p0rxD4d+If/CX6HpranDcQiO5t48luFC4wOeiqQQDyOfcA6z4h/8AJP8AWv8Ar3P8xWX4U01tY+DlrpqSeU11YyRB/wC6WLDn2rnvEGr+OvFnhu+gg8Lvpdl5X71Zt0k83+yi7Qef938a6fw1bazY/Cq0gs7dodXjtm8qG4TaQ+4kBg2MfjQBy3h3WvE/gDSE0bU/CN1dWtuzFbqyO/ILE5OAQevUkcYrtfCvjDQfFs80tgjRahEm2WKeMLKq59RnK59/yrn4vH/iy2TydR8A6hJcrwXtdxjY/grY/M07wT4f1mbxlqfjDWbJNOe8j8uKzVssB8vLf98D3JJOBQBU8K/8lw8U/wDXt/WOu68Vf8ifrf8A14T/APotq4HWLPxB4R+JV54l03RZtWsNQhCSR2+S6nC56AkHKA9MYOK6RdW1XxJ4K15rrQLvTZjazRQW8uWklzGcEDaD1OMYoAx/g9oumL4Ng1P7FCb6aSQPOy5bAYgAE9Bgdq0fiuiJ8NtUCIq5eEnAxk+alS/C2yu9P8BWdte2s1tOskpaKaMowy5xweak+J9ndah8P9RtrK2mubh2i2xQxl2OJFJwBz0oAn0XVLXRfhlpepXrEW9vpcDvgZJ/drwPcnA/GubsPE/j7xTbi80LR9OsNNckQy3jkswHGRg9P+A/jW1J4duNb+ElroThre6fTYE2yqVKSIqsAw6jlcGuW0DxN4z8O6Vb6DN4Iu7ua1Xyo50YrGQOmSFKn65oAp6ZFrlt8ctMGvS2b301q5drMEIy+XJjOQMn5f0Fa3xN/wCR58Cf9f3/ALUiqlpen+LJ/jBpera9pxQG3fL28TGGBSkgCF+m7J9T94Vr/ETTL+98ZeDJ7SxubiG3vd00kUTOsQ8yI5YgcDAPX0NAHo9FFFAHhngG68X3tzrWraJaaRPPc3R+0S3xfzBnkKMMMLz+ntW/4l0b4ieKtHfTNQ0/w+sTMrh4ncOhB6gliB3HToTTJdB8TeAPE99qnhywGqaPfNvms1bDock4A68ZOCAeDyKvS+OfGmpL9n0nwNd21w3Hm3pIRf8AvoKD+dAGb8Unv7D4c6BpVzLiaRoYrt1bIZkj557jdz+Feo6dp9tpWnW9hZxLFbwIERVHYf1rnPFvhSfxd4Li065lRNSjVJVkP3fOC4Ocdjlhx657Vztj4y8Z6JZR6fqvgu+v7qFQgubYkrIBwCSqsM++fwFAHW+LiuleE9e1GyiSK7e0bdKigMSAQCT3IzWR8JNPt7P4f2U8KKJbtpJJnA5Yh2UfkAB+dXNBbXvEmmarH4o0xLC1u08mC2VgWCFSGLHrnkdcdOlcno03i74cRy6O+gT65pYkZ7WezyWUE5IIAJHrggck8mgCT4uRpp2q+G9ctVCX0d1s3r1dQQQD645/76NafxF8N6zfaro2v6JBHdz6Y+5rWQgbsMGBGcZ6c856YrOi0nxF4/8AFWn6prumNpOjac3mRWsrZkkbIPI4PJAzkDgYHc10vivVvFej6lb3Gi6OuqaaYsTwq2JA+TyvfpjsaAMUfFb7CVj8SeGNU0wMdrSGPfH+oXI+ma6y80/S/FHg6SxtDCdPvLfEDRLhV7qQO2Dg49q4fWvEvijxXo1zolp4GvrZ7tPLea8JVEHcjcoH45ruvCOhv4b8K6fpMkolkt0O9x0LMxY49skgUAcf8LfEH2fwzqOk6q/lXGhO4l3nlYhk/oQw+mKZ8MLWbW9V1nxreoRJfSmG2DfwxgjOPyVf+AmuZ+J+jXdn45jXR5dj+IoRBLEh5Ztyg59AcKc/73vXsmi6VBomi2emW4/dW0QjBx949z9Scn8aAPPvEWjeItB+Isni/R9MXVreeERyQBsPHhQpx3/hByAepGKtw/FDSLmddN8SaLe6U03ylb6HMX45AOPfGKta14j8Y6Fr90E8Ntq2jsVNu9sf3ijaMggZPXPUfjXO+Im8TfEqC10lPC8+kWiTiWW7viQVwCOAQD37Zz7UAXvjlz4NsSP+ggv/AKLkr02P/Vr9BXFfEfwpda/4JjsNNHmXFnIksaMwBkCqVIye+Gz+FV/D/jTxJe3Vjp194Mv7diVjuLt9yxqO7DK/pn8aAOT0+58SX3xT8TXmi2um3N5bSGAG/Lfu41YqNmCMZ28/X3NdBrFp8Sdc0i60y807w4YLmMoxVpMr6EZY8g8j3FM8Q+GfEPh/xnJ4t8Kwpdi5XF5ZE4LdM49QcA8cg+oqZvH/AItuU8iy8AX8d03Aa4ZhGp+pVcj8RQBbGl3+ifBe903Uihurf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Source: Technopolis Group and KAPA Research, for the European Monitor of Industrial Ecosystems (EMI) project 2023

Investments and adoption of Digital Technologies by SMEs

On average, 49% of surveyed SMEs across all industrial ecosystems have increased their investments in digital technologies. However, the share varies across the ecosystems with higher levels in aerospace and defence (68.8%), and cultural and creative industries (65.3%) and mush lower levels in textiles, retail, and electronics.

Figure 3: Share of SMEs that reported increasing their expenditure in digital technologies per industrial ecosystem in the EU27 over the past five years

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9lj/vTf9/n/AMaPssf96b/v8/8AjRRQAfZY/wC9N/3+f/Gj7LH/AHpv+/z/AONFFAB9lj/vTf8Af5/8aPssf96b/v8AP/jRRQAfZY/703/f5/8AGj7LH/em/wC/z/40UUAH2WP+9N/3+f8Axo+yx/3pv+/z/wCNFFAB9lj/AL03/f5/8aPssf8Aem/7/P8A40UUAH2WP+9N/wB/n/xo+yx/3pv+/wA/+NFFAB9lj/vTf9/n/wAaPssf96b/AL/P/jRRQAfZY/703/f5/wDGj7LH/em/7/P/AI0UUAH2WP8AvTf9/n/xo+yx/wB6b/v8/wDjRRQAfZY/703/AH+f/Gj7LH/em/7/AD/40UUAH2WP+9N/3+f/ABo+yx/3pv8Av8/+NFFAB9lj/vTf9/n/AMaPssf96b/v8/8AjRRQAfZY/wC9N/3+f/Gj7LH/AHpv+/z/AONFFAB9lj/vTf8Af5/8aPssf96b/v8AP/jRRQAfZY/703/f5/8AGj7LH/em/wC/z/40UUAH2WP+9N/3+f8Axo+yx/3pv+/z/wCNFFAB9lj/AL03/f5/8aPssf8Aem/7/P8A40UUAH2WP+9N/wB/n/xo+yx/3pv+/wA/+NFFAB9lj/vTf9/n/wAaPssf96b/AL/P/jRRQAfZY/703/f5/wDGj7LH/em/7/P/AI0UUAH2WP8AvTf9/n/xo+yx/wB6b/v8/wDjRRQAfZY/703/AH+f/GpURY0VFGFUYA9qKKAP/9k=)

Source: Technopolis Group and KAPA Research, for the European Monitor of Industrial Ecosystems (EMI) project 2023

As regards the adoption of advanced digital technologies more specifically, Figure 4 indicates the share of SMEs in each industrial ecosystem that have adopted each technology. The results show that cloud technologies have overall the most relevance for SMEs, corroborating Eurostat data
[14](#footnote15)
. Similarly, the data suggests that adoption is increasing, but use is mainly limited to communication systems and data storage. Textiles (32.3%), health (31.0%) and aerospace and defences (30.4%) are the ecosystems that are using the most cloud computing technologies.

Figure 4: Share of SMEs that have adopted advanced digital technologies per industrial ecosystem in the EU27

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Source: Technopolis Group and KAPA Research, for the European Monitor of Industrial Ecosystems (EMI) project 2023

New streams of big data (such as production or customer data) also seem to have high relevance for SMEs, in particular those in the aerospace and defence ecosystem and to a lesser extent those in the health and agri-food ecosystems.

AI has been taken up by 9% of SMEs corroborating Eurostat data (and as highlighted in the First SDD Report of the European Commission using DESI
[15](#footnote16)
.  which also shows that the AI adoption rate among European large enterprises was 30%. Industrial ecosystems with the highest uptake include aerospace and defence and health. The most relevant application of AI concerns the optimisation and automation of production (or other business) processes.

Blockchain technologies
[16](#footnote17)
 have the lowest adoption rate across industrial ecosystems with an average uptake of 3%. They are mostly used in the health and agri-food ecosystems, where they can be leveraged to ensure food safety and enhance transparency throughout their supply chains.

2.3. Environmental impact of industrial ecosystems

KEY MESSAGES:

- Total net greenhouse gas emissions have fallen by 0.3% over the period from 2010-2021.

- Material extraction in most industrial ecosystems has fallen slightly, except for agri-food and energy intensive industries, which have seen an increase over the past decade.

- Industrial ecosystems increased their negative impact to the environmental ecosystem (i.g. loss of biodiversity) with a 2.3% compound annual growth rate from 2010 to 2021.

- Land use and the water consumption have also been steadily growing, each at an estimated compound annual growth rate of around 1% in the most industrial ecosystems from 2010 to 2021.

- Environmental impacts per value added have been decreasing in some industrial ecosystems such as construction.

This section assesses the environmental impact of the 14 industrial ecosystems by adapting the European Environmental Agency’s environmental indicators typology
[17](#footnote18)
 in six areas of analysis notably: GHG emissions, particulate matter emissions (air pollution), levels of material extraction, land use, blue water consumption, and damage to the environmental ecosystem. Such an analysis of industrial ecosystems offers a snapshot of the main factors that cause pressure on the environment as a result of industrial development. The assessment of this impact is measured by Exiobase data.

According to Exiobase data
[18](#footnote19)
, and as shown by Figure 5, material extraction across industrial ecosystems during the last 10 years declined, albeit slightly. This reduction may be due to the reduction in material extraction by the construction ecosystem (-0.7%), which is the major cause of material extraction. However, the agri-food and the energy intensive industries saw an increase in material extraction over the last decade, (0.5% and 1.4% respectively).

Similarly, the total net greenhouse gas emissions from the EU industrial ecosystems fell by 0.3%, over the period of 2010-2021 with the exception of the agri-food (0.1%) and energy-intensive industries (1.1%) ecosystems.

On average, all industrial ecosystems increased their level of damage to the environmental ecosystem (i.e., damage to biodiversity) by 2.3% yearly (over the period from 2010-2021). Land use and blue water consumption in most industrial ecosystems have also been growing steadily. The estimated compound annual growth rate in land use was 1.2%, and 1.1% in blue water consumption over the period from 2010 to 2021. The ecosystems that require more land use and blue water consumption are agri-food and tourism.

Figure 5: Environmental impacts of the EU industrial ecosystems in 2021 and over time

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AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=)

Source: Technopolis Group based on Exiobase, 2023, for the European Monitor of Industrial Ecosystems (EMI) project 2023

At a more granular level, within each industrial ecosystem, there are certain industries that drive the environmental impact.

The agrifood ecosystem is the one that naturally requires more land use and blue water consumption, which have seen (for this ecosystem) a compound annual growth rate of 0.8% and 1% respectively from 2010 to 2021. Most environmental impacts of the ecosystem are driven by the manufacturing of food products. As regards blue water consumption more specifically, crop and animal production, hunting and related services are the key drivers.

In energy-intensive industries, the manufacturing of rubber and plastic products were the major contributors to material extraction and blue water consumption. Overall, the energy-intensive industries ecosystem increased its material usage from 1 225 megatons in 2010 to 1 425 megatons in 2021. These results align with other studies finding that in 2015, seven EU countries that manufacture rubber and plastic were major contributors to environmental damage per unit of production value
[19](#footnote20)
. On the other hand, the manufacturing of basic metals is the key driver of the damage to the environmental ecosystem, whereas the manufacturing of wood and wood products and cork is the key driver of land use in this industrial ecosystem.

2.4. Private investments and funding per ecosystem

KEY MESSAGES:

- European private equity and venture capital investment in green tech and digital tech firms 
[20](#footnote21)
increased significantly in 2021 and 2022, followed by a drop in the first quarters of 2023.

- In 2021, the ecosystems that attracted the most venture capital investments and private equity for digital tech firms were retail, electronics, and mobility, whereas for green tech companies, it was mobility, agrifood, and retail.

- The industrial ecosystem that attracts the least amount of venture capital is textiles.

- Since 2018, the EU has had an increasingly negative FDI balance in the renewables ecosystem.

- The electronics ecosystem is one of the few industrial ecosystems that has maintained a positive net FDI balance since 2017.

Private funding plays a crucial role in driving competitiveness and transformation within industrial ecosystems, enabling advancements in technology and infrastructure and helping industries adapt to digital trends and address pressing environmental challenges.

This section looks at how private equity, venture capital, and foreign direct investments are supporting green and digital firms. Investment data has been captured from Crunchbase
[21](#footnote22)
, NetZero Insights
[22](#footnote23)
 and Trendeo
[23](#footnote24)
 and considers the 4 investment stages (seed, early investments, late investments, and exit).

European private equity and venture capital investment (VC) for green and digital investments increased significantly in 2021 and 2022, followed by a drop in the first quarters of 2023. This can be seen in the venture capital investment analysis of industrial ecosystems (see Figure 6) and has been highlighted in several recent reports
[24](#footnote25)
 
[25](#footnote26)
.

Private equity and venture capital investments into digital tech firms embedded in different ecosystems have been continuously increasing. The ecosystems that attracted the most investment in digital transformation in 2021 include retail (42 billion euros), electronics (25 billion euros), and mobility (16 billion euros).

Figure 6: Private equity and venture capital funding raised in digital transition-related technologies per industrial ecosystem

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)
Source: Technopolis Group based on Crunchbase and Net Zero Insights, for the European Monitor of Industrial Ecosystems (EMI) project 2023

As regards green tech companies, private equity and venture capital investment shows a similar pattern with investments increasing since 2016. Ecosystems with the highest private equity and VC funding into green technology-related firms include mobility, given the link to electric vehicles and shared mobility services. Agri-food follows suit, with investments into precision agriculture and other sustainability startups. Retail has also attracted investments, captured especially for second-hand retail and sharing economy
[26](#footnote27)
.

Figure 7: Private equity and venture capital funding raised in green transition related technologies per industrial ecosystem

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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==)
Source: Technopolis Group based on Crunchbase and Net Zero Insights, for the European Monitor of Industrial Ecosystems (EMI) project 2023

Generally speaking, foreign direct investments (FDI) are often regarded as a channel to foster technology and knowledge diffusion, as well as global value chain integration. Within the EU more specifically, intra-EU FDI also has an extremely relevant role, as it enables the creation of new value chains and industrial capacities. Nonetheless, it should be noted that FDI can also mean creation of dependencies in industrial value chains.

With this in mind, trends in FDI have been analysed with data from foreign direct investments intelligence
[27](#footnote28)
 that tracks cross-border greenfield investment both intra EU, extra EU and globally, covering each industrial ecosystem.

Figure 8 displays the industrial ecosystems that witnessed the largest FDI flows, including renewable energy, electronics, and mobility, transport and automotive.

Figure 8: Foreign direct investments per industrial ecosystem

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KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z)
Source: Technopolis Group calculations based on foreign direct investments insights Intelligence for the European Monitor of Industrial Ecosystems (EMI) project 2023

In the field of renewable energy/energy, the EU’s net FDI balance has been increasingly negative, despite the increasing number of greenfield investments since 2012. This is due to a rise in FDI outflows from European countries to non-EU destinations since 2018, which amounted to a total of EUR 92 billion in 2022, compared to EUR 53 billion of FDI inflows into the EU. The primary recipients of EU27 FDI outflows during the period of 2018-2022 were the UK and the US, which received EUR 33 billion (33%) and EUR 88 billion (13%) respectively. On the other hand, intra-EU investments for the renewable energy sector have been increasing for the considered period, reaching a total of €EUR 38 billion in 2022, which represents a compound annual growth rate of 18.7% from 2015 to 2022.

The electronics ecosystem has maintained a positive net FDI balance since 2017, with both intra-EU FDI and inward investments increasing in recent years. Non-EU FDI inflows into the EU account for the largest volume of investments, reaching a peak of EUR 27.8 bn and experiencing an average growth rate of 83% since 2016. The United States was the top investor during this period, having invested EUR 44 bn (62% of total FDI), followed by China (22%). Looking at the European recipients, Germany ranks first, having received EUR 27.6 bn during the period 2016-2022, followed by Ireland (EUR 17.6 bn), Hungary (EUR 12 bn), and Italy (EUR 6.4 bn).

In the mobility, transport and automotive ecosystem, the net FDI balance has been negative between 2010 and 2022. However, after 2018, FDI outflows from the EU in the ecosystem sharply decreased, resulting in a 50% decrease in this deficit in 2022 compared to 2010. Germany is the largest European investor, both outside and intra-EU, having invested a total of EUR 84 bn between 2015 and 2022. Out of this amount, 24.4% of the investments were directed to China.

In the energy-intensive industries ecosystem, the EU also has a negative net FDI balance, amounting to EUR 2.9 billion in 2022. However, this negative net FDI has decreased in volume due to a decrease in the outflows of investments by 53% in 2022 compared to 2010 data. Moreover, intra-EU27 investment and FDI flows into the EU27 increased by 32% and by 63% respectively since 2015.

On the other hand, the EU’s net FDI balance in agri-food has been increasingly negative since 2018. This can be attributed to an increasing outward investment flow from the EU, accompanied by a declining FDI inflow since 2017. The top recipients of EU FDI during the period between 2015 and 2022 were the United States, United Kingdom, Russia, and China. Among the EU, the Netherlands is the largest investor outside the EU (followed closely by Germany), having invested a total of EUR 11.84 billion between 2015 and 2022.

The top foreign investors into the EU economy during the considered period over the period from 2015 to 2022 were the United States and United Kingdom, which invested a total of EUR 29.5 billion and EUR 15 billion respectively. The largest recipients in the EU during the same period were Poland, Spain, and France, accounting for 27%, 15%, and 14% of the total FDI flowing into the EU.

2.5. Supply and demand of skills to support the twin transition

KEY MESSAGES:

- The highest share of professionals indicating at least one green transition related skill
[28](#footnote29)
 are in construction, energy-intensive industries and aerospace and defence.

- Demand for green skills has been growing from 2019 to 2022, particularly in energy-renewables, which has seen an average annual growth rate of 40%.

- The supply of moderate digital skills remains particularly limited in healthcare, agrifood, tourism, and textiles.

- Cultural and creative industries, aerospace and defence, electronics, and construction are the ecosystems with the highest levels of supply of moderate digital skills.

- The industrial ecosystems that recorded the highest demand of moderate to advanced digital skills were cultural and creative industries, construction, and energy

Upskilling and reskilling is one cornerstone of the EU industrial policy. This section showcases the supply and demand of green and digital skills in each industrial ecosystem by using LinkedIn and CEDEFOP data. The use of these sources is a way of overcoming the lack of data sources where skills can be monitored. LinkedIn data is particularly informative, as it allows for the consideration of not only formal skills recognised by certifications or diplomas but also skills acquired on the job
[29](#footnote30)
.

Supply and demand of green skills

LinkedIn data show that construction, energy-intensive industries and aerospace and defence are the industrial ecosystems with the highest share of professionals indicating at least one green transition related skill
[30](#footnote31)
 on their LinkedIn profile.

Nevertheless, these differences should be treated with caution. First, some industrial ecosystems have strong environmental standards, so it is natural to find more professionals with the related skills. Second, although there is a need to hire environmental specialists, this green expertise is often outsourced to consulting companies. Third, some traditional functions have become greener without this change having been made explicit. 

In terms of demand for green skills, there is a growing interest for the integration of more sustainable processes, confirmed by the data on green job advertisements extracted from Cedefop which shows that in the period 2019 – 2022
[31](#footnote32)
, the demand for green skills in job advertisements grew consistently throughout most industrial ecosystems. More specifically, the share of job advertisements requiring green skills grew at an average annual growth ranging from 2% (textiles) to 40% (energy-renewables).

Nevertheless, the analysis shows that the shares of job advertisements with the explicit requirement of a green transition-related skill are still low (below 3%) across most industrial ecosystems, except for the energy ecosystem.

Figure 9: Share of online job advertisements requiring green skills
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Source: Technopolis Group based on Cedefop Skillovate data, for the European Monitor of Industrial Ecosystems (EMI) project 2023

Supply and demand of digital skills

Increasing digital skills in the population is one of the biggest challenges of the EU, cutting across all objectives and targets
[32](#footnote33)
.  LinkedIn data shows that the industrial ecosystems with the highest supply of moderate digital skills (about 30%) are those that use advanced software and programming: cultural and creative industries and aerospace and defence. In industrial ecosystems that are ‘digital by definition’, such as the digital and the electronic industries, there is also a considerable share of professionals with digital skills (e.g., in electronics, it is 27%).

Nevertheless, overall, the supply of digital skills remains limited, in particular in services-related ecosystems. For example, in the tourism industry, only 5% of the workforce have advanced digital skills such as computer programming and database management. However, the data on the demand of digital skills in the next section indicates that the tourism industry is eager to attract more digital talents as 17% of the advertisements require digital skills.

In the health ecosystem, the uptake of digital skills in the workforce seems slower than in other ecosystems. LinkedIn data indicates that only 13.7% of health professionals highlighted moderate digital skills on their profiles.

As regards advanced digital skills (e.g. AI, robotics or IoT), these are found mostly in aerospace and defence and electronics. The lowest share of professionals with advanced digital skills were found in tourism, textiles and agri-food.

In terms of demand for digital skills, Cedefop data indicates that there are large variations among industrial ecosystems. Cultural and creative industries (CCI) are embracing the digital transition, as more than half of job advertisements (58%) require at least moderate digital skills. However, in the retail industry, digital skills are not in high demand, as only 4% of job advertisements required them. According to the Retail Pact for Skills, digital skills are however highly needed in the retail sector
[33](#footnote34)
, especially advanced IT skills for e-commerce and knowledge of data analytics.

Figure 10: Share of online job advertisements requiring moderate and advanced digital skills in the EU27

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)

Source: Technopolis Group analysis based on Cedefop Skillovate data, for the European Monitor of Industrial Ecosystems (EMI) project 2023

At a more granular level, the skills which are driving the demand are business ICT systems, computer programming, databases, and performing data analysis. These skills are among the top 10 skills required in job advertisements for most industrial ecosystems.

Many of these skills are connected with online marketing techniques, for which there is a clear demand, especially among service-based ecosystems
[34](#footnote35)
. These skills include proficiency in digital marketing strategies, social media marketing, advanced web techniques such as web analytics and programming, as well as online analytics processing. The industrial ecosystems where this is especially relevant are tourism, textiles, retail, health, creative and cultural industries, proximity and social economy, and agri-food.

That said, AI is also gaining importance in terms of skills demand – as highlighted by the job titles ‘AI Engineer’ and ‘Head of AI’ ranking as the fastest growing digital titles. These findings indicate that there an increasing interest for integrating AI into industrial processes, especially in the digital and the aerospace and defence ecosystems. However, despite this strong growth, there is still a reported lack of supply of AI specialists
[35](#footnote36)
.

3. Position of EU industry in the global technology race

3.1. The EU’s innovation capacity in green and digital technologies

KEY MESSAGES:

- Levels of innovation for the EU and the US have remained stable in absolute terms, but both have lost some ground in relative terms to China.

- Although the EU is still ahead in terms of green technologies, its innovation capacity in digital technologies is relatively limited compared to the China and the US, especially in AI and Big Data.

-The EU displays a relatively strong position globally in terms of patent data in aerospace & defence, agri-food, construction, renewable energies, mobility, transport and automotive and textiles.

In this section, we examine data provided by the EPO’s Worldwide Patent Statistical Database
[36](#footnote37)
 pertaining to transnational patents per individual technology and per industrial ecosystem, comparing the EU to the US and China.

Comparing the EU, China, and the US on transnational patents indicate that the EU’s world share of transnational patents has been similar to that of the US, and in absolute terms, the level of innovation in the EU has remained stable. However, China's increase in global patent applications has led to a fall in the world share of transnational patents filed by the EU and the US respectively – in the EU’s case, from approximately 32% in 2010 to 23% in 2020. By 2020, China had begun to catch up with both the 27 and the US, reaching a global share of transnational patents of 23% (up from a mere 7% in 2010).

On green transition-related global patent applications, Figure 11 shows that the EU has maintained its leadership in terms of technology generation. However, its global share of transnational patents has fallen from above 30% in 2010 to 24% in 2020, a similar trend to that of the US. In parallel, China's contribution has increased from about 4% in 2010 to more than 15% in 2020. The EU’s leadership can be largely attributed to its strong innovation capacity in Renewable Energy Technologies, especially wind power, where it has a world share of patents of 62%. However, the EU is now head-to-head with China as regards solar power (with both having shares of approximately 27%). It should also be noted that the US has a much more competitive position in terms of energy-saving technologies, with a share of global patents of 41.3%.

Figure 11: World share in patent applications of the EU, US and China in green transition related technologies

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Source: Fraunhofer ISI based on Patstat for the European Monitor of Industrial Ecosystems (EMI) project 2023

In the digital domain, Figure 12 shows that, in aggregate terms, the EU’s share has neither fallen faster than that of the US over the last fifteen years, nor has the absolute level of technology generation fallen. This is partially due to the fact that it has maintained its edge in Advanced Manufacturing technologies and IoT. However, the EU has lost ground in the field of Robotics, where China now leads with a global share of 30%.

Additionally, the EU is visibly behind both China and the US in AI and Big Data (China is in the lead in AI with a share of 31%, whereas the US is in the lead in Big Data with a share of 28%). This is particularly relevant given the role of these technologies in operations or approaches that are key to making industry more competitive, such as data management and analysis, predictive maintenance, human-machine collaboration, and error and resource minimisation.

The EU is also less competitive innovation-wise in the domains of Micro- and Nanoelectronics, Photonics, and Advanced Materials, where Japan is in the lead. Japan is especially competitive in Advanced Materials, where it boasts a share of 37%, but in Micro- and Nanoelectronics, it is head-to-head with China. As regards Biotechnology, US leads with 44% of transnational patents.

Figure 12: World share in patent applications of the EU, USA and China in digital technologies

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Source: Fraunhofer ISI based on Patstat for the European Monitor of Industrial Ecosystems (EMI) project 2023

When looking at patent data per industrial ecosystem, the EU displays a relatively strong technological position globally in various industrial ecosystems, notably in aerospace and defence, agri-food, construction, renewable energies, mobility, and textiles. However, it trails behind the US and China in the digital ecosystem.

Figure 13: World share of the EU, the US and China in transnational patent applications in industrial ecosystems related technologies and relevant for the digital and green transition (2018-20)

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eeR1slu7gRJqRgWVX+dk8kuVLd8Nlc9eOuRmpjL9lTUbcvdSRrcRRxATHeC4TjeTkDJ657nHatiO1t4o4444IkSI5jVUACHkcenU/nRJa28ySJLBE6y48xWQEPjpn16CgDnTcXdquqQGVkESQSoPtDStHudgwLEA9FHHP15rTumM2r/AGQyPsa0dmRHKnO5cHg5HerkdhZxRvHHaQIki7HVYwAy88EdxyfzNFvYWVoxa2tIIGIwTFGFJ/IewoAxLRRa+E7Ca2llzItpljMz8FkBAyTgYJGBV6NPtmpXpmuJkNtKqxxxylAF2K24gH5skkc5HGPWrsdhZxK6x2kCB2DuFjA3MDkE+pzzRNY2lzMks9rBLIn3HeMMV5zwT05oAU/8fy/9c2/mKnqA/wDH8v8A1zb+Yp9xOltbS3EpxHEhdj6ADJoAkorI0iW6immtr+UtK0aXI3fw7hhkHsrD/wAeFPh1eSV7RjZutvdvthkLjJ+UsCV7Ahfr64oA1KKy4NVN79oEVrMsULSxyTEgAMjFfl9emc9Bn1zVmzu4HtbQGYB5YlZVkcb2BH6mgC3RXO6TNbTyq8usyNdedIPs5uV7OwA29egq+mruzJKbRhZSSCJJ94ySW2g7f7pOMHryOKANOisuTWGTzJhaM1jFIY5J94yCp2sQvdQc5PXg4BqHWNSuBY6klnbu32eFg8wkCbG2bvl7kgEHt1oA2qgt+s3/AF0P8hUsfMak+grMu55UMdtA/lyXV2YhIACUAQuSM8ZwhA9zQBq0VntjSbdnae5ujI6rHHIyklicAA4HXPc4GKjk1d7eC5NzaMk0CCTy1cMHUnA2njuMc4oA1KKzf7VaJ5Fu7R4CsDTqAwclVxnp35HHPXrTH1G6k0u5uYrZRthLxMJlYHj27jr3HvQBq0Vjpq8tvpdrc3tsd0xRAIm3liw64x69vercN873FvBNbNDLNFJLtLA7QrKMHHGTvHSgC7RWd/awaJPJt2kmknlhSPcB/q2ZWYnsPl/UVDc3+ox39jFHaLiVXLo0o6j3x+P40Aa9Mm/1En+6f5VXgm36jdREybkSMlS2VGd3T8ufwqxN/qJP90/yoAIf9RH/ALo/lT6ZD/qI/wDdH8qfQAUVmaqJJLjT4EuJoVlnYOYmwSBG5x+YFQme4sWvbW4uJJ40tTPHL8qyADIIOBjI4wcd+elAGzRWd9vf9zBbW73EphWVtzhQqnoSfUkHoOx6UkWoC6WxmVJUMzOBHuGMgHhvyoA0qKydHvr67tZpLm2X5Jp1UpIMnZKyhcYHYYznt71LaaqJ782UsSxzeWZAElDjAIBzjoRuH50AaNFUNEkeXQNOkkdnke1jZmY5LEqMkn1q/QBBcdYf+ug/kanqC46w/wDXQfyNYuqXKLrxguLy9ghFqrqtsrHLFmBJ2g9gKAOhorJSXF3paxTzvE6SkmUkM+AMbgcfqKfb6u0zW8jWrJaXJ2wTFwd2QSCV7Agcdeo6UAadFZ8GoT3WZLezLW53BJGkC7sZ5x2BI4P6VUtNYuU0FdQv4AFWNWLI+S2TjpjigDborNOpzeXHiwlE0zkQxO4BKgZ3N12j25PTimtrJSHmzkNwtwLd4FZchiMggkgEYIOf68UAalFZM2pE2N+J4pYJbZQWEcgJwRkFTj69qsS30v2p4La1acxAGVt4UDPIAz1OOe3Uc0AXqgH/AB/N/wBc1/marR6k81/NbxW25IXCSOZFBBIBzt645H9Ksj/j+b/rmv8AM0AT0UVz+nXV4NM0O1tvJ3T2Id5JgTt2qnYdfvdMj60AdBRXPXV5qE8NiYp4oZFv2glIjYq+NwBxuHHHQ5+vHM97qk9tdpZfabSKZYRLJLLExVskgBVDZH3Tzk4460AbVRXFtFdReXMGK5yNrlSD7EEEVlRape3xsVto4ITcW7yyGYM2wqVGABjP3j3FI+r3K2MMrLHGTNLDLN5TSIhRmXOAc4JXuQBQBoJp1tHbSQIJFWVtzsJn3seOS+d3YDr04qxDFHBCkMSBI41CqqjgAdBWctys1zpjZgmMqSETREleg5Xnofxoh1OWZLKMRp9olkZJl5wmzIcj2yAB/vCgDUornrTxA9xLbSiS3aC5kCLAit5kYOcMWzg9sjAxnqcV0NAEFr/q3/66P/6EanqC1/1b/wDXR/8A0I1PQAUVR1md7bRrueNyjxxFgw6iqcmsw3GoabBbSTAyXDBw0DoGURSHGWAHUA/hQBtUVmLq5dxILVvsZm8gT7xndu2Z2/3d3Gf0xzRdat9iuVSeALE0ixhvNXcdxAB2+mT9fagDTorBvL27totYlg+d4p0CBm4QGNM4z7np71Ne3d7HPpx+zN5jyuphjlGGGw4yTgY70AbFFVbK7N2sweIxSQyeW67s4OAeD3GCKtUAQ3n/AB5XH/XNv5VNUN5/x5XH/XNv5VNQBx1hM9hpVvbxNtfUbGAwEdpdqxsfwBRvwNXIV+yw/Y4GaGB9R8hnQ4KIEyAD2yVVf+Bcc10AtbceTiCIeR/qfkH7vjHy+nHHFD2tvJFJE8ETRyHMiFAQ59x3oA5+9Vo0urBLiZ4I57Mq7yF3jZphldxyeAFbnJ+b0xU05ksZtQgt7mZolsWmxJK0jRPzg7mJIz6Z/h4rWXTrJLQ2i2cAtm5aLyxtP1HQ06KytLeF4YbWGOJ/vokYCt25A60AUYiW1q0YnJNkxJ/4ElZ8ES3sHh6a5muDJLbDcyzum5vLB/hI5610QijDq4jUMq7Q2OQPT6cVFJY2k1sltLawSQJjZE0YKrjpgdBigDL1C7n02aeFJGY3UYFpvJO2XhMc9uVb8GNWNXVY9E+zOXkaTZAjs+DvJCqxb2ODmp3sDLfW8rvH9ntvmhhWPG1sFck57AkAADr3q1LFHPE0U0aSRsMMjrkEe4oAw9JuZv7XuLa62Sagqj7S6/KojGfL2j33E+xz7VsTf663/wB8/wDoJpILCztgggtYY/Lzs2Rgbc9cfWlm/wBdb/75/wDQTQBi38+oW/iC6lsLaK4ZbKEsjuVYjfJ93AOT144qFpGWy0yC3leeG7lleV4H8kux3PtBzleSeM5+XHrXSiOMSmUIvmFQpfHJAzgZ9OT+dQvYWcsUkUlpA8cj73RowQzepHc+9AGMfthitbaWeeENfGMFZg0nl+WzbWYZ78euADnPNMu7mezgvbeKWYxrexRBmlyyIyoSA7HuSRknjd9K3YrK1gjSOG2hjSNtyKkYAU9MgDoeT+dOe2gkSVHgjZZv9YGQEPxjn14AHNAGH/ptna3smZo4YBHOiSz+bIACTIM5JIKrxk9SarzajdR/a50uGKX+6KzGcrG6sI1I/wB4tu/Cuht7CztI3jtrSCFH+8scYUN9QKd9jthHDGLaHy4CDEuwYjIGBtHbA9KAMTVnk2XQtmnElpAMytdtEqnBIOBncfqMdvWnRwLf6tLJPNNH/oFuxMUrR8lpeSVI6enSteawsrmUSz2kEsgG0PJGGIHpkj3NNm0ywuWVp7G2lZV2qZIlYgegyOlAGVYzTTy6PLO/myGCb94BjzB8uG/EYP41X0eW+uE0+9Pn7pzm4aS5BRsqflVM/KQcdADwc10nlR71fYu5AQpxyoPXH5VAmm2Md0bpLK2W4JJMqxKHJPXnGaAHp/x+Tf7q/wBanqBP+Pyb/dX+tT0AFFY3iCCQWpuory6hcPGm2KTC4LgHj1wTU7Stpvk2cPnXlzNuZBNJ/CuMktjgDIHTvQBpUVnf2xElvHPNG0URkaKZmIxC4OPm9iRjPuPWq82p3rS6e1vaYjuGfKSPtYgKSM8cdAf0oA2aKzZrhvOu0zIkqWayFQ/yqTv6e/HX6VHDqEwt7SCCBrm4a3SWTdJtAB4ySe5OcfQ9KANaiss60jm1S3hLzXCM6o7hMbSAQffJxgZ6VpIxaNWZCjEZKkjI9uKAHVBaf6j/AIE3/oRqeoLT/Uf8Cb/0I0AT0UUUAFFFFABRRRQAUUUUAFQXX+rT/ron/oQqeoLr/Vp/10T/ANCFAEcmpWkd0LZpgJSQuApIBOMAnGATkcH1pupXctpDF5Ij3yzLEHkzsTPc4/Ie5FULmO7j1FnsILyOSSZDJkoYJBwGY5OR8o7YOQODU+t273MUEbQSz2m8m4hiOGcYOO4yM44B/rQBY0y7lu4ZfPVBJFK0RaPOx8dxn8vqDVU32pS319Ha29rJFayKm15GVnJRW64I/ixUeg297bl47uOSOKNAlsu5dojBONwU43+p6YxjvSxyXlnqep+Xps84nmWSN1ZFTHlIvJLZHKnoDQBcXVrQ2MF07MizfdQoS+e42jJyMHOPSq2pa3Hbw2ZtZI2a7kCJIY2dVGCScL1+7jGRVOTS7y0bT5kkndoo5Um+yiPdukZWJAcY25BHr096njsZhHphWKcbL155RMU3KGSTJO3jksOB60AXm1W0g8tLi5USMisxCMAAehPXYCf7xp1xqtjazNDNcKJVUMUALMFPfA7cdayryyu1vtQGL57e8IIFt5OMbFQq28ZH3c9cc+tX7a1livLtmRtjwRIpYgkkBs/zFAE8+p2dsIzJOP3i712gtlfXjPHPWi41OztSomnA3LvGAWwv9446D3PFYqWlzbabp4S3vo72KxjiMlu0ZGQPuMGODg98dzzT5bbUotRa7b7UTcW0SP8AYxEdrruyCJB0+bgj3zQBt7g15GykFTESCD15FR6jZ/2haG2LBY3dfMBGdyBgSv4gY/Go7GAWyWcAV1EdsECuQWGNowSOCfpV+gDOGjWkN5DcWlvBblQySiOIL5iMOnHuFP4H1rKs47h7nTbdJrmS3tZSwE1k8RRAjKAztwx5AGAM9ea6aigCpbWRt7KW3LhjJJM+cdN7s36bsfhS2tjFBb2yOkcksESxiQoM8DHHpVqigCtY2ps7QQl92Hds4x95i39apJpVyqR2rXMRsYpVkRRGd+Fbcqk5xgEDnHIGPetaigDIk0m4aKazW5jFhPIzupjPmAM251BzjBJPOOAaS80q7lTUIbW6hjhvQS4kiLFCUCnGGHBAH4561sUUAIo2oq+gxWfPZm8jcJJ5U0Vx5kUm3O1gMcjuCCQR6E9K0agt+s3/AF0P8hQBUlsry7titzcwCVHSSF4oSArKc8gscg9Mccd+9Ry6VcXSXTXVxEZpo1jXy4yFRQc9zkkk/oPx1qKAKk9pI98t1HKqOkEkS5XOCxUg9RnG3pVO20ZluLmWY26efCYnS1i8sNnqzcnJ9PTnrWvRQBlxabc/ZrSCe4if7LIjKyRldwUEc8nmpry0uJLuC7tZo0lijePEqFlIYqexHIKD9avUUAZEWk3ENvCy3MZvIpppBIYjsYSOzMpXOQOR36gfSpp7O8l+yzi4gF1AWyfKOxgwwRjdkduc9unNaNFAFL7JOk95PFMgmmiVELJkKyhsEjPIyentUki3OSWkjMIhIZQnJf1znpjPFWaZN/qJP90/yoAIf9RH/uj+VPpkP+oj/wB0fyp9AFHUbS5uHtZbWWKOW3lLjzULKcqy44I/vVF/ZcskN21xciW6uYTCXWPaiLg4Crk45JJyST+VadFAGHdo9hcwyQTzxy/Z1ikK2Tzo6rnH3fusMtjnv3qbTbCVLLTWlYrJDudlYc5YHg46EZrWooAyhpU62t9ZrdKtvceayERnfG0jFjznBALHsKLTS5oNQhune1VYoHiEVvBsA3FDnqf7n61q0UAVtPtTY6Za2hfeYIUiLAYztAGf0qzRRQBBcdYf+ug/kap3Nlff2obyznt03QrEyzRs3RmORhh/eq5cdYf+ug/kanoApC0nkuLO4nkjMkAcP5akBt2OmScdKz9P8PjT5YVRNPMMJ+R/sgE23sC2eo9cc1u0UAULO0urNlhWeFrNCdqmI7wOy5zjj1x0/Oq6aVcLpr6e1zG0II8phGQwAbOG5weOO1a9FAFO9tZZnhntpEjuISSpdSysCMFTgj259QKrrpUhIlmnVp2uVuJCqYXhdoUDPAwB+talFAGbdaW1wNQAlC/a0VB8v3cA/n1p8tndx3cs9lPDGJseYssRcbgMbhhh2wMew6d79FAGTd6VPd30czvahYpVkSRYD5yqCDtDZ79Dx0JGKvj/AI/m/wCua/zNT1TurmOyN1dTEiKC38x8DJwu4n+VAFyqVtpkNqLII0h+yQGCPcRyp28njr8g/WrtFAFCTSoXt2iEkqEzm4WRSNyOTnIyMd+hBom0wySRzJe3MVwkfltMgTc69cMCpXr7dzVm2uUuo3dAwCSPGdw7qxU/hkVNQBWjskjuIZzLK8kUTRAuQdwYgknjr8oqL+zdkQjt7y5gxLJISmw5LsWIO5SMZPHGatSzRwKrSttDMqA+5OAPzNSUAUrfS4Lb7MUaQmDeQWI+YucsTx1JyeMdadDp0MOoT3qlzJMACpPyrwAcemcLn6CrCy7pZI9jjZj5iuAc+h70+gDPt9K+zOoivbpbdW3LbZXYOc4zt3Y9t3t0rQoooAgtf9W//XR//QjU9QWv+rf/AK6P/wChGp6AK1/am9sJ7YNsMqFdxGcUXNqbiezkD7fs8xlIx975HTH/AI9n8Ks0UAYcPh8QXheNLAx+cZg0loGlGW3Ebs+p4OOP1ol0OZzMizWwSS4ExcwZlPz7sFs9ug46YrcooAzptL86HUozNt+2EFWC52EIqg+/K5p4tLmWWzmuZYjJA7MfLQgNlSvcn1q9RQBWtbU28125fd583mAY6fKq4/8AHas0UUAQ3n/Hlcf9c2/lVLV9Tk04ReVEshw0soJ+7EmN7D35FXbz/jyuP+ubfyrOfT7i81O7nkuJ7ePYsEaoEIdMZY/Mp6liO33aANQzRiWOMuN8gJUeoGM/zFUr3WLayWMkl983knaCdp79B2qlFDeWiac7280/2VZYH2ld7DgK/JAOQoP4037PeHT3mNnIJVv/ALR5G5d5Td25xnHvQBqS6nZwRxvJKR5oJRQjFiB1O0DOB64pJdUsYo4ZGuU2zjMW35vM/wB0Dr+FVpHnh1Bb4WU8scsAjKLt3xkMTyCe+ex7DNR2VlcxXFjJJFtwbl3GQfL8xwwXj0zjj0oAtxaxp88qxxXSOzHaMZxu/uk9A3seac+qWUd19ma4USBgh4OAx6KW6AnI4JzzWebG5/s2OLyjvGpNMRkfc+0F8/8AfJzUc9vdmxvdLFnIzXEshS4BXYFdi2485BXPTH8IxQBoQ6xbzajPZYcSRMFzsbDEj6cVNb3iPtSSWLzHkkVQhODsYgjnuMc++arxie21q4JtpHhuAhWVCuFIGCDzkdj071VNlcx6YJEiJube+luI0BGWUyvkD6ox/MUAact/awpI0kwAjcRsACTuIBCgDknBHApi3MN2baWBw6GRhnpghTkEdj7VlT6ddrZafOol+0RTNPOsOwvudW3bd/BwWx9OlW7CF42WSRbkPNcFybnZuP7vGcJwBx9aANasy5ur9tTa0sltsJCsjNNu53FhgY/3a06wNTs4pNaM9zpMt9EbdEQoqnaQzE/eI9RQBpPqEVkkKX80SXEgOFQE7yMZ2jqeop7alZrapcmcGJztQgEljzwAOSeDxjPBqrBbn7fp8sVq0FvHazJsYAFCWjwMAn+6fyqhJYXscdvNGs4aK7uXZYDHv2vIxDDfkHgjjrg/hQBsjUrMwJP9pjETkqGY4GQCSDnoQFOc+lNfVbKOGKVp/lmyYwFJZgOpAAzj3rLTTWmNm0sFwym/NxKLox7v9Uyg4TgDO3j86uXIuLbV/tcVsblHgETKjqrR4YnPzEAg5557DrQBaS9jnNu8EsTxTFgDk5OAen5UianZyXX2ZZwZdxUcHBYdVDdCRg5AOeKzNKjlmtNNmCDaJZnYg5ADFsc9xzUFjYXkQt7O4F+6wShgy+QIjg5DZxv57jr1+tAG2mo2kl19mSYGXJXABxkZyM9MjB49qtVh28V1BqUa2sF3FbtK5njmZGiAOTuU5LAliOBxyeBW5QBAn/H5N/ur/Wp6gT/j8m/3V/rU9AFXULQ31mYA4Ql0bJGfusG/pVbVNJTUJbefbbtLAGULcQ+YhVsZGMjB+UYP+NadFAGSdG860hs5zbi1DFpobeHy1k9BjJwO59SB24p50668i0xdhp7WQskkiZ3rgqA3I5wRyO4z7Vp0UAUWsXe4nmeVd01ssBwvAILHPXp83T2qlcaAJHtpVFpJJFAIGFzb+YrAdCOQQc5/OtuigDKn0uaSyjtQunPCq4aOS0+TPqqhuB7frV6ytzaWMFsZGkMUapvbq2BjJqeigAqC0/1H/Am/9CNT1Baf6j/gTf8AoRoAnooooAKKKKACiiigAooooAKguv8AVp/10T/0IVPUF1/q0/66J/6EKAJ6KKKACiiigAooooAKKKKACiiigCA/8fy/9c2/mKnqA/8AH8v/AFzb+YqegAooooAKKKKACiiigAooooAKgt+s3/XQ/wAhU9QW/Wb/AK6H+QoAnooooAKKKKACiiigAooooAKZN/qJP90/yp9Mm/1En+6f5UAEP+oj/wB0fyp9Mh/1Ef8Auj+VPoAKKKKACiiigAooooAKKKKAILjrD/10H8jU9QXHWH/roP5Gp6ACiiigAooooAKKKKACiiigArG8Rf8AIF1n/sHSf+gvWzUA/wCP5v8Armv8zQBnzWkN54gZLhTJGlqhCFjtyWbkjofxrNilikg0mHUpP9CaCQEyvhHdSoUMT1+XdgHrgnqK6mkZVZdrAEHsRQBzFlNbwWenyxSolmNTuBvD/JtImA59MkY/CpGuYL231Vkv4FgN8gWR3/dtiKI7cg9Ccjg9+/SujIDAhgCD1BoKgrtIBXpgigDlJfsVxojM9tBHDa30Qdo5S8WN6bmU8fLg88cEH61elt7W81LToLeb/QTbXDFYJPlkw8XGR2yT0+nTIrdCqF2gAL0wBQAFAAAAHQCgDntRe4jj1oWpcMkUIUKxBVf4sY5Bxnkc1BbGGSO9W2vbC0ge1Ic2l0ZQjdpDwu3qcnOT+Ga6mkChc4AGTk4FAGLoUsP2i5t4o7YMio7SWsxeNs7vX7rccjnqOa1HvbaJZmeeNVgIEpLfcyARn04I/OplRUGEUKPQDFLQBBa/6t/+uj/+hGp6gtf9W/8A10f/ANCNT0AFFFFABRRRQAUUUUAFFFFAEN5/x5XH/XNv5VNUN5/x5XH/AFzb+VTUAFFFFABRRRQAUUUUAFFFFABUE3+ut/8AfP8A6CanqCb/AF1v/vn/ANBNAE9FFFABRRRQAVWutPsr4qbuzt7grwvmxK+PpkVZooARVVFCqoVQMAAYAFLRRQAUUUUAQJ/x+Tf7q/1qeoE/4/Jv91f61PQAUUUUAFFFFABRRRQAUUUUAFQWn+o/4E3/AKEanqC0/wBR/wACb/0I0AT0UUUAFFcNP4n1G91GbRrO7t7S+ju7gzO8O/7NbRj5WZSed5K8+hOOldRoN/Nqnh7TtQuIhFNc20croOgLKCce1AGjRRWLBqNxc63b7HAsJo5fLXaPn2Ffnz6EscewB70AbVFYJvL1bJdXN0fJaUf6NsXZ5RfbnON27B3dcdsUxdWlj1LMt4GHnTRy2YVcxRoDtfgbsnC9SQd4xQB0NQXQJhXBAPmJjI/2hVfTb1blHR7iKS4UkyRowPl8nC8dcdM+oP0qxck+Uvy/8tE/9CFADts//PSP/v2f8aNs/wDz0j/79n/GpMn+6fzoyf7p/OgCPbP/AM9I/wDv2f8AGjbP/wA9I/8Av2f8akyf7p/OjJ/un86AI9s//PSP/v2f8aNs/wDz0j/79n/GpMn+6fzoyf7p/OgCPbP/AM9I/wDv2f8AGjbP/wA9I/8Av2f8akyf7p/OjJ/un86AI9s//PSP/v2f8aNs/wDz0j/79n/GpMn+6fzoyf7p/OgCqRN9sX95Hnyz/AfUe9TbZ/8AnpH/AN+z/jTCT9tX5T/qz/MVPk/3T+dAEe2f/npH/wB+z/jRtn/56R/9+z/jUmT/AHT+dGT/AHT+dAEe2f8A56R/9+z/AI0bZ/8AnpH/AN+z/jUmT/dP50ZP90/nQBHtn/56R/8Afs/40bZ/+ekf/fs/41Jk/wB0/nRk/wB0/nQBHtn/AOekf/fs/wCNG2f/AJ6R/wDfs/41Jk/3T+dGT/dP50AR7Z/+ekf/AH7P+NQwCbM2JI/9Yc/IfQe9Wsn+6fzqC3JzN8p/1h/kKAH7Z/8AnpH/AN+z/jRtn/56R/8Afs/41Jk/3T+dGT/dP50AR7Z/+ekf/fs/40bZ/wDnpH/37P8AjUmT/dP50ZP90/nQBHtn/wCekf8A37P+NG2f/npH/wB+z/jUmT/dP50ZP90/nQBHtn/56R/9+z/jRtn/AOekf/fs/wCNSZP90/nRk/3T+dAEe2f/AJ6R/wDfs/40yVZ/JkzJH90/8sz/AI1Pk/3T+dRzE+RJ8p+6f5UAMiWfyY8SR/dH/LM/40/bP/z0j/79n/GiEnyI/lP3R/KpMn+6fzoAj2z/APPSP/v2f8aNs/8Az0j/AO/Z/wAakyf7p/OjJ/un86AI9s//AD0j/wC/Z/xo2z/89I/+/Z/xqTJ/un86Mn+6fzoAj2z/APPSP/v2f8aNs/8Az0j/AO/Z/wAakyf7p/OjJ/un86AI9s//AD0j/wC/Z/xo2z/89I/+/Z/xqTJ/un86Mn+6fzoAqzibMOZI/wDWDHyH0PvU22f/AJ6R/wDfs/40y4JzD8p/1g/kanyf7p/OgCPbP/z0j/79n/GjbP8A89I/+/Z/xqTJ/un86Mn+6fzoAj2z/wDPSP8A79n/ABo2z/8APSP/AL9n/GpMn+6fzoyf7p/OgCPbP/z0j/79n/GjbP8A89I/+/Z/xqTJ/un86Mn+6fzoAj2z/wDPSP8A79n/ABo2z/8APSP/AL9n/GpMn+6fzoyf7p/OgCPbP/z0j/79n/GoQJvtjfvI8+WP4D6n3q1k/wB0/nUAJ+2t8p/1Y/maAH7Z/wDnpH/37P8AjRtn/wCekf8A37P+NSZP90/nRk/3T+dAEe2f/npH/wB+z/jRtn/56R/9+z/jUmT/AHT+dNaQL97Az6kUAN2z/wDPSP8A79n/ABo2z/8APSP/AL9n/Gl89P7y/wDfQo89P7y/99CgLibZ/wDnpH/37P8AjRtn/wCekf8A37P+NPDEjIXI+tLk/wB0/nQBHtn/AOekf/fs/wCNG2f/AJ6R/wDfs/41Jk/3T+dGT/dP50AVbYTeW+JIx+8fqh/vH3qbbP8A89I/+/Z/xplsT5b/ACn/AFj/APoRqfJ/un86AI9s/wDz0j/79n/GjbP/AM9I/wDv2f8AGpMn+6fzoyf7p/OgCPbP/wA9I/8Av2f8aNs//PSP/v2f8akyf7p/OjJ/un86AI9s/wDz0j/79n/GjbP/AM9I/wDv2f8AGpMn+6fzoyf7p/OgCPbP/wA9I/8Av2f8aNs//PSP/v2f8akyf7p/OjJ/un86AKt2Jvsc+ZIyPLbOEPp9am2z/wDPSP8A79n/ABpl2T9in+U/6tv5VNk/3T+dADNs/wDz0j/79n/GjbP/AM9I/wDv2f8AGpMn+6fzoyf7p/OgCPbP/wA9I/8Av2f8aNs//PSP/v2f8akyf7p/OjJ/un86AI9s/wDz0j/79n/GjbP/AM9I/wDv2f8AGpMn+6fzoyf7p/OgCPbP/wA9I/8Av2f8aNs//PSP/v2f8akyf7p/OjJ/un86AI9s/wDz0j/79n/GoZhN51vmSP75x8h/un3q1k/3T+dQTE+db/Kfvn/0E0AP2z/89I/+/Z/xo2z/APPSP/v2f8akyf7p/OjJ/un86AI9s/8Az0j/AO/Z/wAaNs//AD0j/wC/Z/xqTJ/un86Mn+6fzoAj2z/89I/+/Z/xo2z/APPSP/v2f8akyf7p/OjJ/un86AI9s/8Az0j/AO/Z/wAaNs//AD0j/wC/Z/xqTJ/un86Mn+6fzoAj2z/89I/+/Z/xo2z/APPSP/v2f8akyf7p/OjJ/un86AKqCb7VL+8jztXPyH396m2z/wDPSP8A79n/ABpiE/a5vlP3V/rU+T/dP50AR7Z/+ekf/fs/40bZ/wDnpH/37P8AjUmT/dP50ZP90/nQBHtn/wCekf8A37P+NG2f/npH/wB+z/jUmT/dP50ZP90/nQBHtn/56R/9+z/jRtn/AOekf/fs/wCNSZP90/nRk/3T+dAEe2f/AJ6R/wDfs/40bZ/+ekf/AH7P+NSZP90/nRk/3T+dAEe2f/npH/37P+NNs8/Zxnk7m6fU1Nk/3T+dQ2n/AB7/APAm/maAJ6KKKAOCbVL6+1LU1k8XadpAgunt1tWgiY7F+6xLtk5Bz6DpXa2Of7Pts3CXJ8pczoAFl4HzADgA9eOOa4iaG51ibVtQstM8OJDZ3M0LLe2m+WZo/vFnBATJ5GQeCCa7DQ7yPUNA068htxbxT20ciQgYEYKghR7DpQBcmiSeCSGQEpIpRsMQcEYPI5H4VljQYY9RsriF51itkddjXMp67cYy3T5eR0PFa9FAGN/Zl4Yhp7GD7AswkEm4+ZtD7wm3GOvG7PTtmr09q095C52CGP52GPmdx93PsOT9celW6KAMnTdNubWa3854jHaW7W8RQkmQEqdzZHBwg6Z6k1oXP+qX/ron/oQqaobn/VL/ANdE/wDQhQBNRRRQAUUUUAFFFFABRRRQAUUUUAQH/j+X/rm38xU9QH/j+X/rm38xU9ABRRRQAUUUUAFFFFABRRRQAVBb9Zv+uh/kKnqC36zf9dD/ACFAE9FFFABRRRQAUUUUAFFFFABTJv8AUSf7p/lT6ZN/qJP90/yoAIf9RH/uj+VPpkP+oj/3R/Kn0AFFFFABRRRQAUUUUAFFFFAEFx1h/wCug/kanqC46w/9dB/I1PQAUUUUAFFFFABRRRQAUUUUAFQD/j+b/rmv8zU9QD/j+b/rmv8AM0AT0UUUAFcn43+5ZfV//Za6yuT8b/csvq//ALLVR3MMT/CZx9FFFanlHpui/wDIEsv+uK/yq/VDRf8AkCWX/XFf5VfrF7ntQ+FBRRRSKILX/Vv/ANdH/wDQjU9QWv8Aq3/66P8A+hGp6ACiiigAooooAKKKKACiiigCG8/48rj/AK5t/KpqhvP+PK4/65t/KpqACiiigAooooAKKKKACiiigAqCb/XW/wDvn/0E1PUE3+ut/wDfP/oJoAnorw3xHfXaeJdTVLqdVFzIABIQB8xrM/tC9/5/Lj/v63+Ndiwjavc5XiUnax9C0V4p4RvbuTxXpyPdTMpk5VpCQeDXtdYVaXs3a5tTqc6uFFFFZGgUUUUAFFFFAECf8fk3+6v9anqBP+Pyb/dX+tT0AFFFFABRRRQAUUUUAFFFFABUFp/qP+BN/wChGp6gtP8AUf8AAm/9CNAE9QXklzFaO9pbrcTjG2JpPLDc8/Ng44yelT1FcpLLazRwTeTMyFY5dobYxHDYPXB5xQBw+s6LLqGsXN0fBGnXuX2mdtU8vzgvQugTBPsc121kzNYW7PCkDmJS0Ub7lQ4+6CAMgdM4FecILnQ3vrLUPiFYWU01zLK0fkRFyHP3jk5Un07V6BotvaWmhWFvYSebZx28awSBs70CjBz3yOaAL1FFFABRRRQAVDc/6pf+uif+hCpqhuf9Uv8A10T/ANCFAE1FFFABRRRQAUUUUAFFFFABRRRQBAf+P5f+ubfzFT1Af+P5f+ubfzFT0AFFFFABRRRQAUUUUAFFFFABUFv1m/66H+Qqes661G20myury8cpBHL8zBSeuAOB7mmk27IG7GjRXL/8LB8Of8/cn/flv8KP+Fg+HP8An7k/78t/hV+yn2ZHtIdzqKKoaTrFlrdq1zYSNJErmMkqV5AB7/UVfqGmnZlJp6oKKKKQwooooAKZN/qJP90/yp9Mm/1En+6f5UAEP+oj/wB0fyp9Mh/1Ef8Auj+VPoAKKKKACiiigAooooAKKKKAILjrD/10H8jU9QXHWH/roP5Gp6ACiiigAooooAKKKKACiiigAqAf8fzf9c1/manqAf8AH83/AFzX+ZoAnooooAK5Pxv9yy+r/wDstdZXJ+N/uWX1f/2WqjuYYn+Ezj6KKK1PKPTdF/5All/1xX+VX6oaL/yBLL/riv8AKr9Yvc9qHwoKKKKRRBa/6t/+uj/+hGp6gtf9W/8A10f/ANCNT0AFFFFAHIa34i1Cx1ee2gaMRptxlMnlQf61n/8ACW6r/fi/791D4n/5GK6/4B/6AKyK1SVjyqlWam0n1Ojs/FGpz31vE7RbXlVWwnYnFdzXlum/8hWz/wCu6f8AoQr1KpmrHVhJyknzMKKKKg6yG8/48rj/AK5t/KpqhvP+PK4/65t/KpqACiiigAooooAKKKKACiiigAqCb/XW/wDvn/0E1PUE3+ut/wDfP/oJoA8N8S/8jPqn/X1J/wChGsqtXxL/AMjPqn/X1J/6Eayq9mHwo8qXxM3PB3/I3ab/ANdf6Gvcq8N8Hf8AI3ab/wBdf6Gvcq4cX8aOzDfCwooorkOkKKKKACiiigCBP+Pyb/dX+tT1An/H5N/ur/Wp6ACiiigAooooAKKKKACiiigAqC0/1H/Am/8AQjU9QWn+o/4E3/oRoAnooqC8vbbT7R7q7mWGBMbnboMnA/UigDj20KWP7ZeaVLpt1It7d/aFuGZUKS4Lq7KCdykDjHQY4rp9CjMPh/TY2u1uylrGDcKciX5R8wPcHrXG3upW+k6hqVlY+MtHsobi4eSWK5j3zW0jH59h3gdcnDA4JrtNGgtLXQ7C3sJBJZx28awODnegUbTnvkc0AXqKKKACiiigAqG5/wBUv/XRP/QhU1Q3P+qX/ron/oQoAmooooAKKKKACiiigAooooAKKKKAID/x/L/1zb+YqeoD/wAfy/8AXNv5ip6ACiiigAooooAKKKKACiiigArk/G//ACJ2p/8AXZP/AENa6yuT8b/8idqf/XZP/Q1rSl8a9SKnwM8dooor1zzD1n4Yf8i1c/8AX43/AKAldrXFfDD/AJFq5/6/G/8AQErta8mv/EZ6VL4EFFFFZGgUUUUAFMm/1En+6f5U+mTf6iT/AHT/ACoAIf8AUR/7o/lT6ZD/AKiP/dH8qfQAUUUUAFFFFABRRVPUtUstIt1uL6byomfYG2lucE44B9DQ3bccYuTtFXZcorn/APhNvDv/AEEP/IMn/wATR/wm3h3/AKCH/kGT/wCJqeePc3+qYj+R/czZuOsP/XQfyNT1QhvrbUrW2urSTzIXl+VtpGcZB4PNX6owacXZ7hRRRQIKKKKACiiigAooooAKgH/H83/XNf5mp6gH/H83/XNf5mgCeiiigArk/G/3LL6v/wCy11lcn43+5ZfV/wD2WqjuYYn+Ezj6KKK1PKPTdF/5All/1xX+VX6oaL/yBLL/AK4r/Kr9Yvc9qHwoKKKKRRBa/wCrf/ro/wD6EanqC1/1b/8AXR//AEI1PQAUUUUAedeJ/wDkYrr/AIB/6AKyK1/E/wDyMV1/wD/0AVkVstjxqv8AEl6lrTf+QrZ/9d0/9CFepV5bpv8AyFbP/run/oQr1KomdmD+FhRRRUHaQ3n/AB5XH/XNv5VNUN5/x5XH/XNv5VNQAUUUUAFFFFABRRRQAUUUUAFQTf663/3z/wCgmp6gm/11v/vn/wBBNAHhviX/AJGfVP8Ar6k/9CNZVaviX/kZ9U/6+pP/AEI1lV7MPhR5UviZueDv+Ru03/rr/Q17lXhvg7/kbtN/66/0Ne5Vw4v40dmG+FhRRRXIdIUUUUAFFFFAECf8fk3+6v8AWp6gT/j8m/3V/rU9ABRRRQAUUUUAFFFFABRRRQAVBaf6j/gTf+hGp6gtP9R/wJv/AEI0AT1U1NL2SwkTTjai6ONhukZ4+ozkKQeme/WrdFAHDXeu6/Y3q2V34i8HwXTdIpUkVuenBl712lt5/wBlh+0tG1xsXzTECELY52g5OM9MmuFOnapY3GsWieGdNvo9QupphLPfqryK/QFShPHYZ4H510HhJNZttHgsNXsY7drSCKFJVuvOM2FwSRtG3oPXr7UAb9VoNRsrmd4ILy3llT70ccqsy/UA8VYIBGCMg9RWHcCddV08XVvBBaRTEW7QNuJYqwAbIXYCCeADzjn1ANb7Za/a/sn2mH7SBnyfMG/Hrt605bq3e5e2WeI3CDc0QcblHqR1xXPsqjwxHOFX7T9qWTdjnzjMAfxzlfpxT5bW7tbyEKkIJupZIZQxLSGQNwy46KCSeeka+vAB0Cur7trBtpwcHOD6VHc/6pf+uif+hCszRrwlLaDyVSK4ga4hcSbmYZXJfgYY7weM8k+nOlc7vKXkf6xO3+0KAJ6Kb83qPyo+b1H5UAOopvzeo/Kj5vUflQA6im/N6j8qPm9R+VADqKb83qPyo+b1H5UAOopvzeo/Kj5vUflQBEf+P5f+ubfzFT1XO77avI/1Z7e4qb5vUflQA6im/N6j8qPm9R+VADqKb83qPyo+b1H5UAOopvzeo/Kj5vUflQA6im/N6j8qPm9R+VADq5Pxv/yJ2p/9dk/9DWuq+b1H5VynjbP/AAh2p5I/1ydv9ta0pfGvUip8DPHqKKK9c8w9Z+GH/ItXP/X43/oCV2tcT8Md3/CNXGCP+Pxu3+wldp83qPyrya/8RnpUvgQ6im/N6j8qPm9R+VZGg6im/N6j8qPm9R+VADqZN/qJP90/ypfm9R+VMm3eRJyPunt7UAOh/wBRH/uj+VPqKHd5EfI+6O3tT/m9R+VADqKb83qPyo+b1H5UAOopvzeo/Kj5vUflQA6uQ+I//IvW/wD19r/6A9db83qPyrkPiNu/4R63yR/x9L2/2HrOr8DOvAf7zD1PMaKKK88+yPV/B/8AyKem/wDXZ/8A0Jq6iuW8H5/4RTTsEf65+3+01dP83qPyr0afwo+Kxf8AvE/V/mOopvzeo/Kj5vUflVnOOopvzeo/Kj5vUflQA6im/N6j8qPm9R+VADqKb83qPyo+b1H5UAOqAf8AH83/AFzX+ZqX5vUflUI3fbW5H+rHb3NAFiim/N6j8qPm9R+VADq5Pxv9yy+r/wDstdV83qPyrlPG2dllkg8v0H+7VR3MMT/CZyFFFFanlHpui/8AIEsv+uK/yq/Wfo27+xbPBH+pXt7Ve+b1H5Vi9z2ofCh1FN+b1H5UfN6j8qRRFa/6t/8Aro//AKEanqvbbvLfkf6x+3+0am+b1H5UAOopvzeo/Kj5vUflQB554n/5GK6/4B/6AKyK1/E+f+Ehus/7H/oArIrZbHjVf4kvUtab/wAhWz/67p/6EK9Sry3Tf+Qpaf8AXdP/AEIV6h83qPyqJnZg/hY6im/N6j8qPm9R+VQdpHef8eVx/wBc2/lU1V7vd9in5H+rbt7VN83qPyoAdRTfm9R+VHzeo/KgB1FN+b1H5UfN6j8qAHUU35vUflR83qPyoAdRTfm9R+VHzeo/KgB1QTf663/3z/6Cal+b1H5VDNu8635H3z2/2TQB4d4l/wCRn1T/AK+pP/QjWVWp4l/5GfVP+vqT/wBCNZdezD4UeVL4mbng7/kbtN/66/0Ne5V4b4Oz/wAJdpuP+ev9DXuHzeo/KuHF/Gjsw3wsdRTfm9R+VHzeo/KuQ6R1FN+b1H5UfN6j8qAHUU35vUflR83qPyoAiT/j8m/3V/rU9V03fa5uR91e31qb5vUflQA6im/N6j8qPm9R+VADqKb83qPyo+b1H5UAOopvzeo/Kj5vUflQA6im/N6j8qPm9R+VADqgtP8AUf8AAm/9CNS/N6j8qitP+Pf/AIE38zQBPRRRQB5lcaZaf2hrJ1Pwhq2p3c13K0V6kSNhP4AjFwVC9sema63wjf311o0FvqVhqFvd2sESTS3iKomfbhiuGOeRznHUVymsadePeTX2sXGui3N1dQgWby4iTgwMqR9RgYJx1PPSu60AXA8OaYLuJ4rgWkQlR2LMrbRkEnknPrzQBoOiyIyOAysMEHuKoQaLY29wk6rM7x5Mfm3Ekip2+VWYheOOBWhRQBS/sqy+1/afKPmb/Mx5jbN/97Znbu98ZqyYIzcLOVzKqlFbPQEgn+Q/KpKKAKttp1rZyvJBEVZuOXJCjOcKCcKM9hgVJc/6pf8Aron/AKEKmqG5/wBUv/XRP/QhQBNRXMax460zRdTlsLmC8eWMAkxopXkA92HrVH/hZ+i/8+uof9+0/wDi60VGbV0jN1YJ2bO1qlrDFdGvGUkERNgjtxXOW3xI0e6uobdLa+DyuqKWjTAJOOfmrota/wCQJe/9cW/lScJRfvIHNSi7Hm/2u5/5+Jf++zR9ruf+fiX/AL7NQ0VoePdnZeC5ZJUvfMkZ8FMbjnH3q6quS8Efcvvqn/s1dbWUtz1cN/CQUUUVJuQH/j+X/rm38xU9QH/j+X/rm38xXkn/AAsbxB/z0t/+/IrWnSlUvymc6kYbnsVFeO/8LG8Qf89Lf/vyK6PwV4t1XXNbktb14jEsDSDZHg5BUf1NXLDTirsmNeMnZHf0VWu7+1sEV7qURqxwCQTk/hVT/hI9I/5/U/75b/CsLM0c4p2bNSisv/hI9I/5/U/75b/CtC3uIrqBZoXDxvyrDvRZgpxezJKKKKRQVyfjf/kTtT/67J/6GtdZXJ+N/wDkTtT/AOuyf+hrWlL416kVPgZ47RRRXrnmHrPww/5Fq5/6/G/9ASu1rivhh/yLVz/1+N/6AldrXk1/4jPSpfAgooorI0CiiigApk3+ok/3T/Kn0yb/AFEn+6f5UAEP+oj/AN0fyp9Mh/1Ef+6P5U+gAooooAKKKKACuQ+I/wDyL1v/ANfa/wDoD119ch8R/wDkXrf/AK+1/wDQHrOr8DOvAf7zD1PL6KKK88+yPV/B/wDyKem/9dn/APQmrqK5fwf/AMinpv8A12f/ANCauor0afwo+Kxf+8T9X+YUUUVZzhRRRQAUUUUAFFFFABUA/wCP5v8Armv8zU9QD/j+b/rmv8zQBPRRRQAVyfjf7ll9X/8AZa6yuT8b/csvq/8A7LVR3MMT/CZx9FFFanlHpui/8gSy/wCuK/yq/VDRf+QJZf8AXFf5VfrF7ntQ+FBRRRSKILX/AFb/APXR/wD0I1PUFr/q3/66P/6EanoAKKKKAPOvE/8AyMV1/wAA/wDQBWRWv4n/AORiuv8AgH/oArIrZbHjVf4kvUtab/yFbP8A67p/6EK9Sry3Tf8AkK2f/XdP/QhXqVRM7MH8LCiiioO0hvP+PK4/65t/KpqhvP8AjyuP+ubfyqnqPiDS9ImSK/vFgkddygqTkdOwppN6ITaW5pUVgf8ACbeHP+gpH/3w3+FH/CbeHP8AoKR/98N/hVezn2YuePc36KRHWRFdTlWGQfUUtQUFFFFABRRRQAVBN/rrf/fP/oJqeoJv9db/AO+f/QTQB4b4l/5GfVP+vqT/ANCNZVaviX/kZ9U/6+pP/QjWVXsw+FHlS+Jm54O/5G7Tf+uv9DXuVeG+Dv8AkbtN/wCuv9DXuVcOL+NHZhvhYUUUVyHSFFFFABRRRQBAn/H5N/ur/Wp6z726NjBqN2E3mC380KTjO0McfpXCf8LUn/6BMf8A3/P+FaQpTnrEidSMPiPS6K80/wCFqT/9AmP/AL/n/Cuj8JeLZPEst0j2aweQqkESbs5z7e1OVCcVdomNaEnZM6iiiisjUKKKKACiiigAqC0/1H/Am/8AQjU9QWn+o/4E3/oRoAnqOeeK1t5bieRY4YkLyOxwFUDJJPoBUlIQGUqwBBGCD3oA5O1+I3hyaC7km1OyhME0iIpuATKq9GH+9+NdFpV5JqOkWd7LbtbSXEKStCxyYywB2546Z9BXL2Cavc3Wp/2ZYaLaQQ30ke24idpGYYJc4IA3ZBHsRXXwed9ni+0GMz7B5hjBC7sc4zzjNAElFFFABRRRQAVDc/6pf+uif+hCpqhuf9Uv/XRP/QhQB474/wD+Rzvf92P/ANAWuZrpvH//ACOd7/ux/wDoC1zNevS+Beh5lT42XdH/AOQ5p/8A18x/+hCvc9a/5Al7/wBcW/lXhmj/APIc0/8A6+Y//QhXuetf8gS9/wCuLfyrlxfxI3ofBI8xooorE886/wAEfcvvqn/s1dbXJeCPuX31T/2autrKW56uG/hIKKKKk3ID/wAfy/8AXNv5ivnivoc/8fy/9c2/mK+eK7cH9r5HJiugV2fwy/5Geb/r1f8A9CWuMrs/hl/yM83/AF6v/wChLXTW/hswpfGjtPGv/Hhbf9dT/KuKrtfGv/Hhbf8AXU/yriq86GxOK/isK9I8Of8AIv2n+6f/AEI15vXpHhz/AJF+0/3T/wChGlPYvB/G/Q1KKKKzPRCuT8b/APInan/12T/0Na6yuT8b/wDInan/ANdk/wDQ1rSl8a9SKnwM8dooor1zzD1n4Yf8i1c/9fjf+gJXa1xXww/5Fq5/6/G/9ASu1rya/wDEZ6VL4EFFFFZGgUUUUAFMm/1En+6f5U+mTf6iT/dP8qACH/UR/wC6P5U+mQ/6iP8A3R/Kn0AFFFFAGM3ijSkdlM7ZBwf3bf4Un/CVaR/z3f8A79t/hXA3H/HzL/vn+dR1pyI814up5HpVlrthqFwILeVmkIJwUI6VhfEf/kXrf/r7X/0B6z/CX/IdX/rm1aHxH/5F63/6+1/9Aesa6tFnr5TUdSvBvueX0UUV5p9wer+D/wDkU9N/67P/AOhNXUVy/g//AJFPTf8Ars//AKE1dRXo0/hR8Vi/94n6v8woooqznCiiigAooooAKKKKACoB/wAfzf8AXNf5mp6gH/H83/XNf5mgCeiiigArk/G/3LL6v/7LXWVyfjf7ll9X/wDZaqO5hif4TOPooorU8o9N0X/kCWX/AFxX+VX6oaL/AMgSy/64r/Kr9Yvc9qHwoKKKKRRBa/6t/wDro/8A6EanqC1/1b/9dH/9CNT0AFFFFAHnXif/AJGK6/4B/wCgCsitfxP/AMjFdf8AAP8A0AVkVstjxqv8SXqWtN/5Ctn/ANd0/wDQhXqVeW6b/wAhWz/67p/6EK9SqJnZg/hYUUUVB2kN5/x5XH/XNv5V5j8Uf+Q3Z/8AXt/7Ma9OvP8AjyuP+ubfyrzH4o/8huz/AOvb/wBmNdGF/iGGI+A4WiiivTOA+h7L/jwt/wDrkv8AKp6gsv8Ajwt/+uS/yqevFe56q2CiiikMKKKKACoJv9db/wC+f/QTU9QTf663/wB8/wDoJoA8N8S/8jPqn/X1J/6Eayq1fEv/ACM+qf8AX1J/6Eayq9mHwo8qXxM3PB3/ACN2m/8AXX+hr3KvDfB3/I3ab/11/oa9yrhxfxo7MN8LCiiiuQ6QooooAKKKKAMfXP8AkD61/wBeL/8AoDV4TXu2uf8AIH1r/rxf/wBAavCa78H8LOPFboK9C+Ff/H1qf+5H/Nq89r0L4V/8fWp/7kf82rXEfw2ZUP4iPTKKKK8s9EKKKKACiiigAqC0/wBR/wACb/0I1PUFp/qP+BN/6EaAJ6KKjnnitbeW4mcJFEhd2PZQMk0AecXen6NqniGeV/DOmm3lurmBru4lbzJJo0ZmYqOAuVIznPfFdx4cuIbvwzpdxbwC3gktImjhHSNSowo9h0rgZrzwLrk99f37GOZbiRfKhnmVbgLwGKrgZYcHua9D0aVptDsJXtBZs9vGxth/yx+UfL+HSgC9RRRQAUUUUAFQ3P8Aql/66J/6EKmqG5/1S/8AXRP/AEIUAeO+P/8Akc73/dj/APQFrma6bx//AMjne/7sf/oC1zNevS+Beh5lT42XdH/5Dmn/APXzH/6EK9z1r/kCXv8A1xb+VeGaP/yHNP8A+vmP/wBCFe561/yBL3/ri38q5cX8SN6HwSPMaKKKxPPOv8Efcvvqn/s1dbXJeCPuX31T/wBmrrayluerhv4SCiiipNyA/wDH8v8A1zb+Yr54r6HP/H8v/XNv5ivniu3B/a+RyYroFdn8Mv8AkZ5v+vV//QlrjK7P4Zf8jPN/16v/AOhLXTW/hswpfGjtPGv/AB4W3/XU/wAq4qu18a/8eFt/11P8q4qvOhsTiv4rCvSPDn/Iv2n+6f8A0I15vXpHhz/kX7T/AHT/AOhGlPYvB/G/Q1KKKKzPRCuT8b/8idqf/XZP/Q1rrK5Pxv8A8idqf/XZP/Q1rSl8a9SKnwM8dooor1zzD1n4Yf8AItXP/X43/oCV2tcV8MP+Rauf+vxv/QErta8mv/EZ6VL4EFFFFZGgUUUUAFMm/wBRJ/un+VPpk3+ok/3T/KgAh/1Ef+6P5U+mQ/6iP/dH8qfQAUUUUAeT3H/HzL/vn+dR1Jcf8fMv++f51HW54b3N3wl/yHV/65tWh8R/+Ret/wDr7X/0B6z/AAl/yHV/65tWh8R/+Ret/wDr7X/0B658R8LPeyX+LD1PL6KKK8w+7PV/B/8AyKem/wDXZ/8A0Jq6iuX8H/8AIp6b/wBdn/8AQmrqK9Gn8KPisX/vE/V/mFFFFWc4UUUUAFFFFAHI+J/F9xoOppaRWscqtEJNzMQeSR/Ssb/hZV5/0D4P++zVX4i/8jHF/wBey/8AoTVyNcdSrNSaTPp8JgcPOhGUo6tHcf8ACyrz/oHwf99mvQB/x+t/1zX+ZrweveB/x+t/1zX+ZrShOUr3ODNsNSo8ns1a9/0J6KKK6Dxwrk/G/wByy+r/APstdZXJ+N/uWX1f/wBlqo7mGJ/hM4+iiitTyj03Rf8AkCWX/XFf5Vfqhov/ACBLL/riv8qv1i9z2ofCgooopFEFr/q3/wCuj/8AoRqeoLX/AFb/APXR/wD0I1PQAUUUUAedeJ/+Riuv+Af+gCsitfxP/wAjFdf8A/8AQBWRWy2PGq/xJepa03/kK2f/AF3T/wBCFepV5bpv/IVs/wDrun/oQr1KomdmD+FhRRRUHaQ3n/Hlcf8AXNv5V5j8Uf8AkN2f/Xt/7Ma9OvP+PK4/65t/KvMfij/yG7P/AK9v/ZjXRhf4hhiPgOFooor0zgPoey/48Lf/AK5L/Kp6gsv+PC3/AOuS/wAqnrxXueqtgooopDCiiigAqCb/AF1v/vn/ANBNT1BN/rrf/fP/AKCaAPDfEv8AyM+qf9fUn/oRrKrV8S/8jPqn/X1J/wChGsqvZh8KPKl8TNzwd/yN2m/9df6Gvcq8N8Hf8jdpv/XX+hr3KuHF/Gjsw3wsKKKK5DpCiiigAooooAx9c/5A+tf9eL/+gNXhNe7a5/yB9a/68X/9AavCa78H8LOPFboK9C+Ff/H1qf8AuR/zavPa9C+Ff/H1qf8AuR/zatcR/DZlQ/iI9Moooryz0QooooAKKKKACoLT/Uf8Cb/0I1PUFp/qP+BN/wChGgCeiiigDzyTWdd/tO4i0yTSNNtpLu7jQTQsxeSIjJdtwAL8np0Heu00O9bUtA06+dgz3FtHKxC7QSygnjJx16ZNcrdrqmvJqnkaRoT2NreSL9nv4Wd7h0wC5I4UnsSDxiur0a9i1LQ7C+ghMEVxbpKkRGNgKggfhQBdJCgknAHJqhDrEE08UZhuY1mO2KSWIqrnBOBnkcAnkCr5IVSzEAAZJPasGw1C11e5gup762HO61tFmUsMjhm5yWwTx0Ge55oA0P7XtvtPlbZtnmeT53lny9+cbc/Xj0zxnNOj1S3kvfsqiTduZFkKfIzL95Qe5HP5H0NYpmibQE0xXX7cJ1iMORv3CQEtj0x8+fTmrNzp7LqMEEV0+HlknSMKAYt2fMfd1/jIA7F++OADZt7iO6RniyUDlQxHBwcEj2zSXP8Aql/66J/6EKxdDvXlmt4BcCRWti8sAVQLVwVAj4GR1YfNk/JWzcj90vJ/1if+hCgDx7x//wAjne/7sf8A6AtczXS+Phjxle/7sf8A6Atc1Xr0vgXoeZU+Nl3R/wDkOaf/ANfMf/oQr3PWv+QJe/8AXFv5V4Zo/wDyG7D/AK+Y/wD0IV7jrK/8SW85P+pbv7Vy4v4kb0PgkeZ0UUVieedf4I+5ffVP/Zq62uS8EjKXvJHKdP8AgVdXt/2m/Ospbnq4b+Eh1FN2/wC0350bf9pvzqTciP8Ax/L/ANc2/mK+eK+hiv8Apq8n/Vnv7ivnmu3B/a+RyYroFdn8Mv8AkZ5v+vV//QlrjK7L4ZjPiebkj/RX6f7y101v4bMKXxo7Xxr/AMeFt/11P8q4qu08aDFhbck/vT1+lcXXnQ2JxX8VhXpHhz/kX7T/AHT/AOhGvN69H8OrnQLTk/dPf/aNKexeD+N+hq0U3b/tN+dG3/ab86zPRHVyfjf/AJE7U/8Arsn/AKGtdVt/2m/OuU8bD/ijtT5P+uT/ANDWtKXxr1IqfAzx6iiivXPMPWfhh/yLVz/1+N/6AlHibUr221ho4LqWNNinarECk+GIz4auOSP9Mbp/uJVXxYMa43/XNa8up/FZ01W1QVij/bWp/wDP/cf99mpINY1JriMG+nILAEbz61m1Jb/8fMX++P50WRxKcr7nrFFN2/7TfnRt/wBpvzrA9odTJv8AUSf7p/lS7f8Aab86ZMv7iT5j909/agB0P+oj/wB0fyp9RQr+4j+Y/dHf2p+3/ab86AHUU3b/ALTfnRt/2m/OgDym4/4+Zf8AfP8AOo6kuP8Aj5l/3z/Oo63PDe5u+Ev+Q6v/AFzatD4j/wDIvW//AF9r/wCgPWd4TGdcX/rm1X/iMMeHrfkn/Sl6/wC49c+I+FnvZL/Fh6nmNFFFeYfdnq/g/wD5FPTf+uz/APoTV1Fct4PH/FKadyf9c/8A6E1T33jLQ9OvZbS5u5VmiOHAjY4P1xXp0ouUVZHxONklXnfu/wAzoqK5X/hP/Dn/AD+zf9+W/wAKntPGuhX13DawXcrTSuEQGJhkn8K09lPscvtIdzo6Kbt/2m/Ojb/tN+dQWOopu3/ab86Nv+0350AeYfEX/kY4v+vZf/Qmrka634iDHiKLkn/Rl6/7zVyVefV+Nn2WA/3aHoFe8D/j9b/rmv8AM14PXu4X/TW5P+rHf3NbYbqeZnn/AC7+f6Fiim7f9pvzo2/7TfnXUeAOrk/G/wByy+r/APstdVt/2m/OuU8bDCWXJPL9f+A1UdzDE/wmchRRRWp5R6bov/IEsv8Ariv8qqy+K9DhleKTUEV0Yqw2twR17VZ0Zf8AiS2fJ/1K9/avHNW/5DN9/wBfEn/oRrjrVHDY+ryvBwxN1NtWS2PV/wDhMNA/6CUf/fDf4VYs/EekahdLbWt6ksz52qFYZwMnqK8UrofBAz4stPo//oBrKNeTkkejXyijTpSmm9E30/yOx8Z3t1YeF5JrSeSCX7VjfG2Djc1eaf8ACUa7/wBBa8/7+mvQvHw/4pGTk/8AH3/Vq8nr2sLFOGqPkcRJqehrf8JRrv8A0Frz/v6a9S8CXlzf+Gknu55JpTK43yNk4rxevYPh0M+E05P+uf8AnRiopQ0Q8PJuepkeJ/8AkYrr/gH/AKAKyK1/E/HiG6/4B/6AKyK5VscdX+JL1LWm/wDIVs/+u6f+hCvUq8t03/kKWn/XdP8A0IV6ht/2m/OomdmD+FjqKbt/2m/Ojb/tN+dQdpHef8eVx/1zb+VeY/FH/kN2f/Xt/wCzGvTLtf8AQp+T/q27+1eZfFAY1qz5J/0bv/vGujC/xDDEfAcNRRRXpnAfQ9l/x4W//XJf5VPVayX/AEC3+Y/6pe/tU+3/AGm/OvFe56q2HUU3b/tN+dG3/ab86Qx1FN2/7TfnRt/2m/OgB1QTf663/wB8/wDoJqXb/tN+dQzL++t+T989/wDZNAHh3iX/AJGfVP8Ar6k/9CNZVaniX/kZ9U/6+pP/AEI1l17MPhR5UviZueDv+Ru03/rr/Q17lXhvg7nxdpv/AF1/oa9w2/7TfnXDi/jR2Yb4WOopu3/ab86Nv+0351yHSOopu3/ab864vxJ4wvNF1h7OGCF0VVbc+c8j2NTKSirs2oYedeXJDc7aivMv+Fjal/z6W3/j3+NPh+Ieoyzxxm1tgGYKcbu5+tZ+3gdjyrErp+J2Wuf8gfWv+vF//QGrwmvddcH/ABJ9Z5P/AB4v3/2GrwqvVwfws8HFboK9C+Ff/H1qf+5H/Nq89r0H4WDN1qXJHyR9Pq1a4j+GzKh/ER6bRTdv+0350bf9pvzryz0R1FN2/wC0350bf9pvzoAdRTdv+0350bf9pvzoAdUFp/qP+BN/6Eal2/7TfnUVp/x7/wDAm/maAJ6guruCyiWW5kEaNIkQJB5Z2CqPxJAqeq2oafa6rYy2V7CJbeUAOhJGcHI5HIIIByPSgDAPhLwnrN1eXf2FZpmndbhxLIuZAcNkZArU0fw7pWgCUaXaC3E20OBIzZ25x94nHU9K4QWeg6bc6hFb6Z4k1GCC5kNxc2t3MI4m6lf9aC5XucE/U16LpslrLpdpJZSGS0aFDC5YsWTA2kluTxjk8+tAFrqMGoxBCpBWJAR0IUVJRQA3Ym/ftXfjG7HOKXAznAz0zS0UAIFAJIABPJwOtRXP+qX/AK6J/wChCpqhuf8AVL/10T/0IUAeO+P/APkc73/dj/8AQFrma6bx/wD8jne/7sf/AKAtczXr0vgXoeZU+Nl3R/8AkOaf/wBfMf8A6EK9z1r/AJAl7/1xb+VeGaP/AMhzT/8Ar5j/APQhXuetf8gS9/64t/KuXF/Ejeh8EjzGiiisTzzr/BH3L76p/wCzV1tcl4I+5ffVP/Zq62spbnq4b+EgoooqTcgP/H8v/XNv5ivnivoc/wDH8v8A1zb+Yr54rtwf2vkcmK6BXZ/DL/kZ5v8Ar1f/ANCWuMrs/hl/yM83/Xq//oS101v4bMKXxo7Txr/x4W3/AF1P8q4qu18a/wDHhbf9dT/KuKrzobE4r+Kwr0jw5/yL9p/un/0I15vXpHhz/kX7T/dP/oRpT2Lwfxv0NSiiisz0Qrk/G/8AyJ2p/wDXZP8A0Na6yuT8b/8AInan/wBdk/8AQ1rSl8a9SKnwM8dooor1zzD1n4Yf8i1c/wDX43/oCVV8W/8AIdb/AK5rVr4Yf8i1c/8AX43/AKAlVfFv/Idb/rmteXU/is6K38BGFUlv/wAfMX++P51HUlv/AMfMX++P50HCtz1iiiisD3Apk3+ok/3T/Kn0yb/USf7p/lQAQ/6iP/dH8qfTIf8AUR/7o/lT6ACiiigDye4/4+Zf98/zqOpLj/j5l/3z/Oo63PDe5u+Ev+Q6v/XNq0PiP/yL1v8A9fa/+gPWf4S/5Dq/9c2rQ+I//IvW/wD19r/6A9c+I+FnvZL/ABYep5fRRRXmH3Z6v4P/AORT03/rs/8A6E1ebeMv+Rv1L/roP5CvSfB//Ip6b/12f/0Jq828Zf8AI36l/wBdB/IV7mA/Q+BzX+NP/EzCrW8L/wDI06X/ANfKfzrJrW8L/wDI06X/ANfKfzr0Z/CzzI/Ej3iiiivGPUCiiigDy74i/wDIxxf9ey/+hNXI113xF/5GOL/r2X/0Jq5GvPq/Gz7LAf7tD0Cvcbx2jW7dCQy2xII7H5q8Or3C/wD9Ve/9ep/9mrfC7s8vPdofP9Dxv/hL/EH/AEFbj8xR/wAJf4g/6Ctx+YrEor6Hkj2PjeeXc9L+Hut6nqmp3cd9eSzokIZQ56HIrX8b/csvq/8A7LXM/C7/AJC99/1wH/oQrpvG/wByy+r/APstcFZJVbI3k28O7/1qcfRRRUnAem6L/wAgSy/64r/KvG9X/wCQzff9fEn/AKEa9k0X/kCWX/XFf5V43q//ACGb7/r4k/8AQjXBieh9rkO8vRFOui8D/wDI22f0k/8AQDXO10Xgf/kbbP6Sf+gGuan8SPcxf+7z9H+R1Hj7/kUJP+vz/wBmavJq9Z8ff8ihJ/1+f+zNXk1fR4X+GfneJ+MK9h+HP/Ipp/12f+dePV7D8Of+RTT/AK7P/OjFfwww3xmP4n/5GK6/4B/6AKyK1/E//IxXX/AP/QBWRXGtjlq/xJepa03/AJCtn/13T/0IV6lXlum/8hWz/wCu6f8AoQr1KomdmD+FhRRRUHaQ3n/Hlcf9c2/lXmPxR/5Ddn/17f8Asxr068/48rj/AK5t/KvMfij/AMhuz/69v/ZjXRhf4hhiPgOFooor0zgPoey/48Lf/rkv8qnqCy/48Lf/AK5L/Kp68V7nqrYKKKKQwooooAKgm/11v/vn/wBBNT1BN/rrf/fP/oJoA8N8S/8AIz6p/wBfUn/oRrKrV8S/8jPqn/X1J/6Eayq9mHwo8qXxM3PB3/I3ab/11/oa9yrw3wd/yN2m/wDXX+hr3KuHF/Gjsw3wsKKKK5DpCvJvHv8AyNMv/XNP5V6zXk3j3/kaZf8Armn8qwxHwHq5P/vD9H+hzNTWn/H5B/10X+dQ1Naf8fkH/XRf51xo+nlsz2HXP+QNrX/Xi/8A6A1eE17trn/IG1r/AK8X/wDQGrwmvosH8LPzfFboK9C+Ff8Ax9an/uR/zavPa9C+Ff8Ax9an/uR/zatcR/DZlQ/iI9Moooryz0QooooAyD4o0NWKnUoAQcEZNJ/wlWhf9BOD8zXjlx/x8y/75/nUdcn1iXY+kWS0Wvif4Ht9prul39wILW9illIJCqecVZtP9R/wJv8A0I15d4B/5GiP/rk/8q9RtP8AUf8AAm/9CNb0pucbs8jHYaOHq8kXfQnooorQ4jl5vC2ox3F4NK8QS2NleyvNNB9mWRld/vmNyflyeeQcEnFb+n2MGmadbWFspWC2iWKME5O1RgZ968/1C/uLHxI0morrss32m4QQW8crQvbtGwi8sINu77uSeQc13GgR3sXh3TY9RJN6lrGs5Jyd4UZye5zQBo0UUUAFFFFABUNz/ql/66J/6EKmqG5/1S/9dE/9CFAHjvj/AP5HO9/3Y/8A0Ba5mum8f/8AI53v+7H/AOgLXM169L4F6HmVPjZd0f8A5Dmn/wDXzH/6EK9z1r/kCXv/AFxb+VeGaP8A8hzT/wDr5j/9CFe561/yBL3/AK4t/KuXF/Ejeh8EjzGiiisTzzr/AAR9y++qf+zV1tcl4I+5ffVP/Zq62spbnq4b+EgoooqTcgP/AB/L/wBc2/mK+eK+hz/x/L/1zb+Yr54rtwf2vkcmK6BXZ/DL/kZ5v+vV/wD0Ja4yuz+GX/Izzf8AXq//AKEtdNb+GzCl8aO08a/8eFt/11P8q4qu18a/8eFt/wBdT/KuKrzobE4r+Kwr0jw5/wAi/af7p/8AQjXm9ekeHP8AkX7T/dP/AKEaU9i8H8b9DUooorM9EK5Pxv8A8idqf/XZP/Q1rrK5Pxv/AMidqf8A12T/ANDWtKXxr1IqfAzx2iiivXPMPWfhh/yLVz/1+N/6AlVfFv8AyHW/65rVr4Yf8i1c/wDX43/oCVV8W/8AIdb/AK5rXl1P4rOit/ARhVJb/wDHzF/vj+dR1Jb/APHzF/vj+dBwrc9YooorA9wKZN/qJP8AdP8AKn0yb/USf7p/lQBRutZ07SooFvruOAyJlA564xmqv/CX+H/+grb/AJmuL+J33tI/65P/AOy1wFdlLDRnBSbOWpXlGTSR7n/wl/h//oK2/wCZrYilSeFJomDRyKGVh0IPINfOle/aF/yL2m/9esX/AKAKivRVNJoujVc27nm9x/x8y/75/nUdSXH/AB8y/wC+f51HUnlPc3fCX/IdX/rm1aHxH/5F63/6+1/9Aes/wl/yHV/65tWh8R/+Ret/+vtf/QHrnxHws97Jf4sPU8vooorzD7s9X8H/APIp6b/12f8A9CavNvGX/I36l/10H8hXpPg//kU9N/67P/6E1ebeMv8Akb9S/wCug/kK9zAfofA5r/Gn/iZhVreF/wDkadL/AOvlP51k1reF/wDkadL/AOvlP516M/hZ5kfiR7Xq91JY6VPcxbfMjAI3DI6iuQ/4TDU/7tv/AN8H/Guo8R/8gC7/AN0fzFeb15UUmjbFVJRklFnQf8Jhqf8Adt/++D/jXR+HNUuNVtZpLgIGR9o2DHavPK7XwV/x4XP/AF1H8qJJWIw9WcqlmzlfiL/yMcX/AF7L/wChNXI113xF/wCRji/69l/9CauRry6vxs/Q8B/u0PQK9wv/APVXv/Xqf/Zq8Pr3C/8A9Ve/9ep/9mrfC7s8vPdofP8AQ8Aooor6Q+LO8+F3/IXvv+uA/wDQhXTeN/uWX1f/ANlrmfhd/wAhe+/64D/0IV03jf7ll9X/APZa82v/ABTpf+7v+upx9FFFScB6bov/ACBLL/riv8q8b1f/AJDN9/18Sf8AoRr2TRf+QJZf9cV/lXjer/8AIZvv+viT/wBCNcGJ6H2uQ7y9EU66LwP/AMjbZ/ST/wBANc7XReB/+Rts/pJ/6Aa5qfxI9zF/7vP0f5HUePv+RQk/6/P/AGZq8mr1nx9/yKEn/X5/7M1eTV9Hhf4Z+d4n4wr2H4c/8imn/XZ/5149XsPw5/5FNP8Ars/86MV/DDDfGY/if/kYrr/gH/oArIrX8T/8jFdf8A/9AFZFca2OWr/El6lrTf8AkK2f/XdP/QhXqVeW6b/yFbP/AK7p/wChCvUqiZ2YP4WFFFFQdpDef8eVx/1zb+VeY/FH/kN2f/Xt/wCzGvTrz/jyuP8Arm38q8x+KP8AyG7P/r2/9mNdGF/iGGI+A4WiiivTOA+h7L/jwt/+uS/yqTzY/wDnon/fQqG1/wCQbD/1xX+VeWd68dRuzurVvZW0vc9Z82P/AJ6J/wB9ClV0Y4VlJ9jXktdF4M/5DEv/AF7n/wBCWhwsjOniueSjY7qisDxT4gl8P2tvLFAkplcqQxIxxXL/APCyrz/oHwf99msJVYxdmexRwFetDngtPU9HqCb/AF1v/vn/ANBNef8A/Cyrz/oHwf8AfZrsdK1B9V03Tr141jaVmJVTkDhh/SnGpGTshV8FWoR5qi0PHPEv/Iz6p/19Sf8AoRrKrV8S/wDIz6p/19Sf+hGsqvch8KPn5fEzc8Hf8jdpv/XX+hr3KvDfB3/I3ab/ANdf6GvcJJI4kLyOqKOrMcCuHF/Gjsw3wsdRVb+0LL/n8t/+/o/xo/tCy/5/Lf8A7+j/ABrksdHMu5Zrybx7/wAjTL/1zT+VerRTRTruikSRQcEowIzXlPj3/kaZf+uafyrDEfAetk3+8P0f6HM1Naf8fkH/AF0X+dQ1Naf8fkH/AF0X+dcaPp5bM9h1z/kDa1/14v8A+gNXhNe7a5/yBta/68X/APQGrwmvosH8LPzfFboK9C+Ff/H1qf8AuR/zavPa9C+Ff/H1qf8AuR/zatcR/DZlQ/iI7vUtatdKeNbgSEyAkbFz0qh/wmGmf3bj/vgf41m+Nv8Aj4tP9xv5iuVrz1FNFVsROE3FHef8Jhpn924/74H+NbkEqzwRzJnbIoYZ64IzXk9eo6Z/yCrP/rgn/oIpSSRph60qjakeH3H/AB8y/wC+f51HUlx/x8y/75/nUdeSfo8djp/AP/I0R/8AXJ/5V6jaf6j/AIE3/oRry7wD/wAjRH/1yf8AlXqNp/qP+BN/6Ea7MP8AAfMZx/vHyRPRRRW55Rx8f/CQ6Lq+pG3srGawupzNGlzqZRlY8Ej92cKcA7ecHPPaurtnkltYZJkRJXQM6I+9VJHIDYGR74Ga891Twe0l7PqV7oQ1eWS6uVdA6b2icDyipYgAJjb1yMk12+g209l4e021ulRLiC1ijkWMDaGCgEDHbigDQooooAKKKKACobn/AFS/9dE/9CFTVDc/6pf+uif+hCgDx3x//wAjne/7sf8A6AtczXTeP/8Akc73/dj/APQFrma9el8C9DzKnxsu6P8A8hzT/wDr5j/9CFe561/yBL3/AK4t/KvDNH/5Dmn/APXzH/6EK9z1r/kCXv8A1xb+VcuL+JG9D4JHmNFFFYnnnX+CPuX31T/2asf4iXE8Op2YimkjBhJIRiP4jWx4I+5ffVP/AGasP4k/8hWz/wCuB/8AQjXJifhZ9NkKTqxv5nI/b7z/AJ+5/wDv4aPt95/z9z/9/DVeiuC7PseSPY9xsyStoSck2wyf++a+f6+gLL7ln/16j/2Wvn+voMFs/kfneN+L7wrs/hl/yM83/Xq//oS1xldn8Mv+Rnm/69X/APQlrprfw2c1L40dp41/48Lb/rqf5VxVdr41/wCPC2/66n+VcVXnQ2JxX8VhXpHhz/kX7T/dP/oRrzevSPDn/Iv2n+6f/QjSnsXg/jfoalFea6x411iy1m8tYXhEcUrIuY8nANUv+E/13/npB/36FcrrxTsfSRynESipK2p6vXJ+N/8AkTtT/wCuyf8Aoa1jaB4y1fUddtLS4eExSvhtseD0NbPjf/kTtT/67J/6Gtb4eanNNdzhxuFnh04z6o8dooor2jxD1n4Yf8i1c/8AX43/AKAlVfFv/Idb/rmtWvhh/wAi1c/9fjf+gJVXxb/yHW/65rXl1P4rOit/ARhVJb/8fMX++P51HUlv/wAfMX++P50HCtz1iiqeqyPFo99JGxV0t5GVgeQQpwa8g/4STWv+gpd/9/TXHUqqG59VhMBPFJuLtY9rpk3+ok/3T/KvF/8AhJNa/wCgpd/9/TXX+BtTvtQ/tIXl3NOEiUqJGJx1pRrKTtY2xGV1KFN1HJaGZ8TvvaR/1yf/ANlrgK7/AOJ33tI/65P/AOy1wFe1h/4aPmq/8RhXv2hf8i9pv/XrF/6AK8Br37Qv+Re03/r1i/8AQBWWM2Rrhd2eb3H/AB8y/wC+f51HUlx/x8y/75/nUdc5573N3wl/yHV/65tWh8R/+Ret/wDr7X/0B6z/AAl/yHV/65tWh8R/+Ret/wDr7X/0B658R8LPeyX+LD1PL6KKK8w+7PV/B/8AyKem/wDXZ/8A0Jq828Zf8jfqX/XQfyFek+D/APkU9N/67P8A+hNXm3jL/kb9S/66D+Qr3MB+h8Dmv8af+JmFWt4X/wCRp0v/AK+U/nWTWt4X/wCRp0v/AK+U/nXoz+FnmR+JHsniP/kAXf8Auj+YrzevSPEf/IAu/wDdH8xXm9eVDYvGfGvQK7XwV/x4XP8A11H8q4qu18Ff8eFz/wBdR/KnLYjC/wAVHK/EX/kY4v8Ar2X/ANCauRrrviL/AMjHF/17L/6E1cjXlVfjZ+jYD/doegV7hf8A+qvf+vU/+zV4fXuF/wD6q9/69T/7NW+F3Z5ee7Q+f6HgFFFFfSHxZ3nwu/5C99/1wH/oQrpvG/3LL6v/AOy1zPwu/wCQvff9cB/6EK6bxv8Acsvq/wD7LXm1/wCKdL/3d/11OPoooqTgPTdF/wCQJZf9cV/lXjer/wDIZvv+viT/ANCNeyaL/wAgSy/64r/KvG9X/wCQzff9fEn/AKEa4MT0Ptch3l6Ip10Xgf8A5G2z+kn/AKAa52ui8D/8jbZ/ST/0A1zU/iR7mL/3efo/yOo8ff8AIoSf9fn/ALM1eTV6z4+/5FCT/r8/9mavJq+jwv8ADPzvE/GFew/Dn/kU0/67P/OvHq9h+HP/ACKaf9dn/nRiv4YYb4zH8T/8jFdf8A/9AFZFa/if/kYrr/gH/oArIrjWxy1f4kvUtab/AMhWz/67p/6EK9Pmmjt4XmmdY40GWZjgAV5hpv8AyFbP/run/oQrvfE3/Is6j/1was6jsrnfl0ed8r6tC/8ACSaL/wBBS0/7+ij/AISTRf8AoKWn/f0V4pRXF9Yl2Prf7FpfzM9v/tGz1CwujZ3MU4SM7vLYHHBrzv4o/wDIbs/+vb/2Y1peAP8AkFax/uj/ANBas34o/wDIbs/+vb/2Y16GClzSTPnszoqhOVNO9rHC0UUV6x459C2v/INh/wCuK/yryzvXqdr/AMg2H/riv8q8s715Ed2b4z7IV0Xgz/kMS/8AXuf/AEJa52ui8Gf8hiX/AK9z/wChLVS2Oeh/EQ/4k/8AIOsf+urfyrzevSPiT/yDrH/rq38q83ry6/xs/Q8q/wB1Xz/MK9c8K/8AItaR9W/9nryOvXPCv/ItaR9W/wDZ6rD/ABGGdfwI+v6M8p8S/wDIz6p/19Sf+hGsqtXxL/yM+qf9fUn/AKEayq+lh8KPhZfEzc8Hf8jdpv8A11/oa9Z8Vf8AIAn/AN5f5ivJvB3/ACN2m/8AXX+hr1nxV/yAJ/8AeX+YrixX8RHRT/gyPPKKKKyOA7nwZ/yCJv8Aruf/AEFa4nx7/wAjTL/1zT+Vdt4M/wCQRN/13P8A6CtcT49/5GmX/rmn8q48V8J9ZkH8Ren+RzNTWn/H5B/10X+dQ1Naf8fkH/XRf51wo+slsz2HXP8AkDa1/wBeL/8AoDV4TXu2uf8AIG1r/rxf/wBAavCa+iwfws/N8Vugr0L4V/8AH1qf+5H/ADavPa9C+Ff/AB9an/uR/wA2rXEfw2ZUP4iNrxt/x8Wn+438xXK11Xjb/j4tP9xv5iuVrhjsZYj+Kwr1HTP+QVZ/9cE/9BFeXV6jpn/IKs/+uCf+gipmbYP4meH3H/HzL/vn+dR1Jcf8fMv++f51HXkH6ZHY6fwD/wAjRH/1yf8AlXqNp/qP+BN/6Ea8u8A/8jRH/wBcn/lXqNp/qP8AgTf+hGuzD/AfMZx/vHyRPVa+uzZWj3Atri5K4/dW6hnOTjgEirNFbnlHnEFtBPdX9xq3hzxFdSzXTyRPuYYjOCq4EgA28j8M967+wVF062WKGSGMRKFil++gwMK3J5HQ8muMuLPWb/ULnTrxNUjsY7q4u5riGcr5se39zHEVbdxkEqABlfeuq8P/AG7/AIR3Tf7S3fbvs0f2jd137RnPvnrQBo1n2OoTXV7cW81m1v5ccciB3BYhi45A4H3PU9avsdqk4JwM4FYlreyPr00p0++SOaGGJWeLABVpCc88D5hQBN/a04UXRtkFgZhEJPMO/ltgfbjG3Pv059qWPVZDeKJIY0tJJpII5PM+bcm7O4YwB8j857D14pmG4bT10X7NMGWVV87b+78oPu3Z9doxjrn25q1c6VDJqcZjgcByzzuXYpjjKhSdoLdyByA2etAF+zne6txM0flq5JjB6lOxPoSOce9OuT+6X/ron/oQrH0W2uYbqMyQSxssDLdyOeJpty4Yc88B+fRgO2BsXIHlLwP9Yn/oQoA8d8f/API5Xv8Aux/+gLXM10vj7jxle4/ux/8AoC1zVevS+Beh5lT42XdH/wCQ5p//AF8x/wDoQr3LWj/xJb3/AK4t/KvDdH/5Den/APXzH/6EK9y1lR/Yt7wP9S3b2rlxfxI3ofBI8yooorE886/wR9y9+qf+zVh/En/kK2f/AFwP/oRrc8EgFL3IB5T/ANmrC+JAA1SzwMfuD/6Ea5MT8LPp8h/iw+ZxVFFFeefZHuFl9yz/AOvUf+y14BXv9ko2WfA/49h2/wB2vAK+hwWz+R+c434vvCuz+GX/ACM83/Xq/wD6EtcZXZ/DMA+J5sj/AJdX/wDQlrprfw2c1L40dp41/wCPC2/66n+VcVXa+NABYW2AB+9P8q4qvOhsTiv4rCvSPDn/ACALT/dP/oRrzevR/Dqg6BacD7p7f7RpT2Lwfxv0PKfEf/Iy6l/18P8AzrLrU8R/8jJqP/Xw/wDOsuvJluz9Kofwo+iNrwl/yNWn/wDXT+hruPG//Inan/12T/0Na4fwn/yNOn/9dP6Gu48bAf8ACHanwP8AXJ/6Gtd2C3XqfN598a/w/wCZ49RRRXvnyh6z8MP+Rauf+vxv/QEqr4t/5Drf9c1qz8MAD4aucgf8fjf+gJVXxaMa62P+ea15dT+KzorfwEYdSW//AB8xf74/nUdSW/8Ax8xf74/nQcK3PStZP/Ei1D/r2k/9BNeHV7hrKj+w9Q4H/HtJ2/2TXh9ebid0ffZJ8E/UK7j4dfe1X/rkv/s1cPXcfDoAtqmR/wAsl/8AZqzo/GjtzL/dZ/L80V/id97SP+uT/wDstcBXf/E0ANpOB/yyf/2WuAr6PD/w0fn9f+Iwr37Qj/xT+m/9esX/AKAK8Br33QlH/CP6bwP+PWLt/sissZsjXC7s84uP+PmX/fP86jqS4/4+Zf8AfP8AOo65zz3ubvhL/kOr/wBc2q/8Rv8AkXrf/r7X/wBAes/wkM66uf8Anm1aHxGAHh63wB/x9L/6A9c+I+FnvZL/ABYep5hRRRXmH3Z6t4P/AORT03/rs/8A6E1eb+Mv+Rv1L/roP5CvSPB4H/CKadwP9c//AKE1eb+Mv+Ru1L/roP5CvcwH6HwOa/xp/wCJmFWt4Y/5GnTP+vlP51k1reGP+Ro0z/r5T+dejP4WeZH4keyeIv8AkAXf+6P5ivN69H8RKBoF3wPujt7ivOK8qGxeM+NegV2vgr/jwuf+uo/lXFV2vgsA2FzkA/vR/KnLYjC/xUcr8Rf+Rji/69l/9CauRrrfiIAPEUWB/wAuy/8AoTVyVeVV+Nn6NgP92h6BXt9//qr3/r1P/s1eIV7ffqPKvOB/x6nt/vVvhd2eXnu0Pn+h4DRRRX0h8Wd58Lv+Qvff9cB/6EK6Xxv9yy+r/wDstcz8LgDq99kZ/cD/ANCFdN42ACWWABy//stebX/inS/93f8AXU5CiiipOA9N0U/8SSy/64r/ACrxvVv+Qzff9fEn/oRr2TRVH9i2fA/1K9vavG9W/wCQzff9fEn/AKEa4MT0Ptch3l6Ip10Xgf8A5G2z+j/+gGudrofA/Pi2zz6P/wCgGuan8SPcxf8Au8/R/kdT4+/5FCT/AK+//ZmryavWfHwH/CIycD/j7/8AZmryavo8L/DPzvE/GFew/Dn/AJFNP+uz/wA68er2H4dAHwmmQP8AXP8AzoxX8MMN8Zj+J/8AkYrr/gH/AKAKyK1/E/HiG6x/sf8AoArIrjWxy1f4kvUtab/yFbP/AK7p/wChCu88TH/imdR/64NXB6b/AMhSz/67p/6EK7zxMo/4RrUeB/qW7VnV2PSyv+IvVHi1FFFeSfoh3vgD/kFax/uj/wBBas34of8AIbs/+vb/ANmNaPgAD+ytY4/hH/oLVm/FAAa1Z4GP9G/9mNevgN0fFZ3/AB5/L8kcNRRRXsHgn0Lakf2bD/1xX+VeWd69StVX+zYeB/qV7e1eW968iO7N8Z9kK6LwZ/yGJf8Ar3P/AKEtc7XReDQDrEuR/wAsD/6EtVLY56H8RD/iT/yDrL/rq38q83r0f4kgDTrLAA/et/KvOK8uv8bP0PKv91Xz/MK9c8K/8i1pH1b/ANnryOvXPCoH/CNaRwOrf+zVWH+Iwzr+BH1/RnlPiX/kZ9U/6+pP/QjWVWp4l/5GfVP+vqT/ANCNZdfSw+FHwsviZueDv+Ru03/rr/Q16x4q/wCQBP8A7y/zFeT+Dv8AkbtN/wCuv9DXrHikAaBNgD7y/wAxXFiv4iOin/Bkee0UUVkcB3Pgz/kETf8AXc/+grXE+Pf+Rpl/65p/Ku18GAHSJsgf68/+grXFePBjxTLj/nmn8q48V8J9ZkH8Ren+RzNTWn/H5B/10X+dQ1Naf8fkH/XRf51wo+slsz2HXP8AkDa1/wBeL/8AoDV4TXuuuAf2NrXA/wCPF+3+w1eFV9Fg/hZ+b4rdBXoXwr/4+tS/3I/5tXnteg/CwA3WpZGfkj/m1a4j+GzKh/ERt+Nv+Pi0/wBxv5iuVrqvGoAuLTAx8jfzFcrXDHYyxH8VhXqOmH/iVWf/AFwT/wBBFeXV6jpij+yrPgf6lO3sKmZtg/iZ4fcf8fMv++f51HUlx/x8y/75/nUdeQfpkdjp/AP/ACNEf/XJ/wCVeo2n+o/4E3/oRry7wFz4ojz/AM8n/lXqNp/x7/8AAm/9CNdmH+A+Yzj/AHj5InqrqM15BYySWFol3cjG2F5vKDc8/Ng4456VaqrqN41hYyXKWdzdsmP3NsoaRsnHAJA469a3PKOXtvFPia8guZYPCls628skLj+1RnchwwH7v1rptJvxqmj2WoBVQXMCTbVfcF3KDjOBnGeuBXCXggu7u5nXw74ztkuzm5gtnSOOYkYJIEnBIHJGM967zTI4YtKs47e1e1hWBAlvIMNEu0YU8nkdOpoAt0UUUAFFFFABUNz/AKpf+uif+hCpqhuf9Uv/AF0T/wBCFAHjvj//AJHO9/3Y/wD0Ba5mum8f/wDI53v+7H/6AtczXr0vgXoeZU+Nl3R/+Q5p/wD18x/+hCvc9a/5Al7/ANcW/lXhmj/8hzT/APr5j/8AQhXuetf8gS9/64t/KuXF/Ejeh8EjzGiiisTzzr/BH3L76p/7NWH8Sf8AkK2f/XA/+hGtzwR9y++qf+zVh/En/kK2f/XA/wDoRrkxPws+nyH+LD5nE0UUV559ke42X3LP/r1H/stfP9fQFl9yz/69R/7LXz/X0OC2fyPznG/F94V2fwy/5Geb/r1f/wBCWuMrs/hl/wAjPN/16v8A+hLXTW/hs5qXxo7Txr/x4W3/AF1P8q4qu18a/wDHhbf9dT/KuKrzobE4r+Kwr0jw5/yL9p/un/0I15vXpHhz/kX7T/dP/oRpT2Lwfxv0PKPEn/Iy6l/18P8AzrLrU8Sf8jLqX/Xw/wDOsuvJluz9Kofwo+iNrwl/yNWn/wDXT+hrufG//Inan/12T/0Na4bwl/yNWn/9dP6Gu58b/wDInan/ANdk/wDQ1ruwW69T5vPvjX+H/M8dooor3z5Q9Z+GH/ItXP8A1+N/6AlVfFv/ACHW/wCua1a+GH/ItXP/AF+N/wCgJVXxb/yHW/65rXl1P4rOit/ARhVJb/8AHzF/vj+dR1Jb/wDHzF/vj+dBwrc9K1n/AJAWof8AXtJ/6Ca8Or3HWf8AkBah/wBe0n/oJrw6vNxO6Pvsk+CfqFdx8Ovvar/1yX/2auHruPh197Vf+uS/+zVnR+NHbmX+6z+X5or/ABO+9pH/AFyf/wBlrgK7/wCJ33tI/wCuT/8AstcBX0eH/ho/P6/8RhXv2hf8i9pv/XrF/wCgCvAa9+0L/kXtN/69Yv8A0AVljNka4Xdnm9x/x8y/75/nUdSXH/HzL/vn+dR1znnvc3fCX/IdX/rm1aHxH/5F63/6+1/9Aes/wl/yHV/65tWh8R/+Ret/+vtf/QHrnxHws97Jf4sPU8vooorzD7s9X8H/APIp6b/12f8A9CavNvGX/I36l/10H8hXpPg//kU9N/67P/6E1ebeMv8Akb9S/wCug/kK9zAfofA5r/Gn/iZhVreF/wDkadL/AOvlP51k1reF/wDkadL/AOvlP516M/hZ5kfiR7J4j/5AF3/uj+YrzevSPEf/ACALv/dH8xXm9eVDYvGfGvQK7XwV/wAeFz/11H8q4qu18Ff8eFz/ANdR/KnLYjC/xUcr8Rf+Rji/69l/9CauRrrviL/yMcX/AF7L/wChNXI15VX42fo2A/3aHoFe4X/+qvf+vU/+zV4fXuF//qr3/r1P/s1b4Xdnl57tD5/oeAUUUV9IfFnefC7/AJC99/1wH/oQrpvG/wByy+r/APstcz8Lv+Qvff8AXAf+hCum8b/csvq//stebX/inS/93f8AXU4+iiipOA9N0X/kCWX/AFxX+VeN6v8A8hm+/wCviT/0I17Jov8AyBLL/riv8q8b1f8A5DN9/wBfEn/oRrgxPQ+1yHeXoinXReB/+Rts/pJ/6Aa52ui8D/8AI22f0k/9ANc1P4ke5i/93n6P8jqPH3/IoSf9fn/szV5NXrPj7/kUJP8Ar8/9mavJq+jwv8M/O8T8YV7D8Of+RTT/AK7P/OvHq9h+HP8AyKaf9dn/AJ0Yr+GGG+Mx/E//ACMV1/wD/wBAFZFa/if/AJGK6/4B/wCgCsiuNbHLV/iS9S1pv/IVs/8Arun/AKEK73xN/wAizqP/AFwauC03/kK2f/XdP/QhXe+Jv+RZ1H/rg1Z1dj0sr/iL1R4rRRRXkn6Id74A/wCQVrH+6P8A0Fqzfij/AMhuz/69v/ZjWl4A/wCQVrH+6P8A0Fqzfij/AMhuz/69v/ZjXr4DdHxWd/x5/L8kcLRRRXsHgn0La/8AINh/64r/ACryzvXqdr/yDYf+uK/yryzvXkR3ZvjPshXReDP+QxL/ANe5/wDQlrna6LwZ/wAhiX/r3P8A6EtVLY56H8RD/iT/AMg6x/66t/KvN69I+JP/ACDrH/rq38q83ry6/wAbP0PKv91Xz/MK9c8K/wDItaR9W/8AZ68jr1zwr/yLWkfVv/Z6rD/EYZ1/Aj6/ozynxL/yM+qf9fUn/oRrKrV8S/8AIz6p/wBfUn/oRrKr6WHwo+Fl8TNzwd/yN2m/9df6GvWfFX/IAn/3l/mK8m8Hf8jdpv8A11/oa9Z8Vf8AIAn/AN5f5iuLFfxEdFP+DI88ooorI4DufBn/ACCJv+u5/wDQVrifHv8AyNMv/XNP5V23gz/kETf9dz/6CtcT49/5GmX/AK5p/KuPFfCfWZB/EXp/kczU1p/x+Qf9dF/nUNTWn/H5B/10X+dcKPrJbM9h1z/kDa1/14v/AOgNXhNe7a5/yBta/wCvF/8A0Bq8Jr6LB/Cz83xW6CvQvhX/AMfWp/7kf82rz2vQvhX/AMfWp/7kf82rXEfw2ZUP4iNrxt/x8Wn+438xXK11Xjb/AI+LT/cb+Yrla4Y7GWI/isK9R0z/AJBVn/1wT/0EV5dXqOmf8gqz/wCuCf8AoIqZm2D+Jnh9x/x8y/75/nUdSXH/AB8y/wC+f51HXkH6ZHY6fwD/AMjRH/1yf+Veo2n+o/4E3/oRry7wD/yNEf8A1yf+Veo2n+o/4E3/AKEa7MP8B8xnH+8fJE9FFFbnlHDGfxBoev6hFbppL219OZoILvUism48EqNmQDgHbzg5we1dpbNM1rC1yiRzlAZERtyq2OQDgZGe+K4G60aaC51qC78IjWZr+4kkhvd0RGxuFVi5DJsHHHpkV2miWlxYaFp9ndzedcwW8ccsmc7mCgE5PWgC/RRRQAUUUUAFQ3P+qX/ron/oQqaobn/VL/10T/0IUAeO+P8A/kc73/dj/wDQFrma6bx//wAjne/7sf8A6AtczXr0vgXoeZU+Nl3R/wDkOaf/ANfMf/oQr3PWv+QJe/8AXFv5V4Zo/wDyHNP/AOvmP/0IV7nrX/IEvf8Ari38q5cX8SN6HwSPMaKKKxPPOv8ABH3L76p/7NWH8Sf+QrZ/9cD/AOhGtzwR9y++qf8As1YfxJ/5Ctn/ANcD/wChGuTE/Cz6fIf4sPmcTRRRXnn2R7jZfcs/+vUf+y18/wBfQFl9yz/69R/7LXz/AF9Dgtn8j85xvxfeFdn8Mv8AkZ5v+vV//QlrjK7P4Zf8jPN/16v/AOhLXTW/hs5qXxo7Txr/AMeFt/11P8q4qu18a/8AHhbf9dT/ACriq86GxOK/isK9I8Of8i/af7p/9CNeb16R4c/5F+0/3T/6EaU9i8H8b9DyjxJ/yMupf9fD/wA6y61PEn/Iy6l/18P/ADrLryZbs/SqH8KPoja8Jf8AI1af/wBdP6Gu58b/APInan/12T/0Na4bwl/yNWn/APXT+hrufG//ACJ2p/8AXZP/AENa7sFuvU+bz741/h/zPHaKKK98+UPWfhh/yLVz/wBfjf8AoCVV8W/8h1v+ua1a+GH/ACLVz/1+N/6AlVfFv/Idb/rmteXU/is6K38BGFUlv/x8xf74/nUdSW//AB8xf74/nQcK3PStZ/5AWof9e0n/AKCa8Or3HWf+QFqH/XtJ/wCgmvDq83E7o++yT4J+oV3Hw6+9qv8A1yX/ANmrh67j4dfe1X/rkv8A7NWdH40duZf7rP5fmiv8TvvaR/1yf/2WuArv/id97SP+uT/+y1wFfR4f+Gj8/r/xGFe/aF/yL2m/9esX/oArwGvftC/5F7Tf+vWL/wBAFZYzZGuF3Z5vcf8AHzL/AL5/nUdSXH/HzL/vn+dR1znnvc3fCX/IdX/rm1aHxH/5F63/AOvtf/QHrP8ACX/IdX/rm1aHxH/5F63/AOvtf/QHrnxHws97Jf4sPU8vooorzD7s9X8H/wDIp6b/ANdn/wDQmrzbxl/yN+pf9dB/IV6T4P8A+RT03/rs/wD6E1ebeMv+Rv1L/roP5CvcwH6HwOa/xp/4mYVa3hf/AJGnS/8Ar5T+dZNa3hf/AJGnS/8Ar5T+dejP4WeZH4keyeI/+QBd/wC6P5ivN69I8R/8gC7/AN0fzFeb15UNi8Z8a9ArtfBX/Hhc/wDXUfyriq7XwV/x4XP/AF1H8qctiML/ABUcr8Rf+Rji/wCvZf8A0Jq5Guu+Iv8AyMcX/Xsv/oTVyNeVV+Nn6NgP92h6BXuF/wD6q9/69T/7NXh9e4X/APqr3/r1P/s1b4Xdnl57tD5/oeAUUUV9IfFnefC7/kL33/XAf+hCum8b/csvq/8A7LXM/C7/AJC99/1wH/oQrpvG/wByy+r/APstebX/AIp0v/d3/XU4+iiipOA9N0X/AJAll/1xX+VeN6v/AMhm+/6+JP8A0I17Jov/ACBLL/riv8q8b1f/AJDN9/18Sf8AoRrgxPQ+1yHeXoinXReB/wDkbbP6Sf8AoBrna6LwP/yNtn9JP/QDXNT+JHuYv/d5+j/I6jx9/wAihJ/1+f8AszV5NXrPj7/kUJP+vz/2Zq8mr6PC/wAM/O8T8YV7D8Of+RTT/rs/868er2H4c/8AIpp/12f+dGK/hhhvjMfxP/yMV1/wD/0AVkVr+J/+Riuv+Af+gCsiuNbHLV/iS9S1pv8AyFbP/run/oQrvfE3/Is6j/1wauC03/kK2f8A13T/ANCFd74m/wCRZ1H/AK4NWdXY9LK/4i9UeK0UUV5J+iHe+AP+QVrH+6P/AEFqzfij/wAhuz/69v8A2Y1peAP+QVrH+6P/AEFqzfij/wAhuz/69v8A2Y16+A3R8Vnf8efy/JHC0UUV7B4J9C2v/INh/wCuK/yryzvXqdr/AMg2H/riv8q8s715Ed2b4z7IV0Xgz/kMS/8AXuf/AEJa52ui8Gf8hiX/AK9z/wChLVS2Oeh/EQ/4k/8AIOsf+urfyrzevSPiT/yDrH/rq38q83ry6/xs/Q8q/wB1Xz/MK9c8K/8AItaR9W/9nryOvXPCv/ItaR9W/wDZ6rD/ABGGdfwI+v6M8p8S/wDIz6p/19Sf+hGsqtXxL/yM+qf9fUn/AKEayq+lh8KPhZfEzc8Hf8jdpv8A11/oa9Z8Vf8AIAn/AN5f5ivJvB3/ACN2m/8AXX+hr1nxV/yAJ/8AeX+YrixX8RHRT/gyPPKKKKyOA7nwZ/yCJv8Aruf/AEFa4nx7/wAjTL/1zT+Vdt4M/wCQRN/13P8A6CtcT49/5GmX/rmn8q48V8J9ZkH8Ren+RzNTWn/H5B/10X+dQ1Naf8fkH/XRf51wo+slsz2HXP8AkDa1/wBeL/8AoDV4TXu2uf8AIG1r/rxf/wBAavCa+iwfws/N8Vugr0L4V/8AH1qf+5H/ADavPa9C+Ff/AB9an/uR/wA2rXEfw2ZUP4iNrxt/x8Wn+438xXK11Xjb/j4tP9xv5iuVrhjsZYj+Kwr1HTP+QVZ/9cE/9BFeXV6jpn/IKs/+uCf+gipmbYP4meH3H/HzL/vn+dR1Jcf8fMv++f51HXkH6ZHY6fwD/wAjRH/1yf8AlXqNp/qP+BN/6Ea8u8A/8jRH/wBcn/lXqNp/qP8AgTf+hGuzD/AfMZx/vHyRPWbr72UWg3smo273FmsZMsUalmcegArSqC8N2LOU2Kwtdbf3YnJCZ9yATitzyjzTT0uNV/5E+6uNOA+6txrSTKn1hxL+WVr0uyS5jsLdLyVZrpYlE0irtDuANxA7AnNcnfeDtR8QHdruo2K5/hsdPTcv0kl3kH3AFdZZWqWNhb2cbyOkESxK0jbmIUAAk9zxQBPRRRQBW+32ZvPsf2qH7T/zx8wbumenXpzTlvbV7t7RLmJrlBuaIONwHuOvcfmKwmA/4RaNwP8ASPtStnv53njP47sinzWt5bXkCIYObqWWBwxLsXDZ3LjG1QxPXnao70Ab6SJJu2OrbW2ttOcH0PvUdz/ql/66J/6EKy9GvGK2sHlIsNxbtcQkMS2AVzv4+8d4JPrn6nUuf9Uv/XRP/QhQB474/wD+Rzvf92P/ANAWuZrpvH//ACOd7/ux/wDoC1zNevS+Beh5lT42XdH/AOQ5p/8A18x/+hCvc9a/5Al7/wBcW/lXhmj/APIc0/8A6+Y//QhXuetf8gS9/wCuLfyrlxfxI3ofBI8xooorE886/wAEfcvvqn/s1YfxJ/5Ctn/1wP8A6Ea3PBH3L76p/wCzVh/En/kK2f8A1wP/AKEa5MT8LPp8h/iw+ZxNFFFeefZHuNl9yz/69R/7LXz/AF9AWX3LP/r1H/stfP8AX0OC2fyPznG/F94V2fwy/wCRnm/69X/9CWuMrs/hl/yM83/Xq/8A6EtdNb+GzmpfGjtPGv8Ax4W3/XU/yriq7Xxr/wAeFt/11P8AKuKrzobE4r+Kwr0jw5/yL9p/un/0I15vXpHhz/kX7T/dP/oRpT2Lwfxv0PKPEn/Iy6l/18P/ADrLrU8Sf8jLqX/Xw/8AOsuvJluz9Kofwo+iNrwl/wAjVp//AF0/oa7nxv8A8idqf/XZP/Q1rhvCX/I1af8A9dP6Gu58b/8AInan/wBdk/8AQ1ruwW69T5vPvjX+H/M8dooor3z5Q9Z+GH/ItXP/AF+N/wCgJVXxb/yHW/65rVr4Yf8AItXP/X43/oCVV8W/8h1v+ua15dT+KzorfwEYVSW//HzF/vj+dR1Jb/8AHzF/vj+dBwrc9K1n/kBah/17Sf8AoJrw6vcdZ/5AWof9e0n/AKCa8OrzcTuj77JPgn6hXcfDr72q/wDXJf8A2auHruPh197Vf+uS/wDs1Z0fjR25l/us/l+aK/xO+9pH/XJ//Za4Cu/+J33tI/65P/7LXAV9Hh/4aPz+v/EYV79oX/Ivab/16xf+gCvAa9+0L/kXtN/69Yv/AEAVljNka4Xdnm9x/wAfMv8Avn+dR1Jcf8fMv++f51HXOee9zd8Jf8h1f+ubVofEf/kXrf8A6+1/9Aes/wAJf8h1f+ubVofEf/kXrf8A6+1/9AeufEfCz3sl/iw9Ty+iiivMPuz1fwf/AMinpv8A12f/ANCavNvGX/I36l/10H8hXpPg/wD5FPTf+uz/APoTV5t4y/5G/Uv+ug/kK9zAfofA5r/Gn/iZhVreF/8AkadL/wCvlP51k1reF/8AkadL/wCvlP516M/hZ5kfiR7J4j/5AF3/ALo/mK83r0jxH/yALv8A3R/MV5vXlQ2Lxnxr0Cu18Ff8eFz/ANdR/KuKrtfBX/Hhc/8AXUfypy2Iwv8AFRyvxF/5GOL/AK9l/wDQmrka674i/wDIxxf9ey/+hNXI15VX42fo2A/3aHoFe4X/APqr3/r1P/s1eH17hf8A+qvf+vU/+zVvhd2eXnu0Pn+h4BRRRX0h8Wd58Lv+Qvff9cB/6EK6bxv9yy+r/wDstcz8Lv8AkL33/XAf+hCum8b/AHLL6v8A+y15tf8AinS/93f9dTj6KKKk4D03Rf8AkCWX/XFf5V43q/8AyGb7/r4k/wDQjXsmi/8AIEsv+uK/yrxvV/8AkM33/XxJ/wChGuDE9D7XId5eiKddF4H/AORts/pJ/wCgGudrovA//I22f0k/9ANc1P4ke5i/93n6P8jqPH3/ACKEn/X5/wCzNXk1es+Pv+RQk/6/P/Zmryavo8L/AAz87xPxhXsPw5/5FNP+uz/zrx6vYfhz/wAimn/XZ/50Yr+GGG+Mx/E//IxXX/AP/QBWRWv4n/5GK6/4B/6AKyK41sctX+JL1LWm/wDIVs/+u6f+hCu98Tf8izqP/XBq4LTf+QrZ/wDXdP8A0IV3vib/AJFnUf8Arg1Z1dj0sr/iL1R4rRRRXkn6Id74A/5BWsf7o/8AQWrN+KP/ACG7P/r2/wDZjWl4A/5BWsf7o/8AQWrN+KP/ACG7P/r2/wDZjXr4DdHxWd/x5/L8kcLRRRXsHgn0La/8g2H/AK4r/KvLO9ep2v8AyDYf+uK/yryzvXkR3ZvjPshXReDP+QxL/wBe5/8AQlrna6LwZ/yGJf8Ar3P/AKEtVLY56H8RD/iT/wAg6x/66t/KvN69I+JP/IOsf+urfyrzevLr/Gz9Dyr/AHVfP8wr1zwr/wAi1pH1b/2evI69c8K/8i1pH1b/ANnqsP8AEYZ1/Aj6/ozynxL/AMjPqn/X1J/6Eayq1fEv/Iz6p/19Sf8AoRrKr6WHwo+Fl8TNzwd/yN2m/wDXX+hr1nxV/wAgCf8A3l/mK8m8Hf8AI3ab/wBdf6GvWfFX/IAn/wB5f5iuLFfxEdFP+DI88ooorI4DufBn/IIm/wCu5/8AQVrifHv/ACNMv/XNP5V23gz/AJBE3/Xc/wDoK1xPj3/kaZf+uafyrjxXwn1mQfxF6f5HM1Naf8fkH/XRf51DU1p/x+Qf9dF/nXCj6yWzPYdc/wCQNrX/AF4v/wCgNXhNe7a5/wAgbWv+vF//AEBq8Jr6LB/Cz83xW6CvQvhX/wAfWp/7kf8ANq89r0L4V/8AH1qf+5H/ADatcR/DZlQ/iI2vG3/Hxaf7jfzFcrXVeNv+Pi0/3G/mK5WuGOxliP4rCvUdM/5BVn/1wT/0EV5dXqOmf8gqz/64J/6CKmZtg/iZ4fcf8fMv++f51HUlx/x8y/75/nUdeQfpkdjp/AP/ACNEf/XJ/wCVeo2n+o/4E3/oRry7wD/yNEf/AFyf+Veo2n+o/wCBN/6Ea7MP8B8xnH+8fJE9FFFbnlBRRRQAUUUUAVBplmLz7UIB527fnJxuxjdt6Zx3xmrBhjM4nKAyKpQN3AOCR+g/Kn0UAVrewtbWWSWCFUeT7xH1zx6DPOBTrlv3QwGOHU8KT0YGp6guv9Wn/XRP/QhQB5j4v8O6xqnia6vLOwmlgcJtfG3OFAPBweorD/4Q3xD/ANAub81/xr3AkAZPQVXsdRs9Sg86yuYriPOC0bZx9fSumOKnFJJIwlh4t3PIdN8Ja9b6rZzS6ZMscc6Ox4OAGBPevVtTk+0aXdQxRzNI8ZVR5TDJx9K0aTHJNZ1KsqjTZUKUYppdTzX+wtU/58Zvyo/sLVP+fGb8q9Lqlcavp1rdRWs15CtxK4RIt2XJPA4HNTzsx+p0+7MTwtbXGmrdC7t5o/MK7f3ZOcZz0+tZXjfSr/V7+2lsbSaVEiKsdu3Bz74rvCMqR7UtZzipqzO/CVXhZKUNbdzxn/hE9e/6Bs36f40f8Inr3/QNm/T/ABr1281Cz06IS3t1Dbxk4DSuFBPtmm2Op2Opq7WN3DcKhwxicNisfq8T0/7axHZfj/mQ2snlrbB45hsgCN+6bg8e3tXj/wDwhviH/oFzfmv+Ne1H/j/X/rkf5ii8vLawtmubuZIYVIDO5wBk4H6muylVlT2PFq01Ud2eK/8ACG+If+gXN+a/4103gXQtU0bXZLm/sZoYTbsgbG7kspxgZ9DXpMckc0ayROrxsMqynII9jTquWJnJWZnHDxi7o5vxRDNqNpAlrBNIyyZI8thgY9xXMf2Fqn/PjN+VelAYGKCQBknAHU1ipNCqYeE5czPNf7C1T/nxm/Ku10VjaaPbwTxTJIgIZfKY45PoKs2+rafeXj2lteQzzxrudY23bRnHJHA+lXCOR7GhybKpUI03dHlOt+HNYu9bvbiDT5nilmZkbAGQT71Q/wCET17/AKBs36f417NVC81vS9OlEV5qFtBIRnZJKAfyrmeHi3c9uOcV4xUUlp6/5nnnh3w9q9jr9ndXNhMkMb5ZsZwMHsOa6rxTbXGpeGr60tLeaSeWRWRPLIyAynqeOxro7e4hurdJ7eVZYXGVdDkEe1Ntus//AF1P8hWtKKpO6OLF4meKd56aW0PFf+EN8Q/9Aub81/xo/wCEN8Q/9Aub81/xr2ifUbO1uYba4uYopps+Ujtgvj0/OrNdn1ufZHn/AFaByPgSzutG0Oa31C2mhla5aQLsLZUqozxnuDVfxFp17fas09tazPGUUZ2Ec/jXakZFLWDm3LmLlRjKHIzzT+wtU/58Zvyp8Oiamk8bNZTABgT8vvXok88NtEZZ5Y4ox1eRgoH4morHULTUoDPZTpPEGKb06Ejrg96OdmX1OHdlfU5PtGk3kEUczSSQOiDymGSVIHavKv8AhE9e/wCgbN+n+Ney4+YmlrCdJT3PXwuOqYZNQS17njP/AAievf8AQNm/T/Guq8F6Xf6SdQ+3Wk0XmxqE+UtkjPpn1rqT4j0UXH2c6rZ+cW27BMCc+n1rQm/1En+6f5VMaMYu6Na+aVq1N05JWfr/AJnA+OtI1HWW042FnNN5MbLJ8u3BOPXHpXH/APCG+If+gXN+a/417dD/AKiP/dH8qhh1GzuLua0iuYnuITiSIN8y/UV3QxM4R5UePOhGTuzxf/hDfEP/AEC5vzX/ABr1/SX+zaPYwTRzLLFbxo6+UxwQoBHArSpMfMDU1K0qisx06UYbHnE2iam88jLZTEFiR8vvTP7C1T/nxm/KvS6qX2qWGmx7727htx28xwCfoOp/Co52ZfU4d2cp4d069sdWWe5tZkjCMM7Cefwq541tbnV9Ght7G3mllW4VyvlleNrDPOPUV1EciyxJIhyjqGU46g0oGBUTXOrM68K/q0lKHTueNf8ACJ69/wBA2b9P8aP+ET17/oGzfp/jXsU08VvC008qRRKMs7sFA+pNU7PXNK1GfyLPULeeUDdsjkDHHrWH1eJ639tYjsvx/wAzK8NwT2Hh6ytbqCaOaKRmdfLJwCzHqBjuK4nxN4Z1rUPEd7d2unTSQSvlG4GRgdjzXqlz1g/66j+RqV3WONnchVUEsT2ArqozdL4TyMR+/k5S6u54h/whviH/AKBc35r/AI1o6D4W1yy1+wubjTpkhinV3bg4APoDXrFnfWuoW4ns7iOeI9HjYEVYrZ4qbVrI51hoJ3MrWmN3o9xBBFM8jqAq+UwzyPUVxP8AYWqf8+M35V6UByfc0tYKTRVWhGo7s80/sLVP+fGb8q6fwvDNp1pOl1BNGzSZA8tjkY9hWvJq+nRXsdk15D9qkbasIbLZ+g6fjVwjIxQ5Nk08PCEuZHnvjTR9R1bWo7ixs5pYhAqFtu3nLeuPUVzn/CJ69/0DZv0/xr2aqt7qVjpqK97dwW6twplcLn6Z61zyoRk7s9ulmtalBQilZev+Z5H/AMInr3/QNm/T/GvVLuTzY7oJHMS9uUX903J546e9WbLUbPUomlsrmK4jVtpaNgwB9P1pw/4/2/65D+Zq6dNQ2OfF42pirc6WnbzPFf8AhDfEP/QLm/Nf8aP+EN8Q/wDQLm/Nf8a9pvL610+ETXlxHBEWCb5DgZPTmp1dXQOjBlYZBByCK7frc+yPM+rQPPPAWjaloupXUuoWU0KSQhVO3dk59s1ueKba41JLUWlvNJsLbv3ZGM4x1+ldRSAYUD2rGdRylzMv2MeTk6Hmv9hap/z4zflR/YWqf8+M35V6UzBVLMQFHJJPSqlrq2n31zJb2l3FPJEMuIm3BfqRxn2pc7MfqdPuyLTJPs+l2sMscyyJGFYeUxwcfSvM9R8Ma1Pqd1NHp0zRyTOyngZBJIr1zHINLWNSCnuerhMXPC35Ete54z/wievf9A2b9P8AGtnwroOq6b4itrq7sZo4UD7mxnGVIHA5rvbvXdJsJvJu9StYZe6PKAw/CrsM0dxAk0LrJFIoZHU5DA9CKhUIp3Oqpm1epBwaVnp1/wAzlPF9ndap4ce0s7aaWc3O8LsK/Lk85PHevPP+EN8Q/wDQLm/Nf8a9qtf9W/8A11f/ANCNMl1GyhvY7OW6ijuZF3JGzYLDpx612068qasjxZ0Yzd2eMf8ACG+If+gXN+a/416T4KtrjSfDy2t9bzRTCRmK+WW4PTkZFdRSEZ/OipXlUVmOFGMHdHDa7pl9e6zcXFvaTPE+3a2wjOFA7/Ss7+wtU/58Zvyr0uori6t7SIy3M8cMY6vI4UD8TWXOzOWFhJtts4Cx0bUob+2lkspgiSqzHb0AIrrdcLXmh3ttbxTPNJEVRfKYZP4ir9lfW2o24uLSZZoSSA69Dj0qcDkn1pSfMrM2oQVB3j6njX/CJ69/0DZv0/xo/wCET17/AKBs36f417MSAMk4ArMXxFor3K2yaraNMzhFRZgSWJwB9c1z/V4ntf21iOy/H/M5rwhpt7pen6lFe2k0TzACMbC2eD6Z9apePNF1LWtUtptPsppo0g2Mdu3B3E98V395/wAeVx/1zb+VTV0UX7L4Ty8VN4mbnPr2PDv+EN8Q/wDQLm/Nf8aP+EN8Q/8AQLm/Nf8AGvZ7bUbK7nmgt7qKSaBiksasNyEdcirVdP1ufZHJ9WgUreZUsoo2SYOsYUjyW64+lcD/AGFqn/PjN+VelY+bPtS1zqTRVWjGpa/Q80/sLVP+fGb8q2fDNjd6fqUk11bTRxmEqDsJ5yPT6V019q2n6Yu69vIYM9A7jcfoOp/CrasGUMOhGRQ5NkQwsIy5k2ch43srvV7K1jsLaaVo5CzDYVwMe+K4n/hE9e/6Bs36f417KBgAVHcXMFpC01zNHDEvV5GCgfiawnRjJ3Z7OHzKrQpqnFK3z/zPHv8AhE9e/wCgbN+n+NejaBHLZaHptvcQzJLCW8xfLY4zu9B7itGy1rTNSmaKyv7e4kVdxWNwxA9f1qxN/r7b/fP/AKCacKSg7onFZhVxMFCaXy/4c8k1zwrrl5rt/cwabM8Mtw7o3AyCSRwTVD/hDfEP/QLm/Nf8a9ummjt4JJ5nCRRqXdj0UAZJplreW19brcWk8c8LdHjYEV2rFTStZHkvDQbueU+GvDOtaf4jsru606aOCJ8u3BwMHsOa9C18Pe6PLBbxTPIxXC+Uw6H3FbVIBjP1rKpVc3dlxpRUXHuea/2Fqn/PjN+VH9hap/z4zflXpdUjrGnfb0sBeQtduSBCjbm4GeQOn40udmP1On3Zl+GIpdP06SK6gmjdpiwHlseMD0HtXL+LtD1PU9fkubOymlhKKA23byB6HmvSCMilrKpFTVmejg68sJLmp66W1PGf+ET17/oGzfp/jUtv4W1xLmJ202YKrgk8dM/WvVb7VdP03b9uvbe33/dEsgUn6ZqSyv7TUYPOs7iOeIHbvjbIz6Vl9Xiei85rtWsvx/zM/Vd1zpmpwxRTNJPatHGPKYbmKsMdPcV5N/whviH/AKBc35r/AI17VH/x+Tf7q/1pt5qFnpyRveXMcCSOEVpGwC3pn8K7adaVNWR4dSlGbuzxf/hDfEP/AEC5vzX/ABrsvAGk6holxfNqNnNCsqoEO3dnBOfu59a74EMoZSCCMgjvQehqp4mc48rFGhGLujlPFFpc6jNbtaW80gRSG/dkY/OsD+wtU/58Zvyr0vtSO6xoXdgqgZJJwBWKk0TPDQnLmZ5r/YWqf8+M35V3tjMIdPtopEmDpEqsPJbggfSnWWq2GoyTJZXUVwYceYYjuAznHI47GrePmBocmyqVCNN3R49N4V1x55GXTZiCxI6f41H/AMInr3/QNm/T/GvZqzrrX9HspzBdanaRSr1R5QCPqK5vq8T3VnNddF+P+ZxHhHRNT0vXkubyymihEbAtt3cn2Ga9Btc/ZxkEZZjgjB6mpY3SWNZI2DIwDKw6EGorT/j3/wCBN/6Ea0hBQVkcGJxM8RPnnv5E9FFFWc4UUUUAFFFFABRRRQAVBdf6tP8Aron/AKEKnqC6/wBWn/XRP/QhQBK4LIwHUjFc1pvhm0/sqzjZvs2qW0KRyXFnJtdWA6HHDD2YGumYEowB2kjAPpXI6d4fudP0qyvLK1SDV7YFLhC2BdjPzBm9T94MelAHSad5wtdlxeR3ciOymWNQucHoQDgEdD/SrdY3hqK4i0+4a6t3t5Jbyeby3IJAZyR0471s0AZOvaXc6pBElvdeUEYs8bFwswx91ijAgf5xWNpNncaNrrO+grBBNFHbiSxYSJuDsS7ZwwB3DJIPStXXZpba60y5K3DWcU7G4ECsx5QhSQvJGT/KsTyLyRLbW5Ptceo3OoIIYWdgI4C2NjJ0HyAseM5NAHa0UUUAYHiHTbe6mSa5ureCM2s9tmdgNrSBcMue42/rS+HRI819cyTWDGUoDHZS71BUYLE4HJ449AKXWrG4m1WwvINPivVhjlRo5ZAoG7bgjIPPH5Gr2liYJJ52mQ2JyMLFIG3fkBQBYP8Ax/L/ANc2/mKp6/ZSX+l+TGEJE8MjbzgbVkVm/QGrh/4/l/65t/MVn+JbOa+0SSCGMzHzI2eEHHmoHBZfxANAFeTRLa2V77R70abkF22ENbv7sh4/EYNbyklFJIJI6jpXI6xo95p+n6hDo1n5tlfQOjWkZCmGQqRvQHjB4yo+orq4AVt41IwQgBH4UASVzes6Bd3uotdjyL632gCxupJERSOpG0lST7qa6SuW1W9v9P1TU/Kgupp7mCOPTxGjNGG5BzjhSCQST2xQBY8LrPZW8mnXGly2biSWYFQpi2s5IVWU9QCBggdK6Gua0rT20nxClpDLcSxPY+ZdNLIzhpdwAYE5wT8/ArpaACuU1Gzisr+e5Fzpv2prsXKR3UoQuhi8soxwSOeRwa6uuaexu7fV9RmTRLa9juZVkWWWZQ3CKuOVPGRx9TQBqaFAbbQ7SFpopiiY3wnKYzwFPcDp+FWrfrN/10P8hS2m4Wke+3W3bHMSMCF9gRSW/Wb/AK6H+QoAy9T0yG71u2uL2O3kshbSQss2MF2ZCvB/3TTrXS20m8hW11J1s3JX7HcNv7E4jYncMenIxnpUWraQmpa7YPd2i3diIZY3R8ERudpDY+gIyOnFUksdVt9W0mzlhe4s7S4d47zeCRGY3UK467hkDPQ8d6AOrooooA4TU/CmomzvFNva6vPMjrHcTzMssZPQgOWXj2K12On3Ru7bebSe1KnZ5UyBSMemCQR7iuVtftuoW9poc6XySCeSTUpmDoCoJIVX7hiVxtPQGtrw0skVrewEytbw3kkdsZSSfLGO55IDbgD6CgDapk0YmgkiJIDqVyOoyKfTJV3wunPzKRwcH86AOJ+wJbrbWdvfaOGMdvFKTMA8ckTZ3IMck+hxzXbTf6iT/dP8q5nSLK+sLKztJPDtmTCqo0wnTJx/Fjb17/Wumm/1En+6f5UAEP8AqI/90fyrn4/D9ncXWorqEURmmuzcW7o+2VF2IuQRyOVNdBD/AKiP/dH8q5k+HPtV9q0ssflXpuFms9QGCyjYNoHfAIII6EGgDY0yC4tJJ7abUvtiIFMYkA82MHP3iOuccHA6HrWjXP6EmovrWp3Wo2RtneGCMEOGRyvmZKkduR155roKAKeqWk19ps1tb3T2ssgAWZM5XkHsQeenBHWuVXSLvSdQsrr+woJxbyM8txZyl5XBRlGRJ83Ug/eNdF4iS6fQLpbPzPOwpxEcOVDDcFx325xWDeg64NQ1CT7dBY2Vti0A8yFmlwWL7eCcfKBkY60AdhG/mRI+1l3KDtYYI+o9adVbT2nfTbVrkYuGhQyjH8WBn9as0AZut2aXlnF5kkSJBcRzt5xwhCsCQfwz+OKx9Ftwutp5N5pskECzhDbzBpZFdwwDL22+uT+taniKxmv9MWOCBLiRJ45RFIwVXCsCQc9iM0aatwLo+bolvZLtP72OVWP0wFFAF+46w/8AXQfyNF5E01jcRJjc8bKufUii46w/9dB/I066jea0miifZI8bKrf3SRwaAMCy8N2hsLVoZTZ6lBCkUtxZuAd6qAQw6Nz/AHhW3p5lNlH51zFcyDIaaJdqtgkdMnB9ffNc3YaHPpmnaff6bYrb38UIju7UsFFwO+T03Z5DH15rW8MQT22gQR3MLQzb5WaNsZXMjEdPY0Aa9YviDSLrVRb/AGe5CpFu8y3dnVJs4xuKMDxj3HPStqsPW7iWy1TTbt1uXsYxKJVgRn+cgbCVXkj734kUAZ+h21xpGtXAk0EWsNykcaPZlZI1K7sljwwzkdRXWVxtva3sc2mapMbpdTvbz95EZGKpAQx2FegwoHbOa7KgArnfEGnQTXL3M13aQb7RoI2uGA2vuDKRnt6/hXRVgatY3L65b30Omw3yLbtEyzSBdpLAgjIPoc/WgCXw6rtHeXDy2TefPv8ALs5fMSPCKDzgcnGenetMf8fzf9c1/mah0wSi3bzdPism3cRxuGB4HPAH+RUw/wCP5v8Armv8zQBR12ya9gtBiMxw3cc0vmEAbFznrVZtFhsAbzR74afGfmaPIa2cf7pOFz6qRU3iSxkv7CCNYPtEaXUUk0GR+8jB5HPB9ce1ZGraRfafZXtnpVp5+n3YBECMAbZ8jJUH+A+g6HoKAOvooooA5jVfD93c6pLeslvqcDEFLO6kdFjwAMLglTkjPK/jVjwsJ7TTxp1zp01pLCWYkhTGwZiRtZTg8EelUdQu9Rtr3V7aCO7e8vGjSydUYxohUAnPRSp3E59qt6RZf2Z4huLO1e4e0FrG8vnSM480sRkFu5A5A9qAOiooooA4+8sorC6lkW50prg3Uspiu5gm+ORRwxwTkEccdBXR6PC1votlC06TtHAimVDlXwByD3FYsdheWl9qDLoVrdpPctKksk6hiCBwcqe+ce1dFbbvs0W6FYW2jMSnIT2BoAba/wCrf/ro/wD6Eayr/Sbe817zr+K3ktJLUQKspHL7yeAe+O4rVtf9W/8A10f/ANCNY2paJHqfiKN76zFzZNZtEpbBEL7s59iQeo/u0AWbPTpNLvYo4dTdrNwQtpcnewwP4HJ3YHoc8Vr1y1vaavFrelW91C08FkZQt6GB3oUwu4dQ3Y9jXU0AIwLIwB2kjAPpXCX3hbUYrOVTZWurXDYxdyTMJhgg5xISvQY4YV3Um8xsIyA+DtJ9a42yW61a30vR5o7+OOBC+pPJvjLuOAgfuCxJ4PQCgDq7G6+12qy/Zp7Y5wYp02sMfQkflVmsbwz5o0p0dpWhS4lS3aUksYg5C5J5PHTPbFbNAFbULb7bpt1a79nnQvHu9MgjP61ygtYxfW8Fte6OFaW3d9s4Ekbx4BVFxzuAx26musv4DdabdW4BJlhdBhsHkEde1YemW97bRWcMvh2zj8sIrzJMny4xlgNuffrQBvXn/Hlcf9c2/lU1Q3n/AB5XH/XNv5VNQBzdt4ds5nu0vURbxruWeKWGTbMiM2QQw5H06VqaZFcW5mt7jURe+WRtLKBIgI6Pjg/XArEj8OSSPqFwIxb6qt689tennep5VSRztx8pHtV3QVvm1PVLq+smtGmMQClwwO1MEgjqM0Ab1UNYsbjUdOe3trtrWQsCJFzyAckHBBwenBFX6yfEQuP7JLQCZgk0TyrDne0YcFwMc9M9KAOfj0u60fVbS8/sCJ44RJ5s1jJ5kkm4AAkPhjjHq3Wu1U7lBwRkZwRzXF6ksuq22q6y/wBuhjto9mmqu+Ni4Gd+zjOWIHI6CuyhMhgjMoAk2jeB645oAfWZrVpHcLZTTSQpFa3KzP55wpG1l/P5sj3FadY/iGxmvba0MFrHdNBdJKYZHCqwAIOcg+v54oAzfDtt5epKEu9OkitrYwJ9lm3PKu4FWcY4wOOp5Jro5v8AXW/++f8A0E1R0wXAuG83RreyXbxJHKrE89OFH+RV6b/XW/8Avn/0E0AQ6xbSXuiX9rCAZZ7aSNMnAyVIH86zU8P2kkSXFhO1lfKoV57RhhmA6Ov3W/EZrU1S3lu9IvLaB9k0sDojZxhipArCttJm0mG01DSbARSGFUvLAMF8zjqD03g55PUZ5oA6CxaR7KJpbiK4fbzLEMK/uBk/zqxWT4Zt5rTw5YwXETRTJHhkbqDk1rUAYWv6LdapLDJDcI0SKVe0meRY5c9yUI/UEVT0CC40vVLqGXRDZx3TqY2tSrwrtQA5IwRkgnkd6taxdzadrdreSRXctmtvKoS3Rn/ekqRkL6gEAnis6ysbyzvtGu5XuTqV7I7XimRmQRlWbaRnC7TsAxQB2FFFFAHN67YQteTXUl3ZQySQwrD9qcLh4pTIP+AnIBx6Vc8OowsriRpbV/OuGl2Wsm+OPOMqDgZOck/Wq+pWN1/wkH26LS4L6NrZYj5sqrsIZjxkHsefwrU00SC2Pm2Mdk24/uo3DD65AFAEqf8AH5N/ur/WqGt2P2yTTndYjb29z5k/mkbdmx179eWFX0/4/Jv91f61m+IdPbUF08G3FzbxXavPAcYZMEZIPXBIOPagCP8AsaPTWW50rUDY2+4FoHO+3YE9gT8pPbaR9K3a4/UtJ1CxtZNOsLU3GmzzxSRBWGbXEisy4PVOCRjpXYUAFcrf+Hrt9SmvXhttXiZ96W93K6+UP7qjLIfxUV1Vcfd3GorPqemxpei9vbtVhnVGKRQEKCwbouAG980AanhXz7fR4dOubGe1mtIlRy6jY555VgSD0/WtysDQ7X+z9Z1KytzObGNIioldnxIQ27aWyem0n3rfoAK4m90+Kz8yNLvSWnZrlJEupwhKTMGBPBO5cY9xXbVy1rYXtk90n9gWt0slzJKszzqGYMxIzlT6/wAqAOiskMdhbo0olZY1BkHR+Ov40Wn+o/4E3/oRqSLPkplBGdoygOQvtUdp/qP+BN/6EaAJ6KKKACiiigAooooAKKKKACoLr/Vp/wBdE/8AQhU9QXX+rT/ron/oQoAmONpzwMc1yH2fwoOV8SMjdmXWWyP/AB+uuc4Rj6CuZsLqG6i0FpNOsg2oxM8u2EAKQm75f/r0AXfCtzNdaOzSTyXEaTyJBPJ96WIMQrE9+O/fFbdZ2jXsl9b3JkSNPJupoECDA2o5UfjgVo0AU9Qs572JEgv57Mq2S0IUlvY7gawr4ajoL2c/9tzXay3McLW1xGn7wMwB2lVBBGc/hW7qGlWGrRJHf2sdwiNuUOOhqvZeG9G0+cT2mm28Uy/dcJkj6E9KANSiiigDmNdtNOFzbWY0abULmUyzrHHN5YUZBdiSwHJI4q74dtFtIZwujyabuYHa9wJd/vwxxVWDS4NVuZbpNT1VXtp5IVbzVABBwwXjpnjn0q/pTRxXt9Yi5vZ5bcoXa5YMMMCRtI7cHr6UAXj/AMfy/wDXNv5iodVWzfTpFv7n7NbZG6XzvKxyMfNkY596mP8Ax/L/ANc2/mKp69dG00wSCKKXdPDGUlXcuGkVTx64PFAHMak2hWWnT3Gl+JJhexoWhSLUjMZH/hXYWO4E8Yx3rtoGke3iaVdshQF19DjmueuryOzGvSQWFmsmmQiSFvK6kxluce/piuiicyQxucZZQTigB9Zd9pd3d3Jlh1m8tUIA8qJYyv1+ZSa1Ky77w5o+p3Jub3T4Z5iAC7jnAoApafPe2fiQ6TPqJv4mtTODIiiSIhgMHaACDnv6V0NUtP0nT9KVlsLOG3D/AHjGuC31PertAEc8EdzbyQTLujkUq65xkHr0rkdQs7K81W6Fv4auL9oGWKWYXQiG7YpAALjOFK84rp9Tkjh0u6mlllijjiZ3eIgOoAycZ78Vl22gKyfao9U1aNrhVkcGZdxOBjPy4zjA/CgDU0yIQ6bBGLVrUKuPIZw5T2yCc/nUlv1m/wCuh/kKr6Ncx3mkW08LzujKcG4x5nBIO7HGcjtVi36zf9dD/IUAZuuR6PI8P9qaj9kYA+WPtpg3dM9GGe1Y9vNZWuvabFomsy3omkZbi3+1m4RY9pO7knaQcfXNbl1KkviG1sJbaCWJ7aWXdIm5gVZAMe3zH9Kz9O1Qm20OeKztYW1GRkm8uPGAEduPxUdc0AdLRRRQBiPol+WZh4j1BQTkAJFgf+OU7w5fXF7a3aXM6XL2t09uLhVCiUAA5wOM84OOOKa3g/w87l20m3LE5JIPJrWtraCzt0gtoY4YUGFSNQAPwFAEtV7uC3lVZrhN3kEyKcnjgg9OvBNWKytaMZayha6vIHnm8pPsrAEkqT82ewCmgDm7CwtLhra7tfCNyIJCskUzXqj5Tghiu/PTnFdtN/qJP90/yrnptMg0Cwjm/tLVjbQMiiNJVIALADjA45/Kuhm/1En+6f5UAEP+oj/3R/Kuc1GDw42oTG81ryLgt88f9pmPaf8Ad3DFdHD/AKiP/dH8q5q6v0Fpq93JYWcklpfJboWi+8p8vlvU/OfyFAD/AA3cBtU1G1tNQl1DToljMc0kvm7XOdyh/wCIYCn2zXS1mWN0f7av9OSGKOC2ihdNi4OX35z2/hHatOgCG7hkuLWSKK4kt3YcSxgFl+mQRXP6hYalpun3F6viW63QRtIBcRxFDgZwcKDz7V0F3aQX1rJbXUSywyDDI3Q96y4vCPh+GQSJpFruU5GUz/OgDR0+4a8021uXTY80KSMv90kA4qzRRQBia/Dp8VpJNc2Ml09y8UIijcgyNnCDOQByTzVTQdPS11EyL4cm08+WR5z3ayDtxgMf5dqnvrG31fV57J73UUaKOKd0ikURqdx244zuymalgjTTdZt7WS+1G4kuIpGQTOrR/Ltz0AOeR+tAGncdYf8AroP5GpJdhhkEjbU2nc27GB3Oe1R3HWH/AK6D+RovJDDY3EoCsUjZgGHBwO9AHLGDwqASniRo2HRk1hsj/wAfrZ8MXNxd+Hraa5kaRyXCyOuDIgYhWI91ANUrSe3nl0SN9Osv9Ps3nkIhHysFQ4Ht85rT0O+l1LSY7qZUV2eRcICBhXZR+goA0ao6jY3F6IxBqNxZbM58kKd2cddwPT+tXqo6jo+nauIxf2kdwI87N4+7nr/IUAY8/wDaGiX+nbtYmvY7q5WB4LhEzgg/MpUA8Y+ldNWbY+HtI0ybzrLTreGXGA6p8w+hrSoAK5XWbLThdW+nxaHNqE6xvKqJP5YRC3JJZhnLHpXVVzNlpMGqY1CLVNXBRpYUdpVBIDYbGB0JXv6UAaHh+1FpZSIulPpuZM+U84lLcD5sgn6Y9qvj/j+b/rmv8zVPSHRZL20FxeTSW0wV2umBPKqw2kdsH+dXB/x/N/1zX+ZoArawlg9jjUbv7LBuH7z7QYeew3Aj8q5TUpNIsLFrjRfEEsl+hXyYI9QM/mtkAKULHINdRrdz9njs1MMMqz3ccLLKu4AMeSPesye+Szh1qeCxtEl0+VUiYRdcoh5x/vHpQB01FFFAGVeaTeXN280Wt3tsjYxFGsZVeMcZUn3/ABqrpdxeW/iC50m4vzfxpbrOsjoqvGSxG1toAOeo71avPDOi6hdvdXenQzTvjc7A5OBgfoBVqw0ux0uJo7G0ht1Y5YRqBu+vrQBbqK5toby3e3nTfE4wy5Iz+VS1Q1qeK20a6nmmuIo403F7cgScHoueMnp+NAHNXdrZahqN5Jb+GLm+2TNHLP8AaxEGcdcAuOPwrrLBBFp9vGLc24WNR5JbcY+Pu5yc49ayF8Oi3SaaPU9WDSHzHVZkyzYA/u4zgAVp6VcxXmk2lxC8rxyRKytN98jH8WO/rQBLa/6t/wDro/8A6Eaytbi0WS5jOp6n9kl2fKv24wZGeuAwz9a1bX/Vv/10f/0I1m3U6Sa89pLa28qJZeeGePLZ3EYz6UAZNhNaW/iSwttG1eW+gmST7TCbo3CRqBlWzk7Tu498119c7p2pHboLRWttD/aURkmEaYwRHuGPx9c10VACHkYzisM6HqABP/CS6gMc5KRY/wDQK3CARg9DWIPB3h0HP9kW3HqtAEvhy/uL/THa5kSaSGeSDz0XAlCsQGA6c+1a9RwQQ20CQQRJFEgwqIuAB7CpKAKWpxWf2aS7vIy620UjHaTkKV+bgHnIrmNP02Bru1uIfCVxFGXR0na9U7BkEMV35464rd1hYp7uys3ur2F7kuirbMoBAXJLZHTjH41Uk0+HQorR21LVngSaKFU81WUZIVd3A+XoD3oA3Lz/AI8rj/rm38qmqG8/48rj/rm38qmoA5a8g8Mtezm413ypy58xP7VZNrZ5G3dx9Kn8MXJkudTggvpb6wgkQQXEknmEkrll3/xAHH51C19G0ElxJp9m8n9rfYsmLqplCbj/ALWDWrp90W1TUbFYoo4bQxiMIuPvLk57daANOq97byXVq0UV1LauSMSxAFh+YIqxVe9sbXUbVra8hWaFiCUboccigDntVtdS0bS7jUU8RXDtboXEdxHGUkx/CcKDz04NdLBIZreKVlKl0DFT2yOlZUHhTQLaZZYtJtQ6nKkpnB/GtmgArA8QW+nRwAz6dLeTXk6IsUchUvIFOOcgABQa365+50+31fV7qA3+pI9q0cpVJFCIxGV28Zzxn8aAGeH7BbW9kdfD0um5jI817pZQ3I+XAY/XPtW5N/rrf/fP/oJrNs0Sx1sWTXuoXEslu0q+e6tHgMAcYAO7kfga0pv9db/75/8AQTQAt2IjZzi4k8uExt5j79m1ccnd2wO/auTeHwskbNH4mkiYAkPHq5LD6Dcc/lXS6xcNaaJf3KojtDbSSBZBlWIUnBHpWdbtbSava2h0+0Cy2X2ksIhkNuUYHtzQBa8OXNzd+HrG4vCTO8YLMy4LehI9xg/jWpWdoV/LqeiWt7MqLJKm5ggIA57ZrRoAoajp9zevGYNUubMKCCIVQ7vruBrJZr/RtZ023fVpb6K8kaNoZ0QOuFJ3gqBwMYOfWtXUdE0zVnja/s4rhowQpcdM0lhoOlaXIZbHT4IJCMb1T5semetAGjRRSMNylckZGMjqKAOT1Ww037dFYQaBPqE0Fupwlx5YjjLNgZZhk5DVs6DbC108xrpj6ePMJ8l5hIT05yCf8is3TtJg1OGPVINV1dTIpRWeVQxUMfQdMjI+taeiyxtFdQpPdzNb3DQu10QW3AA8EdsEEfWgC4n/AB+Tf7q/1qnraac9og1O9+yQ7/lf7SYMtg8bgRnvxVxP+Pyb/dX+tUtXuBHcaZA0EMsdzdeU4lTdgbHbI9/loA5q8l0uwWGXQ9elnvTPGqWyX5nEuWAIKknjGee1dzXMPqK2thqF5b2NpHNa3y2qER4ypdFJOO+GNdPQAVkXWj3s9zJLHrt9AjHIiRY9q+wypNa9ZF14W0O9uZLm502CSaQ5d2ByTQBBot1drq+oaXcXv21bZY3ScqqsN2co23AyMZ/Gt6q1jp1npsHk2VrFbxk5KxqBk+p9as0ARXFtDdw+VOm9NwbGSOQcjp7iuNls7K/urme18K3N2nnOrT/bBGHcMQxClwcZB7V02uSxwaVJNLNcxIrKN1sQHJLBQBnjkkVnyaDHp1nc3Capq21Q87pHMuWPU4yuMmgDctl2WsS+WYsIB5ZOdvHTPfFNtP8AUf8AAm/9CNFlKk9hbzRs7RyRqys/3iCMgn3otP8AUf8AAm/9CNAE9FFFABRRRQAUUUUAFFFFABUF1/q0/wCuif8AoQqeoLr/AFaf9dE/9CFAExAIwehrD/4Q3w5/0CLf8jW7RQBWsbC1022FtZwJDCCSEXpk9as0UUAFFFFABRRRQBiS6JeQ3c8+laq1mtw/mSwvAJULnqy5IIJ784q3peljTlmeS4kubq4ffNPIACxAwAAOAAOgrQooAgP/AB/L/wBc2/mKS9srbUbV7W7hWaB8bkbocHI/WlP/AB/L/wBc2/mKnoAwv+EN8Of9Ai3/ACNbigKoUDAAwBS0UAFFFFABRRRQBHPDHc28kEyh4pFKOp7gjBFYa6FqsMItIPEEyWajYoNurSqvoJPp3xmugooAgsrOGwsobS3UrFCgRQTk4H9aLfrN/wBdD/IVPUFv1m/66H+QoAr6jomm6s0bX9nHcGMEIXHTPWoLTwxothdJdWunQxTx52uoORkY/ka1qKACiiigAooooAKpappkeqWyRtJJDJFIJYZoz80bjoRng9SMHqDV2igDCGh391LENU1hru3idZBBHbrEHZTkbyCcgEZwMCtqb/USf7p/lT6ZN/qJP90/yoAIf9RH/uj+VZd14X0S9uZLm502CWaQ5d2ByTWpD/qI/wDdH8qfQBR07RtO0jzP7PtI7fzcb9g+9jOP5mr1FFABRRRQAUUUUAZWoaPLcXq39jfPZXgj8pnCCRJEzkBlPXBJwQQeTRYaRNBfG/v79727EZjQ+WI0jUkE7VHckDJJPQVq0UAQXHWH/roP5GpXRZI2jcBlYEMD3BqK46w/9dB/I1PQBhf8Ib4d/wCgRb/ka1rOzt7C1S1tYligjztRegyc/wAzU9FABRRRQAUUUUAFYR0O9tppjpWrG0gmkMjQSW4lVWJyxXJBGTzjkVu0UAUdL01dMt5FM8lxNNIZZppMbpHOBnA4AwAAB0Aqcf8AH83/AFzX+ZqeoB/x/N/1zX+ZoAbfafaanbfZ72BJ4dwbY/TIrMXwd4eVgy6Tbgg5Bwa3KKACiiigAooooAKgvLSG+s5rS4TfDMhR19QanooA59tC1Z4TaN4imNoRsP8Ao6edt9PM9cd8Zrbt7eK0toraFdkUSBEX0AGBUtFAEFr/AKt/+uj/APoRqrqGg6Xqsqy39lFcSIu1WcdB6Vatf9W//XR//QjU9AGVZeG9G066W5s9PhhmUEB1ByM8GtWiigAooooAKKKKAKGqaWupJCyzyW9zA/mQTx4yjYx0PBBBwQapR6Jez3UEuqas13HbyCWOGOBYlLjoW5JOOvYZrcooAhvP+PK4/wCubfyqaobz/jyuP+ubfyqagDGn8KaDdXEk8+mQPLIxZ2IOWJ6mrmnaRp+kpIlhax26yEFgg6kVdooAKKKKACiiigArIvdHnkv2vtO1BrK5dAkuYxIkgHTKnHIz1BFa9FAGXp2kS2t3JfXt697eOgj3lAiomc7VUdOevJ6Crs3+ut/98/8AoJqeoJv9db/75/8AQTQBJNDHcQSQTIHikUo6nowIwRWL/wAIb4c/6BFv+RrdooAitbWCyto7a2jWOGMYRF6AVLRRQAUUUUAFFFFAGCNBv7MvHpWsta2rMWEMlusvlknJ2EkYGexzWjpmnR6XaeQkkkrM5kklkOWkcnJJq7RQBAn/AB+Tf7q/1qPUNMstVgWG/tknjVtwV+gPTP61In/H5N/ur/Wp6AMSPwh4filWSPSrdXQhlIB4IrboooAKKKKACiiigCtf2MOpWM1ncAmKVcHacEdwQfUHmsiTQdUuYWtLrxBLJZMNrotuqSOvoX/mQBXQUUANjjWKNY0UKiAKoHYCorT/AFH/AAJv/QjU9QWn+o/4E3/oRoAnooooAKKKKACiiigAooooAKhuQTGmBn94n/oQqaigAooooAKKKKACiiigAooooAKKKKAISD9tU448s/zFTUUUAFFFFABRRRQAUUUUAFFFFABUNuCDNkdZD/IVNRQAUUUUAFFFFABRRRQAUUUUAFMm/wBRJ/umn0UAMi4hjB/uin0UUAFFFFABRRRQAUUUUAFFFFAEM4JMOB/y0H8jU1FFABRRRQAUUUUAFFFFABRRRQAVCAftrHHHljn8TU1FABRRRQAUUUUAFFFFABRRRQAUUUUAQ2wIjfI/5aP/AOhGpqKKACiiigAooooAKKKKACiiigCG7BNnOAMkxt/KpqKKACiiigAooooAKKKKACiiigAqGYHzrfjo5z/3yamooAKKKKACiiigAooooAKKKKACiiigCFAftcxxxtX+tTUUUAFFFFABRRRQAUUUUAFFFFABUNqCIORj5m/mamooA//Z)

Source: Fraunhofer ISI, based on EPO PATSTAT, for the European Monitor of Industrial Ecosystems (EMI) project (2023)

3.2. EU capacity to produce technology-based products

KEY MESSAGES:

- The EU is relatively self-sufficient in most industrial ecosystems, but it has dependencies in Digital and Electronics and in individual technologies

- The EU maintains its ability to produce more than it imports as regards advanced manufacturing, robotics, energy-saving technologies, and renewable energy technologies.

- The EU produces considerably less than it imports in AI and Big Data.

- The production of technology-based products and products that integrate advanced technologies has remained relatively stable over time.

- The EU has been able to translate its innovation capacity in advanced manufacturing and renewable energy technologies into marketable results.

Beyond innovation, actual production capacity matters to secure the EU’s competitiveness and strategic autonomy. In this section, we provide data from Prodcom
[37](#footnote38)
 as regards the self-sufficiency of the EU across the different industrial ecosystems and across different advanced technologies. For this, we analyse data on EU imports compared to EU-based production, as well as trade data from UNCOMTRADE. We complement these results with data on the weight of technology-based products and products that incorporate advanced technologies
[38](#footnote39)
 in the overall production of the EU. This allows us to assess the EU’s capacity to translate research into products.

Figure 14 shows that the EU remains comparatively self-sufficient in most industrial ecosystems. In six out of ten production-oriented ecosystems, the relation of imports to local production does not exceed 50%, even if it is in most cases increasing. The exceptions to this are Aerospace and Defence and Textiles, where the relation of imports to local production has exceeded 60% since the mid-2010s, and Digital and Electronics, where imports have exceeded local production since the early 2010s.

Figure 14: Ratio of EU imports to local EU production per industrial ecosystem from 2008 to 2020 (ratios above the -100% line indicate that the EU produced more than it imported in the technology at hand)

Source: Fraunhofer ISI, based on UNCOMTRADE, for the European Monitor of Industrial Ecosystems (EMI) project (2023)

While most industrial ecosystems are relatively self-sufficient, this is less the case for individual advanced technologies.

Figure 15 shows the ratio of net imports in each technology in relation to local production of this same technology for each year from 2008 to 2020. Europe produces more than it imports in advanced materials and nanotechnology, biotechnology, advanced manufacturing and robotics, and renewable energy technologies. However, as regards products directly based on digital technologies such as AI or big data, net imports are high in relation to local production. Moreover, in the two main areas related to the green transition (renewable energies and energy saving technologies), ratios of net imports to local production have also increased, as have those in Advanced Manufacturing, indicating an increasing dependence on imports. On the other hand, as regards Microelectronics and Digital Technologies for Mobility, ratios of net imports to local production have decreased somewhat, suggesting an increase in self-sufficiency.

Figure 15: Ratio of EU imports of advanced technologies to EU production of those technologies from 2008 to 2020 (ratios above the -100% line indicate that the EU produced more than it imported in the technology at hand)

Source: Fraunhofer ISI, based on UNCOMTRADE, for the European Monitor of Industrial Ecosystems (EMI) project (2023)

These findings are complemented by the analysis of trade data sourced from UNCOMTRADE
[39](#footnote40)
, which shows that the EU is exporting more than both China and the US as regards advanced manufacturing and robotics. The EU is a net exporter in two other technology areas, i.e., renewable energy technologies and energy-saving technologies (in which, however, China has overtaken the EU). China, on its part, registered significant trade surpluses and is ahead of both the US and the EU on a wide array all technologies, particularly in Biotechnology, Advanced materials and Nanotechnology, IoT, and AI. However, it has significant trade deficits in Digital Security and Micro- and Nano-engineering both of which are considerably higher than the trade deficits recorded by both the US and the EU, and in advanced manufacturing and robotics.

Figure 16: Trade balance in relation to overall trade volume – comparison between EU27, China and USA

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gMB2IBx1I5Y8nJ5rp6g+2W/2/7CZMXJi84IQRuTOCVPRsHGcdNy5xuGZ6AILX/Ut/10k/8AQzU9QWv+pb/rpJ/6GanoAKKKKAKiapp8kF1Ol9bNDaM6XMgmUrCyDLBznCkDqD0q3XlWo/8AEo8H+JLwfLZ6n/a9tcdlScTXHlSHoBuGYyxySRAorR17xLd2/jAWllrqQiLUbO2msJrmBXcSNFu8uLyS7oUk+95ikHfgYUZAPRKK84vdd1vTn0fUV1aaaO+8TSaXJZyww+SsPnzRjaVQPuARSCWPPXPSp/C3iK81CbSGk177fqF3LIupaX5Ecf8AZ4CSMR5YXzU2SKkW52IO71ZcAHoFFFFABUDf8f0X/XN/5rU9QN/x/Rf9c3/mtAE9FFFAGF41/wCRD8Rf9gy5/wDRTVjyajpGu+PNFn0KRL67tFkN9e2UgaKO1aOQLFI6nDEy7GVOSNrNwOT2tFAHnena5JHZ+Ff7abVmtJ9Ktp7ee0WaQ3F2E3SLL5WXY7AGCkbWBkLbio21Yzfa34I1O1kmvbqWXwfYzJGsrl5JmS4JIwclmKqD/exg5HFdzq3h3T9c3C/N60bxGF4or+eGN0OchkRwpzkg5HI4rVoA878SalYrY6Vp+l6o8tpdwXTwXKa9LGzurIoCSqssk0mZGCx5IOCCrEKBV8MXlxqPxK0a+upPMubnwXBNK+ANztMpJwOByT0r0szxLOkBlQTOrOsZYbmVSAxA6kAsuT7j1p9ABRRRQBBef8eNx/1zb+VT1Bef8eNx/wBc2/lU9ABXDeNLWbxF4g0vQIdPstQtreKW/voLxpIk2srQxASqjBWJeVhxn91kEY57migDz+0GpasugaT/AGze2rDTL60v54XzJLLBLBC7ozZwxcMQ5Bbax4Vmysd8kGlR/EGaG9uoNUaCe6t4zfSbvL+yxfvUjLYwJAyhwPl27QQBgeiVBLe2kHn+ddQx/Z4hNNvkA8uM7sO2ei/K3J4+U+hoA5+206A/EnVLsvdeamnWbhRdSCPJa5U5TdtIwowCMA5IwSSef0LUY7i/8MrrmtXsPmaFZTWUb3Twx3dyx/elmBHmuP3PyMx4c/Kck16JHPFK8qRyo7QtskVWBKNgNg+hwynHoQe9PoA8/wBQ1l7bwzb/AGq7wtzrt7bNLcam1kgRZbkqGmVWZVHlqAFx0UZ25Bn8Nand6vq2g3d8P9J+w6pC+VKk+XdQRgkFVO4hQT8q85+Veg7migAooooAgtf9S3/XST/0M1PUFr/qW/66Sf8AoZqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqBv+P6L/rm/wDNanqBv+P6L/rm/wDNaAJ6KK84/sXSv+F7/wDIMsv+QF9s/wCPdf8AX/af9b0+/wD7XX3oA9HorzjT/FXids6rdaTelX+2wnTfNtvJEsPmFEhZSZnf9yyEbSCWZhhVAOlqsOov4Qt7qXWUvLq7vNNkRgiPawubqI5i2BGePJGNzEkAcg5NAHa0Vwy32vC6j0c6zulTXWsjem1TzHgNk1wAV+7vXcAGAAygJUjKmS31rUb660vSG1VLRrltRja6EaG4lNrOI0CbvkDsuWb5CMBsBeoAO1orzj/hJ76fTrDxI9vCl5H4e1S4VQr+VIY5Lfa4DBW2PtDAHB2sOe9PbxLq/h43cNxqaa9ajTob9dSW0P8Aoyu6xs7LEu2SPHmTKFIbbG4Jxh6APRKK87uvEtwkWpz6T4hfV7TR4LK8nktzayNKhmmNwrFVC58lRgDaflXByTu6fwvqlxrVpf6i8sMlnLfTJY+S4ceTGRFncAM7nR3HXhwM0ASx6Ja6fDc3Akuri4MDRrNdTtKyJ/dXccKMBQSOW2qXLNzWxUF5/wAeNx/1zb+VT0AFMMMTTpOYkMyKyLIVG5VYgsAeoBKrkew9KfRQBRutF0q+tBa3mmWVxbCUzCGa3V08wkkvgjG4lmJPX5j61Hd+HtEv4LaC80fT7iG1XZbxzWyOsS4AwoIwowBwPQVpUUAZuoeHtE1adZ9S0fT7yZV2LJc2ySMFyTjLAnGSePep5NL0+XUotSksbZ7+Fdkd00KmVF54D4yB8zcZ7n1q3RQBm3fh7RL+C2gvNH0+4htV2W8c1sjrEuAMKCMKMAcD0FSW2i6VZX81/a6ZZQXk+7zbiK3VZJNxydzAZOSATnvV6igAooooAgtf9S3/AF0k/wDQzU9QWv8AqW/66Sf+hmp6AGTwxXMEkE8SSwyqUkjkUMrqRggg8EEdqoaf4e0TSZ2n03R9Ps5mXY0ltbJGxXIOMqAcZA49q0qKAOU8ReB7bxD9mtpJoYNMitWtharYwu0QOMNA7KTE2FCngjGMBWAaug1DS9P1aBYNSsba8hVt6x3MKyKGwRnDAjOCeferdFAFH+xdK/sr+yv7Msv7O/59Ps6+T97d9zGPvc9OvNRx+HtEi02XTY9H09LCZt8lqtsgiduOSmME/KvOOw9K0qKAM1/D2iST2s76Pp7TWioltIbZC0KocqEOMqAegHStKiigAqBv+P6L/rm/81qeoG/4/ov+ub/zWgCeiiigDz/X7y30P4hSeIbqTyLSzsbWG9nwW2W8jXYxtGSczLb9BkY7DdWNpkmreFvCupCSd4LufX7Q6rfPJCDaGeK2eeTlShAd2UcYAYHkLXrNMnhiuYJIJ4klhlUpJHIoZXUjBBB4II7UAefXd895e2FlJrzj7F4kNlHqK+R5pY2LttPyeXv3yNHjYOgGN3NGg6zPrEujXNwqXTQa/e2FvqUsUbNc24hnYPGyoAoOxFJTr5Z55IruYdL0+3006bDY20dgVZDapCoiKtncNgGMHJyMc5NW6AOG8NNJJYeDrWOXyfN8MyETJGhkjYC0AKllOMbicdCQMg4FVPD98+keAPCmsHXnl0uNYI71ZPI2KkiLCFDBBgRylSSWyAJNxYgCvRKxtT8M6fqWmz6eoeytbufzrxLLbEbrP31kYDOH4DEEMRxnGaAJ9AmvbnQrS61AOl1cKZ2ikTY0AclliIwOUBCZIBO3JAJrSoooAgvP+PG4/wCubfyqeoLz/jxuP+ubfyqegDkfE3h7RLzxBoE9zo+nzzXOosk8ktsjNKotJyAxIywBVeD/AHR6CqlzLeWuo61eWl/Nb7PENlDJEiRskySx2UbBtykjCs2NpXr3ruaKAPNPDeqX013qFrFOlqJ/Ft/Zs9tbRI2wW0jqfuYZwyqdzAk45yOKnk1++hi0i31HxI+m2kl5qMM+qSQRBpGhmZIYi7J5UZZQzZK/N5WBgmvRKo6jYXN75f2fV73T9md32ZIW35x18yN+mO2OpznigDy3S/Gerz+DNK1vU/ETqq2dxNew2K2iXZxcFElKzfKY8LswoDbiv3s/L6H4g+bU/DcLcxSamd6H7rbbad1yO+HRGHoVB6gVbtvD+kWem2WnQ6bbC0sWWS1iaMMInXOHGcnfkk7uuSTnJqe/0+LUEgEjOjQTxzxyRkBlZTnAOOAw3I3qrMO9AHFarqdxpd1rDR6h/ZltP4hghu7/AMkSfZ4jZQHPzAqu5gib2BVd+TUGpQw658P/ABPPqb2WuLp8V2NM1R7aMl4zArhlZRt3KxKFkwCYugINeiTwxXMEkE8SSwyqUkjkUMrqRggg8EEdqIIYraCOCCJIoYlCRxxqFVFAwAAOAAO1AHIeJrO00abwm2l6bDHLDrCQW8VvaAqkcqSCb7pGxdhZyRkZRcjGSOyqjdaVb3mq6fqEzzGSw8wwxiQiPe67S7KPvMF3AZ6B29Ri9QBBa/6lv+ukn/oZqeoLX/Ut/wBdJP8A0M1JPI0UEkiQvMyKWWKMgM5A6DcQMnpyQPcUAPoryptZ1/U/CWrXGo+cLHUfDNxdrHci2XZL5YP7jy3LmIiT/lou5cJlssRW5r/iPX7XVdR/s3TppI9K8pzG01tFBPEyhnkleRg6qBvVSg2ho2yX5VQDuaK5jT5r7xDPcXltrr2kNteXNlLZ28cT7fLLxgszKWEm7bIP4du1Sp5Y42iS6vp3gvwTBYX/AJ0t/wCSh+2ImyOM2cj7QEUEqpQMBnc2MFwDkAHoFFecX+teIdNbVblddhvJdCltLaTTRaAG/wB8SZY7Azo8jy4TaNoMeCCCSI9L17xHdTarfvq6G1sPFH9mLaNaJiSB5Y4sFxg5XzAykc5U7t4YbQD0uiuNsL68uY7fTYrj7At3fanm8hijDAxXThYkBUpvYbmJIYkRyHBJLrAl54jsPEgj1HVPO0yD7Hai4toYTG874WQXCZ81HdnTZ5fyqHQtkBsgHc1A3/H9F/1zf+a1PUDf8f0X/XN/5rQBPRRRQB5p4oTw1pfifU9Z1W80PVWMEQm0rU5Y2ntljUt/o4bPLA58oqNzNneOlXptd1ceMtTt7e4upIbPUbSAwl7RbaOGVIcl9xE+8l5Cu3ILBQM4IrspNL0+XUotSksbZ7+Fdkd00KmVF54D4yB8zcZ7n1qSWytJ7u3uprWGS5tt3kTPGC8W4Ybaeq5HBx1oA4keIrufwx4h1ldXeDULeDUFj0w+QwtWgYqGIALFwPLLZdlzJ0wVqTUPFslzd6ifD+pWV7FB/Zax+VMjR+ZNdvHIrOobG5AoPBIHIGa7YQxLO84iQTOqo0gUbmVSSoJ6kAs2B7n1oghitoI4IIkihiUJHHGoVUUDAAA4AA7UAc3cwXza/pdhJqbrcSadeSPeQ28QkVhNbHCb1YKmGK7TngDJZgGrn9G1s+Gvhz4Y1uTUpr3SVihivjtiYW0bRhBt2KrHy5Qq4+ZsM+QxA2+j1lXnh6xurR7WJfscE90Lm7jtY0UXZzlllyp3K+AG6FhwTgkEAfoA1QaFaNrbo2pSKZLhY0CrGzEt5YwSCEBCZyc7c960qKKAILz/AI8bj/rm38qnqC8/48bj/rm38qnoA8x8T3lxp3xK1m+tZPLubbwXPNE+AdrrMxBweDyB1rR8Um+/s3xvYSardSW6aKLuIMkQMW/7TujBCDKERKvzZbGcMDzXe0UAeceI9c1awv8ATLCz1i9azuNMuLqHVIpLAtcSAqwLLKEQpGh3HaQWDf7LGjULq4vtB8T3l0IRcz+D7aWUQOGj3st2TtIJBXJOCCeO5ruf7F0r+yv7K/syy/s7/n0+zr5P3t33MY+9z0681eoA4LXNavtNh1uS2kS1iGv2dtcXq+VGbWB4rbfId6kOfm25YEgMD0XFUbjxfLZ6ZcNH4ge/sjrQsk1GKSzEgj+xrN8rsFgz5gK5YdCQPmxXol5BJc2jww3c1pI2MTwBC68543qy89OQetUdM8P2mn2F5ayyTX/26V5buS9YSNOzAKQwwF27QqhQAAFAxQBhWF/rGpT6bYT301lJNa35keH7O8oaG5hRCxAePfsLBwOAzNwMDFGw1nUNRj0ZtR8S/wBkQS6FBeGRY4Ee7mZWaUhpVZdsaoGIVRjzMkgYrvYIYraCOCCJIoYlCRxxqFVFAwAAOAAO1R3NlaXvk/arWGfyJVmi82MN5ci9HXPRhk4I5oA8/tvEPiSbxd5KtNKqaw9tNYmSzhijtcSBGALGdnITzugDKG2jbg16PTDDE06TmJDMisiyFRuVWILAHqASq5HsPSn0AQWv+pb/AK6Sf+hmp6gtf9S3/XST/wBDNT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQN/x/Rf9c3/AJrU9QN/x/Rf9c3/AJrQBPUH2K0+3/b/ALLD9s8ryftHljzPLznZu67c846ZqeigCpHpenxalLqUdjbJfzLskulhUSuvHBfGSPlXjPYelMi0XSoJLiSHTLKOS5lWadkt1BlkVtyuxx8zBvmBPIPNXqKAIPsVp53nfZYfN83zt/ljd5mzZvz/AHtny56446VBdaLpV9aC1vNMsri2EpmEM1urp5hJJfBGNxLMSevzH1q9RQBBFZWkHkeTawx/Z4jDDsjA8uM7couOi/KvA4+UegqpHolnZ6bLZaQiaOsjb99hBEhDcZO0oVJIAGSp4/CtKigDCsPDS6bYXFvbaperPN5ai78uASRRoAEjRRH5aoADhduAXc9Tmtays7fTrC3sbWPy7a2iWGJMk7UUAAZPJ4A61PRQBBef8eNx/wBc2/lU9QXn/Hjcf9c2/lU9ABRRRQAUUUUAFFFFABRRRQAUUUUAQWv+pb/rpJ/6GanqC1/1Lf8AXST/ANDNT0AFFFFABRRRQAUUUUAFFFFABUDf8f0X/XN/5rU9QN/x/Rf9c3/mtAE9FFFABRRRQAUUUUAFFFFABRRRQBBef8eNx/1zb+VT1Bef8eNx/wBc2/lU9ABRRRQAUUUUAFFFFABRRRQAUUUUAQWv+pb/AK6Sf+hmp6gtf9S3/XST/wBDNT0AZqeHtEjnup00fT1mu1dLmQWyBplc5YOcZYE9QetT3el6ffz2095Y21xNatvt5JoVdomyDlSRlTkDkegq3RQBR/sXSv7V/tX+zLL+0f8An7+zr533dv38Z+7x16cU+HS9Pt3Lw2NtGxna5LJCoJmYFWk4H3yCQW6kEirdFAFSTS9Pl1KLUpLG2e/hXZHdNCplReeA+MgfM3Ge59aI9L0+JJUjsbZFmn+0yKsKgPNkN5h45fKqd3XIB7VbooAqT6Xp9zYyWU9jbS2krF5IJIVaN2LbySpGCS3zZ9eetQQeHtEtr6O9g0fT4ruJQkc8dsiyIoXYAGAyAF+XHpx0rSooAKgb/j+i/wCub/zWp6gb/j+i/wCub/zWgCeiiigAooooAKKKKACiiigAooooAgvP+PG4/wCubfyqeoLz/jxuP+ubfyqegAooooAKKKKACiiigAooooAKKKKAILX/AFLf9dJP/QzU9QWv+pb/AK6Sf+hmp6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqV/e3Fn5fkaXd32/O77O0Q2Yx18x16+2elXayfEMNkulz6hfNfCGxhknYWd3LCzKF3H7jruOF4z+mTQBNY6jdXc7Rz6NfWShdwkuHgKk5HH7uRjn8Mcda0K4nwxeXX/CSyWlzoWqadHJDO0Et9q8lyZFjkRD+6ZmCn5gd2Tx0JBzXbUAFFFFABRRRQBW/tKx+3fYfttv9s/59/NXzOmfu5z05+lTiSMytEHUyKoZkzyAc4JHocH8jWJDqywahJby6xZXzNMY0tYEHnoS+MHD8hATn5QcKSehzBHNbPe6XZwMv2q3vppbmEcMuUmDSFMkqjMwIyejr6igDopJI4lDSOqKWCgscDJOAPqSQPxpj3MEU8UEk0aTTZ8qNnAZ8DJwO+B1xWfcXVoms2lzJIojW3uY/PMgEakNGWU/7XyMeowEbj0zjZRQ2EE4jkXz0s4rWz2mN0MUjSRq2Sx4DDf1ICOfYAHSLJG7OqOrNG21wDkqcA4PocEH8RTZIElZWbdlQQCrlev0PtWJompyT30tkJVnSNpg53bpImSTZ+8OcZk+ZlACgBSACBxvbV/uj8qAIfssf96b/v8AP/jR9lj/AL03/f5/8al2L/dH5UbF/uj8qAIvssf96b/v8/8AjR9lj/vTf9/n/wAal2L/AHR+VGxf7o/KgCL7LH/em/7/AD/40fZY/wC9N/3+f/Gpdi/3R+VGxf7o/KgCL7LH/em/7/P/AI0fZY/703/f5/8AGpdi/wB0flRsX+6PyoAi+yx/3pv+/wA/+NH2WP8AvTf9/n/xqXYv90flRsX+6PyoAq3VtGtnOQ0uRGx5lY9vrUv2WP8AvTf9/n/xpLxF+xT/ACj/AFbdvapti/3R+VAEX2WP+9N/3+f/ABo+yx/3pv8Av8/+NS7F/uj8qNi/3R+VAEX2WP8AvTf9/n/xo+yx/wB6b/v8/wDjUuxf7o/KjYv90flQBF9lj/vTf9/n/wAaPssf96b/AL/P/jUuxf7o/KjYv90flQBF9lj/AL03/f5/8aPssf8Aem/7/P8A41LsX+6Pyo2L/dH5UARfZY/703/f5/8AGj7LH/em/wC/z/41LsX+6Pyo2L/dH5UAVba2jMTEtL/rHHErD+I+9S/ZY/703/f5/wDGktUXym+Uf6x+3+2am2L/AHR+VAEX2WP+9N/3+f8Axo+yx/3pv+/z/wCNS7F/uj8qNi/3R+VAEX2WP+9N/wB/n/xo+yx/3pv+/wA/+NS7F/uj8qNi/wB0flQBF9lj/vTf9/n/AMaPssf96b/v8/8AjUuxf7o/KjYv90flQBF9lj/vTf8Af5/8aPssf96b/v8AP/jUuxf7o/KjYv8AdH5UARfZY/703/f5/wDGomto/tkY3S4Mbn/Wt6r71a2L/dH5VCyL9ti+Uf6t+3utAC/ZY/703/f5/wDGj7LH/em/7/P/AI1LsX+6Pyo2L/dH5UARfZY/703/AH+f/Gj7LH/em/7/AD/41LsX+6Pyo2L/AHR+VAEX2WP+9N/3+f8Axo+yx/3pv+/z/wCNS7F/uj8qNi/3R+VAEX2WP+9N/wB/n/xo+yx/3pv+/wA/+NS7F/uj8qNi/wB0flQBF9lj/vTf9/n/AMaPssf96b/v8/8AjUuxf7o/KjYv90flQBVuraNbOchpciNjzKx7fWpfssf96b/v8/8AjSXiL9in+Uf6tu3tU2xf7o/KgCL7LH/em/7/AD/40fZY/wC9N/3+f/Gpdi/3R+VGxf7o/KgCL7LH/em/7/P/AI0fZY/703/f5/8AGpdi/wB0flRsX+6PyoAi+yx/3pv+/wA/+NH2WP8AvTf9/n/xqXYv90flUc58m3llS2ad0QssUe0M5A+6NxAyenJA9SKAE+yx/wB6b/v8/wDjR9lj/vTf9/n/AMa5VfF9zBdarZX2maeL6x+xIsdpfmZDJdStHGsjGJTHghWPysdrggHgHc0XUpNSF7Dd2cVveWNx9nuEil82PcY0kBRyqlhtkXOVHORyACQC99lj/vTf9/n/AMaPssf96b/v8/8AjWDN4qS0uPEK3ukXNvBotkt6zs0bNcRkzcoqsQBiE43EE55C45LXxLI90tneadFBcRXv2S9dJ90EOYkdCsjIu8s00CBCFYs7YDBCSAbNtbRmJiWl/wBY44lYfxH3qX7LH/em/wC/z/40lqi+U3yj/WP2/wBs1NsX+6PyoAi+yx/3pv8Av8/+NH2WP+9N/wB/n/xqXYv90flRsX+6PyoAi+yx/wB6b/v8/wDjR9lj/vTf9/n/AMal2L/dH5UbF/uj8qAIvssf96b/AL/P/jR9lj/vTf8Af5/8al2L/dH5UbF/uj8qAIvssf8Aem/7/P8A40fZY/703/f5/wDGpdi/3R+VGxf7o/KgCL7LH/em/wC/z/41E1tH9sjG6XBjc/61vVferWxf7o/KoWRftsXyj/Vv291oAX7LH/em/wC/z/40fZY/703/AH+f/Gpdi/3R+VGxf7o/KgCL7LH/AHpv+/z/AONH2WP+9N/3+f8AxqXYv90flRsX+6PyoAi+yx/3pv8Av8/+NH2WP+9N/wB/n/xqXYv90flRsX+6PyoAi+yx/wB6b/v8/wDjR9lj/vTf9/n/AMal2L/dH5UbF/uj8qAIvssf96b/AL/P/jR9lj/vTf8Af5/8al2L/dH5UbF/uj8qAKt1bRrZzkNLkRseZWPb61L9lj/vTf8Af5/8aS8RfsU/yj/Vt29qm2L/AHR+VAEX2WP+9N/3+f8Axo+yx/3pv+/z/wCNS7F/uj8qNi/3R+VAEX2WP+9N/wB/n/xo+yx/3pv+/wA/+NS7F/uj8qNi/wB0flQBF9lj/vTf9/n/AMaPssf96b/v8/8AjUuxf7o/KjYv90flQBF9lj/vTf8Af5/8aPssf96b/v8AP/jUuxf7o/KjYv8AdH5UARfZY/703/f5/wDGj7LH/em/7/P/AI1LsX+6Pyo2L/dH5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Source: Fraunhofer ISI, based on UNCOMTRADE, for the European Monitor of Industrial Ecosystems (EMI) project (2023)

As regards the EU’s capacity to translate research into products, Figure 17 below shows that technology-based goods represented 6.32% of overall EU production of manufacturing goods in 2021.. Of this share, in 2021, key technologies included advanced manufacturing and robotics (1.5%), advanced materials and nanotechnology (1.4%), micro- and nanoelectronics and photonics (1.3%), and renewable energy technologies (1.2%). Between 2010 and 2021, the share of products directly based on advanced technologies increased 0.76%, with advanced materials and nanotechnology, and renewable energy technologies showing a particularly strong increase over the period of 2020 to 2021.

Products that integrate advanced technologies represented 19.3% of total EU production of manufacturing goods in 2021. Figure 18 below shows the importance of advanced manufacturing and robotics, advanced materials and nanotechnology, and biotechnology compared to other technologies. Over time, the relative importance of products that indirectly incorporate these technologies in the EU’s overall production fell slightly. Values remain quite stable for most technologies, with the exception of biotechnology, which shows a strong decrease over the period of 2020 to 2021, and of renewable energy technologies, which shows a slight increase in recent years.

Figure 17: Technology-based goods as a percentage of total EU production over the period 2010-2021

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Source: IDEA Consult based on Eurostat [prom], for the European Monitor of Industrial Ecosystems (EMI) project (2023)

Figure 18: Production of goods incorporating advanced technologies as a percentage of total EU production over the period 2010-2021

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Source: IDEA Consult based on Eurostat [prom], for the European Monitor of Industrial Ecosystems (EMI) project (2023)

3.3. Scaling-up capacity in the EU

KEY MESSAGES:

- The US has considerably higher number of scale-ups than the EU.

- A deeper analysis reveals that the EU-US gap is narrowing, particularly in Mobility, Transport and Automotive, Electronics, Tourism, and Energy-intensive Industries.

Scale-ups are key drivers of innovation in any industrial ecosystem, as they push other industrial firms to adopt their production and operation models. This section reviews the number of active scaleups per industrial ecosystem in the EU, the US, and China
[40](#footnote41)
, based on Crunchbase data
[41](#footnote42)
.

Figure 17 below shows the number of scale-ups for the EU, the US, and China in absolute terms across the different industrial ecosystems. The US has a much larger number of scale-ups than the EU across all industrial ecosystems. However, the gap is smaller in some ecosystems than in others. The gap is particularly large in the healthcare ecosystem (where the number of EU scale-ups is 22% of the number of US scale-ups) and smallest in mobility (where it is 56% of the number of US scale-ups).

Figure 19: Number of scale-ups related to twin transition technologies per industrial ecosystem in the EU, US and China and ratio of EU scaleups to US scaleups per industrial ecosystem

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Source: Technopolis Group, Crunchbase, 2023, for the European Monitor of Industrial Ecosystems (EMI) project (2023)

However, an analysis of Crunchbase suggests that the gap is narrowing with the US both in start-ups and scale-ups. This trend is particularly relevant for Mobility, Transport and Automotive, Electronics, Tourism, and Energy-intensive Industries. At the start of 2023, and according to data collected by the Commission’s First SDD Report, only 249 unicorns
[42](#footnote43)
 were based in the EU as compared to 1,444 in the US and 330 in China.
[43](#footnote44)
 The largest EU unicorns include companies from the energy, retail, ICT, and mobility industries. Further information provided by the SDD Report acknowledges that the EU seems to have progressed well recently with respect to the Digital Decade target of 500 unicorns to reach by 2030, with analysts pointing also to a strong growth in the number of EU-based unicorns in the past decade. The report mentioned that should this trend continue,
[44](#footnote45)
 the EU is likely to meet the Digital Decade target on the number of unicorns in two years. Despite this, the report recommends further effort for the EU to achieve a leadership position on the global stage, facilitating the growth of the Union’s innovative scale-ups and improving their access to finance.
[45](#footnote46)

  

ANNEX

Introduction of the measurements and NACE 2 codes used to monitor industrial ecosystems towards green and digital transition

The methodology builds on the definition of industrial ecosystems outlined in the 2021 and 2022 Annual Single Market Reports (ASMR), taking into account the key performance indicators and the methodology presented for constructing the data used for the analysis of industrial ecosystems.

The industrial ecosystems methodology aims at analysing the EU economy. It extends and complement the mostly linear approach typical of value chain analysis to highlight the network of complex interlinkages between economic actors across sectors and regions. The identified industrial ecosystems have a marked pan-European nature, but their composition is very heterogeneous in terms of sectoral composition, size and scope. Industrial activities represent a significant share of course, but services play a fundamental role. SMEs represent a very significant share of these ecosystems, up to 99% in the case of tourism. The ecosystems do not cover the whole economy. Notably, the financial sector and most of the public sector are not included.

Ecosystems are linked to each other. For instance, the Retail ecosystem provides (downstream) services to virtually all other ecosystems. Similarly, the Energy Intensive Industry ecosystem supplies inputs to many other ecosystems. Moreover, ecosystems overlap with each other, as some activities are relevant for more than one;

The statistical definitions of the industrial ecosystems as laid down in the ASMRs have the following characteristics:

·They are based on 2-digits NACE classification. While a list of 4-digits sectors was initially used, data is not available for all sectors at such level of disaggregation.

·Whenever a 2-digits sector is considered too large or heterogeneous, a share was calculated using these possible approaches:

-Whenever possible, we identified the appropriate 4-digit sectors and calculated their share into the corresponding 2-digit sector. For that operation, we used data from the Structural Business Statistics. Weights were calculated for both Value Added and Employment.

-Use of specialised knowledge (specific studies or contacts with industry).

As noted in Annual Single Market Report (ASMR) 2022
[46](#footnote47)
, the data used to compile indicators on the ecosystems are derived from official statistics, including national accounts, Structural Business Statistics, and short-term business statistics. These statistical sources use the NACE rev.2 classification to identify enterprises according to their main activity.

It is important to note that this level of granularity is not optimal to identify all the elements of the ecosystems, but most of the data sources used to calculate indicators are only available at the 2-digits level and therefore this affects the precision of the indicators.

The indicator framework used by EMI for the monitoring of twin transition includes the same NACE rev.2 classification as in ASMR 2021 by using a set of traditional and novel data sources that allow shedding new light on ongoing transformation patterns. However, the novelty of the analysis lies in the exploratory and innovative data sources such as Crunchbase, Exiobase and Linkedin, used across the different pillars of the analysis. These new sources of data allow to explore new areas of measurement for the green and digital transition that has not been analysed yet by any other Commission initiative or observatory. In addition, the data provided is industrial ecosystems specific which also brings a new perspective to monitor twin transition over time.

Lastly, the analysis covers a list of technologies that support twin transition. These lists of technologies were selected among others as being the most strategic technologies for the competitiveness of the EU Internal Market. The list is defined as advanced technologies, and it is divided in two groups; technologies that support digital transformation and technologies that support green transformation.

|  |  |  |
| --- | --- | --- |
| Digital transformation | | |
|  | 1 | Advanced Manufacturing and Robotics |
|  |  | Advanced Manufacturing (ICA and Mechanical Engineering) |
|  |  | Robotics |
|  | 2 | Artificial Intelligence |
|  | 3 | Augmented and Virtual Reality |
|  | 4 | Big Data |
|  | 5 | Blockchain |
|  | 6 | Cloud technologies |
|  | 7 | Digital Security & Networks/ Cybersecurity |
|  | 8 | Internet of Things |
|  | 9 | Micro- and Nanoelectronics & Photonics |
|  | 10 | Online platforms |
| Green transformation | | |
| Green technologies | 11 | Advanced Materials and Nanotechnology |
|  | 12 | Biotechnology |
|  | 13 | Energy Saving Technologies |
|  | 14 | Renewable Energy Technologies |
|  |  | Solar Power |
|  |  | Wind Power |
|  |  | Other (geothermal, hydropower, biomass) |
|  | 15 | Clean Production Technologies |
|  | 16 | Recycling Technologies |
| Circular business models |  | Circular business models including:  Remanufacturing  Renting, leasing and related service models  Repair and maintenance services  Resell, reuse  Circular design (products that can be disassembled and recycled)  Design for durability (products that can last longer) |

List of indicators used in this report

|  |  |  |
| --- | --- | --- |
| Indicator | Source | Time series |
| Production global competitiveness: AT country share in global production of manufacturing goods | Prodcom | 2015-2020 |
| Production country significance: Share of production in AT over a country’s total production of manufacturing goods | Prodcom | 2015-2020 |
| Trade | UNCOMTRADE | 2015-2020 |
| Global emissions | Exiobase | 2015-2021 |
| Material consumption | Exiobase | 2015-2021 |
| Share of renewable energy | Exiobase | 2010-2019 |
| Environmental management: Number of organisations with registered environmental management system ISO 14001, EMAS and other | ISO | 2010-2021 |
| Use of circular technologies and business models | Survey | 2023 |
| Inventive activity global competitiveness: twin technology share in global patenting | Patstat | 2015-2020 |
| Inventive activity global competitiveness: AT country share in global patenting in Advanced Materials, Photonics, Biotechnology related to Green transition | Patstat | 2015-2020 |
| Technology startups: Number of technology startups generating technologies; share in total start-ups | Crunchbase | 2010-2022 |
| Technology startups: Number of technology startups generating technologies; share in total start-ups | NetZero | 2010-2022 |
| Technology adoption: Share of companies adopting advanced (and basic) technologies | Survey | 2023 |
| SMEs and Large company Private equity and Venture Capital (VC): Value of private equity and VC funding raised in technologies supporting the digital transition | Crunchbase | 2015-2022 |
| SMEs and Large company Private equity and Venture Capital (VC): Value of private equity and VC funding raised in technologies supporting the digital transition | NetZero | 2015-2022 |
| Private investment in transition | FDI insights, Trendeo | 2016-2022 |
| Number of twin transition public procurement notices | TED (+ National) | 2022-2023 |
| Supply of professionals - share of professionals with twin transition skills within total economy | LinkedIn | 2019-2022 |
| Share of professionals with twin transition skills within IE total | LinkedIn | 2019-2022 |
| Demand for professionals (basic to advanced digital transition expertise) | Cedefop | 2022 |

:   [(1)](#footnoteref2)
     The definition of industrial ecosystems can be found in the 2020 EU Industrial Strategy. The methodology used to define each industrial ecosystem and the NACE rev.2 that each industrial ecosystem encompasses are outlined in the Annual Single Market Report 2021.
:   [(2)](#footnoteref3)
     The adoption of basic technologies like software services.
:   [(3)](#footnoteref4)
     Established by the Digital Decade Policy Programme https://ec.europa.eu/commission/presscorner/detail/en/ip\_23\_4619
:   [(4)](#footnoteref5)
     These figures are sourced from the results of the business survey that was conducted among SMEs in the context of the EMI project.
:   [(5)](#footnoteref6)
     This data is obtained by matching technology domains with production data from Prodcom,
:   [(6)](#footnoteref7)
     
    [European Monitor of Industrial Ecosystems (europa.eu)](https://monitor-industrial-ecosystems.ec.europa.eu/)
:   [(7)](#footnoteref8)
     Transition pathways were announced by the 2021 Industrial Strategy Update. They consist of actionable plans to accelerate the transition in each industrial ecosystem, considering seven building blocks: sustainable competitiveness; regulation and public governance; infrastructure; investments and funding; research, innovation, techniques, and technological solutions; the social dimension; and skills.
:   [(8)](#footnoteref9)
     A more comprehensive description of the methodology, including a full list of indicators that will be analysed on a yearly basis, is attached at the end of this document.
:   [(9)](#footnoteref10)
     The analysis relies on data from Crunchbase and Net Zero Insights: 
    <https://www.crunchbase.com>
     and https://netzeroinsights.com/
:   [(10)](#footnoteref11)
     It should be noted that industrial ecosystems are different in terms of structure and nature – therefore, when making a direct comparison of the survey results, one should put the results into context. The focus of this survey has been SMEs as they represent 99,9% of European businesses.
:   [(11)](#footnoteref12)

     The in-house business survey collected data about the level of change towards the green and digital transition of European SMEs across twelve industrial ecosystems and gathered opinions about the related investments and expected future developments. The survey was based on using Computer Assisted Telephone Interviewing (CATI). The final sample included 8 987 companies with input from high-level decision-makers.
:   [(12)](#footnoteref13)
     The following ecosystems are considered services ecosystems: CCI, tourism, proximity and social economy, health, and retail.
:   [(13)](#footnoteref14)
     The complete list of advanced technologies (green, digital, and key enabling technologies) can be found in the annex.
:   [(14)](#footnoteref15)
    [https://ec.europa.eu/eurostat/statistics-explained/index.php?title=Cloud\_computing\_-\_statistics\_on\_the\_use\_by\_enterprises#:~:text=41%20%25%20of%20EU%20enterprises%20used,mail%20and%20storage%20of%20files.&text=Compared%20with%202020%2C%20the%20use,the%20retail%20trade%20in%202021](https://ec.europa.eu/eurostat/statistics-explained/index.php?title=Cloud_computing_-_statistics_on_the_use_by_enterprises)
    .
:   [(15)](#footnoteref16)
     State of the Digital Decade Report (September 2023), https://digital-strategy.ec.europa.eu/en/library/2023-report-state-digital-decade. Source: Enterprises using any AI technology as % enterprises (Eurostat - European Union survey on ICT usage and e-commerce in enterprises (indicator code: ISOC\_EB\_AI [E\_AI\_TANY], 2023; https://ec.europa.eu/eurostat/databrowser/view/isoc\_eb\_ai\_\_custom\_9268325/default/table?lang=en – EU DESI 2023).
:   [(16)](#footnoteref17)
     Blockchain technologies are a particular type of DLT that employs cryptographic techniques to record and synchronize data in 'chains of blocks'. All types of Blockchain are DLTs but not all DLTs are Blockchains. Blockchain entails three technologies, the blockchain itself, distributed ledger technologies, and smart contracts. Together they represent a fault-tolerant systems synchronising data through consensus mechanisms, able to verify - peer to peer - the correctness of such data through hash functions and values without central authorities and executed upon some basic premises and protocols specified in digital form.
:   [(17)](#footnoteref18)
     
    [Indicators (europa.eu)](https://www.eea.europa.eu/en/analysis/indicators)
:   [(18)](#footnoteref19)
     Exiobase is a global, detailed Multi-Regional Environmentally Extended Supply-Use Table (MR-SUT) and Input-Output Table (MR-IOT). It was developed by harmonizing and detailing supply-use tables for a large number of countries, estimating emissions and resource extractions by industry. Exiobase is a legitimate source of information referred by the European Environmental Agency, JRC and Eurostat and the European Commission to propose the regulation on carbon border adjustment mechanisms.
:   [(19)](#footnoteref20)
     The seven EU countries included Austria, Belgium, Germany, Denmark, France, Netherlands, and United Kingdom. See Brink, C., Drissen, E., Vollebergh, H., & Wilting, H. (2020). Accounting for Environmental Damage by Material Production and Use: A Comparison of Seven Western European Countries. (PBL Publication; Vol. 3512). Planbureau voor de Leefomgeving.
:   [(20)](#footnoteref21)
     Digital or green/environmentally sustainable companies have been defined as those that specifically serve or are part of the industrial ecosystem in focus and at the same time develop or deploy any of the green or digital technologies defined under the EMI project.
:   [(21)](#footnoteref22)
     https://news.crunchbase.com/venture/europe-vc-funding-drops-q1-2023/
:   [(22)](#footnoteref23)
     The Net0 Platform enables users to filter organisations based on Technology, EU Taxonomy, Value Chain, Business model, funding data, stage, investors, etc. The data provided by Net) platform allow to get insights on climate tech investments.
:   [(23)](#footnoteref24)
     
    [Trendeo](file:///\\net1.cec.eu.int\GROW\D\2\Common\1100%20European%20Monitor%20of%20Industrial%20Ecosystems%20(EMI)\EMI%202023\B-%20Implementation\ASMCR\ISC\htpps\trendeo.net)
    : 
    <https://trendeo.net>
:   [(24)](#footnoteref25)
     
    [Private Equity at Work - job creation and employment across Europe | Invest Europe](https://www.investeurope.eu/research/private-equity-at-work)
    : https//www.investeurope.eu/research/private-equity-at-work/
:   [(25)](#footnoteref26)
     
    [European VC funding drops 66% as seed takes a hit, US investors pull back](https://news.crunchbase.com/venture/europe-vc-funding-drops-q1-2023/)
    : 
    <http://news.crunchbase.com/venture/europe-vc-funding-drops-q1-2023/>
:   [(26)](#footnoteref27)
     The sharing economy is an economic model defined as a peer-to-peer(P2P) based activity of acquiring, providing, or sharing access to goods and services that is often facilitated by a community-based online platform.
:   [(27)](#footnoteref28)
     
    [FDI Intelligence](https://www.fdiintelligence.com/)
     tracks cross-border greenfield investment covering all sectors and countries worldwide, it provides real-time monitoring of investment projects, capital investment and job creation with powerful tools to track and profile companies investing overseas. FDI Intelligence only track real projects that will create new jobs, therefore they do not cover merges and acquisitions.
:   [(28)](#footnoteref29)
     
    [EMPLOYMENT AND SOCIAL AFFAIRS (EXTERNAL COM) - New taxonomy of skills for the green transition (europa.eu)](https://ec.europa.eu/newsroom/empl/items/741088/en)
    . Examples of green transition skills are: sustainable design or passive house building skills in construction,. agronomy in agri-food.
:   [(29)](#footnoteref30)
     It is important to highlight the information provided by the LinkeIn users in their profiles is based on their self-assessment/self-evaluation.
:   [(30)](#footnoteref31)
     
    [EMPLOYMENT AND SOCIAL AFFAIRS (EXTERNAL COM) - New taxonomy of skills for the green transition (europa.eu)](https://ec.europa.eu/newsroom/empl/items/741088/en)
:   [(31)](#footnoteref32)

    Outcome of assimilation of information through learning. Knowledge is the body of facts, principles, theories, and practices related to a field of study or work (Cedefop Glossary, 2023)
:   [(32)](#footnoteref33)
     2023 Report on the state of the Digital Decade | Shaping Europe’s digital future (europa.eu), P.25
:   [(33)](#footnoteref34)

     
    [Pact for Skills – Skills Partnership for the Retail Ecosystem](https://pact-for-skills.ec.europa.eu/about/industrial-ecosystems-and-partnerships/retail_en)
:   [(34)](#footnoteref35)

     
    [Pact for Skills – Skills Partnership for the Retail Ecosystem](https://pact-for-skills.ec.europa.eu/about/industrial-ecosystems-and-partnerships/retail_en)
:   [(35)](#footnoteref36)
     
    <https://data.jrc.ec.europa.eu/collection/id-0130>
:   [(36)](#footnoteref37)
     As a disclaimer, it should be noted that the use of patent data has some drawbacks. First, some companies may decide to pursue other strategies to market their inventions beyond patenting them. Second, the volume of transnational patents filed by each country does not speak necessarily to the quality of those same patents. Nevertheless, patent data is a widely used measure for tracking technological development activities, and by focusing on transnational patents (which are more expensive to file and maintain), we ensure that these patents are valid in more than one national market and that they are worth the investment needed to protect it.
:   [(37)](#footnoteref38)
     Prodcom is the title of the EU production statistics for Mining, Quarrying and Manufacturing, i.e., Sections B and C of the Statistical Classification of Economic Activities in the European Community (NACE Rev. 2). The headings of the Prodcom list are derived from the Harmonized System (HS) or the Combined Nomenclature (CN), which enables comparisons between production and trade statistics. The data only covers manufacturing goods, not services.
:   [(38)](#footnoteref39)
     Technology-based products are associated in whole or in a dominant part with the respective technology, i.e., they have these technologies as crucial components, unlike products that simply incorporate advanced technologies
:   [(39)](#footnoteref40)
     It is not possible to show the the ratio of US or Chinese imports of technology-based products to US or Chinese production of the latter, because Prodcom data (related to production) only covers the EU. Therefore, we use UNCOMTRADE data to measure US and Chinese capacity to produce technology-based goods vis-à-vis the EU.
:   [(40)](#footnoteref41)
     A disclaimer must be made regarding the data presented for China: the data shown refers to scale-ups that are registered on the Crunchbase database, on which Chinese companies are not properly represented
:   [(41)](#footnoteref42)
     Crunchbase is a platform that provides business information on private and public companies, especialy in the tech industry.
:   [(42)](#footnoteref43)

    EU unicorn numbers stated are for EU-founded companies that continue to have their HQ in the EU.
:   [(43)](#footnoteref44)

    2023 Report on the state of the Digital Decade | Shaping Europe’s digital future (europa.eu), P.20. Source: 
    [Dealroom](https://app.dealroom.co/curated-heatmaps/unicorns/location/f/founding_or_hq_regions/anyof_European%20Union/year_became_unicorn_min/anyof_2000?endYear=2022&id=70551&interval=yearly&rows=belgium~bulgaria~~czech_republic~~denmark~germany~estonia~ireland~greece~spain~france~croatia~italy~cyprus~latvia~lithuania~luxembourg~hungary~malta~netherlands~austria~poland~portugal~romania~slovenia~slovakia~finland~sweden~~united_kingdom~~liechtenstein~norway~iceland~switzerland~turkey~~bosnia_and_herzegovina~~serbia~montenegro~kosovo~~north_macedonia~~albania~belarus~russia~moldova~ukraine~~san_marino_1~~andorra~monaco~~vatican_city~&showStats=line&sort=-_2023&startYear=2012&type=rounds)
    .
:   [(44)](#footnoteref45)

    See C(2023) 7500 ‘Communication from the Commission establishing the Union-level projected trajectories for the digital targets’ on the volatility of the trend over the past few years.
:   [(45)](#footnoteref46)

     
    [2023 Report on the state of the Digital Decade | Shaping Europe’s digital future (europa.eu)](https://digital-strategy.ec.europa.eu/en/library/2023-report-state-digital-decade)
    , P.20
:   [(46)](#footnoteref47)
     
    [DocsRoom - European Commission (europa.eu)](https://ec.europa.eu/docsroom/documents/48877)

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