Skip to main content

Finland

Structure of ethical issues in new data ecosystems. Marianne Johnson, Timo Koskimäki, Markus Sovala (Statistics Finland)

Languages and translations
English

1

UNITED NATIONS ECONOMIC COMMISSION FOR EUROPE

CONFERENCE OF EUROPEAN STATISTICIANS

Workshop on Ethics in Modern Statistical Organisations

26-28 March 2024, Geneva, Switzerland

15 March 2024

Structure of ethical issues in new data ecosystems (pre-workshop version) Marianne Johnson, Timo Koskimäki, Markus Sovala (Statistics Finland)

[email protected]

Abstract

The current ethical frameworks for statistics, and for social research, rely conceptually on the idea of an organisation – or researcher – collecting data directly from the units they aim to study. In the era of data ecosystems and frequent sharing of data, the assumption of direct data collection has become obsolete.

The statistical community has recognised that the new data-era generates new ethical issues. Trust-enhancing measures like ethical commissions, ethics-related web segments and ethics communication strategies has been set up to overcome the everyday distrust situations.

The paper analyses the new ethical issues using the concept of professional ethics as a tool for analysis. A standard professional ethics code consists of a value statement, a set of claims to subjects and stakeholders, and a set of promises (code of conduct). The most prominent example is the medical profession, but this kind of deconstruction can be applied to any other professions, enabling a systematic study of ethical issues related to professional practices.

We analyse examples of recent ethical debates, related to data and statistics, from the point of view of professional ethics, to better understand the reasons for the emergence of negative public debates and other indications of distrust.

The key result is that current ethical codes for statistics do not recognize the new issues related to use of data. A proposal is made to amend the codes by adding descriptions and guidance related to (at least) the following situations:

- Secondary and tertiary use of data Example on secondary use is NSO using privately held or administrative data for statistics, example on tertiary use of data is researchers using micro-data provided by NSO

- Combining data from different sources In 2024 UN Statistical Commission meeting very many participating countries indicated that they are going to base their 2030 census on administrative data. We urgently need ethical guidelines on combining administrative data.

- Use of micro-data (or very granular statistics) in knowledge-based decision making. Data-based decisions typically impact specific groups of individuals or even individuals. There are already now many borderline cases on ISI principle 12, protection of the subjects. One example is to determine taxable value of a dwelling using micro-data on dwelling prices and statistical modelling; many decisions relating to social benefits impact (smallish) groups of people, and statistics, even micro data, are commonly used to allocate benefits.

2

Structure of ethical issues in new data ecosystems (pre-workshop version) Marianne Johnson, Timo Koskimäki, Marianne Johnson (Statistics Finland)

[email protected]

Paper

Introduction

1. The statistical community has recognised that the new data-era generates new ethical issues. Trust-enhancing measures like ethical commissions, ethics-related web segments and ethics communication strategies has been set up to overcome the everyday distrust situations1. However, it has been difficult to determine what was the cause that triggered the social distrust on statistics.

2. In this paper, we analyse the causes using the concept of professional ethical standard as a tool to understand the distrust situation. The study of professions, including professional ethics, is a well-established field of study2. As the ethical codes are intended to demonstrate core values and preferred code of conduct to stakeholders, including citizens and the media, they are a natural reflection surface to emerging distrust- situations. As a result of emerging distrust, there has also been a vivid discussion on ethical standards among professional (official) statisticians3.

3. First, we reflect the basic ideas of the study of professions and relate that to ethical codes and principles related to official statistics. Then we provide two examples of recent public debates on ethics and statistics. We conclude by reflecting our examples with the professional codes of statisticians.

Features of a professional ethics

4. A standard professional ethics structure consists of the following elements:

 a value statement, specifying the professional promise; what is the specific common good that the profession claims to provide to the society and individual people, e.g. health professionals are promoting public health and curing diseases.

 a set of claims to subjects and stakeholders, e.g. permission to violate intimacy, cause pain when diagnosing, professional integrity and education system, resources

 a set of promises (code of conduct), e.g. respect for the patient's right to self-determination, the duty to 'do good', – the duty to 'not do bad', to treat all people equally and equitably.

5. In the formal ethical codes this structure of values, promises and claims is supported by practical guidance highlighting how professionals should behave (e.g. Statistics Finland 1993). The current professional ethics for statistics – the ISI Declaration - also recognises this structure: “[… ] the Principles inherently reflect the obligations and responsibilities of – as well as the resulting conflicts faced by – statisticians to forces and pressures outside of their own performance, namely to and from: • Society

• Employers, Clients, and Funders

• Colleagues

• Subjects

1 ECE/CES/2023/24 2 For an overview see Suddaby and Muzio 2015, Bateman 2012 3 e.g. IAOS 2022; ECE/CES/2022/2

3

The ISI Declaration on professional ethics then elaborates these dimensions to four shared values - respect, professionalism, truthfulness and integrity - and then continues with a list of 12 ethical principles4. One can find similar ethical characterisations from many statistical organisations (ECE/CES/2023/24)

6. For this paper, we will use the structure of the ISI declaration of professional ethics as tool for analysis. The examples we use here come from Finland and Norway. The Finnish case is about the use of statistical micro data for knowledge-based decision making: Should the state know, behind your back, how much you will potentially cost for the health-care service provider. The Norwegian case is about the National Statistical Office access to new, privately held data sources5. How much does the National Statistical Office need to know about the individuals in the country. The Incidents Micro-data for knowledge-based decision-making

7. In Finland it has taken decades of planning to find a solution to restructure public social- and health care services. One aim has been to take the responsibility to provide these services from the municipalities and instead have new welfare areas, consisting of ten ore more local governments (municipalities). This change was realised in 2023. At the same time, there was also a plan on having private health care providers take a bigger role in health care system. The welfare areas would buy the basic health –care services from private enterprises. The price to be paid to private enterprises would be based on the health-related characteristics of the client. The clients would be free to choose between different service providers, and the service-provider would be compensated by the welfare area depending on the health-related characteristics of the clientele. This latter part of the plan has not realised and is currently not on the political agenda. However, it provides an interesting case of an ambitious plan to apply knowledge-based decision making in the health-care system.

8. Establishing a system of private production of publicly provided services would be implemented by channelling central government funding for services in advance. This would be achieved by the state compensating for the provided services in advance. A model was to be developed for calculating how much funding should be distributed to the different health care actors. The task was given to the Finnish Institution for Health and Welfare (THL), from where an application was sent out to Statistics Finland to get use of individual level data gathered by Statistics Finland from different registers for statistical production.

9. The plan was to use background information from Statistics Finland (such as age, education, language, occupation, place of residence, socioeconomic status etc) and link this data to information on the persons health conditions from healthcare and medication registers from THL and the Social Insurance Institution KELA. With this data on individual level THL would be able to assess for each citizen a risk value, that would give an estimate of the persons upcoming costs as a user of the health care system. The plan was that the calculated risk value would only be known by THL and KELA and that not even individuals themselves would be told the results of the calculations.

10. There were many legal problems with the plan. The EU general data protection regulation states that the use of data should be transparent, and everybody should have the right to check their data. The Statistics Act states that data gathered for statistical purposes can only be given to another statistical agency (which the THL is) for statistical purposes. Statistics Finland can give access to pseudonymized data to be used in scientific research and statistical analyses. The law explicitly rules out that data obtained from Statistics Finland could be used for decisions relating to the individual. The case as such did not involve such decisions, but the sole existence of the coefficient was perceived as a risk that it could be used on individual decision making.

11. There was wide media coverage of the plan that came to be known as the Capitation reimbursement model. First the articles were neutral and brought forth the ideas behind the model with informative interviews with the

4 ISI 2023 5 The description of the Norwegian case is made by the authors of the paper and not Statistics Norway

4

experts at THL. The benefits of the model were put forth and it was implied that the government had much better possibilities to calculate the individual risk values than insurance companies, as the government agencies already have so extensive data on individuals available.

12. Quite fast the articles started to question if giving ‘health points’ to persons was the right way to go ahead. The Data Protection Ombud took part in the discussions, as well as other legal scholars, and the plan was condemned as among other things citizens’ rights had not been taken into account. One of Statistics Finland directors also pointed out the ethical issues on a semi-official blog-platform of Statistics Finland6

13. Statistics Finland sent out a letter of inquiry to THL asking for a better description on how the data from Statistics Finland was planned to be used and on what grounds they would have the right to handle the data.

THL came around and submitted an answer to Statistics Finland as well as a new data application that differed in many ways from the previous application. THL still requested much of the same data from Statistics Finland to be linked to health data from THL and medication data from KELA, but now the data was to be used for a research project to come up with a model for distributing funding to each Welfare area. The data would not include identifiers and would be used over Statistics Finland’s remote access system by researchers stated in the data permit.

14. As the public discussion was critical towards purely individual coefficients, the legislators ended up to a solution where no individual data would be permitted for the calculation of coefficients. Instead, a rather limited set of variables to be used was defined in the draft legal act. The legal act was never passed, due to resignation of the Government.

Access to new, privately held data sources

15. Norway introduced a new Statistics Act in 2019. The Act granted Statistics Norway rights to access to privately held data for statistical purposes. One of the first attempts to get access to privately held data was to gather data on private consumption using cash-register records combined with payment card data. However, one key actor in the process, the supermarket chains contested the Norwegian statistical office's authority to request regular submission of purchases data collected by these stores. The data was intended to be collected directly from point-of-sale systems and would encompass nearly all grocery purchases made by the entire Norwegian population. Although the purchase data does not include personal identification numbers, Statistics Norway would be able to link more than 70 % of all grocery purchases (receipts) to persons and households through debit card transactions from the banking systems. After this it is possible to link the purchase data to other data on individuals and households already held by Statistics Norway, and thus to e.g. generate information on categorized product purchases by household size, income, education level and geographical region, as well as possibly produce new statistics on dietary habits.

16. One of the supermarket chains filed a complaint with the Norwegian Data Protection Agency (DPA). After investigation, the DPA concluded that the public authority (the State) was intruding upon citizens' privacy by collecting such data. It emphasized that there are limits on what data that official agencies should handle when it comes to personal data, even though the intentions are good. Laws state that everybody has the right for respect of their and their families’ private life. The DPA found Statistics Norway lacked sufficient legal grounds to process transactional personal data as proposed and, under Article 58(2)(f) of the GDPR, banned the data processing.

17. Primarily, the issue revolves around concerns about government overreach in data collection rather than mistrust in Statistics Norway's utilization of individual data. Even political parties took part in the debate saying that they do not want Norway to become a surveillance society. Statistics Norway contends that it is wrong to identify the agency as "the state" and asserts its’ authority to gather necessary data under the Norwegian

6 Koskimäki 2018

5

Statistical Act. They are not interested in individuals but in statistics. Developing new methods is an integrated part of statistics production. There are also high standards set for producing high quality statistics which Statistics Norway aims to achieve by using the best data available. However, there is a recognition within Statistics Norway of the critical importance of maintaining high levels of public trust.

18. The challenge of accessing purchase data is a setback to Statistics Norway's efforts to explore using supermarket receipts for the Household Budget Survey (HBS). Future requests would imply continuing to engage in open dialogue about data usage and conducting necessity assessments for each new planned data collection, as well as continued consultations with the Data Protection Agency.

Reflection

19. Our data – reflection of the case studies with respect to ISI ethical principles and professional values – is presented in Annex 1. According to our judgement, 6 out of the 12 ethical ISI principles were relevant from the point of view of our cases. Considering the ISI professional values, three instances related to value “truthfulness”, two to “professionalism” and one to “respect”

The following principles were classified as truthfulness issues:

2. Clarifying Obligations and Roles

The respective obligations of employer, client, or funder and statistician regarding their roles and responsibility that might raise ethical issues should be spelled out and fully understood.

8. Maintaining Confidence in Statistics

In order to promote and preserve the confidence of the public, statisticians should ensure that they accurately and correctly describe their results, including the explanatory power of their data.

9. Exposing and Reviewing Methods and Findings

Adequate information, including open-source software, should be provided to the public to permit the methods, procedures, techniques, and findings to be assessed independently.

The following principles were classified as professionalism issues:

3. Assessing Alternatives Impartially

Available methods and procedures should be considered, and an impartial assessment provided to the employer, client, or funder of the respective merits and limitations of alternatives, along with the proposed method.

10. Communicating Ethical Principles

In collaborating with colleagues and others in the same or other disciplines, it is necessary and important to ensure that the statisticians’ ethical principles are clearly understood by all participants, and properly reflected in the inquiry.

One principle was classified under the value Respect:

12. Protecting the Interests of Subjects

Statisticians are obligated to protect subjects, individually and collectively, insofar as possible, against potentially harmful effects of participating.

20. Our first observation is, that all the issues studied relate to the conflict between expectations of the audience (people and media) and the actions of data institutions. In both cases the audience was taken by surprise. In Finland this was probably because throughout the entire process, it was, even for professional audience, unclear whether the research methodologies would be publicly available and whether it would be possible to evaluate the quality of the results. Also, it was unclear who exactly would have access to these sensitive coefficients. Both THL and especially KELA, the two institutions that would have access to coefficients, have also administrative and surveillance functions. They were, in a way, not perceived as research institutes but more as parts of state apparatus. The Norwegian case was more transparent, the approach was quite straightforward to produce official statistics; perhaps the description of the new statistics to be produced was a bit loose. Despite

6

this, the Statistical Office was perceived as part of – potentially repressive - state apparatus, not as research institute or independent statistics producer.

21. All the statisticians and researchers acted in good faith and carefully followed their ethical codes of practice. Despite this, these data- actions were considered by the audience suspect, intrusive and threatening. Even the cases that we have here classified as ethical issues, are in essence cases where the statistician or researcher has carefully followed the code, but in the eyes of the public, they were not acting ethically. We think the root cause for the distrust we have analyzed here are not the behavior of the institutions or their staff, the issue is that the ethical codes are not fit for the new data situations we face.

22. Statistical institutes and the statistical community have done a lot of work to grasp the new ethical challenges. Trust centra has been established, strategic communication on data confidentiality and data security has been enhanced and explanatory memoranda on the new data ecosystems are being produced. These actions may fail, as they only try to remedy the symptoms, not the root cause which is the fact that statistical institutions have entered to the new areas – privately held data and data services – that are not familiar to our audiences. These new types of tasks are not reflected in our ethical code, not even in the most recent one, ISI code that was revised 2023. Thus, there is no authoritative norm to support data decisions in these new settings. To update the norms would not only benefit the statistical community but all institutions and experts dealing with data and analysis.

23. The ethical codes should (at least) cover the following new situations and provide guidance on how act: - Secondary and tertiary use of data – example on secondary use is NSO using privately held or administrative data for statistics, example on tertiary use of data is researchers using micro-data provided by NSO

- Combining data from different sources – in 2024 UN Statistical Commission meeting very many participating countries indicated that they are going to base their 2030 census on administrative data. We urgently need ethical guidelines on combining administrative data - Use of micro-data (or very granular statistics) in knowledge-based decision making. Data-based decisions typically impact specific groups of individuals or even individuals. There are already now many borderline cases on ISI principle 12, protection of the subjects. One example is to determine taxable value of a dwelling using micro-data on dwelling prices and statistical modelling; many decisions relating to social benefits impact (smallish) groups of people, and statistics, even micro data, are commonly used to allocate benefits.

24. It should be noted, however, that the Finnish case is an excellent example on evidence-based decision making. As such, it would not have violated the integrity of the subjects. It would probably also fall in to the “do good” category as the application of the coefficients would result in better allocation of resources and thus better services. The statistics Norway case would also fall in the “do good” -category. To do as planned would have saved a lot of taxpayers’ money and, at the same time, improved technical quality and relevance of official statistics.

25. We must be prepared for the ethical discussion about the right way to use data gathered for statistical purposes. As the statistical offices are becoming data repositories for a vast array of different governmental registers that can be linked to each other, it is inevitable that society has other use for the data than only the production of statistics. The statistical offices could be a one stop shop to provide much needed micro data for evidence-based decision making. The data needed within government, and the laws concerning the use of data collected for statistics as well as the data protection legislation, do not always meet. There are e.g questions , concerning the need to protect statistical units in cases when the data has not been obtained by the statistical office directly from the statistical unit, but from other sources. Statistics Finland has e.g. turned down an application by the Ministry of Education for school-wise information on the student’s parents’ socioeconomic status (income, national origin, education). The ministry would have wanted datato be able to give more funding to schools by applying positive discrimination. According to current national legislation, Statistics

7

Finland cannot disclose the names of our statical units (in this case schools) so the schools needing more funding could not be identified.

Annex: Key elements of ISI code of ethics, Case studies, and Violated values

Case Finland

Case Norway Violated values

1. Pursuing Objectivity  Statisticians should pursue objectivity without fear or favour, only selecting and using methods designed to produce the best possible results.

Not an issue Not an issue None

2. Clarifying Obligations and Roles  The respective obligations of employer, client, or funder and statistician regarding their roles and responsibility that might raise ethical issues should be spelled out and fully understood.

Role of NSI not Clear, role of the research organization not clear

Use of the requested information not specified in detail.

Truthfulness - processes were not transparent.

3. Assessing Alternatives Impartially  Available methods and procedures should be considered, and an impartial assessment provided to the employer, client, or funder of the respective merits and limitations of alternatives, along with the proposed method.

No alternatives were considered to the basic idea

No alternatives to micro-linking were considered.

Professionalism – social acceptability was not considered carefully enough.

4. Conflicting Interests  Statisticians avoid assignments where they have a financial or personal conflict of interest in the outcome of the work.

Not an issue Not an issue None

5. Avoiding Preempted Outcomes  Any attempt to establish a predetermined outcome from a proposed statistical inquiry should be rejected, as should contractual conditions contingent upon such a requirement.

Not an issue Not an issue None

6. Guarding Privileged Information  Privileged information is to be kept confidential. This prohibition is not to be extended to statistical methods and procedures utilized to conduct the inquiry or produce published data

Perceived as risk by subjects?

Perceived as risk by subjects?

None

7. Exhibiting Professional  Statisticians shall seek to upgrade their professional knowledge and skills, and shall maintain awareness of technological developments, procedures, and standards which are relevant to their field, and shall encourage others to do the same.

Not an issue Not an issue None

8

8. Maintaining Confidence in Statistics  In order to promote and preserve the confidence of the public, statisticians should ensure that they accurately and correctly describe their results, including the explanatory power of their data

The calculated coefficients would not be made available to subjects, details of the models used unclear

The usage of the requested data unclear

Truthfulness – lack of transparency

9. Exposing and Reviewing Methods and Findings  Adequate information, including open source software, should be provided to the public to permit the methods, procedures, techniques, and findings to be assessed independently.

Was perceived inadequate by subjects

Was perceived inadequate by subjects

Truthfulness – lack of transparency

10. Communicating Ethical Principles  In collaborating with colleagues and others in the same or other disciplines, it is necessary and important to ensure that the statisticians’ ethical principles are clearly understood by all participants, and properly reflected in the inquiry.

Failure to communicate to subjects and stakeholders; differing professional codes between statistician and economists

Failure to communicate to subjects and stakeholders

Professionalism – social acceptability not considered carefully enough

11. Bearing Responsibility for the Integrity of the Discipline 

Not an issue Not an issue None

12. Protecting the Interests of Subjects Statisticians are obligated to protect subjects, individually and collectively, insofar as possible, against potentially harmful effects of participating

Was perceived as threat, unclear whether there is impact to the subjects

Was perceived as intrusive

Respect – the promise to “not do bad “not convincing, the promise to “do good” not convincing from the subjects’ point of view.

9

References

Bateman, Connie (2012): Professional Ethical Standards: The Journey Toward Effective Codes of Ethics Work and Quality of Life, 2012, pp 21 – 34

ECE/CES/2022/2 Core values of official sta s cs (downloaded 11.3.2024)

ECE/CES/2023/24 An ethical approach to the development of social acceptance strategies for national statistical offices by Canada, Ireland, UK and Eurostat (2023). (downloaded 11.3.2024)

IAOS (2022): IPS02.Core values of official sta s cs – What are they and how do we demonstrate them?

ISI (2023): Interna onal Sta s cal Ins tute Declara on on Professional Ethics (downloaded 11.3.2024)

Koskimäki, Timo (2018): Sinunkin elämällesi oikea hinta. Blogi Tieto & Trendit 11.4.2018.

United Na ons (2014): UN Fundamental Principles of Official Sta s cs (downloaded 11.3.2024)

Suddaby, Roy and Daniel Muzio (2015): Theore cal Perspec ve on the Professions. In: The Oxford Handbook of Professional Service Firms. Oxford University Press 2015

Sta s cs Finland (1993): Toimi oikein lastoalalla. Tilastokeskuksen amma ee nen opas. Käsikirjoja 30, Tilastokeskus, Helsinki 1993. (Guide on professional ethics in Official Sta s cs, in Finnish only)

S2c_4_Comparison of EGSS and structural business statistics data on measuring_CE

Languages and translations
English

Comparison of EGSS and structural business statistics data on measuring circular economy 9th Joint OECD-UNECE Seminar on SEEA Implementation Geneva, 18 – 20 March 2024 Nina Hiltunen, Niko Olsson, Johanna Pakarinen

Contents

• Defining circular economy • Circular economy indicators in Finland • Structural business statistics in measuring

circular economy • EGSS and circular economy • Industries and products • Review of EGSS circular economy figures • Differences between environmental goods

and services and structural business statistics data

18-20 March, 2024 Statistics Finland2

Defining circular economy business

• Circular economy is a comprehensive system change

• Defining is essential for measuring

• In Finland circular economy business is defined through activities that are pivotal from the perspective of a product or service life cycle

• Eight activities, which encompass a total of 18 indicators

18-20 March, 2024 Statistics Finland3

Circular economy indicators in Finland

• First indicator set produced in 2020 • Updated in 2022 and 2023 with added

indicators • The goal was to produce indicators that

demonstrate Finland’s progress towards the circular economy with an emphasis on a business perspective

• Indicators are primarily based on statistical data already collected for other purposes

• 18 indicators with time series from around 2010 onwards

18-20 March, 2024 Statistics Finland4

Circular economy business indicators in Finland

18-20 March, 2024 Statistics Finland5

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

-

10 000

20 000

30 000

40 000

50 000

60 000

2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

EU R

m ill

io n

Number, turnover and personnel of circular economy establishments

Number of personnel Number of establishments Turnover (EUR million)

Circular economy business indicators in Finland • Structural Business Statistics (SBS) serve as the

data source

• Circular economy is defined through industries

• The Eurostat list of industries serves as the foundation, and the category of ‘Other circular economy industries’ has been added to include industries not originally in the Eurostat list

• Industry classification helps identify which industries fall under the circular economy

• Measuring all circular economy activities across the entire economy is challenging

• The data is compiled from establishment-specific information, covering enterprises where only part of their activity aligns with the circular economy

• Recycling • 381 Waste Collection • 383 Materials recovery • 4677 Wholesale of waste and scrap • 4779 Retail sale of second-hand goods in stores

• Repair and reuse • 331 Repair of fabricated metal products, machinery and equipment • 4520 Maintenance and repair of motor vehicles • 4540 Sale, maintenance and repair of motorcycles and related parts and

accessories • 95 Repair of computers and personal and household goods

• Other circular economy industries • 771 Renting and leasing of motor vehicles • 772 Renting and leasing of personal and household goods • 773 Renting and leasing of other machinery, equipment and tangible goods

18-20 March, 2024 Statistics Finland6

SBS as a data source

Positives: •Finland has excellent data coverage in

SBS •Detailed data on an establishment level •Covers product and service value chains •Possibility for regional data

Negatives: •Industry classification a good

starting point but misses a lot of circular economy activity

18-20 March, 2024 Statistics Finland7

EGSS and circular economy • EGSS in Finland is calculated from national accounts’ economic figures

• To calculate CE from EGGS data, the following categories of Classification of Environmental Protection Activities and Expenditure (CEPA) and Classification of Resource Management Activities (CReMA) categories could be considered:

18-20 March, 2024 Statistics Finland8

•02 Wastewater management •Mostly NACE 22: products related to

wastewater management •03 Waste management

•381 Waste Collection •382 Waste treatment and disposal

•07 Protection against radiation •382 Waste treatment and disposal

CEPA

•11B Minimisation of the intake of forest resources •16 Renovation of wooden packaging, pallets,

etc. for reuse •13C Minimisation of the use of fossil energy as

raw materials •Mostly NACE 22: products such as

replacement bags for plastic bags and regenerative rubber

•14 Management of minerals •Mostly NACE 24: iron made from recycled

materials •383 Materials recovery

CReMA

Comparison of CE industries & products in EGSS and SBS

EGSS

• Recycling • 381 Waste Collection • 382 Waste treatment and disposal • 383 Materials recovery • 4677 Wholesale of waste and scrap • 4779 Retail sale of second-hand goods in stores

• Products • 08 Reuse of slag in construction activities • 13 Textile bags and sacks as replacements for plastic bags • 16 Renovation of wooden packaging, pallets, etc. for reuse • 17 Paper bags as replacements for plastic bags and paper made from

recycled materials • 22 Products for water and wastewater management and products such

as replacement bags for plastic bags and regenerative rubber • 24 Iron from recycled materials

Circular economy business indicators (SBS)

• Recycling • 381 Waste Collection • 383 Materials recovery • 4677 Wholesale of waste and scrap • 4779 Retail sale of second-hand goods in stores

• Repair and reuse • 331 Repair of fabricated metal products, machinery and equipment • 4520 Maintenance and repair of motor vehicles • 4540 Sale, maintenance and repair of motorcycles and related parts and

accessories • 95 Repair of computers and personal and household goods

• Other circular economy industries • 771 Renting and leasing of motor vehicles • 772 Renting and leasing of personal and household goods • 773 Renting and leasing of other machinery, equipment and tangible goods

18-20 March, 2024 Statistics Finland9

CE output, value added and export based on EGSS data • Figures are based on

national accounts’ economic data

• Chosen NACE industries and CEPA/CReMA categories are previously mentioned

• Circular economy figures then follow trends in the general economy

18-20 March, 2024 Statistics Finland10

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

EU R

m ill

io n

EGSS Output, value added and export of circular economy

Output Value Added Exports

NACE and CEPA/CReMA review

18-20 March, 2024 Statistics Finland11

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

EU R

m ill

io n

EGSS output of circular economy by CEPA/CReMa

02 03 07 11B 13C 14

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

EU R

m ill

io n

EGSS output of circular economy by NACE

08 13 16 17 22 23 24 38 46 47

• Largest industry by far is NACE 24 Manufacture of metals • Recycled metals • CReMA 14 consist mostly of recycled metals

• Second largest industry is NACE 38 Waste collection, treatment and materials recovery • CEPA 3 consist of only waste collection and management

NACE and CEPA/CReMA review

18-20 March, 2024 Statistics Finland12

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

16 000

18 000

20 000

2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

St af

f-y ea

r

EGSS staff-year for circular economy by NACE

08 13 16 17 22 23 24 38 46 47

0

2 000

4 000

6 000

8 000

10 000

12 000

14 000

16 000

18 000

20 000

2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022

St af

f-y ea

r

EGSS staff-year for circular economy by CEPA/CReMa

02 03 07 11B 13C 14

Differences between environmental goods and services and structural business statistics data EGSS data (based on national accounts data)

Share of EGSS is estimated by using expert

assessments, internal statistics, information

requests, websites

No regional data

Consistent with national accounts

SBS data (based on tax data and enterprise surveys)

Data coverage in Finland is excellent

Data compiled on LKAU level •Possibility to cover

enterprises where only part of their activity aligns with the circular economy

Regional data

18-20 March, 2024 Statistics Finland13

  • Comparison of EGSS and structural business statistics data on measuring circular economy
  • Contents
  • Defining circular economy business
  • Circular economy indicators in Finland
  • Circular economy business indicators in Finland
  • Circular economy business indicators in Finland
  • SBS as a data source
  • EGSS and circular economy
  • Comparison of CE industries & products in EGSS and SBS
  • CE output, value added and export based on EGSS data
  • NACE and CEPA/CReMA review
  • NACE and CEPA/CReMA review
  • Differences between environmental goods and services and structural business statistics data�
  • Thank you!

Statistics Finland’s progress in a holistic mapping of data and statistics on children in line with the National Child Rights Strategy, Marjut Pietiläinen (Statistics Finland)

Languages and translations
English

*Prepared by Anna Pärnänen & Marjut Pietiläinen.

NOTE: The designations employed in this document do not imply the expression of any opinion whatsoever

on the part of the Secretariat of the United Nations concerning the legal status of any country, territory, city

or area or of its authorities, or concerning the delimitation of its frontiers or boundaries.

United Nations Economic Commission for Europe

United Nations Children’s Fund

Expert meeting on statistics on children

Geneva, Switzerland, 4–6 March 2024

Item 8 of the provisional agenda

Statistics Finland’s progress in a holistic mapping of data and statistics on children in line with the National Child Rights Strategy

Note by Statistics Finland*

Abstract

This paper describes Statistics Finland’s task on the Measure 24 of the first National

Child Strategy, which is based on the UN Convention on the Rights of the Child and

promotes the implementation of the Convention. The Strategy was published in

2021. In accordance with the measure, Statistics Finland was tasked with producing a

comprehensive picture of the state of knowledge about child wellbeing, identifying

blind spots in the knowledge base, and making a proposal for a child data portal. The

paper gives an overview of the background and the aims of the task, the work done

so far, indicators covered and the conclusions.

The paper is a shortened version of the final report on Measure 24 of the National

Child Strategy Knowledge about children – Current status and development needs

prepared by Johanna Lahtela and Anna Pärnänen, Statistics Finland. The report is

available online: https://www.lapsenoikeudet.fi/wp-

content/uploads/2022/08/Knowledge-about-children_measure24.pdf.

I. Introduction

1. Finland’s first National Child Strategy was published in 2021. The vision of the strategy is a

child and family-friendly Finland where the rights of the child are respected. The aim is to

Working paper 24

1 March, 2024

Working paper 24

2

mainstream children’s rights and status so that children are consistently taken into

consideration in all policies and activities alongside other members of society, and that

children are informed of their rights. The strategy pays special attention to securing the

status of vulnerable children and better recognising their needs (Finnish Government, 2021).

2. In accordance with the Measure 24 of the National Child Strategy, Statistics Finland was

tasked with producing a comprehensive picture of the state of knowledge about child

wellbeing, identifying blind spots in the knowledge base, and making a proposal for a child

data portal. The aim was to combine information about children on a single website to

promote the use of the data in a way that supports children’s rights. To achieve a

comprehensive picture of the data needs and use of data, the measure was carried out in

close cooperation with stakeholders. The strong commitment of the stakeholders and the

common will was crucial for the project.

3. The work has been rewarding and very necessary. Despite previous efforts to compile child

data, no comparable overviews of the state of knowledge about children have been done

before. This overview has been necessary because information about children is scattered,

and there are many data producers. In addition, a wide range of users have different data

needs. Although there is a wealth of information available about children — even a

surprisingly large amount — there are still blind spots that need to be better addressed in the

future. This paper provides an overview of the tasks carried out under the measure 24 of the

National Child Strategy.

II. How is the wellbeing of children measured?

4. The wellbeing of children can be measured in many ways. For example, the OECD has

outlined multiple domains and possibilities for measuring child wellbeing. The OECD

divides the different dimensions of child wellbeing into three tiers: the outermost tier covers

public policies, while the inner tiers concern children’s living environment and their

activities, behaviours, and relationships. These dimensions are divided further into different

aspects, each with its own dashboard (OECD, 2021, see also the OECD Child Wellbeing

Dashboard1.) The indicators should be age-sensitive and stage-sensitive, reflect children’s

own views on wellbeing, capture inequalities, and be responsive to the needs of children

from different backgrounds, for example.

5. The different domains of child wellbeing form a multidimensional network (Figure 1).

Multiple aspects of life such as living conditions, individual experiences and social

protection affect wellbeing. In the case of children, social protection is emphasised because

the younger the child, the more they depend on the adults around them. The obligation to

protect children is also enshrined in the Convention on the Rights of the Child.

Figure 1. Measuring children’s wellbeing is complicated

1 https://www.oecd.org/els/family/child-well-being/data/dashboard/.

Working paper 24

3

6. Childhood settings and experiences have an impact throughout the individual’s life cycle.

From a societal perspective, measuring child wellbeing is also important to ensure the

functioning of society in the long term. For example, the number of adults actively engaged

in society in the future can be influenced by limiting the factors of disadvantage that

contribute to the risk of social exclusion.

7. However, children should not only be thought of as future adults. There are more than one

million children in Finland, which means that around a fifth of Finns are under the age of 18.

It is therefore important to know how children are doing right now. All children have the

right to a good life and a society that supports their growth. This also means that efforts must

be made to reduce illbeing.

8. Children’s wellbeing is embedded in their growth environment. It is influenced by the

family’s income level and family relationships, the school environment, hobbies and the

living environment. Indicators such as family wellbeing therefore play an important role in

measuring child wellbeing. Children themselves also identify the family as an important

source of their wellbeing (Poikolainen, 20142)

9. Measuring child wellbeing is challenging because it is impossible to choose indicators that

could measure the wellbeing of all children. For example, the needs of an infant are very

different from those of a teenager. This means that different indicators are needed for

children of different ages.

2 Poikolainen, J. (2014) Lasten positiivisen hyvinvoinnin tutkimus – metodologisia huomioita. Nuorisotutkimus 32:2.

Indidators should be parly age- sensitive

Data collection can leave blind spots, e.g. regarding young children and those in a particularly vulnerable position

Children-s well-being

embedded in their growth environment

Living conditions,

experiences, protection

Measuring children's well-being

The different aspects of well-being format multidimensional network

Childhood settings and

experiences have an effect

throughout the individual's life

cycle

Indicators that change

over time

Protective and risk factors Well-being and disadvantage

Children's own views on

matters important to

their well- being

Working paper 24

4

10. The perception of what is considered wellbeing is constantly changing, and it is influenced

by societal developments, political priorities, and common values and standards. As the

world changes, new aspects of wellbeing also emerge. For example, because of the changes

in the concept of family and the digital transformation, we now need indicators that did not

exist in the 1990s. The indicators should therefore change in line with changes in society. On

the other hand, permanent indicators are also necessary to monitor changes in wellbeing over

time.

11. Wellbeing indicators are divided into objective and subjective indicators. Objective

indicators measure resource-based wellbeing, while subjective indicators reflect individuals’

own perception of their wellbeing. (Haanpää, Toikka & af Ursin, 20203.) Subjective

wellbeing cannot be measured using register-based data alone, but it also requires access to

survey-based data.

12. Although we talk about measuring wellbeing, indicators often describe “illbeing”. For

example, in the National Indicators of Child Wellbeing, the indicators of “No close friends”

and “Difficulties in communicating with parents” have been selected as indicators of social

relationships. One of the reasons given for emphasising indicators of illbeing is that it is

easier to measure illbeing than wellbeing (Ministry of Education and Culture, 2011).

Indicators of illbeing can help identify the risk of social exclusion, for example.

13. However, it is also important to measure wellbeing. Indicators of wellbeing do not just

measure whether children are doing well. Good family relationships or a healthy lifestyle are

also protective factors that make it easier to cope with life’s challenges (Poikolainen, 2014).

Wellbeing indicators can thus reinforce good practice by highlighting strengths and positive

factors. Particular attention should be paid to measuring the wellbeing of vulnerable

children. The Finnish Terminology Centre defines vulnerable persons as follows: “A group

of people who, due to factors beyond their control, do not have the same opportunities as

other population groups and are therefore at risk of inequality.”

14. All children are inherently vulnerable, as they do not have the same opportunities as adults

to make decisions about their lives. However, some groups of children are more vulnerable

than others. For example, migrant children, children with disabilities, children who have

experienced violence, and children belonging to gender or sexual minorities are in a more

vulnerable position than other children.

15. Nevertheless, indicators have their limitations. A single indicator does not necessarily tell

the data seeker anything until the data are put into context and analysed. Contextualisation

may be based on time series or on comparative data. On the other hand, indicators may also

need to be supported with a broader interpretation and analysis of the phenomena. For

example, does the increase in the number of child welfare notifications reflect an increase in

general illbeing or a lower threshold for reporting issues?

16. The mapping of the knowledge about children’s wellbeing has been an important data policy

exercise. The report describes the current state of knowledge about child wellbeing and

makes suggestions for improvement. The suggestions put forward in the report will help

develop knowledge about children further.

3 Haanpää, L., Toikka, E. & af Ursin, P. (2020) Alakouluikäisten lasten moniulotteinen elämääntyytyväisyys

Suomessa. Yhteiskuntapolitiikka 85.

Working paper 24

5

III. Progress of the work

17. Measure 24 comprised three sets of tasks. The aim was first to produce a comprehensive

description of the knowledge base on the wellbeing of children and young people. The

second objective was to identify the data needs, data content and blind spots in the data.

Third, Statistics Finland was tasked with planning a data repository with stakeholders that

describes the situation of children and young people and facilitates finding and using data

and monitoring the status of children in Finland. Another task was to make a proposal for a

data portal, its implementation method, and its content, as well as for the implementation

schedule. The work was carried out between March 2022 and February 2023.

18. The main objective of the measure was to produce a comprehensive description of the

knowledge base. This was carried out by compiling all available indicators in a single

roadmap (Excel file). The preparation of the roadmap required an in-depth investigation of

different indicator websites, data sources, the indicators themselves and their production.

The end result was a roadmap that provides a comprehensive picture of what kind of data on

child wellbeing are produced in Finland, how the data are produced, and by whom. The

roadmap served as a basis for the planning of the indicator website.

19. The mapping of blind spots was carried out throughout 2022, and a workshop on data gaps

was organised for stakeholders in the spring of 2022. Statistics Finland also cooperated with

Measure 25 of the National Child Strategy, led by the Ministry of Finance. In the measure, a

survey was conducted among municipalities and hospital districts, and the questionnaire also

included questions on what kind of data gaps had been identified at regional level. Blind

spots were also mapped in other stakeholder meetings, and further observations were made

over the course of the indicator work.

20. One of the tasks of the measure was to make a proposal for a data portal, its content, and its

implementation method and schedule. The work started in the spring of 2022. The location

of the data portal was discussed with the steering group4. This involved investigating

whether Statistics Finland’s website would be a suitable location for the portal. The task was

carried out in cooperation with Statistics Finland’s ongoing website renewal project to find a

workable solution for the implementation of the child data portal.

21. In addition to the tasks described above, several awareness-raising measures were

undertaken. The launch of the measure was announced by publishing a joint news release

together with the Ministry of Social Affairs and Health. The measure was also presented in a

webinar and at various stakeholder meetings. The awareness-raising measures carried out in

the measure have been very successful. The articles, blogs and infographics have attracted a

large number of views on Statistics Finland’s website, as well as on Twitter.

22. A second workshop was organised on the outputs of the measure, findings on the current

state of the knowledge base and suggestions for improvement. The workshop was attended

4 Steering group members represented following organizations: Finnish National Agency for Education, Mannerheim

League for Child Welfare, Secretary General for the National Child Strategy / Prime Minister’s

Office, Finnish Institute for Health and Welfare, Itla Children’s Foundation, Diverse Families

Network, Central Union for Child Welfare, Statistics Finland, State Youth Council, the Ministry of

Social Affairs and Health, Social Insurance Institution of Finland and SAMS–Samarbetsförbundet

kring funktionshinder

Working paper 24

6

by a wide range of experts from different stakeholders, including data producers, data users

and data administration staff. The results of the workshop were also utilised when drawing

conclusions on the improvement of the knowledge base.

IV. Child wellbeing indicators

23. Indicators play a key role in the use of statistical data. Indicators are key figures that at best

enable broad and complex matters to be presented in a simple way. They are also needed in

target setting, monitoring, planning and decision-making, including in the monitoring of

children’s wellbeing.

24. The indicator work started with a review of the theoretical framework for the wellbeing of

children and young people. For example, the methods for the measurement of child

wellbeing and the concept of wellbeing as a whole were outlined based on the OECD report

entitled “Measuring What Matters for Child Wellbeing and Policies”. The early stages of the

work involved getting acquainted with previous indicator work carried out at national and

international level.

25. In addition, different sources of indicators were mapped. The initial mapping already

showed that the data volume was likely to be large, as more than 40 initial sources of data

were identified.Due to the large amount of data, it was deemed necessary at an early stage to

establish a reference model for the classification of the wellbeing indicators. The reference

model served as the basis for a knowledge base that consists of child wellbeing indicators.

26. The reference model was based on earlier models of wellbeing, but the aim was to keep the

different domains of wellbeing manageable. It was therefore decided that the model should

have a total of eight wellbeing domains (Figure 2) including: health and wellbeing, hobbies

and leisure, social relationships, inclusion and participation, school and early childhood

education and care, housing and living conditions, safety, and services, benefits and social

support. The ninth domain, demographic indicators, describes the demographic structure of

the child population.

Figure 2 Reference model for the domains of wellbeing

Demographic indicators

•Children in the population

•Children and immigration

Health and wellbeing

•Physical health

•Mental health

•Lifestyle

•Functional capcity

Hobbies and leisure

•Hobbies

•Leisure

•Housework

Social relationships

•Family and relatives

•Friends

•School community

Inclusion and participation

•participation

•Participation at school

•Societal trust

Working paper 24

7

27. The next step was to start the actual compilation of indicators in an Excel file to serve as a

roadmap. Initially, the mapping covered all indicators describing children and young people

aged 0–29. However, it soon became clear that the volume of data would be considerably

larger than anticipated and could become unmanageable. It was therefore decided to limit the

indicators to children aged 0–17. Second, it was decided to focus on nationally produced

data because combining internationally coordinated data resources with other child data is

challenging. Third, the indicators selected for the roadmap had to be based on data that were

regularly produced for a time series to be available. This restriction excluded individual and

one-off studies from the mapping. Fourth, the indicators were limited to those directly

related to child wellbeing. This meant that the object of measurement of the indicator had to

be either the child or the family of the child. As a result, indicators such as the cost of

various services or measures taken by municipalities and schools were excluded.

28. Even after these restrictions, the volume of data describing child wellbeing was huge:

overall, around 2,400 indicators were compiled for the roadmap. When looking at the

indicators as a whole, it is important to note that the indicators do not form an immutable

database. New background variables may be added to the register data, or the data content of

the surveys may change. Sometimes even the data producer can change, as has been the case

with the Child Victim Survey and statistics on early childhood education and care, for

example. The list of indicators therefore continuously evolves over time, at least to some

extent.

29. Finally, the indicators were further categorized into smaller sets within the different domains

of the reference model. This enabled more detailed examination of the data content, blind

spots, and data overlaps in the domains to be carried out. For each domain, the distribution

of the indicators by age group was also examined. In addition, the main sources of data were

identified for each domain, as well as weaknesses in the knowledge base.

30. The classification stage revealed the limitations of the earlier “siloed” reference model: One

indicator can belong to more than one wellbeing domain at the same time. For example,

bullying at school can belong to the school and early childhood education and care domain,

but it can also belong to the safety domain. The roadmap also indicates all alternative

wellbeing domains to which the indicator could belong. The roadmap was also colour-coded

to indicate whether the indicator described wellbeing/protective factor or ill being/risk

factor. This provided an overall picture of the content of the indicators.

31. The age range of the children in question is also indicated in the indicator roadmap. The age

data are divided roughly into three groups: 0–6, 7–12 or 13–17. The comment field of each

indicator provides detailed information about whether the data are available by age group or

broken down by another age-based classification, for example. The age breakdown can

sometimes create obstacles for using the data. For example, in many registers, the data are

available for young people aged 15–19 or 15–24. In this case, it would be difficult to use the

School and ECEC

•Participation in education

•Participation in ECEC

•Enjoying school or ECEC

•Learning

Housing and living

•Housing

•Income level

•Employment

•Material standard of living

Safety

•Violence and crime

•Sexual violence and harassment

•Safety in intimate relationships and at home

•Bullying

•Accidents

Services, benefits and social support

•Social services

•Healthcare services

•Social benefits

•Other social support

Working paper 24

8

data to describe child wellbeing. Especially individuals who are closer to the end of the age

range of 15–24 are at a very different stage in their lives than the minors in the group.

32. The gender variable is available for around two thirds of the indicators. The gender

breakdown does not take into account non-binary persons. The indicators measuring only

one gender describe birth and abortion among adolescents.

33. The background variables of language, citizenship or socioeconomic status are only

available for a few indicators. The availability depends on the topic and background data.

For example, the language variable is more often available for indicators related to education

than for other topics.

34. The largest producers of indicators are THL (approx. 850 indicators), Statistics Finland

(approx. 800 indicators), various recurrent surveys of universities (approx. 450 indicators),

and Kela (approx. 200 indicators). Other data producers include various authorities and

organisations.

35. Surveys are used to collect information about the subjective experience of wellbeing.

Subjective wellbeing indicators measure life satisfaction, exercise habits, experiences of

violence and social relationships, for example. Slightly more than half the indicators in our

dataset are based on only 15 surveys. Eight of these surveys focus solely on children and

young people, while the remaining seven are either population-wide surveys or surveys that

ask adults questions about their children or family. Surveys mainly collect information about

a specific topic such as hobbies or experiences of violence. An exception to this is the

School Health Promotion Study, which produces extensive data on several wellbeing

domains.

36. The survey-based indicators are updated less frequently than the register-based indicators.

Surveys focusing solely on children are carried out every two years at most. The longest

update interval is ten years (see e.g. Statistics Finland’s Time Use Survey). Due to lack of

permanent funding, the continuity of surveys is also less certain than in the case of register-

based statistics. The challenge with survey-based data is that they inevitably have blind spots

because some children are unable to answer the surveys themselves due to their age, literacy

or other reasons.

37. Register-based indicators describe the use of services, becoming a victim of crime or living

conditions, for example. The indicators compiled in this measure are based on more than 60

different registers. Some aspects of wellbeing, such as hobbies and leisure or inclusion and

participation, are difficult to measure using register-based data alone.

38. In Finland, register-based resources are extensive and often cover almost all children,

regardless of their age or background. Most registers exclude only children who do not

reside permanently in Finland. These include asylum seekers and undocumented children.

39. In addition to their good coverage, the advantage of using register-based indicators is that

they are regularly updated, typically once a year. Some indicators are updated several times

a year, even monthly. These include Kela’s benefit data.

40. However, not all register-based data available have been compiled into indicators. For

example, a lot of wellbeing data are collected at maternity and child health clinics and in

school healthcare that are currently unavailable for research purposes. There is also a lack of

information about children of prisoners or children who have run away from substitute care,

for example. It is likely that the data exist somewhere in the customer files of the prison

administration or the police, but they have not been compiled into statistics. The reason for

this may be the lack of harmonisation of recording practices and information systems, which

Working paper 24

9

makes it difficult to compile statistics, or simply that the register data are not publicly

available.

41. The following section describes the existing child wellbeing knowledge base by domain.

The figures present the distribution of the indicators by age group and background data. The

description of each domain starts with an overview of the type of indicators included in the

domain. This is followed by a description of the main data sources and a few examples of

the indicators. The purpose of the example indicators is to give an idea of the different types

of indicators and background data available. Finally, the domain’s strengths, weaknesses and

data gaps are summarised.

42. The following restrictions were followed when compiling the indicators: the indicator must

describe children aged 0–17, the indicator must describe either a child or a family with

children, and the indicator must be produced on a regular basis.

V. Blind spots in knowledge about children

43. One of the tasks of the measure was to identify the blind spots in knowledge about children.

This was done in several ways during the work. In May 2022, a workshop on data gaps was

organised. The participants included people who used child data in their work and

representatives of various children’s organisations.

44. Measure 24 of the National Child Strategy collaborated with Measure 25, led by the

Ministry of Finance. The aim of Measure 25 was to create models to promote the

implementation of child-oriented budgeting and the monitoring of outcome data in

municipalities and wellbeing services counties. The survey of regional operators carried out

under Measure 25 also included questions related to the work in Measure 24.

45. The questions concerned the identified gaps in knowledge about children and young people,

and what kind of data is needed. Forty responses were received in the survey. Information

about data gaps was also obtained in various stakeholder meetings. For example, the

implementers of the measure met with representatives of the Sámi Parliament, participated in

the work of the working group on the knowledge base on violence against children and met

with various actors involved in child wellbeing projects.

46. Data gaps were also identified during the compilation of the indicators and the preparation of

the roadmap.

VI. Challenges in the current state of knowledge

47. The mapping work highlighted many challenges concerning the current state of the

knowledge base. The challenges be summarised in eight themes. The first theme relates to

the extent of the knowledge base. The large number of child wellbeing indicators, more than

2,400, shows that a wealth of information is available about children. However, this

information is very scattered in multiple places, which means it is difficult to use and makes

it difficult to create an overall picture of the state of children’s wellbeing. Information about

children is scattered because there are so many data producers. The main data producers are

Working paper 24

10

THL, Statistics Finland, universities and Kela. Other data producers include research

institutes, higher education institutions, and the central government and local

administrations.

48. Another finding was that although a lot of information is available, there are clear gaps in the

knowledge base. The lack of information is clearer among certain groups of children such as

immigrant or disabled children, children under school age, or sexual and gender minorities.

49. The third point related to the coordination of data production. There is no single body that

coordinates the production of data on children. This lack of coordination is reflected in many

ways in the state of the knowledge base. On the one hand, a lack of coordination leads to

data gaps, where no particular body is responsible for satisfying specific data needs. On the

other hand, it can lead to overlapping data. Different surveys ask the same questions in

slightly different words, thus creating an unnecessary burden on respondents. Due to the

long-term nature of the work, sufficient resources should be allocated to coordination.

50. Fourth, there is limited cooperation between data producers. This lack of cooperation leads

to a situation where some data producers compete for the same data resources. This

especially applies to schools and data collections organised in schools. According to reports,

schools find implementing various surveys somewhat burdensome in their daily school life

because the surveys always involve informing parents and dealing with data protection and

authorisation procedures.

51. The fifth point is related to the continuity of data, which is not always guaranteed, and

depends on the resources available. In Finland, there are currently only a few subjective

child wellbeing indicators whose continuation is secured with funding.

52. The sixth key aspect describing the knowledge base on children is the poor combinability of

the data. Because the information is scattered in multiple places, it is difficult to combine

different data sources. When one data producer has access to variables that measure

subjective wellbeing and another to variables that expand the possibilities of using the data,

but these data are not combined, the possibilities of using the data become limited.

53. Furthermore, the needs for regional-level data are currently insufficiently met. Such data

would enable the monitoring of the development of child wellbeing, the use of services and

resources, and costs at the regional level. In addition, comparative regional-level data is

needed to identify good practices better within the reference group and to exchange

experiences between regions.

54. In Finland, a lot of information about children’s wellbeing is collected at maternity and child

health clinics and in school healthcare. This information is used in healthcare for monitoring

child wellbeing. However, it is not used at the national level to create an overall picture of

the state of children’s wellbeing. The information collected at maternity and child health

clinics and in school healthcare forms an untapped data resource, the use of which would

significantly improve the state of the knowledge base.

55. Some of the above aspects of the state of the knowledge base have already been discussed

previously, for example, in the report on the National Indicators of Child Wellbeing (2011).

However, many of the issues that were raised at the time have not been followed up. There is

a lot of use for information about children. Monitoring children’s wellbeing is important

because childhood experiences are reflected well into adulthood. Many resources are also

invested in children through education and healthcare. The improvement of the knowledge

base is therefore of paramount importance, and efforts should be made to continue this work

in the future.

Working paper 24

11

VII. Proposals for improving the knowledge

56. The implementation of Measure 24 – the overall description of the knowledge base, the

identification of blind spots and the designing of the data portal – has highlighted clear needs

for development. The state of the knowledge base on children could be improved though

several measures described below.

57. The production of child data needs to be coordinated. Finland should have a body that

regularly monitors the state of the knowledge base on children. The coordinator’s role

should also include ensuring that the knowledge base is improved so that blind spots are

covered, and data needs are met. This would be done in close cooperation with the different

data producers in a designated coordination group. The data coordination should also aim to

investigate opportunities for closer cooperation in the collection of survey-based data to

avoid overlapping data collection, to reduce the burden on respondents, to minimize

competition for data resources, and to free resources for data analysis.

58. Opportunities and barriers to using previously untapped data for secondary purposes should

also be investigated. Untapped data refers to the main potential sources of data for secondary

purposes, such as data collected at maternity and child health clinics and in school

healthcare. These data are collected primarily for monitoring children’s health and for use by

healthcare professionals. This would be a reliable source of data because the data are

collected by professionals, and sufficient guidance could also ensure consistency in data

registration. The data collected at maternity and child health clinics and in school healthcare

would be valuable because data are collected on the entire age group in principle. This

would also allow better monitoring of the state of wellbeing of vulnerable children, while

respecting data protection requirements.

59. In terms of the improvement of the knowledge base as a whole, the main thing would be to

compile knowledge about children as comprehensively as possible in a single data resource

to create a child data repository. If all data were combined in a single data repository, the

accessibility of the data would significantly improve. In principle, the data repository would

contain comprehensive background data. The possibility to combine register-based and

survey-based data would also enable more detailed analyses of children’s wellbeing.

Building a data repository would also improve the production of regional-level data on child

wellbeing, as comprehensive regional data would be available as background variables.

60. Regarding register-based data, efforts should be made to harmonise the definition and

measurement methods of the key wellbeing indicators. This would support the regions in

monitoring child wellbeing, allocating resources and adopting good practice, both at the

municipal level and at the level of wellbeing services counties.

61. Since easy access to information is essential, it was proposed that a data portal for child

wellbeing indicators be built that is linked to the child data repository. One of the

bottlenecks of data portals is the updating of data, which often must be done manually. A

data portal connected to a data repository could be automatically updated.

62. Ideally, the data resources of the different data producers would be combined in a shared

data repository. A child data portal could then be built on the data repository. The data portal

would be linked to an indicator service, which would enable the publication of the child data

portal (Child wellbeing indicators). The data repository would enable more effective use of

the data to support policymaking and to provide researchers with customised datasets.

Working paper 24

12

63. Qualitative data and links to individual reports could also be added to the portal. This would

further strengthen the knowledge base on children and make it easier to find information

about vulnerable children, for example.

64. Overall, the improvement of the knowledge base is a process which should start with the

designation of the coordinating body and the establishment of the coordination group. To be

successful, the improvement of the knowledge base on children requires extensive

cooperation between experts, research institutions, ministries, and agencies. The work

depends on good and innovative cooperation between the different data producers to achieve

a workable outcome.

VIII. Indicator website

65. One of the tasks of Measure 24 was to outline a child data portal, its implementation method,

and its content, as well as the implementation schedule. In practice, this meant considering

where the indicator website for data on child wellbeing should be located, and what technical

solutions should be used.

66. The implementation of Measure and the design of Statistics Finland’s indicator website

coincided. Statistics Finland is in the process of renewing its website. One of the tasks on the

agenda in the autumn of 2022 was to design a website for the production and publication of

indicators. Combining the two projects had both beneficial and limiting effects on the

website redesign and the National Child Strategy measure. The projects were combined so

that the sets of indicators identified in the National Child Strategy measure could be used to

pilot the redesign team’s user interface design. The ready-made indicator sets made the work

of the user experience designer easier, as the sets could be used in the design work to help

identify which indicator sets would be easy to find and access and would be interesting and

necessary from the end users’ perspective.

67. The design of the user interfaces of the indicator service and the underlying technical

solutions were based on feasibility. The designs are therefore based on existing open

database interfaces. Without a clear link to a specific site and its constraints, the interface

design of the indicator site could remain detached, and its feasibility could not be ensured.

The aim was that the interface design would be realistic and feasible to implement.

68. Statistics Finland’s own site constraints determine the functionalities and visual look of the

website. The design in the pilot phase was therefore primarily based on the child data in the

databases of Statistics Finland. The starting point for the implementation is to use data

available in databases and the possibility to use interfaces, which allows the automation of

the data content update process. Automatic updating of the data content via open interfaces

would ensure the continuity of the site, as sites based on manual updating often fail due to a

lack of resources. In principle, the site will therefore not support the importing of data in

Excel format, for example. The inclusion of child wellbeing indicators other than those

produced by Statistics Finland would require the use of shared databases and interfaces.

69. More detailed specifications determining the use of interfaces and the requirements for the

data provided through them should be developed in a follow-up project. Combining data

from other data producer organisations on the website will be resolved later if the

construction of the indicator website for child data is to be pursued. However, this work will

require additional resources. A precise schedule for creating a service that includes all the

Working paper 24

13

key indicators of child wellbeing cannot yet be determined, as the work would first require

the harmonisation of data and implementation of shared interfaces.

70. Regarding the objectives of Measure 24, it has already been possible to think about the

technical solutions for the presentation of the data. The preliminary design of the indicator

website is based on the idea of displaying 20–30 key indicators per wellbeing domain. The

view may contain key figures, graphs and/or tables. The indicators for the pilot may be

selected from those that are available in Statistics Finland’s existing database tables.

Database tables can include many different indicators with different background variables.

The aim is to make data available on the portal at multiple levels. For example, the user

could check only the key indicators but could easily find more detailed data by background

variable if necessary. The visual design is still at the conceptual stage.

IX. Conclusions

71. The report presented the main outputs of Measure 24 of the National Child Strategy. More

than 2,400 child wellbeing indicators were identified. Despite the abundance of information,

there are blind spots in the knowledge base on children. They concern vulnerable children

and children under school age, in particular. In the measure, the following proposals for

action to improve the knowledge base on children were made.

72. The production of child data should be coordinated.

73. Cooperation on the collection of survey-based data should be enhanced.

74. Opportunities and barriers to using untapped data for secondary purposes should be

identified.

75. Regarding register-based data, efforts should be made to harmonise the definition and

measurement methods of the key wellbeing indicators at the regional level.

76. A child data repository should be created.

77. A data portal for child wellbeing indicators that is linked to the child data repository should

be constructed.

78. Data gaps and development needs have already been highlighted previously in various

contexts, and individual projects have been carried out to develop knowledge about children.

Many actors have their own aspirations and goals in this area. However, child wellbeing is a

very broad subject area, both in terms of data content and how the data are produced. A

comprehensive change cannot be achieved through individual efforts, but close cooperation

between different actors is needed to achieve the objectives. The first step should be to bring

together experts on child data to set common objectives and measures to achieve them.

79. Inclusion and cooperation should also be extended to children. Currently, the knowledge

base on child wellbeing does not sufficiently take into account children’s own perspective on

their wellbeing. Additionally, not all children are able to report on their wellbeing in surveys.

The right of the child to be heard should also apply to information about children.

  • I. Introduction
  • II. How is the wellbeing of children measured?
  • III. Progress of the work
  • IV. Child wellbeing indicators
  • V. Blind spots in knowledge about children
  • VI. Challenges in the current state of knowledge
  • VII. Proposals for improving the knowledge
  • VIII. Indicator website
  • IX. Conclusions

Presentation, Marjut Pietiläinen (Statistics Finland)

Languages and translations
English

The National Child Strategy and child data in Finland Marjut Pietiläinen, 6 March, 2024

UNECE Expert meeting on statistics on children

TransMonEE network session

This presentation is based on the report “Knowledge about Children”

prepared by Anna Pärnänen and Johanna Lahtela, Statistics Finland.

https://www.lapsenoikeudet.fi/wp-content/uploads/2022/08/Knowledge-about-

children_measure24.pdf

The 1st Finnish National Child Strategy

• The goal is a society that respects the rights of children.

• Is based on the UN Convention on the Rights of the Child, which has been in force

at the level of an act since 1991 in Finland.

• Promotes the implementation of the Convention on the Rights of the Child.

• Records the current state of the wellbeing and rights of children and young people

as well as the key objectives and measures to promote them.

• The implementation plan for the Child Strategy set out 30 measures. The measure

24 concerned producing a comprehensive knowledge base for monitoring the well-

being of children and young people.

• https://stm.fi/en/child-strategy

6 March, 2024 Statistics Finland2

Statistics Finland’s task on child strategy

• The work was carried out between March 2022 and February 2023.

• Created a framework to help categorize the indicators

• Collected all indicators on children’s well-being into one road map (excel) to help plan the web page

• Made a proposal for a web page on indicators on children, its content, the place and execution

• Mapped information gaps

• Took a closer look at the needs of information on vulnerable groups

• Made conclusions on the state of the child data in Finland & suggested how to develop it in the future

6 March, 2024 Statistics Finland3

Co-operation methods

6 March, 2024 Statistics Finland4

Project team

Steering group

Strong commitment

Workshops

Synergies with other measures of the National Child Strategy

Presentations and sharing the information

6 March, 2024 Statistics Finland5

Demographic indicators

Children in the

population

Children and

immigration

Health & Wellbeing

Physical & mental health

Lifestyle

Functional capacity

Hobbies & Leisure

Hobbies

Leisure

Housework

Social relationships

Family and relatives

Friends

Social community

Inclusion and participation

Political & organizational

activity

Participation at school

Societal trust

School & Early childhood

education and care (ECEC)

Participation in education & ECEC

Enjoying school or ECEC

Learning

Housing & Living

conditions

Housing

Income level

Employment

Material standard of

living

Safety

Violence and crime

Sexual violence and harassment

Safety in intimate relationships and

at home

Bullying

Accidents

Services, benefits and

other support of society

Social services

Healthcare services

Social benefits

Other social support

The indicator framework

The indicators

• Nationally produced indicators with time series

• Total ~ 2 400 indicators

• ~ 850 are produced by The Finnish Institute for Health and Welfare

• 800 by Statistics Finland

• ~ 200 by the Social Insurance Institution of Finland

• Some indicators fall on more than one sector in the framework

• Indicators that were left out

• Indicators which don’t directly measure the wellbeing of the child (e.g. costs of

services)

• Are one-time-only indicators

6 March, 2024 Statistics Finland6

7Statistics Finland6 March, 2024

Education & Early

childhood education and

care

347 indicators

Hobbies & Leisure

244 indicators

Source of data

Survey Register

Source of data

Survey Register

0

100

200

0-6y. 7-12y. 13-17y.

Housing & Living

conditions

154 indicators

Source of data

Survey Register

0

200

400

0-6y 7-12y 13-17v.

0

50

100

0-6v. 7-12v. 13-17v.

8Statistics Finland6 March, 2024

Health and Wellbeing

336 indicators

Services, benefits and

other support of society

467 indicators

Source of data

Survey Register

Safety

608 indicators

Source of data

Survey Register

Source of data

Survey Register

0

100

200

300

0-6y. 7-12y. 13-17y.

0

200

400

0-6y. 7-12y. 13-17y.

0

500

1000

0-6y 7-12y 13-17v.

9Statistics Finland6 March, 2024

Social connections

70 indicators

Population statistics

168 indicators

Source of data

Survey Register

Source of data

Register

Participation

72 indicators

0

50

100

0-6y. 7-12y. 13-17y.

Source of data

Survey Register

32

34

36

38

0-6y. 7-12y. 13-17y.

Conclusions about the state of the child data in Finland

• There is an enormous amount of data on children, but it is dispersed in different places.

• There are a great number of data producers, but data production is not coordinated by anyone.

• Lack of coordination causes both overlaps and gaps of information (e.g. small children and

vulnerable groups).

• Dispersed information leads to weak combinability of the data.

• There is limited collaboration among data producers and in some cases competition for the same

informant resources.

• Data continuity is only seldomly ensured.

• There is a lot of untapped information collected in child health care centers and in school health

care.

• Needs for data on a region level are not always met & there is a lack of region level follow-up

indicators.

6 March, 2024 Statistics Finland10

Proposals to develop the child data base

• Production of child data needs a coordinator & co-operation group.

• The possibilities for co-operation in survey data production should be investigated.

• The possibilities and restrictions to use untapped data should be investigated.

• For register data, the most important indicators for regional use should be selected in co- operation with the data users & common practices agreed on.

• All data should be gathered in the same data base to create a common data source.

• The child data portal could be built on the child data base.

6 March, 2024 Statistics Finland11

Thank you!

More information:

marjut.pietilainen(at)stat.fi

anna.parnanen(at)stat.fi

https://childstrategy.fi/publications/researches-and-reports/

  • Slide 1: The National Child Strategy and child data in Finland
  • Slide 2: The 1st Finnish National Child Strategy
  • Slide 3: Statistics Finland’s task on child strategy
  • Slide 4: Co-operation methods
  • Slide 5
  • Slide 6: The indicators
  • Slide 7
  • Slide 8
  • Slide 9
  • Slide 10: Conclusions about the state of the child data in Finland
  • Slide 11: Proposals to develop the child data base
  • Slide 12: Thank you!

Market Forecast Tables 2023

These tables show forest products production and trade forecasts for 2023 and 2024. These cover roundwood (logs, pulpwood and fuel wood), sawnwood (coniferous and non-coniferous), wood-based panels (plywood, particle board, OSB and fibreboard), pulp, paper and wood pellets.  The forecast data are provided by national correspondents and approved at the meeting of the Committee on Forests and the Forest Industry.

Languages and translations
English

List of tables

List of Tables and Notes
Table 1 - Sawn Softwood
Table 2 - Sawn Hardwood (total)
Table 2a - Sawn Hardwood (temperate)
Table 2b - Sawn Hardwood (tropical)
Table 3 - Veneer Sheets
Table 4 - Plywood
Table 5 - Particle Board (excluding OSB)
Table 5a - Oriented Strand Board
Table 6 - Fibreboard
Table 6a - Hardboard
Table 6b - MDF/HDF
Table 6c - Other Fibreboard
Table 7 - Wood Pulp
Table 8 - Paper and Paperboard
Table 9 - Removals of wood in the rough
Table 9a - Removals of wood in the rough (softwood)
Table 9b - Removals of wood in the rough (hardwood)
Table 10 - Softwood sawlogs
Table 11 - Hardwood sawlogs
Table 11a - Hardwood logs (temperate)
Table 11b - Hardwood logs (tropical)
Table 12 - Pulpwood
Table 12a - Pulpwood (softwood)
Table 12b - Pulpwood (hardwood)
Table 12c - Wood Residues, Chips and Particles
Table 13 - Wood Pellets
Table 14 - Europe: Summary table of market forecasts for 2023 and 2024
Table 15 - North America: Summary table of market forecasts for 2023 and 2024
Source: UNECE Committee on Forests and the Forest Industry , November 2023, http://www.unece.org/forests/fpm/timbercommittee.html
Notes: Data in italics are estimated by the secretariat. EECCA is Eastern Europe, Caucasus and Central Asia.
Data for the two latest years are forecasts.
In contrast to previous years, data are shown only for countries providing forecasts. Sub-regional totals are only for reporting countries.
In contrast to years prior to 2020, data are shown only for countries providing forecasts. Sub-regional totals thus reflect only the reporting countries of the subregion.
Confidential data have not been included. Please inform secretariat in case you notice any confidential data which might have been included inadvertently.
Wherever the forecast data is incomplete, then data is repeated to avoid skewing.
For tables 1-13, data in italics are secretariat estimates or repeated data. All other data are from national sources and are of course estimates for the current and future year.
Countries with nil, missing or confidential data for all years on a table are not shown.
Consumption figures are the sum of production and national imports minus national exports. Softwood = coniferous, hardwood = non-coniferous. United Kingdom production figures for OSB is secretariat estimate.
Uzbekistan – data extrapolated by the Secretariat based on national data for the first eight months 2023.
Poland - The trade turnover is based on data that includes the estimated value of trade turnover by entities exempt from the reporting obligation. These trade turnover figures are estimated at 3%. Roundwood: sawlogs and veneer logs and pulpwood and wood fuel - with removals from trees and shrubs outside the forest, including forest chips, with stump. Residues - production excluding recovered wood.
Softwood = coniferous, hardwood = non-coniferous
For tables 1-13, data in italics are secretariat estimates or repeated data. All other data are from national sources and are of course estimates for the current and future year.
Countries with nil, missing or confidential data for all years on a table are not shown.

Table1

TABLE 1
SAWN SOFTWOOD SCIAGES CONIFERES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 6,141 4,978 4,978 10,104 8,588 8,588 1,784 1,270 1,270 5,747 4,880 4,880 Autriche
Cyprus 33 34 34 1 1 1 32 33 33 0 0 0 Chypre
Czech Republic 2,965 2,343 2,470 4,720 3,776 4,040 583 414 350 2,338 1,847 1,920 République tchèque
Estonia 2,068 1,550 1,550 1,725 1,500 1,500 1,209 700 700 866 650 650 Estonie
Finland 2,938 2,420 2,420 11,200 10,300 10,400 305 20 20 8,567 7,900 8,000 Finlande
France 8,633 8,750 8,800 7,168 7,200 7,300 2,350 2,450 2,400 885 900 900 France
Germany 17,294 14,900 13,300 24,309 21,400 19,800 4,146 2,700 3,000 11,162 9,200 9,500 Allemagne
Hungary 788 902 918 85 96 86 717 821 842 14 15 11 Hongrie
Italy 4,790 4,302 4,302 400 400 400 4,608 4,157 4,157 217 255 255 Italie
Latvia 1,025 950 950 3,102 3,000 3,000 829 750 750 2,906 2,800 2,800 Lettonie
Luxembourg 71 122 122 39 39 39 43 91 91 11 8 8 Luxembourg
Malta 7 9 9 0 0 0 7 9 9 0 0 0 Malte
Montenegro 30 30 29 118 115 112 10 9 7 98 94 90 Monténégro
Netherlands 2,259 2,088 2,029 115 115 115 2,659 2,473 2,399 515 500 485 Pays-Bas
Poland 4,631 4,630 4,800 4,144 4,100 4,200 1,219 1,240 1,300 732 710 700 Pologne
Portugal 696 686 685 807 815 820 130 130 125 242 259 260 Portugal
Serbia 367 361 383 91 95 98 281 270 290 5 4 5 Serbie
Slovakia 847 810 860 1,430 1,360 1,400 480 450 460 1,063 1,000 1,000 Slovaquie
Slovenia 665 670 660 983 990 980 530 530 530 848 850 850 Slovénie
Spain 4,029 4,001 4,001 3,006 3,189 3,189 1,166 956 956 143 144 144 Espagne
Sweden 5,709 5,050 5,650 18,870 18,400 18,300 587 500 450 13,748 13,850 13,100 Suède
Switzerland 1,271 1,300 1,325 1,186 1,200 1,210 300 310 320 215 210 205 Suisse
United Kingdom 8,663 8,125 8,214 3,108 2,860 2,860 5,719 5,385 5,474 165 120 120 Royaume-Uni
Total Europe 75,919 69,011 68,490 96,712 89,540 88,439 29,694 25,668 25,934 50,487 46,197 45,883 Total Europe
Uzbekistan 2,256 1,498 1,498 0 0 0 2,256 1,498 1,498 0 0 0 Ouzbékistan
Total EECCA Total EOCAC
Canada a 3,707 2,691 2,242 36,398 33,228 31,331 891 988 948 33,581 31,525 30,037 Canada a
United States a 87,925 87,155 88,151 64,039 64,178 64,399 26,202 25,492 26,149 2,316 2,515 2,397 Etats-Unis a
Total North America 91,632 89,846 90,393 100,437 97,406 95,730 27,093 26,480 27,097 35,898 34,040 32,434 Total Amérique du Nord
a converted from nominal to actual size using factor of 0.72 a convertis du dimension nominale au véritable avec une facteur du 0.72

Table2

TABLE 2
SAWN HARDWOOD (total) SCIAGES NON-CONIFERES (total)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 310 222 222 238 202 202 217 140 140 145 120 120 Autriche
Cyprus 11 7 7 0 0 0 11 7 7 0 0 0 Chypre
Czech Republic 324 245 240 222 167 175 136 103 105 34 24 40 République tchèque
Estonia 232 125 125 175 125 125 147 60 60 90 60 60 Estonie
Finland 84 44 44 73 40 40 34 24 24 23 20 20 Finlande
France 1,124 1,140 1,150 1,446 1,300 1,400 264 420 350 586 580 600 France
Germany 693 650 650 997 800 800 395 300 300 699 450 450 Allemagne
Hungary 258 150 131 414 343 342 45 38 30 200 231 241 Hongrie
Italy 798 776 776 500 500 500 637 578 578 339 302 302 Italie
Latvia 5 105 105 720 800 800 54 55 55 769 750 750 Lettonie
Luxembourg 96 98 98 39 39 39 64 65 65 7 6 6 Luxembourg
Malta 7 8 9 0 0 0 7 8 9 0 0 0 Malte
Montenegro 11 8 10 39 35 34 2 1 1 30 28 25 Monténégro
Netherlands 238 213 203 34 34 34 314 289 279 110 110 110 Pays-Bas
Poland 495 470 500 487 450 460 267 270 300 259 250 260 Pologne
Portugal 369 295 290 182 185 190 287 200 190 100 90 90 Portugal
Serbia 172 215 225 343 370 385 64 60 70 235 215 230 Serbie
Slovakia 235 240 275 385 400 420 55 50 55 205 210 200 Slovaquie
Slovenia 106 145 145 143 145 145 83 80 80 121 80 80 Slovénie
Spain 425 467 467 302 321 321 175 193 193 53 47 47 Espagne
Sweden 142 140 140 100 100 100 83 80 80 41 40 40 Suède
Switzerland 78 79 81 52 53 54 50 51 52 24 25 25 Suisse
United Kingdom 807 810 810 37 40 40 787 790 790 17 20 20 Royaume-Uni
Total Europe 7,019 6,652 6,703 6,928 6,449 6,606 4,177 3,862 3,813 4,086 3,658 3,716 Total Europe
Uzbekistan 228 208 208 195 195 195 33 16 16 0 3 3 Ouzbékistan
Total EECCA Total EOCAC
Canada 1,208 1,324 1,242 859 893 815 793 826 738 444 395 311 Canada
United States 14,647 14,835 15,217 17,637 17,827 18,214 798 805 820 3,788 3,797 3,817 Etats-Unis
Total North America 15,855 16,159 16,459 18,496 18,720 19,029 1,591 1,631 1,558 4,231 4,192 4,128 Total Amérique du Nord

Table 2a

TABLE 2a
SAWN HARDWOOD (temperate) SCIAGES NON-CONIFERES (zone tempérée)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 306 219 219 238 202 202 213 136 136 144 119 119 Autriche
Cyprus 9 5 5 0 0 0 8 5 5 0 0 0 Chypre
Czech Republic 307 229 223 222 167 175 119 86 88 34 24 40 République tchèque
Estonia 230 122 122 175 125 125 142 56 56 87 59 59 Estonie
Finland 80 40 40 73 40 40 26 16 16 19 16 16 Finlande
France 960 988 988 1,420 1,285 1,375 123 280 210 583 577 597 France
Germany 664 630 630 997 800 800 315 240 240 649 410 410 Allemagne
Hungary 257 147 127 414 343 342 43 35 26 200 230 241 Hongrie
Italy 819 791 791 495 495 495 476 423 423 152 127 127 Italie
Latvia 5 105 105 720 800 800 54 55 55 769 750 750 Lettonie
Luxembourg 92 96 96 39 39 39 60 63 63 7 6 6 Luxembourg
Malta 6 7 8 0 0 0 6 7 8 0 0 0 Malte
Montenegro 11 8 10 39 35 34 2 1 1 30 28 25 Monténégro
Netherlands 89 80 77 27 27 27 117 108 105 55 55 55 Pays-Bas
Poland 484 459 488 487 450 460 254 257 286 257 248 258 Pologne
Portugal 319 272 268 170 172 178 180 150 140 31 50 50 Portugal
Serbia 167 211 220 342 369 384 59 57 66 234 215 230 Serbie
Slovakia 235 240 275 385 400 420 55 50 55 205 210 200 Slovaquie
Slovenia 104 143 143 143 145 145 81 78 78 120 80 80 Slovénie
Spain 383 417 417 300 318 318 128 142 142 45 43 43 Espagne
Sweden 142 139 139 100 100 100 83 79 79 41 40 40 Suède
Switzerland 69 70 72 49 50 51 44 45 46 24 25 25 Suisse
United Kingdom 716 720 720 37 40 40 693 700 700 14 20 20 Royaume-Uni
Total Europe 6,453 6,138 6,183 6,872 6,402 6,550 3,281 3,069 3,025 3,700 3,334 3,392 Total Europe
Uzbekistan 227 207 207 195 195 195 33 15 15 0 3 3 Ouzbékistan
Total EECCA Total EOCAC
Canada 1,191 1,316 1,236 859 893 815 762 805 715 430 382 294 Canada
United States 14,379 14,578 14,957 17,637 17,827 18,214 523 529 544 3,782 3,778 3,801 Etats-Unis
Total North America 15,569 15,893 16,193 18,496 18,720 19,029 1,285 1,334 1,259 4,212 4,160 4,095 Total Amérique du Nord

Table 2b

5.NC.T
TABLE 2b
SAWN HARDWOOD (tropical) SCIAGES NON-CONIFERES (tropicale)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 3 3 3 0 0 0 4 4 4 1 1 1 Autriche
Bulgaria 0 0 0 0 0 0 0 0 0 0 0 0 Bulgarie
Cyprus 3 2 2 0 0 0 3 2 2 0 0 0 Chypre
Czech Republic 17 17 17 0 0 0 17 17 17 0 0 0 République tchèque
Estonia 2 3 3 0 0 0 5 4 4 3 1 1 Estonie
Finland 4 4 4 0 0 0 8 8 8 4 4 4 Finlande
France 164 152 162 26 15 25 141 140 140 3 3 3 France
Germany 29 20 20 0 0 0 79 60 60 50 40 40 Allemagne
Hungary 2 3 4 0 0 0 2 4 4 0 0 0 Hongrie
Italy -21 -15 -15 5 5 5 161 154 154 187 175 175 Italie
Luxembourg 4 2 2 0 0 0 4 2 2 0 0 0 Luxembourg
Malta 1 1 1 0 0 0 1 1 1 0 0 0 Malte
Netherlands 149 133 126 7 7 7 197 181 174 55 55 55 Pays-Bas
Poland 10 11 12 0 0 0 12 13 14 2 2 2 Pologne
Portugal 50 23 22 12 13 12 107 50 50 69 40 40 Portugal
Serbia 5 4 5 1 1 1 5 3 4 1 0 0 Serbie
Slovenia 2 2 2 0 0 0 2 2 2 0 0 0 Slovénie
Spain 42 49 49 2 2 2 47 50 50 7 4 4 Espagne
Sweden 1 1 1 0 0 0 1 1 1 0 0 0 Suède
Switzerland 9 9 9 3 3 3 6 6 6 0 0 0 Suisse
United Kingdom 91 90 90 0 0 0 94 90 90 3 0 0 Royaume-Uni
Total Europe 566 515 519 56 46 55 896 793 788 386 324 324 Total Europe
Canada 17 8 7 0 0 0 31 21 23 14 13 16 Canada
United States 269 257 260 0 0 0 275 276 276 6 19 16 Etats-Unis
Total North America 286 266 266 0 0 0 305 297 299 20 31 32 Total Amérique du Nord

Table 3

TABLE 3
VENEER SHEETS FEUILLES DE PLACAGE
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 74 39 39 8 8 8 83 45 45 17 14 14 Autriche
Cyprus 1 1 1 0 0 0 1 1 1 0 0 0 Chypre
Czech Republic 28 28 27 28 16 17 58 53 50 58 41 40 République tchèque
Estonia 111 125 125 105 110 110 87 95 95 82 80 80 Estonie
Finland 27 21 21 190 160 160 12 10 10 175 149 149 Finlande
France 366 366 366 157 157 157 273 273 273 64 64 64 France
Germany 157 143 125 110 105 105 99 78 70 52 40 50 Allemagne
Hungary 23 25 20 13 18 13 39 39 39 28 31 32 Hongrie
Italy 344 308 308 107 107 107 274 234 234 37 33 33 Italie
Latvia 105 105 105 40 50 50 140 140 140 75 85 85 Lettonie
Luxembourg 1 0 0 0 0 0 1 0 0 0 0 0 Luxembourg
Malta 1 2 3 0 0 0 1 2 3 0 0 0 Malte
Netherlands 15 13 13 0 0 0 17 15 15 3 3 3 Pays-Bas
Poland 121 121 129 45 42 45 92 94 98 16 15 14 Pologne
Portugal 12 20 35 20 30 25 38 40 50 46 50 40 Portugal
Serbia 4 4 5 30 28 30 8 6 8 34 30 33 Serbie
Slovakia 17 25 25 21 25 25 27 30 30 31 30 30 Slovaquie
Slovenia 9 8 9 28 27 25 13 14 14 32 33 30 Slovénie
Spain 122 92 92 40 36 36 127 90 90 45 34 34 Espagne
Sweden 32 31 31 60 50 50 19 10 10 47 29 29 Suède
Switzerland 3 3 3 0 0 0 4 4 4 1 1 1 Suisse
United Kingdom 6 10 10 0 0 0 7 10 10 1 0 0 Royaume-Uni
Total Europe 1,577 1,490 1,491 1,002 969 962 1,419 1,283 1,288 843 762 760 Total Europe
Uzbekistan 4 4 4 3 3 3 2 1 1 0 0 0 Ouzbékistan
Total EECCA 0 Total EOCAC
Canada 204 262 267 581 581 581 212 218 230 590 537 544 Canada
United States 2,643 2,670 2,699 2,284 2,306 2,329 652 658 664 293 294 294 Etats-Unis
Total North America 2,847 2,932 2,966 2,866 2,887 2,910 864 876 894 883 831 838 Total Amérique du Nord
Note: Definition of veneers excludes domestic use for plywood.
La définition des placages exclus la conversion directe en contreplaqué.

Table 4

TABLE 4
PLYWOOD CONTREPLAQUES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 19 15 15 131 155 155 183 150 150 296 290 290 Autriche
Cyprus 14 15 15 0 0 0 14 15 15 0 0 0 Chypre
Czech Republic 193 116 123 240 236 238 230 115 115 277 235 230 République tchèque
Estonia 145 50 50 200 210 210 151 50 50 205 210 210 Estonie
Finland 297 240 240 1,110 940 940 87 60 60 900 760 760 Finlande
France 589 583 583 253 270 270 476 452 452 140 139 139 France
Germany 1,073 1,154 840 85 80 80 1,319 1,281 1,000 330 207 240 Allemagne
Hungary 136 110 107 60 61 63 138 138 138 62 90 94 Hongrie
Italy 602 537 537 288 290 290 525 442 442 211 195 195 Italie
Latvia 92 55 55 331 300 300 94 95 95 333 340 340 Lettonie
Luxembourg 33 29 29 0 0 0 33 29 29 0 0 0 Luxembourg
Malta 10 11 12 0 0 0 10 11 12 0 0 0 Malte
Montenegro 2 2 2 1 1 1 2 2 2 1 1 1 Monténégro
Netherlands 488 457 441 0 0 0 586 551 529 98 94 88 Pays-Bas
Poland 650 640 670 539 515 530 468 475 480 357 350 340 Pologne
Portugal 154 180 166 103 100 110 95 110 100 44 30 44 Portugal
Serbia 40 36 38 19 18 19 34 30 33 13 12 14 Serbie
Slovakia 67 63 63 153 150 150 59 59 59 146 146 146 Slovaquie
Slovenia 49 50 58 94 90 98 26 30 30 71 70 70 Slovénie
Spain 231 326 326 462 416 416 132 117 117 363 207 207 Espagne
Sweden 278 160 160 90 90 90 236 120 120 48 50 50 Suède
Switzerland 206 206 206 7 7 7 203 203 203 4 4 4 Suisse
United Kingdom 1,254 1,180 1,180 0 0 0 1,320 1,250 1,250 66 70 70 Royaume-Uni
Total Europe 6,623 6,215 5,916 4,166 3,930 3,967 6,422 5,786 5,482 3,965 3,501 3,532 Total Europe
Uzbekistan 62 46 46 0 0 0 63 47 47 0 0 0 Ouzbékistan
Total EECCA 0 Total EOCAC
Canada 2,174 2,028 2,123 1,604 1,557 1,526 1,224 1,058 1,241 654 587 644 Canada
United States 14,742 14,890 15,188 9,254 9,345 9,528 6,259 6,317 6,436 771 772 776 Etats-Unis
Total North America 16,916 16,918 17,311 10,858 10,902 11,054 7,483 7,375 7,677 1,425 1,359 1,420 Total Amérique du Nord

Table 5

TABLE 5
PARTICLE BOARD (excluding OSB) PANNEAUX DE PARTICULES (ne comprennent pas l'OSB)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 951 630 630 2,280 2,170 2,170 313 355 355 1,642 1,895 1,895 Autriche
Cyprus 49 46 46 0 0 0 49 46 46 0 0 0 Chypre
Czech Republic 793 811 835 962 866 910 530 484 485 699 538 560 République tchèque
Estonia 123 67 67 90 0 0 77 68 68 44 2 1 Estonie
Finland 113 75 75 54 54 54 85 44 44 26 23 23 Finlande
France 2,224 2,148 2,148 3,177 3,094 3,094 299 355 355 1,253 1,301 1,301 France
Germany 5,572 5,220 4,970 5,526 5,195 5,020 1,970 1,934 1,900 1,924 1,909 1,950 Allemagne
Hungary 408 384 379 447 428 438 264 282 272 303 326 331 Hongrie
Italy 3,070 2,813 2,813 2,646 2,500 2,500 956 821 821 532 508 508 Italie
Latvia 52 85 85 306 300 300 69 25 25 322 240 240 Lettonie
Luxembourg 20 12 12 0 0 0 21 13 13 1 1 1 Luxembourg
Malta 10 11 11 0 0 0 10 11 11 0 0 0 Malte
Montenegro 32 33 34 0 0 0 32 33 34 0 0 0 Monténégro
Netherlands 464 440 432 0 0 0 514 488 479 50 48 47 Pays-Bas
Poland 6,501 6,450 6,740 5,227 5,150 5,450 2,173 2,180 2,200 899 880 910 Pologne
Portugal 537 473 514 766 750 760 281 300 290 510 577 536 Portugal
Serbia 373 351 371 219 210 220 196 184 198 42 43 47 Serbie
Slovakia 352 343 340 676 675 675 148 140 137 473 473 472 Slovaquie
Slovenia 137 110 110 0 0 0 143 114 114 6 4 4 Slovénie
Spain 2,392 2,213 2,213 2,566 2,310 2,310 626 621 621 800 718 718 Espagne
Sweden 1,055 868 868 636 600 600 475 335 335 57 67 67 Suède
Switzerland 281 286 286 420 425 425 141 141 141 280 280 280 Suisse
United Kingdom 2,606 2,542 2,542 2,012 1,982 1,982 648 610 610 55 50 50 Royaume-Uni
Total Europe 28,115 26,410 26,521 28,012 26,710 26,908 10,021 9,584 9,555 9,917 9,883 9,942 Total Europe
Uzbekistan 880 542 542 252 252 252 654 317 317 26 27 27 Ouzbékistan
Total EECCA 27 Total EOCAC
Canada 1,466 1,886 1,894 1,625 2,032 2,012 552 504 491 710 650 609 Canada
United States 5,196 5,565 5,562 4,488 4,552 4,534 1,193 1,465 1,487 485 452 459 Etats-Unis
Total North America 6,663 7,451 7,456 6,113 6,584 6,546 1,745 1,969 1,978 1,195 1,102 1,068 Total Amérique du Nord
Data are calculated by subtracting OSB from the particleboard/OSB total - les données sont calculées en soustrayant les OSB du total des panneaux de particules et OSB.

Table 5a

TABLE 5a
ORIENTED STRAND BOARD (OSB) PANNEAUX STRUCTURAUX ORIENTES (OSB)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 205 135 135 0 0 0 212 140 140 7 5 5 Autriche
Cyprus 11 14 14 0 0 0 11 14 14 0 0 0 Chypre
Czech Republic 380 342 350 689 620 655 126 113 115 435 392 420 République tchèque
Estonia 55 32 32 0 0 0 55 32 32 1 0 0 Estonie
Finland 56 56 56 0 0 0 56 56 56 0 0 0 Finlande
France 427 522 522 302 406 406 222 165 165 96 49 49 France
Germany 1,316 1,238 1,130 1,164 1,105 1,080 679 669 600 526 536 550 Allemagne
Hungary 133 147 152 379 419 443 56 60 59 302 331 350 Hongrie
Italy 346 287 287 100 100 100 346 274 274 100 87 87 Italie
Latvia 196 165 165 674 650 650 76 75 75 554 560 560 Lettonie
Luxembourg 110 135 135 338 338 338 6 14 14 234 217 217 Luxembourg
Montenegro 2 2 2 0 0 0 2 2 2 0 0 0 Monténégro
Netherlands 222 222 227 0 0 0 286 286 292 64 64 65 Pays-Bas
Poland 655 650 760 647 650 750 302 320 350 294 320 340 Pologne
Portugal 46 37 41 0 0 0 50 40 45 4 3 4 Portugal
Serbia 40 35 41 0 0 0 41 36 42 1 1 1 Serbie
Slovakia 48 58 60 0 0 0 48 60 63 1 3 3 Slovaquie
Slovenia 31 24 24 0 0 0 33 26 26 2 2 2 Slovénie
Spain 26 15 15 3 3 3 35 33 33 12 20 20 Espagne
Sweden 94 92 92 0 0 0 97 95 95 3 3 3 Suède
Switzerland 95 95 95 0 0 0 96 96 96 1 1 1 Suisse
United Kingdom 773 758 758 598 598 598 365 350 350 190 190 190 Royaume-Uni
Total Europe 5,268 5,060 5,092 4,894 4,888 5,023 3,200 2,956 2,938 2,826 2,784 2,868 Total Europe
Uzbekistan 7 5 5 0 0 0 7 5 5 0 0 0 Ouzbékistan
Total EECCA 0 Total EOCAC
Canada 1,546 1,253 1,153 7,270 6,820 6,798 82 65 61 5,806 5,632 5,706 Canada
United States 19,658 19,834 20,197 13,592 13,783 14,059 6,198 6,236 6,326 132 185 188 Etats-Unis
Total North America 21,204 21,087 21,350 20,862 20,603 20,857 6,280 6,301 6,387 5,938 5,817 5,894 Total Amérique du Nord

Table 6

TABLE 6
FIBREBOARD PANNEAUX DE FIBRES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 421 386 386 470 395 395 331 308 308 381 316 316 Autriche
Cyprus 20 15 16 0 0 0 20 15 16 0 0 0 Chypre
Czech Republic 328 276 280 41 41 42 438 347 360 151 112 122 République tchèque
Estonia 70 46 47 75 40 40 65 46 47 70 40 40 Estonie
Finland 139 105 105 44 44 44 141 102 102 46 41 41 Finlande
France 828 915 915 1,238 1,035 1,035 721 772 772 1,130 892 892 France
Germany 3,791 3,437 3,325 5,194 4,900 4,800 1,590 1,543 1,470 2,993 3,006 2,945 Allemagne
Hungary 9 -17 -13 21 0 0 204 235 244 215 253 258 Hongrie
Italy 1,862 1,661 1,661 827 818 818 1,281 974 974 245 131 131 Italie
Latvia 60 50 40 48 50 50 62 65 65 50 65 75 Lettonie
Luxembourg 100 90 90 147 147 147 34 19 19 80 76 76 Luxembourg
Malta 6 7 7 0 0 0 6 7 7 0 0 0 Malte
Montenegro 32 32 33 0 0 0 32 32 33 0 0 0 Monténégro
Netherlands 332 310 296 29 29 29 465 431 412 162 150 145 Pays-Bas
Poland 3,808 3,765 4,020 4,960 4,920 5,080 590 585 630 1,743 1,740 1,690 Pologne
Portugal 534 485 529 526 520 560 338 315 335 330 350 366 Portugal
Serbia 74 74 88 19 20 22 71 73 88 16 19 22 Serbie
Slovakia 210 218 223 0 0 0 248 256 262 39 38 39 Slovaquie
Slovenia 24 15 15 132 120 125 28 25 30 136 130 140 Slovénie
Spain 920 894 894 1,430 1,287 1,287 462 355 355 972 748 748 Espagne
Sweden 301 260 260 0 0 0 425 360 360 124 100 100 Suède
Switzerland 238 238 238 97 97 97 308 308 308 167 167 167 Suisse
United Kingdom 1,692 1,630 1,630 856 850 850 895 840 840 60 60 60 Royaume-Uni
Total Europe 15,799 14,892 15,085 16,153 15,313 15,421 8,755 8,013 8,037 9,110 8,434 8,373 Total Europe
Uzbekistan 1,092 809 809 47 47 47 1,057 771 771 13 9 9 Ouzbékistan
Total EECCA Total EOCAC
Canada 1,236 1,183 1,181 1,277 1,288 1,299 818 628 605 859 733 723 Canada
United States 8,684 8,749 8,888 6,362 6,420 6,571 3,359 3,289 3,310 1,038 960 993 Etats-Unis
Total North America 9,920 9,932 10,069 7,639 7,708 7,870 4,177 3,917 3,915 1,896 1,693 1,716 Total Amérique du Nord

Table 6a

TABLE 6a
HARDBOARD PANNEAUX DURS
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 29 28 28 54 43 43 18 16 16 43 32 32 Autriche
Cyprus 2 1 2 0 0 0 2 1 2 0 0 0 Chypre
Czech Republic 43 45 45 0 0 0 61 59 60 18 14 15 République tchèque
Estonia 23 15 19 0 0 0 30 16 20 7 1 1 Estonie
Finland 23 21 21 44 44 44 21 15 15 41 38 38 Finlande
France 55 55 55 221 221 221 207 207 207 373 373 373 France
Germany 176 183 165 0 0 0 200 203 180 23 20 15 Allemagne
Hungary 27 41 45 2 0 0 65 81 85 40 40 40 Hongrie
Italy 280 280 280 16 16 16 283 283 283 19 19 19 Italie
Latvia 1 5 5 15 15 15 18 20 20 32 30 30 Lettonie
Luxembourg -31 -12 -12 0 0 0 3 8 8 34 20 20 Luxembourg
Montenegro 1 1 1 0 0 0 1 1 1 0 0 0 Monténégro
Netherlands 44 41 39 0 0 0 63 58 56 19 17 17 Pays-Bas
Poland -179 -120 -50 80 80 80 88 100 120 347 300 250 Pologne
Portugal 50 30 39 0 0 0 61 40 50 11 10 11 Portugal
Serbia 39 35 38 19 20 22 33 31 34 13 16 18 Serbie
Slovakia 21 20 21 0 0 0 21 21 22 1 1 1 Slovaquie
Slovenia -1 0 1 0 0 0 4 2 4 4 2 3 Slovénie
Spain 17 15 15 32 29 29 46 46 46 61 60 60 Espagne
Sweden 47 30 30 0 0 0 116 110 110 70 80 80 Suède
Switzerland 19 19 19 0 0 0 24 24 24 5 5 5 Suisse
United Kingdom 101 90 90 0 0 0 110 100 100 9 10 10 Royaume-Uni
Total Europe 787 822 895 482 468 470 1,474 1,441 1,463 1,169 1,087 1,037 Total Europe
Uzbekistan 89 50 50 0 0 0 90 50 50 0 0 0 Ouzbékistan
Total EECCA Total EOCAC
Canada 33 47 42 90 90 90 52 27 28 109 70 76 Canada
United States 481 509 514 437 504 509 259 255 258 215 250 253 Etats-Unis
Total North America 514 556 556 527 594 599 311 282 286 324 320 329 Total Amérique du Nord

Table 6b

TABLE 6b
MDF/HDF
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 260 230 230 416 351 351 177 160 160 333 281 281 Autriche
Cyprus 16 12 12 0 0 0 16 12 12 0 0 0 Chypre
Czech Republic 199 157 160 41 41 42 180 135 140 22 19 22 République tchèque
Estonia 18 21 18 0 0 0 33 28 25 15 7 7 Estonie
Finland 82 67 67 0 0 0 86 70 70 4 3 3 Finlande
France 708 794 794 954 751 751 337 388 388 583 345 345 France
Germany 1,870 1,728 1,720 3,792 3,700 3,650 424 395 370 2,345 2,367 2,300 Allemagne
Hungary -39 -65 -62 0 0 0 136 148 156 175 213 218 Hongrie
Italy 1,501 1,299 1,299 809 800 800 913 606 606 221 107 107 Italie
Latvia 52 40 30 33 35 35 22 25 25 2 20 30 Lettonie
Luxembourg 128 98 98 147 147 147 27 7 7 46 56 56 Luxembourg
Malta 5 5 5 0 0 0 5 5 5 0 0 0 Malte
Montenegro 31 31 32 0 0 0 31 31 32 0 0 0 Monténégro
Netherlands 220 205 196 0 0 0 361 336 322 141 131 126 Pays-Bas
Poland 3,066 3,020 3,130 3,052 3,030 3,100 470 450 470 456 460 440 Pologne
Portugal 447 440 465 494 500 530 257 260 265 305 320 330 Portugal
Serbia 31 35 46 0 0 0 34 38 50 3 3 4 Serbie
Slovakia 135 135 135 0 0 0 170 170 170 35 35 35 Slovaquie
Slovenia 24 15 14 132 120 125 24 23 26 131 128 137 Slovénie
Spain 835 821 821 1,334 1,201 1,201 397 302 302 897 682 682 Espagne
Sweden 254 225 225 0 0 0 284 230 230 30 5 5 Suède
Switzerland 24 24 24 97 97 97 88 88 88 161 161 161 Suisse
United Kingdom 1,553 1,510 1,510 856 850 850 739 700 700 42 40 40 Royaume-Uni
Total Europe 11,419 10,847 10,969 12,157 11,623 11,679 5,210 4,606 4,618 5,948 5,382 5,328 Total Europe
Uzbekistan 671 513 513 46 46 46 629 469 469 3 2 2 Ouzbékistan
Total EECCA Total EOCAC
Canada 1,053 999 1,005 1,087 1,098 1,109 608 472 449 641 570 553 Canada
United States 5,156 5,228 5,226 2,746 2,778 2,786 2,939 2,874 2,866 529 424 426 Etats-Unis
Total North America 6,209 6,227 6,231 3,833 3,876 3,895 3,547 3,346 3,315 1,170 994 979 Total Amérique du Nord

Table 6c

TABLE 6c
OTHER FIBREBOARD AUTRES PANNEAUX DE FIBRES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 131 128 128 0 0 0 136 132 132 4 3 3 Autriche
Cyprus 2 2 2 0 0 0 3 2 2 0 0 0 Chypre
Czech Republic 86 74 75 0 0 0 197 154 160 111 80 85 République tchèque
Estonia 29 10 10 75 40 40 3 2 2 49 32 32 Estonie
Finland 33 17 17 0 0 0 34 17 17 0 0 0 Finlande
France 65 66 66 63 63 63 177 177 177 174 174 174 France
Germany 1,745 1,526 1,440 1,402 1,200 1,150 966 945 920 624 619 630 Allemagne
Hungary 21 7 4 19 0 0 3 7 4 0 0 0 Hongrie
Italy 82 82 82 3 3 3 85 85 85 6 6 6 Italie
Latvia 7 5 5 0 0 0 23 20 20 16 15 15 Lettonie
Luxembourg 4 4 4 0 0 0 4 4 4 0 0 0 Luxembourg
Malta 1 2 2 0 0 0 1 2 2 0 0 0 Malte
Netherlands 68 64 61 29 29 29 41 37 34 2 2 2 Pays-Bas
Poland 920 865 940 1,828 1,810 1,900 33 35 40 940 980 1,000 Pologne
Portugal 37 15 25 32 20 30 20 15 20 15 20 25 Portugal
Serbia 4 4 4 0 0 0 4 4 4 0 0 0 Serbie
Slovakia 54 63 67 0 0 0 57 65 70 3 2 3 Slovaquie
Slovenia 0 0 0 0 0 0 0 0 0 0 0 0 Slovénie
Spain 69 59 59 64 58 58 20 7 7 15 6 6 Espagne
Sweden 0 5 5 0 0 0 25 20 20 24 15 15 Suède
Switzerland 195 195 195 0 0 0 196 196 196 1 1 1 Suisse
United Kingdom 38 30 30 0 0 0 47 40 40 9 10 10 Royaume-Uni
Total Europe 3,592 3,223 3,221 3,514 3,222 3,272 2,071 1,965 1,956 1,993 1,965 2,007 Total Europe
Uzbekistan 331 246 246 2 2 2 339 252 252 10 7 7 Ouzbékistan
Total EECCA Total EOCAC
Canada 150 137 134 100 100 100 158 129 128 108 92 94 Canada
United States 3,047 3,012 3,148 3,179 3,138 3,276 161 160 186 294 286 314 Etats-Unis
Total North America 3,196 3,149 3,282 3,279 3,238 3,376 319 289 314 402 378 408 Total Amérique du Nord

Table 7

TABLE 7
WOOD PULP PATE DE BOIS
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 mt
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 2,209 1,950 2,030 1,977 1,700 1,800 630 610 630 399 360 400 Autriche
Czech Republic 847 688 700 640 525 540 324 259 260 117 96 100 République tchèque
Estonia 70 75 80 227 180 180 42 50 50 199 155 150 Estonie
Finland a 5,468 4,483 4,614 9,200 8,690 9,360 355 150 150 4,087 4,357 4,896 Finlande a
France 2,898 2,420 2,500 1,666 1,300 1,350 1,715 1,450 1,500 483 330 350 France
Germany 5,092 4,600 5,000 2,172 1,850 2,000 4,173 3,900 4,200 1,253 1,150 1,200 Allemagne
Hungary 205 206 214 66 77 87 141 133 131 3 3 4 Hongrie
Italy 3,466 3,466 3,466 223 223 223 3,536 3,536 3,536 293 293 293 Italie
Latvia 7 7 7 12 13 13 7 7 7 12 13 13 Lettonie
Netherlands 443 442 442 37 37 37 1,717 1,717 1,717 1,312 1,312 1,312 Pays-Bas
Poland 2,836 2,830 2,930 1,729 1,710 1,750 1,291 1,300 1,320 183 180 140 Pologne
Portugal 1,757 1,735 1,760 2,869 2,870 2,870 140 145 150 1,252 1,280 1,260 Portugal
Serbia 82 88 92 0 0 0 82 88 92 0 0 0 Serbie
Slovakia 700 700 715 692 700 725 173 170 170 166 170 180 Slovaquie
Slovenia 322 321 316 73 63 68 249 260 250 1 2 2 Slovénie
Spain 1,520 1,328 1,328 1,120 1,120 1,120 1,176 976 976 775 768 768 Espagne
Sweden 8,438 7,600 7,950 11,631 10,900 11,400 641 600 600 3,834 3,900 4,050 Suède
Switzerland 188 188 188 87 87 87 101 101 101 0 0 0 Suisse
United Kingdom 1,057 940 950 220 200 200 838 740 750 1 0 0 Royaume-Uni
Total Europe 37,604 34,067 35,282 34,641 32,244 33,809 17,333 16,193 16,590 14,369 14,369 15,118 Total Europe
Uzbekistan 38 28 28 1 1 1 37 28 28 0 0 0 Ouzbékistan
Total EECCA Total EOCAC
Canada 6,007 5,851 5,616 14,200 13,102 12,638 472 582 640 8,665 7,833 7,662 Canada
United States 39,787 42,269 42,815 40,822 41,230 41,478 6,948 7,643 8,254 7,983 6,603 6,917 Etats-Unis
Total North America 45,794 48,121 48,431 55,022 54,332 54,116 7,420 8,224 8,894 16,648 14,436 14,579 Total Amérique du Nord
a imports exclude dissolving pulp a les importations excluent pâte à dissoudre

Table 8

TABLE 8
PAPER AND PAPERBOARD PAPIERS ET CARTONS
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 mt
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 2,133 1,750 2,050 4,633 3,500 4,000 1,231 1,050 1,150 3,730 2,800 3,100 Autriche
Cyprus 56 48 48 0 0 0 56 48 48 0 0 0 Chypre
Czech Republic 1,467 1,234 1,258 938 769 785 1,531 1,286 1,312 1,002 822 838 République tchèque
Estonia 120 111 111 57 35 35 123 102 102 59 26 26 Estonie
Finland 514 475 460 7,200 5,990 6,150 333 275 280 7,019 5,790 5,970 Finlande
France 8,272 7,290 7,400 7,092 6,240 6,600 4,845 4,650 4,600 3,665 3,600 3,800 France
Germany 17,836 14,600 17,000 21,612 17,500 21,000 9,302 8,000 9,500 13,078 10,900 13,500 Allemagne
Hungary 1,213 1,167 1,212 1,057 1,003 1,034 877 892 898 720 727 721 Hongrie
Italy 11,390 11,390 11,390 8,696 8,696 8,696 5,800 5,800 5,800 3,106 3,106 3,106 Italie
Latvia 168 175 175 29 30 30 173 180 180 33 35 35 Lettonie
Luxembourg 26 14 14 0 0 0 27 15 15 1 1 1 Luxembourg
Malta 26 27 28 0 0 0 26 27 28 0 0 0 Malte
Netherlands 2,814 2,760 2,760 2,884 2,827 2,827 2,180 2,096 2,096 2,250 2,163 2,163 Pays-Bas
Poland 7,532 7,400 7,550 5,237 5,130 5,250 4,869 4,870 4,950 2,574 2,600 2,650 Pologne
Portugal 1,090 1,200 1,240 2,123 2,200 2,240 948 940 945 1,981 1,940 1,945 Portugal
Serbia 790 762 778 483 481 490 514 490 500 207 209 212 Serbie
Slovakia 565 575 600 967 975 1,000 457 450 475 859 850 875 Slovaquie
Slovenia 412 390 390 591 500 500 367 390 390 545 500 500 Slovénie
Spain 7,060 6,778 6,778 6,355 6,355 6,355 2,997 2,577 2,577 2,291 2,154 2,154 Espagne
Sweden 834 700 750 8,531 7,300 8,100 894 700 750 8,591 7,300 8,100 Suède
Switzerland 1,020 1,015 1,010 1,160 1,155 1,150 640 635 630 780 775 770 Suisse
United Kingdom 7,420 6,280 6,440 3,460 3,190 3,250 5,015 4,150 4,250 1,055 1,060 1,060 Royaume-Uni
Total Europe 72,758 66,140 69,442 83,103 73,876 79,492 43,204 39,623 41,476 53,549 47,358 51,526 Total Europe
Uzbekistan 335 297 297 142 142 142 214 171 171 21 17 17 Ouzbékistan
Total EECCA Total EOCAC
Canada 5,505 6,069 6,231 9,094 9,124 9,155 2,516 2,242 2,235 6,105 5,298 5,159 Canada
United States 64,243 62,896 63,029 65,959 64,476 64,476 8,202 8,180 8,159 9,917 9,761 9,606 Etats-Unis
Total North America 69,748 68,964 69,260 75,053 73,600 73,631 10,718 10,423 10,395 16,023 15,059 14,765 Total Amérique du Nord

Table 9

TABLE 9
REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT
TOTAL TOTAL
1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
Country Industrial wood - Bois industriels Wood fuel c Bois de chauffage c Pays
Total Logs Pulpwood a Other b Total
Grumes Bois de trituration a Autre b
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 13,935 11,716 12,225 10,711 8,904 9,338 3,223 2,812 2,887 0 0 0 5,424 5,115 5,234 19,359 16,831 17,459 Autriche
Cyprus 3 2 2 2 2 2 0 0 0 0 0 0 11 9 8 14 11 10 Chypre
Czech Republic 20,708 15,535 14,897 14,635 10,617 10,106 5,965 4,804 4,675 108 113 115 4,405 3,965 3,900 25,113 19,499 18,797 République tchèque
Estonia 6,474 6,401 6,401 4,276 4,200 4,200 2,148 2,150 2,150 51 51 51 4,066 3,800 3,800 10,541 10,201 10,201 Estonie
Finland 56,246 53,397 55,435 25,699 22,749 23,412 30,547 30,648 32,023 0 0 0 9,340 9,340 9,340 65,586 62,737 64,775 Finlande
France 25,648 25,270 25,070 17,198 17,200 17,300 7,891 7,500 7,200 559 570 570 24,173 24,500 25,600 49,821 49,770 50,670 France
Germany 56,534 53,930 49,630 44,756 41,200 39,500 11,644 12,600 10,000 135 130 130 22,338 22,700 22,700 78,872 76,630 72,330 Allemagne
Hungary 2,901 2,881 2,881 1,410 1,374 1,399 912 995 1,008 579 512 475 3,626 3,284 3,397 6,527 6,165 6,278 Hongrie
Italy 2,838 3,540 3,540 1,890 1,890 1,890 316 1,018 1,018 632 632 632 10,839 10,839 10,839 13,677 14,379 14,379 Italie
Latvia 12,491 12,150 12,350 7,603 7,250 7,450 3,868 3,800 3,800 1,020 1,100 1,100 2,936 3,000 3,000 15,427 15,150 15,350 Lettonie
Luxembourg 231 197 193 147 144 133 56 38 38 27 15 22 40 45 43 271 242 235 Luxembourg
Montenegro 751 697 678 515 492 487 201 198 186 35 7 5 194 193 190 945 890 868 Monténégro
Netherlands 614 599 589 221 220 215 352 340 335 41 39 39 2,382 2,380 2,385 2,996 2,979 2,974 Pays-Bas
Poland 38,735 39,880 40,850 18,533 18,800 19,150 19,350 20,100 20,550 852 980 1,150 6,958 7,420 7,750 45,693 47,300 48,600 Pologne
Portugal 12,235 12,330 12,190 2,038 2,040 2,060 9,799 9,850 9,700 399 440 430 2,383 2,380 2,300 14,619 14,710 14,490 Portugal
Serbia 1,478 1,520 1,561 1,077 1,104 1,130 265 275 283 136 141 148 6,574 6,646 6,760 8,052 8,166 8,321 Serbie
Slovakia 6,827 6,820 6,880 4,130 4,080 4,100 2,672 2,710 2,750 25 30 30 609 610 650 7,435 7,430 7,530 Slovaquie
Slovenia 2,928 3,752 3,482 2,184 2,780 2,600 698 920 830 45 52 52 1,149 1,290 1,270 4,076 5,042 4,752 Slovénie
Spain 14,366 15,244 15,244 4,150 4,404 4,404 9,813 10,413 10,413 403 427 427 3,555 3,772 3,772 17,921 19,016 19,016 Espagne
Sweden 71,165 69,076 69,310 38,280 37,480 37,080 32,585 31,296 31,930 300 300 300 6,000 6,016 6,016 77,165 75,092 75,326 Suède
Switzerland 3,011 3,082 3,142 2,555 2,625 2,680 444 445 450 12 12 12 1,938 2,000 2,025 4,949 5,082 5,167 Suisse
United Kingdom 7,604 7,193 7,193 5,509 5,236 5,236 1,646 1,529 1,529 448 428 428 2,184 2,184 2,184 9,788 9,377 9,377 Royaume-Uni
Total Europe 357,723 345,212 343,742 207,519 194,791 193,872 144,397 144,441 143,754 5,807 5,980 6,116 121,124 121,488 123,163 478,847 466,699 466,905 Total Europe
Canada 142,131 140,499 140,499 124,900 123,350 123,350 15,040 14,864 14,864 2,190 2,285 2,285 1,683 1,908 1,908 143,814 142,407 142,407 Canada
United States 382,544 384,963 388,611 186,157 188,221 191,211 182,650 182,996 183,637 13,737 13,746 13,763 76,230 76,240 76,278 458,774 461,203 464,889 Etats-Unis
Total North America 524,675 525,462 529,110 311,057 311,571 314,561 197,690 197,861 198,501 15,927 16,031 16,048 77,913 78,148 78,186 602,587 603,610 607,296 Total Amérique du Nord
a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées
therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration
b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc.
c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées
used for energy purposes à des fins energétiques

Table 9a

TABLE 9a
REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT
SOFTWOOD CONIFERES
1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
Country Industrial wood - Bois industriels Wood fuel c Bois de chauffage c Pays
Total Logs Pulpwood a Other b Total
Grumes Bois de trituration a Autre b
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 12,958 10,873 11,338 10,382 8,638 9,038 2,576 2,235 2,300 0 0 0 3,248 3,069 3,140 16,206 13,942 14,478 Autriche
Cyprus 2 2 2 2 2 2 0 0 0 0 0 0 10 8 7 12 10 9 Chypre
Czech Republic 19,440 14,455 13,825 14,019 10,094 9,589 5,316 4,253 4,125 105 109 111 3,610 3,249 3,200 23,050 17,704 17,025 République tchèque
Estonia 4,023 3,927 3,927 3,118 3,000 3,000 878 900 900 26 27 27 1,486 1,400 1,400 5,509 5,327 5,327 Estonie
Finland 47,408 45,464 47,590 24,662 21,700 22,351 22,746 23,764 25,239 0 0 0 4,593 4,593 4,593 52,001 50,057 52,183 Finlande
France 17,300 17,070 16,770 12,491 12,500 12,500 4,559 4,300 4,000 250 270 270 2,417 2,500 2,600 19,717 19,570 19,370 France
Germany 52,425 50,120 46,120 41,761 38,500 37,000 10,541 11,500 9,000 123 120 120 8,834 9,200 9,200 61,259 59,320 55,320 Allemagne
Hungary 688 759 743 175 201 208 411 488 481 102 70 53 383 294 333 1,071 1,053 1,076 Hongrie
Italy 1,797 2,502 2,502 1,169 1,169 1,169 148 853 853 480 480 480 1,180 1,180 1,180 2,977 3,682 3,682 Italie
Latvia 8,253 7,900 8,100 5,873 5,500 5,700 1,850 1,800 1,800 530 600 600 298 300 300 8,551 8,200 8,400 Lettonie
Luxembourg 162 143 145 124 122 115 10 6 8 27 15 22 17 11 12 178 154 158 Luxembourg
Montenegro 573 553 537 372 352 349 201 198 186 0 3 2 66 65 63 639 618 600 Monténégro
Netherlands 449 440 430 173 170 165 244 240 235 32 30 30 457 450 450 906 890 880 Pays-Bas
Poland 31,941 32,800 33,470 15,775 16,000 16,250 15,411 15,950 16,250 754 850 970 3,627 3,820 3,950 35,568 36,620 37,420 Pologne
Portugal 3,045 3,210 3,150 1,682 1,710 1,700 1,213 1,350 1,300 150 150 150 996 990 980 4,041 4,200 4,130 Portugal
Serbia 279 290 301 178 184 190 66 70 73 35 36 38 141 146 160 420 436 461 Serbie
Slovakia 3,325 3,160 3,120 2,559 2,430 2,400 748 710 700 18 20 20 259 260 275 3,584 3,420 3,395 Slovaquie
Slovenia 1,966 2,586 2,386 1,687 2,150 2,000 275 430 380 4 6 6 191 240 220 2,157 2,826 2,606 Slovénie
Spain 7,435 7,889 7,889 3,420 3,629 3,629 3,754 3,984 3,984 261 277 277 2,243 2,380 2,380 9,678 10,269 10,269 Espagne
Sweden 64,603 62,760 62,873 38,100 37,300 36,900 26,353 25,310 25,823 150 150 150 3,000 3,008 3,008 67,603 65,768 65,881 Suède
Switzerland 2,578 2,639 2,689 2,290 2,350 2,400 279 280 280 9 9 9 769 770 775 3,347 3,409 3,464 Suisse
United Kingdom 7,486 7,076 7,076 5,453 5,180 5,180 1,633 1,516 1,516 400 380 380 1,571 1,571 1,571 9,058 8,647 8,647 Royaume-Uni
Total Europe 288,136 276,619 274,984 185,467 172,881 171,836 99,212 100,136 99,433 3,458 3,602 3,715 39,396 39,504 39,798 327,533 316,123 314,781 Total Europe
Canada 114,659 112,907 112,907 110,046 108,424 108,424 4,229 4,021 4,021 384 462 462 806 946 946 115,465 113,853 113,853 Canada
United States 306,119 309,360 313,639 152,799 154,479 156,695 141,226 142,779 144,827 12,094 12,102 12,117 37,619 37,609 37,606 343,738 346,969 351,245 Etats-Unis
Total North America 420,778 422,267 426,546 262,845 262,903 265,119 145,455 146,800 148,848 12,478 12,564 12,579 38,425 38,555 38,552 459,203 460,822 465,098 Total Amérique du Nord
a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées
therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration
b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc.
c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées
used for energy purposes à des fins energétiques

Table 9b

TABLE 9b
REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT
HARDWOOD NON-CONIFERES
1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
Country Industrial wood - Bois industriels Wood fuel c Bois de chauffage c Pays
Total Logs Pulpwood a Other b Total
Grumes Bois de trituration a Autre b
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 977 843 887 329 266 300 647 577 587 0 0 0 2,176 2,046 2,094 3,153 2,889 2,981 Autriche
Cyprus 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 Chypre
Czech Republic 1,268 1,079 1,071 616 524 517 649 552 550 3 4 4 795 716 700 2,063 1,795 1,771 République tchèque
Estonia 2,452 2,474 2,474 1,158 1,200 1,200 1,270 1,250 1,250 24 24 24 2,580 2,400 2,400 5,032 4,874 4,874 Estonie
Finland 8,838 7,933 7,845 1,037 1,049 1,061 7,801 6,884 6,784 0 0 0 4,747 4,747 4,747 13,585 12,680 12,592 Finlande
France 8,348 8,200 8,300 4,707 4,700 4,800 3,332 3,200 3,200 309 300 300 21,756 22,000 23,000 30,104 30,200 31,300 France
Germany 4,110 3,810 3,510 2,995 2,700 2,500 1,103 1,100 1,000 12 10 10 13,504 13,500 13,500 17,613 17,310 17,010 Allemagne
Hungary 2,213 2,122 2,138 1,234 1,173 1,191 502 507 526 477 442 421 3,244 2,990 3,064 5,456 5,112 5,202 Hongrie
Italy 1,041 1,038 1,038 721 721 721 168 166 166 152 152 152 9,659 9,659 9,659 10,700 10,697 10,697 Italie
Latvia 4,238 4,250 4,250 1,730 1,750 1,750 2,018 2,000 2,000 490 500 500 2,638 2,700 2,700 6,876 6,950 6,950 Lettonie
Luxembourg 69 54 47 23 22 18 46 32 30 0 0 0 23 34 30 92 89 78 Luxembourg
Montenegro 178 144 141 143 140 138 0 0 0 35 4 3 128 128 127 306 272 268 Monténégro
Netherlands 165 159 159 48 50 50 108 100 100 9 9 9 1,925 1,930 1,935 2,090 2,089 2,094 Pays-Bas
Poland 6,794 7,080 7,380 2,757 2,800 2,900 3,939 4,150 4,300 98 130 180 3,331 3,600 3,800 10,125 10,680 11,180 Pologne
Portugal 9,190 9,120 9,040 356 330 360 8,586 8,500 8,400 249 290 280 1,387 1,390 1,320 10,578 10,510 10,360 Portugal
Serbia 1,199 1,230 1,260 899 920 940 199 205 210 101 105 110 6,433 6,500 6,600 7,632 7,730 7,860 Serbie
Slovakia 3,502 3,660 3,760 1,570 1,650 1,700 1,924 2,000 2,050 8 10 10 350 350 375 3,851 4,010 4,135 Slovaquie
Slovenia 962 1,166 1,096 497 630 600 424 490 450 41 46 46 957 1,050 1,050 1,919 2,216 2,146 Slovénie
Spain 6,931 7,354 7,354 730 775 775 6,059 6,429 6,429 142 151 151 1,312 1,392 1,392 8,243 8,746 8,746 Espagne
Sweden 6,562 6,316 6,437 180 180 180 6,232 5,986 6,107 150 150 150 3,000 3,008 3,008 9,562 9,324 9,445 Suède
Switzerland 433 443 453 265 275 280 165 165 170 3 3 3 1,169 1,230 1,250 1,602 1,673 1,703 Suisse
United Kingdom 118 117 117 56 56 56 13 13 13 48 48 48 613 613 613 730 730 730 Royaume-Uni
Total Europe 69,587 68,593 68,759 22,052 21,910 22,036 45,185 44,305 44,322 2,350 2,377 2,401 81,728 81,984 83,365 151,314 150,576 152,124 Total Europe
Canada 27,472 27,592 27,592 14,854 14,926 14,926 10,812 10,843 10,843 1,806 1,823 1,823 877 961 961 28,349 28,554 28,554 Canada
United States 76,425 75,603 74,972 33,358 33,742 34,516 41,424 40,217 38,810 1,643 1,644 1,646 38,611 38,631 38,672 115,036 114,234 113,644 Etats-Unis
Total North America 103,897 103,196 102,564 48,212 48,668 49,442 52,236 51,060 49,653 3,449 3,467 3,469 39,488 39,592 39,633 143,385 142,788 142,197 Total Amérique du Nord
a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées
therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration
b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc.
c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées
used for energy purposes à des fins energétiques

Table 10

TABLE 10
SOFTWOOD SAWLOGS GRUMES DE SCIAGES DES CONIFERES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 16,101 13,943 13,638 10,382 8,638 9,038 6,664 5,710 5,000 945 405 400 Autriche
Cyprus 2 2 2 2 2 2 0 0 0 0 0 0 Chypre
Czech Republic 8,002 6,511 6,962 14,019 10,094 9,589 411 596 715 6,428 4,178 3,343 République tchèque
Estonia 3,533 3,270 3,270 3,118 3,000 3,000 522 450 450 107 180 180 Estonie
Finland 24,310 21,336 21,991 24,662 21,700 22,351 127 79 83 479 443 443 Finlande
France 12,053 12,120 12,120 12,491 12,500 12,500 335 360 360 773 740 740 France
Germany 39,391 35,800 34,900 41,761 38,500 37,000 3,300 3,000 3,100 5,670 5,700 5,200 Allemagne
Hungary 175 201 208 175 201 208 0 0 0 0 0 0 Hongrie
Italy 1,645 1,396 1,396 1,169 1,169 1,169 580 457 457 104 230 230 Italie
Latvia 6,471 5,830 6,200 5,873 5,500 5,700 1,147 900 900 549 570 400 Lettonie
Luxembourg 465 403 396 124 122 115 693 424 424 352 143 143 Luxembourg
Montenegro 382 361 357 372 352 349 10 9 8 0 0 0 Monténégro
Netherlands 133 145 145 173 170 165 77 80 80 117 105 100 Pays-Bas
Poland 14,243 14,500 14,800 15,775 16,000 16,250 1,245 1,400 1,550 2,777 2,900 3,000 Pologne
Portugal 1,880 1,905 1,900 1,682 1,710 1,700 241 230 240 43 35 40 Portugal
Serbia 188 187 194 178 184 190 12 9 12 2 6 8 Serbie
Slovakia 3,059 3,030 3,100 2,559 2,430 2,400 900 950 1,000 400 350 300 Slovaquie
Slovenia 1,643 1,650 1,630 1,687 2,150 2,000 239 150 180 283 650 550 Slovénie
Spain 3,223 3,307 3,307 3,420 3,629 3,629 240 185 185 437 507 507 Espagne
Sweden 38,103 37,725 37,325 38,100 37,300 36,900 964 1,128 1,128 961 703 703 Suède
Switzerland 2,035 2,100 2,155 2,290 2,350 2,400 55 60 65 310 310 310 Suisse
United Kingdom 5,810 5,538 5,538 5,453 5,180 5,180 457 457 457 99 99 99 Royaume-Uni
Total Europe 182,849 171,260 171,534 185,467 172,881 171,836 18,218 16,634 16,394 20,836 18,255 16,696 Total Europe
Canada 105,870 103,492 103,916 110,046 108,424 108,424 1,346 1,402 1,309 5,522 6,333 5,816 Canada
United States 148,043 150,509 153,391 152,799 154,479 156,695 586 570 555 5,342 4,540 3,859 Etats-Unis
Total North America 253,913 254,001 257,307 262,845 262,903 265,119 1,931 1,972 1,864 10,863 10,873 9,675 Total Amérique du Nord
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 11

TABLE 11
HARDWOOD SAWLOGS (total) GRUMES DE SCIAGES DES NON-CONIFERES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 406 311 300 329 266 300 134 90 50 57 45 50 Autriche
Czech Republic 544 457 447 616 524 517 144 120 125 216 186 195 République tchèque
Estonia 1,187 1,244 1,244 1,158 1,200 1,200 46 60 60 16 16 16 Estonie
Finland 1,068 1,041 1,061 1,037 1,049 1,061 32 1 9 1 9 9 Finlande
France 3,453 4,020 4,120 4,707 4,700 4,800 116 120 120 1,370 800 800 France
Germany 2,532 2,290 2,130 2,995 2,700 2,500 111 110 110 574 520 480 Allemagne
Hungary 1,234 1,173 1,191 1,234 1,173 1,191 0 0 0 0 0 0 Hongrie
Italy 2,088 1,718 1,718 721 721 721 1,413 1,055 1,055 47 59 59 Italie
Latvia 1,221 1,190 1,410 1,730 1,750 1,750 87 40 60 596 600 400 Lettonie
Luxembourg 226 148 144 23 22 18 221 160 160 18 34 34 Luxembourg
Montenegro 143 140 138 143 140 138 0 0 0 0 0 0 Monténégro
Netherlands 54 60 60 48 50 50 54 60 60 48 50 50 Pays-Bas
Poland 2,687 2,730 2,830 2,757 2,800 2,900 80 80 80 150 150 150 Pologne
Portugal 997 885 925 356 330 360 663 580 590 22 25 25 Portugal
Serbia 894 922 946 899 920 940 15 20 28 20 18 22 Serbie
Slovakia 1,670 1,700 1,750 1,570 1,650 1,700 500 450 450 400 400 400 Slovaquie
Slovenia 281 290 280 497 630 600 31 30 30 247 370 350 Slovénie
Spain 833 854 854 730 775 775 164 174 174 61 94 94 Espagne
Sweden 217 217 217 180 180 180 37 37 37 0 0 0 Suède
Switzerland 145 155 160 265 275 280 35 40 40 155 160 160 Suisse
United Kingdom 78 77 77 56 56 56 26 26 26 5 5 5 Royaume-Uni
Total Europe 21,959 21,622 22,002 22,052 21,910 22,036 3,910 3,253 3,265 4,003 3,541 3,299 Total Europe
Canada 15,890 15,923 15,895 14,854 14,926 14,926 1,106 1,060 1,027 70 64 59 Canada
United States 31,550 32,311 33,431 33,358 33,742 34,516 221 156 156 2,028 1,587 1,241 Etats-Unis
Total North America 47,441 48,234 49,326 48,212 48,668 49,442 1,327 1,216 1,183 2,098 1,650 1,300 Total Amérique du Nord
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 11a

TABLE 11a
HARDWOOD LOGS (temperate) GRUMES DE NON-CONIFERES (zone tempérée)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 406 311 300 329 266 300 134 90 50 57 45 50 Autriche
Czech Republic 544 457 447 616 524 517 144 120 125 216 186 195 République tchèque
Estonia 1,187 1,244 1,244 1,158 1,200 1,200 46 60 60 16 16 16 Estonie
Finland 1,068 1,041 1,061 1,037 1,049 1,061 32 1 9 1 9 9 Finlande
France 3,412 3,978 4,078 4,707 4,700 4,800 72 75 75 1,367 797 797 France
Germany 2,527 2,285 2,125 2,995 2,700 2,500 101 100 100 569 515 475 Allemagne
Hungary 1,234 1,173 1,191 1,234 1,173 1,191 0 0 0 0 0 0 Hongrie
Italy 2,068 1,729 1,729 721 721 721 1,389 1,047 1,047 42 39 39 Italie
Latvia 1,221 1,190 1,410 1,730 1,750 1,750 87 40 60 596 600 400 Lettonie
Luxembourg 226 148 144 23 22 18 221 160 160 18 34 34 Luxembourg
Montenegro 143 140 138 143 140 138 0 0 0 0 0 0 Monténégro
Netherlands 46 55 55 48 50 50 42 50 50 44 45 45 Pays-Bas
Poland 2,685 2,727 2,827 2,757 2,800 2,900 78 77 77 150 150 150 Pologne
Portugal 981 870 912 356 330 360 642 560 571 17 20 19 Portugal
Serbia 893 921 945 899 920 940 14 19 27 20 18 22 Serbie
Slovakia 1,670 1,700 1,750 1,570 1,650 1,700 500 450 450 400 400 400 Slovaquie
Slovenia 280 290 280 497 630 600 30 30 30 247 370 350 Slovénie
Spain 827 847 847 730 775 775 158 167 167 61 94 94 Espagne
Sweden 217 217 217 180 180 180 37 37 37 0 0 0 Suède
Switzerland 145 155 160 265 275 280 35 40 40 155 160 160 Suisse
United Kingdom 76 75 75 56 56 56 24 24 24 5 5 5 Royaume-Uni
Total Europe 21,857 21,553 21,935 22,052 21,910 22,036 3,786 3,146 3,158 3,980 3,503 3,260 Total Europe
Canada 15,890 15,923 15,895 14,854 14,926 14,926 1,106 1,060 1,027 70 64 59 Canada
United States 31,549 32,308 33,429 33,358 33,742 34,516 219 152 154 2,027 1,586 1,240 Etats-Unis
Total North America 47,440 48,231 49,324 48,212 48,668 49,442 1,325 1,212 1,181 2,097 1,649 1,299 Total Amérique du Nord
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 11b

TABLE 11b
HARDWOOD LOGS (tropical) GRUMES DE NON-CONIFERES (tropicale)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Net Trade Imports Exports
Country Commerce Net Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
France -41 -42 -42 44 45 45 3 3 3 France
Germany -5 -5 -5 10 10 10 5 5 5 Allemagne
Italy -20 11 11 25 9 9 4 20 20 Italie
Netherlands -8 -5 -5 12 10 10 4 5 5 Pays-Bas
Poland -2 -3 -3 2 3 3 0 0 0 Pologne
Portugal -16 -15 -13 21 20 19 5 5 6 Portugal
Serbia -1 -1 -1 1 1 1 0 0 0 Serbie
Slovenia -1 -0 -0 1 0 1 0 0 0 Slovénie
Spain -6 -7 -7 6 7 7 0 0 0 Espagne
United Kingdom -2 -2 -2 2 2 2 0 0 0 Royaume-Uni
Total Europe -102 -69 -67 124 107 106 22 38 39 Total Europe
United States -1 -3 -1 2 4 2 1 1 1 Etats-Unis
Total North America -1 -3 -1 2 4 2 1 1 1 Total Amérique du Nord

Table12

TABLE 12
PULPWOOD (total) BOIS DE TRITURATION (total)
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 13,844 12,627 12,592 11,047 9,212 9,287 3,676 4,070 4,020 879 655 715 Autriche
Cyprus 8 9 10 7 8 9 1 1 1 0 0 0 Chypre
Czech Republic 5,559 5,135 5,154 7,664 6,164 6,130 1,270 1,146 1,162 3,375 2,175 2,138 République tchèque
Estonia 3,117 2,380 2,435 6,548 6,550 6,550 256 330 285 3,687 4,500 4,400 Estonie
Finland 48,404 47,241 49,358 44,923 44,026 45,568 5,037 4,969 5,545 1,556 1,755 1,755 Finlande
France 24,495 24,350 24,050 24,257 24,000 23,700 2,527 2,600 2,600 2,289 2,250 2,250 France
Germany 26,555 26,580 23,090 27,936 27,100 23,500 4,474 3,870 3,770 5,855 4,390 4,180 Allemagne
Hungary 2,122 2,017 2,065 2,049 1,984 2,023 112 73 82 39 39 39 Hongrie
Italy 4,508 5,210 5,210 3,916 4,618 4,618 1,288 1,288 1,288 696 696 696 Italie
Latvia 5,540 5,150 5,150 9,484 8,800 8,800 1,084 950 950 5,028 4,600 4,600 Lettonie
Luxembourg 583 589 589 577 559 559 182 130 130 176 100 100 Luxembourg
Malta 2 3 3 0 0 0 2 3 3 0 0 0 Malte
Montenegro 245 241 227 245 241 227 0 0 0 0 0 0 Monténégro
Netherlands 604 1,100 1,095 1,267 1,240 1,230 289 100 105 952 240 240 Pays-Bas
Poland 35,250 36,265 37,135 33,531 34,600 35,450 3,652 3,660 3,710 1,933 1,995 2,025 Pologne
Portugal 15,954 15,330 15,365 11,664 11,720 11,590 4,657 4,000 4,140 368 390 365 Portugal
Serbia 981 1,007 1,045 967 1,000 1,033 15 8 13 1 1 1 Serbie
Slovakia 3,634 3,650 3,760 3,821 3,860 3,950 1,023 1,030 1,050 1,210 1,240 1,240 Slovaquie
Slovenia 926 770 790 2,058 2,280 2,230 625 490 530 1,757 2,000 1,970 Slovénie
Spain 13,959 14,358 14,358 14,383 15,261 15,261 1,435 1,564 1,564 1,859 2,467 2,467 Espagne
Sweden 55,632 54,193 54,727 50,015 48,196 48,730 7,036 7,750 7,750 1,419 1,753 1,753 Suède
Switzerland 1,823 1,824 1,829 1,216 1,217 1,222 795 795 795 188 188 188 Suisse
United Kingdom 4,590 4,471 4,471 4,293 4,175 4,175 406 405 405 109 109 109 Royaume-Uni
Total Europe 268,336 264,500 264,508 261,870 256,811 255,841 39,843 39,232 39,898 33,377 31,543 31,231 Total Europe
Canada 37,044 35,822 35,734 35,326 32,985 32,975 2,578 3,462 3,467 860 625 708 Canada
United States 238,450 239,587 240,850 244,912 246,110 247,536 348 324 308 6,809 6,848 6,994 Etats-Unis
Total North America 275,495 275,409 276,585 280,238 279,096 280,511 2,926 3,786 3,776 7,670 7,473 7,702 Total Amérique du Nord
Includes wood residues, chips and particles for all purposes Comprend les dechets de bois, plaquettes et particules pour toute utilisation
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 12a

TABLE 12a
PULPWOOD LOGS (ROUND AND SPLIT) BOIS DE TRITURATION (RONDINS ET QUARTIERS)
Softwood Conifères
1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 3,681 3,895 3,850 2,576 2,235 2,300 1,312 1,750 1,700 206 90 150 Autriche
Czech Republic 3,927 3,744 3,675 5,316 4,253 4,125 811 811 830 2,200 1,320 1,280 République tchèque
Estonia 476 245 245 878 900 900 56 45 45 458 700 700 Estonie
Finland 22,913 24,189 25,835 22,746 23,764 25,239 1,163 1,410 1,581 996 985 985 Finlande
France 4,689 4,400 4,100 4,559 4,300 4,000 608 550 550 478 450 450 France
Germany 10,311 11,900 9,500 10,541 11,500 9,000 2,200 2,100 2,000 2,430 1,700 1,500 Allemagne
Hungary 411 488 481 411 488 481 0 0 0 0 0 0 Hongrie
Italy 148 853 853 148 853 853 0 0 0 0 0 0 Italie
Latvia 1,775 1,700 1,700 1,850 1,800 1,800 374 400 400 449 500 500 Lettonie
Luxembourg -16 -18 -16 10 6 8 9 3 3 35 27 27 Luxembourg
Montenegro 201 198 186 201 198 186 0 0 0 0 0 0 Monténégro
Netherlands 146 150 145 244 240 235 70 80 85 168 170 175 Pays-Bas
Poland 15,378 15,900 16,300 15,411 15,950 16,250 1,428 1,500 1,650 1,462 1,550 1,600 Pologne
Portugal 1,323 1,430 1,375 1,213 1,350 1,300 122 100 90 12 20 15 Portugal
Serbia 66 70 74 66 70 73 0 0 1 0 0 0 Serbie
Slovakia 598 600 610 748 710 700 600 630 650 750 740 740 Slovaquie
Slovenia 264 200 220 275 430 380 268 170 200 278 400 360 Slovénie
Spain 3,369 3,467 3,467 3,754 3,984 3,984 179 138 138 564 655 655 Espagne
Sweden 28,513 27,431 27,944 26,353 25,310 25,823 3,114 3,269 3,269 954 1,148 1,148 Suède
Switzerland 209 210 210 279 280 280 20 20 20 90 90 90 Suisse
United Kingdom 1,894 1,776 1,776 1,633 1,516 1,516 291 291 291 31 31 31 Royaume-Uni
Total Europe 100,275 102,827 102,530 99,212 100,136 99,433 12,625 13,267 13,503 11,562 10,576 10,406 Total Europe
Canada 4,531 4,347 4,410 4,229 4,021 4,021 324 336 401 22 10 12 Canada
United States 141,231 142,785 144,831 141,226 142,779 144,827 5 6 4 0 0 0 Etats-Unis
Total North America 145,762 147,132 149,241 145,455 146,800 148,848 329 341 405 22 10 12 Total Amérique du Nord
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 12b

TABLE 12b
PULPWOOD LOGS (ROUND AND SPLIT) BOIS DE TRITURATION (RONDINS ET QUARTIERS)
Hardwood Non-conifères
1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
Apparent Consumption a Imports Exports
Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 1,217 997 1,007 647 577 587 668 500 500 98 80 80 Autriche
Czech Republic 450 380 384 649 552 550 3 2 2 202 174 168 République tchèque
Estonia 363 200 250 1,270 1,250 1,250 154 250 200 1,060 1,300 1,200 Estonie
Finland 8,997 7,940 8,052 7,801 6,884 6,784 1,550 1,633 1,845 354 577 577 Finlande
France 2,386 2,250 2,250 3,332 3,200 3,200 43 50 50 989 1,000 1,000 France
Germany 1,116 1,180 1,090 1,103 1,100 1,000 259 270 270 246 190 180 Allemagne
Hungary 502 507 526 502 507 526 0 0 0 0 0 0 Hongrie
Italy 168 166 166 168 166 166 0 0 0 0 0 0 Italie
Latvia 172 200 200 2,018 2,000 2,000 244 100 100 2,090 1,900 1,900 Lettonie
Luxembourg 77 71 69 46 32 30 36 48 48 5 9 9 Luxembourg
Netherlands 62 50 55 108 100 100 21 20 20 67 70 65 Pays-Bas
Poland 4,424 4,635 4,785 3,939 4,150 4,300 560 560 560 75 75 75 Pologne
Portugal 10,495 10,300 10,260 8,586 8,500 8,400 2,100 2,000 2,050 191 200 190 Portugal
Serbia 199 205 210 199 205 210 0 0 0 0 0 0 Serbie
Slovakia 1,874 1,950 2,000 1,924 2,000 2,050 100 100 100 150 150 150 Slovaquie
Slovenia 137 120 130 424 490 450 84 80 90 371 450 410 Slovénie
Spain 5,422 5,288 5,288 6,059 6,429 6,429 269 291 291 906 1,432 1,432 Espagne
Sweden 8,517 8,412 8,533 6,232 5,986 6,107 2,313 2,481 2,481 28 55 55 Suède
Switzerland 128 128 133 165 165 170 3 3 3 40 40 40 Suisse
United Kingdom 23 22 22 13 13 13 18 18 18 9 9 9 Royaume-Uni
Total Europe 46,729 45,001 45,410 45,185 44,305 44,322 8,426 8,406 8,628 6,881 7,711 7,540 Total Europe
Canada 10,554 10,654 10,644 10,812 10,843 10,843 38 36 30 296 225 228 Canada
United States 41,407 40,200 38,795 41,424 40,217 38,810 58 32 18 75 50 33 Etats-Unis
Total North America 51,961 50,854 49,439 52,236 51,060 49,653 96 68 48 371 275 261 Total Amérique du Nord
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Table 12c

TABLE 12c
WOOD RESIDUES, CHIPS AND PARTICLES DECHETS DE BOIS, PLAQUETTES ET PARTICULES
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 m3
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 8,945 7,735 7,735 7,824 6,400 6,400 1,696 1,820 1,820 575 485 485 Autriche
Cyprus 8 9 10 7 8 9 1 1 1 0 0 0 Chypre
Czech Republic 1,182 1,011 1,094 1,699 1,359 1,454 456 333 330 973 681 690 République tchèque
Estonia 2,278 1,935 1,940 4,400 4,400 4,400 47 35 40 2,169 2,500 2,500 Estonie
Finland 16,494 15,112 15,471 14,376 13,378 13,545 2,324 1,926 2,119 206 193 193 Finlande
France 17,420 17,700 17,700 16,366 16,500 16,500 1,876 2,000 2,000 822 800 800 France
Germany 15,128 13,500 12,500 16,292 14,500 13,500 2,015 1,500 1,500 3,179 2,500 2,500 Allemagne
Hungary 1,209 1,022 1,057 1,137 989 1,015 112 73 82 39 39 39 Hongrie
Italy 4,192 4,192 4,192 3,600 3,600 3,600 1,288 1,288 1,288 696 696 696 Italie
Latvia 3,593 3,250 3,250 5,616 5,000 5,000 466 450 450 2,489 2,200 2,200 Lettonie
Luxembourg 522 536 536 521 521 521 137 79 79 136 64 64 Luxembourg
Malta 2 3 3 0 0 0 2 3 3 0 0 0 Malte
Montenegro 44 43 41 44 43 41 0 0 0 0 0 0 Monténégro
Netherlands 396 900 895 915 900 895 198 0 0 717 0 0 Pays-Bas
Poland 15,448 15,730 16,050 14,181 14,500 14,900 1,664 1,600 1,500 396 370 350 Pologne
Portugal 4,136 3,600 3,730 1,865 1,870 1,890 2,435 1,900 2,000 165 170 160 Portugal
Serbia 716 732 761 702 725 750 15 8 12 1 1 1 Serbie
Slovakia 1,162 1,100 1,150 1,149 1,150 1,200 323 300 300 310 350 350 Slovaquie
Slovenia 525 450 440 1,360 1,360 1,400 273 240 240 1,107 1,150 1,200 Slovénie
Spain 5,169 5,603 5,603 4,570 4,849 4,849 987 1,135 1,135 388 380 380 Espagne
Sweden 18,602 18,350 18,250 17,430 16,900 16,800 1,609 2,000 2,000 437 550 550 Suède
Switzerland 1,486 1,486 1,486 772 772 772 772 772 772 58 58 58 Suisse
United Kingdom 2,673 2,673 2,673 2,646 2,646 2,646 96 96 96 69 69 69 Royaume-Uni
Total Europe 121,332 116,673 116,568 117,472 112,370 112,087 18,793 17,559 17,767 14,933 13,256 13,285 Total Europe
Canada 21,959 20,821 20,680 20,285 18,121 18,111 2,216 3,090 3,037 542 390 467 Canada
United States 55,812 56,602 57,224 62,262 63,114 63,899 285 286 286 6,734 6,798 6,961 Etats-Unis
Total North America 77,771 77,423 77,904 82,547 81,235 82,010 2,500 3,376 3,323 7,277 7,188 7,428 Total Amérique du Nord

Table 13

TABLE 13
WOOD PELLETS GRANULES DE BOIS
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
1000 mt
Apparent Consumption Imports Exports
Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
Austria 1,290 1,497 1,450 1,691 1,938 2,050 344 309 300 745 750 900 Autriche
Cyprus 8 5 5 0 0 0 8 5 5 0 0 0 Chypre
Czech Republic 234 215 225 540 459 482 38 38 40 344 282 296 République tchèque
Estonia 284 300 230 1,650 1,350 1,300 12 50 30 1,378 1,100 1,100 Estonie
Finland 530 541 562 360 380 405 188 163 160 18 2 3 Finlande
France 2,735 3,260 3,660 2,050 2,250 2,450 775 1,100 1,300 90 90 90 France
Germany 3,328 3,540 3,720 3,569 3,700 3,900 443 480 420 684 640 600 Allemagne
Hungary 63 44 50 62 43 49 11 13 12 11 12 12 Hongrie
Italy 2,359 2,359 2,359 450 450 450 1,916 1,916 1,916 7 7 7 Italie
Latvia 621 750 750 1,980 2,000 2,000 326 350 350 1,685 1,600 1,600 Lettonie
Luxembourg 61 72 72 63 63 63 17 11 11 19 2 2 Luxembourg
Malta 1 1 1 0 0 0 1 1 1 0 0 0 Malte
Montenegro 18 25 26 83 84 84 0 0 0 65 59 58 Monténégro
Netherlands 5,354 5,354 5,354 268 268 268 5,551 5,551 5,551 465 465 465 Pays-Bas
Poland 842 920 1,100 1,152 1,200 1,350 366 370 380 677 650 630 Pologne
Portugal 228 225 220 747 740 735 4 5 5 523 520 520 Portugal
Serbia 478 460 485 418 450 480 83 70 80 23 60 75 Serbie
Slovakia 22 175 175 390 450 450 47 75 75 415 350 350 Slovaquie
Slovenia 125 155 150 164 175 180 126 120 130 165 140 160 Slovénie
Spain 867 907 907 1,007 1,007 1,007 65 46 46 206 146 146 Espagne
Sweden 1,776 1,800 1,850 1,809 1,750 1,800 199 210 210 232 160 160 Suède
Switzerland 410 415 420 330 335 340 80 80 80 0 0 0 Suisse
United Kingdom 7,819 7,830 7,830 327 330 330 7,516 7,520 7,520 23 20 20 Royaume-Uni
Total Europe 29,451 30,850 31,601 19,110 19,422 20,173 18,114 18,482 18,621 7,774 7,055 7,194 Total Europe
Canada 368 420 179 3,830 3,830 3,830 31 52 56 3,493 3,462 3,707 Canada
United States 761 273 152 9,544 9,744 9,948 194 174 155 8,977 9,644 9,951 Etats-Unis
Total North America 1,129 694 331 13,374 13,574 13,778 225 226 211 12,470 13,106 13,659 Total Amérique du Nord

Table 14

TABLE 14
Europe: Summary table of market forecasts for 2023 and 2024
Europe: Tableau récapitulatif des prévisions du marché pour 2023 et 2024
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
million m3 (pulp, paper and pellets million m.t. - pâte de bois, papiers et cartons, et granulés en millions de tonnes métriques)
Apparent Consumption
Consommation Apparente Production Imports - Importations Exports - Exportations
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
actual forecasts actual forecasts actual forecasts actual forecasts
réels prévisions réels prévisions réels prévisions réels prévisions
Sawn softwood 75.92 69.01 68.49 96.71 89.54 88.44 29.69 25.67 25.93 50.49 46.20 45.88 Sciages conifères
Softwood logs a 182.85 171.26 171.53 185.47 172.88 171.84 18.22 16.63 16.39 20.84 18.25 16.70 Grumes de conifères a
Sawn hardwood 7.02 6.65 6.70 6.93 6.45 6.61 4.18 3.86 3.81 4.09 3.66 3.72 Sciages non-conifères
– temperate zone b 6.45 6.14 6.18 6.87 6.40 6.55 3.28 3.07 3.02 3.70 3.33 3.39 – zone tempérée b
– tropical zone b 0.57 0.51 0.52 0.06 0.05 0.06 0.90 0.79 0.79 0.39 0.32 0.32 – zone tropicale b
Hardwood logs a 21.96 21.62 22.00 22.05 21.91 22.04 3.91 3.25 3.26 4.00 3.54 3.30 Grumes de non-conifères a
– temperate zone b 21.86 21.55 21.93 22.05 21.91 22.04 3.79 3.15 3.16 3.98 3.50 3.26 – zone tempérée b
– tropical zone b 0.10 0.07 0.07 0.12 0.11 0.11 0.02 0.04 0.04 – zone tropicale b
Veneer sheets 1.58 1.49 1.49 1.00 0.97 0.96 1.42 1.28 1.29 0.84 0.76 0.76 Feuilles de placage
Plywood 6.62 6.21 5.92 4.17 3.93 3.97 6.42 5.79 5.48 3.96 3.50 3.53 Contreplaqués
Particle board (excluding OSB) 28.12 26.41 26.52 28.01 26.71 26.91 10.02 9.58 9.55 9.92 9.88 9.94 Pann. de particules (sauf OSB)
OSB 5.27 5.06 5.09 4.89 4.89 5.02 3.20 2.96 2.94 2.83 2.78 2.87 OSB
Fibreboard 15.80 14.89 15.09 16.15 15.31 15.42 8.76 8.01 8.04 9.11 8.43 8.37 Panneaux de fibres
– Hardboard 0.79 0.82 0.90 0.48 0.47 0.47 1.47 1.44 1.46 1.17 1.09 1.04 – Durs
– MDF 11.42 10.85 10.97 12.16 11.62 11.68 5.21 4.61 4.62 5.95 5.38 5.33 – MDF
– Other board 3.59 3.22 3.22 3.51 3.22 3.27 2.07 1.97 1.96 1.99 1.96 2.01 – Autres panneaux
Pulpwood a 268.34 264.50 264.51 261.87 256.81 255.84 39.84 39.23 39.90 33.38 31.54 31.23 Bois de trituration a
– Pulp logs 147.00 147.83 147.94 144.40 144.44 143.75 21.05 21.67 22.13 18.44 18.29 17.95 – Bois ronds de trituration
– softwood 100.28 102.83 102.53 99.21 100.14 99.43 12.63 13.27 13.50 11.56 10.58 10.41 – conifères
– hardwood 46.73 45.00 45.41 45.18 44.31 44.32 8.43 8.41 8.63 6.88 7.71 7.54 – non-conifères
– Residues, chips and particles 121.33 116.67 116.57 117.47 112.37 112.09 18.79 17.56 17.77 14.93 13.26 13.29 – Déchets, plaquettes et part.
Wood pulp 37.60 34.07 35.28 34.64 32.24 33.81 17.33 16.19 16.59 14.37 14.37 15.12 Pâte de bois
Paper and paperboard 72.76 66.14 69.44 83.10 73.88 79.49 43.20 39.62 41.48 53.55 47.36 51.53 Papiers et cartons
Wood Pellets 29.45 30.85 31.60 19.11 19.42 20.17 18.11 18.48 18.62 7.77 7.05 7.19 Granulés de bois
a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fourni des données sur le commerce
b Trade figures by zone do not equal the total as some countries cannot provide data for both zones b Les chiffres du commerce par zone ne correspondent pas aux totaux
en raison du fait que certains pays ne peuvent les différencier.

Table 15

TABLE 15
North America: Summary table of market forecasts for 2023 and 2024
Amérique du Nord: Tableau récapitulatif des prévisions du marché pour 2023 et 2024
Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions
million m3 (pulp, paper and pellets million m.t. - pâte de bois, papiers et cartons, et granulés en millions de tonnes métriques)
Apparent Consumption
Consommation Apparente Production Imports - Importations Exports - Exportations
2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024
actual forecasts actual forecasts actual forecasts actual forecasts
réels prévisions réels prévisions réels prévisions réels prévisions
Sawn softwood 91.63 89.85 90.39 100.44 97.41 95.73 27.09 26.48 27.10 35.90 34.04 32.43 Sciages conifères
Softwood logs 253.91 254.00 257.31 262.84 262.90 265.12 1.93 1.97 1.86 10.86 10.87 9.68 Grumes de conifères
Sawn hardwood 15.85 16.16 16.46 18.50 18.72 19.03 1.59 1.63 1.56 4.23 4.19 4.13 Sciages non-conifères
– temperate zone 15.57 15.89 16.19 18.50 18.72 19.03 1.29 1.33 1.26 4.21 4.16 4.10 – zone tempérée
– tropical zone 0.29 0.27 0.27 0.00 0.00 0.00 0.31 0.30 0.30 0.02 0.03 0.03 – zone tropicale
Hardwood logs 47.44 48.23 49.33 48.21 48.67 49.44 1.33 1.22 1.18 2.10 1.65 1.30 Grumes de non-conifères
– temperate zone 47.44 48.23 49.32 48.21 48.67 49.44 1.32 1.21 1.18 2.10 1.65 1.30 – zone tempérée
– tropical zone 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 – zone tropicale
Veneer sheets 2.85 2.93 2.97 2.87 2.89 2.91 0.86 0.88 0.89 0.88 0.83 0.84 Feuilles de placage
Plywood 16.92 16.92 17.31 10.86 10.90 11.05 7.48 7.37 7.68 1.43 1.36 1.42 Contreplaqués
Particle board (excluding OSB) 6.66 7.45 7.46 6.11 6.58 6.55 1.75 1.97 1.98 1.19 1.10 1.07 Pann. de particules (sauf OSB)
OSB 21.20 21.09 21.35 20.86 20.60 20.86 6.28 6.30 6.39 5.94 5.82 5.89 OSB
Fibreboard 9.92 9.93 10.07 7.64 7.71 7.87 4.18 3.92 3.92 1.90 1.69 1.72 Panneaux de fibres
– Hardboard 0.51 0.56 0.56 0.53 0.59 0.60 0.31 0.28 0.29 0.32 0.32 0.33 – Durs
– MDF 6.21 6.23 6.23 3.83 3.88 3.89 3.55 3.35 3.32 1.17 0.99 0.98 – MDF
– Other board 3.20 3.15 3.28 3.28 3.24 3.38 0.32 0.29 0.31 0.40 0.38 0.41 – Autres panneaux
Pulpwood 275.49 275.41 276.58 280.24 279.10 280.51 2.93 3.79 3.78 7.67 7.47 7.70 Bois de trituration
– Pulp logs 197.72 197.99 198.68 197.69 197.86 198.50 0.43 0.41 0.45 0.39 0.28 0.27 – Bois ronds de trituration
– softwood 145.76 147.13 149.24 145.45 146.80 148.85 0.33 0.34 0.41 0.02 0.01 0.01 – conifères
– hardwood 51.96 50.85 49.44 52.24 51.06 49.65 0.10 0.07 0.05 0.37 0.27 0.26 – non-conifères
– Residues, chips and particles 77.77 77.42 77.90 82.55 81.23 82.01 2.50 3.38 3.32 7.28 7.19 7.43 – Déchets, plaquettes et part.
Wood pulp 45.79 48.12 48.43 55.02 54.33 54.12 7.42 8.22 8.89 16.65 14.44 14.58 Pâte de bois
Paper and paperboard 69.75 68.96 69.26 75.05 73.60 73.63 10.72 10.42 10.39 16.02 15.06 14.77 Papiers et cartons
Wood pellets 1.13 0.69 0.33 13.37 13.57 13.78 0.23 0.23 0.21 12.47 13.11 13.66 Granulés de bois

List of Tables and Notes Table 1 - Sawn Softwood Table 2 - Sawn Hardwood (total) Table 2a - Sawn Hardwood (temperate) Table 2b - Sawn Hardwood (tropical) Table 3 - Veneer Sheets Table 4 - Plywood Table 5 - Particle Board (excluding OSB) Table 5a - Oriented Strand Board Table 6 - Fibreboard Table 6a - Hardboard Table 6b - MDF/HDF Table 6c - Other Fibreboard Table 7 - Wood Pulp Table 8 - Paper and Paperboard Table 9 - Removals of wood in the rough Table 9a - Removals of wood in the rough (softwood) Table 9b - Removals of wood in the rough (hardwood) Table 10 - Softwood sawlogs Table 11 - Hardwood sawlogs Table 11a - Hardwood logs (temperate) Table 11b - Hardwood logs (tropical) Table 12 - Pulpwood Table 12a - Pulpwood (softwood) Table 12b - Pulpwood (hardwood) Table 12c - Wood Residues, Chips and Particles Table 13 - Wood Pellets Table 14 - Europe: Summary table of market forecasts for 2023 and 2024 Table 15 - North America: Summary table of market forecasts for 2023 and 2024

Source: UNECE Committee on Forests and the Forest Industry , November 2023, http://www.unece.org/forests/fpm/timbercommittee.html

Notes: Data in italics are estimated by the secretariat. EECCA is Eastern Europe, Caucasus and Central Asia. Data for the two latest years are forecasts. In contrast to previous years, data are shown only for countries providing forecasts. Sub-regional totals are only for reporting countries.

For tables 1-13, data in italics are secretariat estimates or repeated data. All other data are from national sources and are of course estimates for the current and future year.

Softwood = coniferous, hardwood = non-coniferous For tables 1-13, data in italics are secretariat estimates or repeated data. All other data are from national sources and are of course estimates for the current and future year. Countries with nil, missing or confidential data for all years on a table are not shown.

Uzbekistan – data extrapolated by the Secretariat based on national data for the first eight months 2023. Poland - The trade turnover is based on data that includes the estimated value of trade turnover by entities exempt from the reporting obligation. These trade turnover figures are estimated at 3%. Roundwood: sawlogs and veneer logs and pulpwood and wood fuel - with removals from trees and shrubs outside the forest, including forest chips, with stump. Residues - production excluding recovered wood.

In contrast to years prior to 2020, data are shown only for countries providing forecasts. Sub-regional totals thus reflect only the reporting countries of the subreg Confidential data have not been included. Please inform secretariat in case you notice any confidential data which might have been included inadvertently.

Wherever the forecast data is incomplete, then data is repeated to avoid skewing.

Countries with nil, missing or confidential data for all years on a table are not shown. Consumption figures are the sum of production and national imports minus national exports. Softwood = coniferous, hardwood = non-coniferous. United Kingdom production figures for OSB is secretariat estimate.

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 6,141 4,978 4,978 10,104 8,588 8,588 1,784 1,270 1,270 5,747 4,880 4,880 Autriche Cyprus 33 34 34 1 1 1 32 33 33 0 0 0 Chypre Czech Republic 2,965 2,343 2,470 4,720 3,776 4,040 583 414 350 2,338 1,847 1,920 République tchèque Estonia 2,068 1,550 1,550 1,725 1,500 1,500 1,209 700 700 866 650 650 Estonie Finland 2,938 2,420 2,420 11,200 10,300 10,400 305 20 20 8,567 7,900 8,000 Finlande France 8,633 8,750 8,800 7,168 7,200 7,300 2,350 2,450 2,400 885 900 900 France Germany 17,294 14,900 13,300 24,309 21,400 19,800 4,146 2,700 3,000 11,162 9,200 9,500 Allemagne Hungary 788 902 918 85 96 86 717 821 842 14 15 11 Hongrie Italy 4,790 4,302 4,302 400 400 400 4,608 4,157 4,157 217 255 255 Italie Latvia 1,025 950 950 3,102 3,000 3,000 829 750 750 2,906 2,800 2,800 Lettonie Luxembourg 71 122 122 39 39 39 43 91 91 11 8 8 Luxembourg Malta 7 9 9 0 0 0 7 9 9 0 0 0 Malte Montenegro 30 30 29 118 115 112 10 9 7 98 94 90 Monténégro Netherlands 2,259 2,088 2,029 115 115 115 2,659 2,473 2,399 515 500 485 Pays-Bas Poland 4,631 4,630 4,800 4,144 4,100 4,200 1,219 1,240 1,300 732 710 700 Pologne Portugal 696 686 685 807 815 820 130 130 125 242 259 260 Portugal Serbia 367 361 383 91 95 98 281 270 290 5 4 5 Serbie Slovakia 847 810 860 1,430 1,360 1,400 480 450 460 1,063 1,000 1,000 Slovaquie Slovenia 665 670 660 983 990 980 530 530 530 848 850 850 Slovénie Spain 4,029 4,001 4,001 3,006 3,189 3,189 1,166 956 956 143 144 144 Espagne Sweden 5,709 5,050 5,650 18,870 18,400 18,300 587 500 450 13,748 13,850 13,100 Suède Switzerland 1,271 1,300 1,325 1,186 1,200 1,210 300 310 320 215 210 205 Suisse United Kingdom 8,663 8,125 8,214 3,108 2,860 2,860 5,719 5,385 5,474 165 120 120 Royaume-Uni Total Europe 75,919 69,011 68,490 96,712 89,540 88,439 29,694 25,668 25,934 50,487 46,197 45,883 Total Europe Uzbekistan 2,256 1,498 1,498 0 0 0 2,256 1,498 1,498 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada a 3,707 2,691 2,242 36,398 33,228 31,331 891 988 948 33,581 31,525 30,037 Canada a

United States a 87,925 87,155 88,151 64,039 64,178 64,399 26,202 25,492 26,149 2,316 2,515 2,397 Etats-Unis a

Total North America 91,632 89,846 90,393 100,437 97,406 95,730 27,093 26,480 27,097 35,898 34,040 32,434 Total Amérique du Nord a converted from nominal to actual size using factor of 0.72 a convertis du dimension nominale au véritable avec une facteur du 0.72

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 1 SAWN SOFTWOOD SCIAGES CONIFERES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 310 222 222 238 202 202 217 140 140 145 120 120 Autriche Cyprus 11 7 7 0 0 0 11 7 7 0 0 0 Chypre Czech Republic 324 245 240 222 167 175 136 103 105 34 24 40 République tchèque Estonia 232 125 125 175 125 125 147 60 60 90 60 60 Estonie Finland 84 44 44 73 40 40 34 24 24 23 20 20 Finlande France 1,124 1,140 1,150 1,446 1,300 1,400 264 420 350 586 580 600 France Germany 693 650 650 997 800 800 395 300 300 699 450 450 Allemagne Hungary 258 150 131 414 343 342 45 38 30 200 231 241 Hongrie Italy 798 776 776 500 500 500 637 578 578 339 302 302 Italie Latvia 5 105 105 720 800 800 54 55 55 769 750 750 Lettonie Luxembourg 96 98 98 39 39 39 64 65 65 7 6 6 Luxembourg Malta 7 8 9 0 0 0 7 8 9 0 0 0 Malte Montenegro 11 8 10 39 35 34 2 1 1 30 28 25 Monténégro Netherlands 238 213 203 34 34 34 314 289 279 110 110 110 Pays-Bas Poland 495 470 500 487 450 460 267 270 300 259 250 260 Pologne Portugal 369 295 290 182 185 190 287 200 190 100 90 90 Portugal Serbia 172 215 225 343 370 385 64 60 70 235 215 230 Serbie Slovakia 235 240 275 385 400 420 55 50 55 205 210 200 Slovaquie Slovenia 106 145 145 143 145 145 83 80 80 121 80 80 Slovénie Spain 425 467 467 302 321 321 175 193 193 53 47 47 Espagne Sweden 142 140 140 100 100 100 83 80 80 41 40 40 Suède Switzerland 78 79 81 52 53 54 50 51 52 24 25 25 Suisse United Kingdom 807 810 810 37 40 40 787 790 790 17 20 20 Royaume-Uni Total Europe 7,019 6,652 6,703 6,928 6,449 6,606 4,177 3,862 3,813 4,086 3,658 3,716 Total Europe Uzbekistan 228 208 208 195 195 195 33 16 16 0 3 3 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 1,208 1,324 1,242 859 893 815 793 826 738 444 395 311 Canada United States 14,647 14,835 15,217 17,637 17,827 18,214 798 805 820 3,788 3,797 3,817 Etats-Unis Total North America 15,855 16,159 16,459 18,496 18,720 19,029 1,591 1,631 1,558 4,231 4,192 4,128 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 2 SAWN HARDWOOD (total) SCIAGES NON-CONIFERES (total)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 306 219 219 238 202 202 213 136 136 144 119 119 Autriche Cyprus 9 5 5 0 0 0 8 5 5 0 0 0 Chypre Czech Republic 307 229 223 222 167 175 119 86 88 34 24 40 République tchèque Estonia 230 122 122 175 125 125 142 56 56 87 59 59 Estonie Finland 80 40 40 73 40 40 26 16 16 19 16 16 Finlande France 960 988 988 1,420 1,285 1,375 123 280 210 583 577 597 France Germany 664 630 630 997 800 800 315 240 240 649 410 410 Allemagne Hungary 257 147 127 414 343 342 43 35 26 200 230 241 Hongrie Italy 819 791 791 495 495 495 476 423 423 152 127 127 Italie Latvia 5 105 105 720 800 800 54 55 55 769 750 750 Lettonie Luxembourg 92 96 96 39 39 39 60 63 63 7 6 6 Luxembourg Malta 6 7 8 0 0 0 6 7 8 0 0 0 Malte Montenegro 11 8 10 39 35 34 2 1 1 30 28 25 Monténégro Netherlands 89 80 77 27 27 27 117 108 105 55 55 55 Pays-Bas Poland 484 459 488 487 450 460 254 257 286 257 248 258 Pologne Portugal 319 272 268 170 172 178 180 150 140 31 50 50 Portugal Serbia 167 211 220 342 369 384 59 57 66 234 215 230 Serbie Slovakia 235 240 275 385 400 420 55 50 55 205 210 200 Slovaquie Slovenia 104 143 143 143 145 145 81 78 78 120 80 80 Slovénie Spain 383 417 417 300 318 318 128 142 142 45 43 43 Espagne Sweden 142 139 139 100 100 100 83 79 79 41 40 40 Suède Switzerland 69 70 72 49 50 51 44 45 46 24 25 25 Suisse United Kingdom 716 720 720 37 40 40 693 700 700 14 20 20 Royaume-Uni Total Europe 6,453 6,138 6,183 6,872 6,402 6,550 3,281 3,069 3,025 3,700 3,334 3,392 Total Europe Uzbekistan 227 207 207 195 195 195 33 15 15 0 3 3 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 1,191 1,316 1,236 859 893 815 762 805 715 430 382 294 Canada United States 14,379 14,578 14,957 17,637 17,827 18,214 523 529 544 3,782 3,778 3,801 Etats-Unis Total North America 15,569 15,893 16,193 18,496 18,720 19,029 1,285 1,334 1,259 4,212 4,160 4,095 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 2a SAWN HARDWOOD (temperate) SCIAGES NON-CONIFERES (zone tempérée)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 3 3 3 0 0 0 4 4 4 1 1 1 Autriche Bulgaria 0 0 0 0 0 0 0 0 0 0 0 0 Bulgarie Cyprus 3 2 2 0 0 0 3 2 2 0 0 0 Chypre Czech Republic 17 17 17 0 0 0 17 17 17 0 0 0 République tchèque Estonia 2 3 3 0 0 0 5 4 4 3 1 1 Estonie Finland 4 4 4 0 0 0 8 8 8 4 4 4 Finlande France 164 152 162 26 15 25 141 140 140 3 3 3 France Germany 29 20 20 0 0 0 79 60 60 50 40 40 Allemagne Hungary 2 3 4 0 0 0 2 4 4 0 0 0 Hongrie Italy -21 -15 -15 5 5 5 161 154 154 187 175 175 Italie Luxembourg 4 2 2 0 0 0 4 2 2 0 0 0 Luxembourg Malta 1 1 1 0 0 0 1 1 1 0 0 0 Malte Netherlands 149 133 126 7 7 7 197 181 174 55 55 55 Pays-Bas Poland 10 11 12 0 0 0 12 13 14 2 2 2 Pologne Portugal 50 23 22 12 13 12 107 50 50 69 40 40 Portugal Serbia 5 4 5 1 1 1 5 3 4 1 0 0 Serbie Slovenia 2 2 2 0 0 0 2 2 2 0 0 0 Slovénie Spain 42 49 49 2 2 2 47 50 50 7 4 4 Espagne Sweden 1 1 1 0 0 0 1 1 1 0 0 0 Suède Switzerland 9 9 9 3 3 3 6 6 6 0 0 0 Suisse United Kingdom 91 90 90 0 0 0 94 90 90 3 0 0 Royaume-Uni Total Europe 566 515 519 56 46 55 896 793 788 386 324 324 Total Europe Canada 17 8 7 0 0 0 31 21 23 14 13 16 Canada United States 269 257 260 0 0 0 275 276 276 6 19 16 Etats-Unis Total North America 286 266 266 0 0 0 305 297 299 20 31 32 Total Amérique du Nord

1000 m3

Apparent Consumption Country Consommation Apparente Production Imports - Importations

TABLE 2b SAWN HARDWOOD (tropical) SCIAGES NON-CONIFERES (tropicale)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Exports - Exportations Pays

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 74 39 39 8 8 8 83 45 45 17 14 14 Autriche Cyprus 1 1 1 0 0 0 1 1 1 0 0 0 Chypre Czech Republic 28 28 27 28 16 17 58 53 50 58 41 40 République tchèque Estonia 111 125 125 105 110 110 87 95 95 82 80 80 Estonie Finland 27 21 21 190 160 160 12 10 10 175 149 149 Finlande France 366 366 366 157 157 157 273 273 273 64 64 64 France Germany 157 143 125 110 105 105 99 78 70 52 40 50 Allemagne Hungary 23 25 20 13 18 13 39 39 39 28 31 32 Hongrie Italy 344 308 308 107 107 107 274 234 234 37 33 33 Italie Latvia 105 105 105 40 50 50 140 140 140 75 85 85 Lettonie Luxembourg 1 0 0 0 0 0 1 0 0 0 0 0 Luxembourg Malta 1 2 3 0 0 0 1 2 3 0 0 0 Malte Netherlands 15 13 13 0 0 0 17 15 15 3 3 3 Pays-Bas Poland 121 121 129 45 42 45 92 94 98 16 15 14 Pologne Portugal 12 20 35 20 30 25 38 40 50 46 50 40 Portugal Serbia 4 4 5 30 28 30 8 6 8 34 30 33 Serbie Slovakia 17 25 25 21 25 25 27 30 30 31 30 30 Slovaquie Slovenia 9 8 9 28 27 25 13 14 14 32 33 30 Slovénie Spain 122 92 92 40 36 36 127 90 90 45 34 34 Espagne Sweden 32 31 31 60 50 50 19 10 10 47 29 29 Suède Switzerland 3 3 3 0 0 0 4 4 4 1 1 1 Suisse United Kingdom 6 10 10 0 0 0 7 10 10 1 0 0 Royaume-Uni Total Europe 1,577 1,490 1,491 1,002 969 962 1,419 1,283 1,288 843 762 760 Total Europe Uzbekistan 4 4 4 3 3 3 2 1 1 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A 0 Total EOCAC Canada 204 262 267 581 581 581 212 218 230 590 537 544 Canada United States 2,643 2,670 2,699 2,284 2,306 2,329 652 658 664 293 294 294 Etats-Unis Total North America 2,847 2,932 2,966 2,866 2,887 2,910 864 876 894 883 831 838 Total Amérique du Nord Note: Definition of veneers excludes domestic use for plywood. La définition des placages exclus la conversion directe en contreplaqué.

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 3 VENEER SHEETS FEUILLES DE PLACAGE

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 19 15 15 131 155 155 183 150 150 296 290 290 Autriche Cyprus 14 15 15 0 0 0 14 15 15 0 0 0 Chypre Czech Republic 193 116 123 240 236 238 230 115 115 277 235 230 République tchèque Estonia 145 50 50 200 210 210 151 50 50 205 210 210 Estonie Finland 297 240 240 1,110 940 940 87 60 60 900 760 760 Finlande France 589 583 583 253 270 270 476 452 452 140 139 139 France Germany 1,073 1,154 840 85 80 80 1,319 1,281 1,000 330 207 240 Allemagne Hungary 136 110 107 60 61 63 138 138 138 62 90 94 Hongrie Italy 602 537 537 288 290 290 525 442 442 211 195 195 Italie Latvia 92 55 55 331 300 300 94 95 95 333 340 340 Lettonie Luxembourg 33 29 29 0 0 0 33 29 29 0 0 0 Luxembourg Malta 10 11 12 0 0 0 10 11 12 0 0 0 Malte Montenegro 2 2 2 1 1 1 2 2 2 1 1 1 Monténégro Netherlands 488 457 441 0 0 0 586 551 529 98 94 88 Pays-Bas Poland 650 640 670 539 515 530 468 475 480 357 350 340 Pologne Portugal 154 180 166 103 100 110 95 110 100 44 30 44 Portugal Serbia 40 36 38 19 18 19 34 30 33 13 12 14 Serbie Slovakia 67 63 63 153 150 150 59 59 59 146 146 146 Slovaquie Slovenia 49 50 58 94 90 98 26 30 30 71 70 70 Slovénie Spain 231 326 326 462 416 416 132 117 117 363 207 207 Espagne Sweden 278 160 160 90 90 90 236 120 120 48 50 50 Suède Switzerland 206 206 206 7 7 7 203 203 203 4 4 4 Suisse United Kingdom 1,254 1,180 1,180 0 0 0 1,320 1,250 1,250 66 70 70 Royaume-Uni Total Europe 6,623 6,215 5,916 4,166 3,930 3,967 6,422 5,786 5,482 3,965 3,501 3,532 Total Europe Uzbekistan 62 46 46 0 0 0 63 47 47 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A 0 Total EOCAC Canada 2,174 2,028 2,123 1,604 1,557 1,526 1,224 1,058 1,241 654 587 644 Canada United States 14,742 14,890 15,188 9,254 9,345 9,528 6,259 6,317 6,436 771 772 776 Etats-Unis Total North America 16,916 16,918 17,311 10,858 10,902 11,054 7,483 7,375 7,677 1,425 1,359 1,420 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 4 PLYWOOD CONTREPLAQUES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 951 630 630 2,280 2,170 2,170 313 355 355 1,642 1,895 1,895 Autriche Cyprus 49 46 46 0 0 0 49 46 46 0 0 0 Chypre Czech Republic 793 811 835 962 866 910 530 484 485 699 538 560 République tchèque Estonia 123 67 67 90 0 0 77 68 68 44 2 1 Estonie Finland 113 75 75 54 54 54 85 44 44 26 23 23 Finlande France 2,224 2,148 2,148 3,177 3,094 3,094 299 355 355 1,253 1,301 1,301 France Germany 5,572 5,220 4,970 5,526 5,195 5,020 1,970 1,934 1,900 1,924 1,909 1,950 Allemagne Hungary 408 384 379 447 428 438 264 282 272 303 326 331 Hongrie Italy 3,070 2,813 2,813 2,646 2,500 2,500 956 821 821 532 508 508 Italie Latvia 52 85 85 306 300 300 69 25 25 322 240 240 Lettonie Luxembourg 20 12 12 0 0 0 21 13 13 1 1 1 Luxembourg Malta 10 11 11 0 0 0 10 11 11 0 0 0 Malte Montenegro 32 33 34 0 0 0 32 33 34 0 0 0 Monténégro Netherlands 464 440 432 0 0 0 514 488 479 50 48 47 Pays-Bas Poland 6,501 6,450 6,740 5,227 5,150 5,450 2,173 2,180 2,200 899 880 910 Pologne Portugal 537 473 514 766 750 760 281 300 290 510 577 536 Portugal Serbia 373 351 371 219 210 220 196 184 198 42 43 47 Serbie Slovakia 352 343 340 676 675 675 148 140 137 473 473 472 Slovaquie Slovenia 137 110 110 0 0 0 143 114 114 6 4 4 Slovénie Spain 2,392 2,213 2,213 2,566 2,310 2,310 626 621 621 800 718 718 Espagne Sweden 1,055 868 868 636 600 600 475 335 335 57 67 67 Suède Switzerland 281 286 286 420 425 425 141 141 141 280 280 280 Suisse United Kingdom 2,606 2,542 2,542 2,012 1,982 1,982 648 610 610 55 50 50 Royaume-Uni Total Europe 28,115 26,410 26,521 28,012 26,710 26,908 10,021 9,584 9,555 9,917 9,883 9,942 Total Europe Uzbekistan 880 542 542 252 252 252 654 317 317 26 27 27 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A 27 Total EOCAC Canada 1,466 1,886 1,894 1,625 2,032 2,012 552 504 491 710 650 609 Canada United States 5,196 5,565 5,562 4,488 4,552 4,534 1,193 1,465 1,487 485 452 459 Etats-Unis Total North America 6,663 7,451 7,456 6,113 6,584 6,546 1,745 1,969 1,978 1,195 1,102 1,068 Total Amérique du Nord Data are calculated by subtracting OSB from the particleboard/OSB total - les données sont calculées en soustrayant les OSB du total des panneaux de particules et OSB.

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 5 PARTICLE BOARD (excluding OSB) PANNEAUX DE PARTICULES (ne comprennent pas l'OSB)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 205 135 135 0 0 0 212 140 140 7 5 5 Autriche Cyprus 11 14 14 0 0 0 11 14 14 0 0 0 Chypre Czech Republic 380 342 350 689 620 655 126 113 115 435 392 420 République tchèque Estonia 55 32 32 0 0 0 55 32 32 1 0 0 Estonie Finland 56 56 56 0 0 0 56 56 56 0 0 0 Finlande France 427 522 522 302 406 406 222 165 165 96 49 49 France Germany 1,316 1,238 1,130 1,164 1,105 1,080 679 669 600 526 536 550 Allemagne Hungary 133 147 152 379 419 443 56 60 59 302 331 350 Hongrie Italy 346 287 287 100 100 100 346 274 274 100 87 87 Italie Latvia 196 165 165 674 650 650 76 75 75 554 560 560 Lettonie Luxembourg 110 135 135 338 338 338 6 14 14 234 217 217 Luxembourg Montenegro 2 2 2 0 0 0 2 2 2 0 0 0 Monténégro Netherlands 222 222 227 0 0 0 286 286 292 64 64 65 Pays-Bas Poland 655 650 760 647 650 750 302 320 350 294 320 340 Pologne Portugal 46 37 41 0 0 0 50 40 45 4 3 4 Portugal Serbia 40 35 41 0 0 0 41 36 42 1 1 1 Serbie Slovakia 48 58 60 0 0 0 48 60 63 1 3 3 Slovaquie Slovenia 31 24 24 0 0 0 33 26 26 2 2 2 Slovénie Spain 26 15 15 3 3 3 35 33 33 12 20 20 Espagne Sweden 94 92 92 0 0 0 97 95 95 3 3 3 Suède Switzerland 95 95 95 0 0 0 96 96 96 1 1 1 Suisse United Kingdom 773 758 758 598 598 598 365 350 350 190 190 190 Royaume-Uni Total Europe 5,268 5,060 5,092 4,894 4,888 5,023 3,200 2,956 2,938 2,826 2,784 2,868 Total Europe Uzbekistan 7 5 5 0 0 0 7 5 5 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A 0 Total EOCAC Canada 1,546 1,253 1,153 7,270 6,820 6,798 82 65 61 5,806 5,632 5,706 Canada United States 19,658 19,834 20,197 13,592 13,783 14,059 6,198 6,236 6,326 132 185 188 Etats-Unis Total North America 21,204 21,087 21,350 20,862 20,603 20,857 6,280 6,301 6,387 5,938 5,817 5,894 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 5a ORIENTED STRAND BOARD (OSB) PANNEAUX STRUCTURAUX ORIENTES (OSB)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 421 386 386 470 395 395 331 308 308 381 316 316 Autriche Cyprus 20 15 16 0 0 0 20 15 16 0 0 0 Chypre Czech Republic 328 276 280 41 41 42 438 347 360 151 112 122 République tchèque Estonia 70 46 47 75 40 40 65 46 47 70 40 40 Estonie Finland 139 105 105 44 44 44 141 102 102 46 41 41 Finlande France 828 915 915 1,238 1,035 1,035 721 772 772 1,130 892 892 France Germany 3,791 3,437 3,325 5,194 4,900 4,800 1,590 1,543 1,470 2,993 3,006 2,945 Allemagne Hungary 9 -17 -13 21 0 0 204 235 244 215 253 258 Hongrie Italy 1,862 1,661 1,661 827 818 818 1,281 974 974 245 131 131 Italie Latvia 60 50 40 48 50 50 62 65 65 50 65 75 Lettonie Luxembourg 100 90 90 147 147 147 34 19 19 80 76 76 Luxembourg Malta 6 7 7 0 0 0 6 7 7 0 0 0 Malte Montenegro 32 32 33 0 0 0 32 32 33 0 0 0 Monténégro Netherlands 332 310 296 29 29 29 465 431 412 162 150 145 Pays-Bas Poland 3,808 3,765 4,020 4,960 4,920 5,080 590 585 630 1,743 1,740 1,690 Pologne Portugal 534 485 529 526 520 560 338 315 335 330 350 366 Portugal Serbia 74 74 88 19 20 22 71 73 88 16 19 22 Serbie Slovakia 210 218 223 0 0 0 248 256 262 39 38 39 Slovaquie Slovenia 24 15 15 132 120 125 28 25 30 136 130 140 Slovénie Spain 920 894 894 1,430 1,287 1,287 462 355 355 972 748 748 Espagne Sweden 301 260 260 0 0 0 425 360 360 124 100 100 Suède Switzerland 238 238 238 97 97 97 308 308 308 167 167 167 Suisse United Kingdom 1,692 1,630 1,630 856 850 850 895 840 840 60 60 60 Royaume-Uni Total Europe 15,799 14,892 15,085 16,153 15,313 15,421 8,755 8,013 8,037 9,110 8,434 8,373 Total Europe Uzbekistan 1,092 809 809 47 47 47 1,057 771 771 13 9 9 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 1,236 1,183 1,181 1,277 1,288 1,299 818 628 605 859 733 723 Canada United States 8,684 8,749 8,888 6,362 6,420 6,571 3,359 3,289 3,310 1,038 960 993 Etats-Unis Total North America 9,920 9,932 10,069 7,639 7,708 7,870 4,177 3,917 3,915 1,896 1,693 1,716 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 6 FIBREBOARD PANNEAUX DE FIBRES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 29 28 28 54 43 43 18 16 16 43 32 32 Autriche Cyprus 2 1 2 0 0 0 2 1 2 0 0 0 Chypre Czech Republic 43 45 45 0 0 0 61 59 60 18 14 15 République tchèque Estonia 23 15 19 0 0 0 30 16 20 7 1 1 Estonie Finland 23 21 21 44 44 44 21 15 15 41 38 38 Finlande France 55 55 55 221 221 221 207 207 207 373 373 373 France Germany 176 183 165 0 0 0 200 203 180 23 20 15 Allemagne Hungary 27 41 45 2 0 0 65 81 85 40 40 40 Hongrie Italy 280 280 280 16 16 16 283 283 283 19 19 19 Italie Latvia 1 5 5 15 15 15 18 20 20 32 30 30 Lettonie Luxembourg -31 -12 -12 0 0 0 3 8 8 34 20 20 Luxembourg Montenegro 1 1 1 0 0 0 1 1 1 0 0 0 Monténégro Netherlands 44 41 39 0 0 0 63 58 56 19 17 17 Pays-Bas Poland -179 -120 -50 80 80 80 88 100 120 347 300 250 Pologne Portugal 50 30 39 0 0 0 61 40 50 11 10 11 Portugal Serbia 39 35 38 19 20 22 33 31 34 13 16 18 Serbie Slovakia 21 20 21 0 0 0 21 21 22 1 1 1 Slovaquie Slovenia -1 0 1 0 0 0 4 2 4 4 2 3 Slovénie Spain 17 15 15 32 29 29 46 46 46 61 60 60 Espagne Sweden 47 30 30 0 0 0 116 110 110 70 80 80 Suède Switzerland 19 19 19 0 0 0 24 24 24 5 5 5 Suisse United Kingdom 101 90 90 0 0 0 110 100 100 9 10 10 Royaume-Uni Total Europe 787 822 895 482 468 470 1,474 1,441 1,463 1,169 1,087 1,037 Total Europe Uzbekistan 89 50 50 0 0 0 90 50 50 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 33 47 42 90 90 90 52 27 28 109 70 76 Canada United States 481 509 514 437 504 509 259 255 258 215 250 253 Etats-Unis Total North America 514 556 556 527 594 599 311 282 286 324 320 329 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 6a HARDBOARD PANNEAUX DURS

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 260 230 230 416 351 351 177 160 160 333 281 281 Autriche Cyprus 16 12 12 0 0 0 16 12 12 0 0 0 Chypre Czech Republic 199 157 160 41 41 42 180 135 140 22 19 22 République tchèque Estonia 18 21 18 0 0 0 33 28 25 15 7 7 Estonie Finland 82 67 67 0 0 0 86 70 70 4 3 3 Finlande France 708 794 794 954 751 751 337 388 388 583 345 345 France Germany 1,870 1,728 1,720 3,792 3,700 3,650 424 395 370 2,345 2,367 2,300 Allemagne Hungary -39 -65 -62 0 0 0 136 148 156 175 213 218 Hongrie Italy 1,501 1,299 1,299 809 800 800 913 606 606 221 107 107 Italie Latvia 52 40 30 33 35 35 22 25 25 2 20 30 Lettonie Luxembourg 128 98 98 147 147 147 27 7 7 46 56 56 Luxembourg Malta 5 5 5 0 0 0 5 5 5 0 0 0 Malte Montenegro 31 31 32 0 0 0 31 31 32 0 0 0 Monténégro Netherlands 220 205 196 0 0 0 361 336 322 141 131 126 Pays-Bas Poland 3,066 3,020 3,130 3,052 3,030 3,100 470 450 470 456 460 440 Pologne Portugal 447 440 465 494 500 530 257 260 265 305 320 330 Portugal Serbia 31 35 46 0 0 0 34 38 50 3 3 4 Serbie Slovakia 135 135 135 0 0 0 170 170 170 35 35 35 Slovaquie Slovenia 24 15 14 132 120 125 24 23 26 131 128 137 Slovénie Spain 835 821 821 1,334 1,201 1,201 397 302 302 897 682 682 Espagne Sweden 254 225 225 0 0 0 284 230 230 30 5 5 Suède Switzerland 24 24 24 97 97 97 88 88 88 161 161 161 Suisse United Kingdom 1,553 1,510 1,510 856 850 850 739 700 700 42 40 40 Royaume-Uni Total Europe 11,419 10,847 10,969 12,157 11,623 11,679 5,210 4,606 4,618 5,948 5,382 5,328 Total Europe Uzbekistan 671 513 513 46 46 46 629 469 469 3 2 2 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 1,053 999 1,005 1,087 1,098 1,109 608 472 449 641 570 553 Canada United States 5,156 5,228 5,226 2,746 2,778 2,786 2,939 2,874 2,866 529 424 426 Etats-Unis Total North America 6,209 6,227 6,231 3,833 3,876 3,895 3,547 3,346 3,315 1,170 994 979 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 6b MDF/HDF

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 131 128 128 0 0 0 136 132 132 4 3 3 Autriche Cyprus 2 2 2 0 0 0 3 2 2 0 0 0 Chypre Czech Republic 86 74 75 0 0 0 197 154 160 111 80 85 République tchèque Estonia 29 10 10 75 40 40 3 2 2 49 32 32 Estonie Finland 33 17 17 0 0 0 34 17 17 0 0 0 Finlande France 65 66 66 63 63 63 177 177 177 174 174 174 France Germany 1,745 1,526 1,440 1,402 1,200 1,150 966 945 920 624 619 630 Allemagne Hungary 21 7 4 19 0 0 3 7 4 0 0 0 Hongrie Italy 82 82 82 3 3 3 85 85 85 6 6 6 Italie Latvia 7 5 5 0 0 0 23 20 20 16 15 15 Lettonie Luxembourg 4 4 4 0 0 0 4 4 4 0 0 0 Luxembourg Malta 1 2 2 0 0 0 1 2 2 0 0 0 Malte Netherlands 68 64 61 29 29 29 41 37 34 2 2 2 Pays-Bas Poland 920 865 940 1,828 1,810 1,900 33 35 40 940 980 1,000 Pologne Portugal 37 15 25 32 20 30 20 15 20 15 20 25 Portugal Serbia 4 4 4 0 0 0 4 4 4 0 0 0 Serbie Slovakia 54 63 67 0 0 0 57 65 70 3 2 3 Slovaquie Slovenia 0 0 0 0 0 0 0 0 0 0 0 0 Slovénie Spain 69 59 59 64 58 58 20 7 7 15 6 6 Espagne Sweden 0 5 5 0 0 0 25 20 20 24 15 15 Suède Switzerland 195 195 195 0 0 0 196 196 196 1 1 1 Suisse United Kingdom 38 30 30 0 0 0 47 40 40 9 10 10 Royaume-Uni Total Europe 3,592 3,223 3,221 3,514 3,222 3,272 2,071 1,965 1,956 1,993 1,965 2,007 Total Europe Uzbekistan 331 246 246 2 2 2 339 252 252 10 7 7 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 150 137 134 100 100 100 158 129 128 108 92 94 Canada United States 3,047 3,012 3,148 3,179 3,138 3,276 161 160 186 294 286 314 Etats-Unis Total North America 3,196 3,149 3,282 3,279 3,238 3,376 319 289 314 402 378 408 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 6c OTHER FIBREBOARD AUTRES PANNEAUX DE FIBRES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 2,209 1,950 2,030 1,977 1,700 1,800 630 610 630 399 360 400 Autriche Czech Republic 847 688 700 640 525 540 324 259 260 117 96 100 République tchèque Estonia 70 75 80 227 180 180 42 50 50 199 155 150 Estonie Finland a 5,468 4,483 4,614 9,200 8,690 9,360 355 150 150 4,087 4,357 4,896 Finlande a

France 2,898 2,420 2,500 1,666 1,300 1,350 1,715 1,450 1,500 483 330 350 France Germany 5,092 4,600 5,000 2,172 1,850 2,000 4,173 3,900 4,200 1,253 1,150 1,200 Allemagne Hungary 205 206 214 66 77 87 141 133 131 3 3 4 Hongrie Italy 3,466 3,466 3,466 223 223 223 3,536 3,536 3,536 293 293 293 Italie Latvia 7 7 7 12 13 13 7 7 7 12 13 13 Lettonie Netherlands 443 442 442 37 37 37 1,717 1,717 1,717 1,312 1,312 1,312 Pays-Bas Poland 2,836 2,830 2,930 1,729 1,710 1,750 1,291 1,300 1,320 183 180 140 Pologne Portugal 1,757 1,735 1,760 2,869 2,870 2,870 140 145 150 1,252 1,280 1,260 Portugal Serbia 82 88 92 0 0 0 82 88 92 0 0 0 Serbie Slovakia 700 700 715 692 700 725 173 170 170 166 170 180 Slovaquie Slovenia 322 321 316 73 63 68 249 260 250 1 2 2 Slovénie Spain 1,520 1,328 1,328 1,120 1,120 1,120 1,176 976 976 775 768 768 Espagne Sweden 8,438 7,600 7,950 11,631 10,900 11,400 641 600 600 3,834 3,900 4,050 Suède Switzerland 188 188 188 87 87 87 101 101 101 0 0 0 Suisse United Kingdom 1,057 940 950 220 200 200 838 740 750 1 0 0 Royaume-Uni Total Europe 37,604 34,067 35,282 34,641 32,244 33,809 17,333 16,193 16,590 14,369 14,369 15,118 Total Europe Uzbekistan 38 28 28 1 1 1 37 28 28 0 0 0 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 6,007 5,851 5,616 14,200 13,102 12,638 472 582 640 8,665 7,833 7,662 Canada United States 39,787 42,269 42,815 40,822 41,230 41,478 6,948 7,643 8,254 7,983 6,603 6,917 Etats-Unis Total North America 45,794 48,121 48,431 55,022 54,332 54,116 7,420 8,224 8,894 16,648 14,436 14,579 Total Amérique du Nord

a imports exclude dissolving pulp a les importations excluent pâte à dissoudre

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 7 WOOD PULP PATE DE BOIS

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 mt

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 2,133 1,750 2,050 4,633 3,500 4,000 1,231 1,050 1,150 3,730 2,800 3,100 Autriche Cyprus 56 48 48 0 0 0 56 48 48 0 0 0 Chypre Czech Republic 1,467 1,234 1,258 938 769 785 1,531 1,286 1,312 1,002 822 838 République tchèque Estonia 120 111 111 57 35 35 123 102 102 59 26 26 Estonie Finland 514 475 460 7,200 5,990 6,150 333 275 280 7,019 5,790 5,970 Finlande France 8,272 7,290 7,400 7,092 6,240 6,600 4,845 4,650 4,600 3,665 3,600 3,800 France Germany 17,836 14,600 17,000 21,612 17,500 21,000 9,302 8,000 9,500 13,078 10,900 13,500 Allemagne Hungary 1,213 1,167 1,212 1,057 1,003 1,034 877 892 898 720 727 721 Hongrie Italy 11,390 11,390 11,390 8,696 8,696 8,696 5,800 5,800 5,800 3,106 3,106 3,106 Italie Latvia 168 175 175 29 30 30 173 180 180 33 35 35 Lettonie Luxembourg 26 14 14 0 0 0 27 15 15 1 1 1 Luxembourg Malta 26 27 28 0 0 0 26 27 28 0 0 0 Malte Netherlands 2,814 2,760 2,760 2,884 2,827 2,827 2,180 2,096 2,096 2,250 2,163 2,163 Pays-Bas Poland 7,532 7,400 7,550 5,237 5,130 5,250 4,869 4,870 4,950 2,574 2,600 2,650 Pologne Portugal 1,090 1,200 1,240 2,123 2,200 2,240 948 940 945 1,981 1,940 1,945 Portugal Serbia 790 762 778 483 481 490 514 490 500 207 209 212 Serbie Slovakia 565 575 600 967 975 1,000 457 450 475 859 850 875 Slovaquie Slovenia 412 390 390 591 500 500 367 390 390 545 500 500 Slovénie Spain 7,060 6,778 6,778 6,355 6,355 6,355 2,997 2,577 2,577 2,291 2,154 2,154 Espagne Sweden 834 700 750 8,531 7,300 8,100 894 700 750 8,591 7,300 8,100 Suède Switzerland 1,020 1,015 1,010 1,160 1,155 1,150 640 635 630 780 775 770 Suisse United Kingdom 7,420 6,280 6,440 3,460 3,190 3,250 5,015 4,150 4,250 1,055 1,060 1,060 Royaume-Uni Total Europe 72,758 66,140 69,442 83,103 73,876 79,492 43,204 39,623 41,476 53,549 47,358 51,526 Total Europe Uzbekistan 335 297 297 142 142 142 214 171 171 21 17 17 Ouzbékistan Total EECCA #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A #N/A Total EOCAC Canada 5,505 6,069 6,231 9,094 9,124 9,155 2,516 2,242 2,235 6,105 5,298 5,159 Canada United States 64,243 62,896 63,029 65,959 64,476 64,476 8,202 8,180 8,159 9,917 9,761 9,606 Etats-Unis Total North America 69,748 68,964 69,260 75,053 73,600 73,631 10,718 10,423 10,395 16,023 15,059 14,765 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 8 PAPER AND PAPERBOARD PAPIERS ET CARTONS

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 mt

Apparent Consumption

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 13,935 11,716 12,225 10,711 8,904 9,338 3,223 2,812 2,887 0 0 0 5,424 5,115 5,234 19,359 16,831 17,459 Autriche Cyprus 3 2 2 2 2 2 0 0 0 0 0 0 11 9 8 14 11 10 Chypre Czech Republic 20,708 15,535 14,897 14,635 10,617 10,106 5,965 4,804 4,675 108 113 115 4,405 3,965 3,900 25,113 19,499 18,797 République tchèque Estonia 6,474 6,401 6,401 4,276 4,200 4,200 2,148 2,150 2,150 51 51 51 4,066 3,800 3,800 10,541 10,201 10,201 Estonie Finland 56,246 53,397 55,435 25,699 22,749 23,412 30,547 30,648 32,023 0 0 0 9,340 9,340 9,340 65,586 62,737 64,775 Finlande France 25,648 25,270 25,070 17,198 17,200 17,300 7,891 7,500 7,200 559 570 570 24,173 24,500 25,600 49,821 49,770 50,670 France Germany 56,534 53,930 49,630 44,756 41,200 39,500 11,644 12,600 10,000 135 130 130 22,338 22,700 22,700 78,872 76,630 72,330 Allemagne Hungary 2,901 2,881 2,881 1,410 1,374 1,399 912 995 1,008 579 512 475 3,626 3,284 3,397 6,527 6,165 6,278 Hongrie Italy 2,838 3,540 3,540 1,890 1,890 1,890 316 1,018 1,018 632 632 632 10,839 10,839 10,839 13,677 14,379 14,379 Italie Latvia 12,491 12,150 12,350 7,603 7,250 7,450 3,868 3,800 3,800 1,020 1,100 1,100 2,936 3,000 3,000 15,427 15,150 15,350 Lettonie Luxembourg 231 197 193 147 144 133 56 38 38 27 15 22 40 45 43 271 242 235 Luxembourg Montenegro 751 697 678 515 492 487 201 198 186 35 7 5 194 193 190 945 890 868 Monténégro Netherlands 614 599 589 221 220 215 352 340 335 41 39 39 2,382 2,380 2,385 2,996 2,979 2,974 Pays-Bas Poland 38,735 39,880 40,850 18,533 18,800 19,150 19,350 20,100 20,550 852 980 1,150 6,958 7,420 7,750 45,693 47,300 48,600 Pologne Portugal 12,235 12,330 12,190 2,038 2,040 2,060 9,799 9,850 9,700 399 440 430 2,383 2,380 2,300 14,619 14,710 14,490 Portugal Serbia 1,478 1,520 1,561 1,077 1,104 1,130 265 275 283 136 141 148 6,574 6,646 6,760 8,052 8,166 8,321 Serbie Slovakia 6,827 6,820 6,880 4,130 4,080 4,100 2,672 2,710 2,750 25 30 30 609 610 650 7,435 7,430 7,530 Slovaquie Slovenia 2,928 3,752 3,482 2,184 2,780 2,600 698 920 830 45 52 52 1,149 1,290 1,270 4,076 5,042 4,752 Slovénie Spain 14,366 15,244 15,244 4,150 4,404 4,404 9,813 10,413 10,413 403 427 427 3,555 3,772 3,772 17,921 19,016 19,016 Espagne Sweden 71,165 69,076 69,310 38,280 37,480 37,080 32,585 31,296 31,930 300 300 300 6,000 6,016 6,016 77,165 75,092 75,326 Suède Switzerland 3,011 3,082 3,142 2,555 2,625 2,680 444 445 450 12 12 12 1,938 2,000 2,025 4,949 5,082 5,167 Suisse United Kingdom 7,604 7,193 7,193 5,509 5,236 5,236 1,646 1,529 1,529 448 428 428 2,184 2,184 2,184 9,788 9,377 9,377 Royaume-Uni Total Europe 357,723 345,212 343,742 207,519 194,791 193,872 144,397 144,441 143,754 5,807 5,980 6,116 121,124 121,488 123,163 478,847 466,699 466,905 Total Europe Canada 142,131 140,499 140,499 124,900 123,350 123,350 15,040 14,864 14,864 2,190 2,285 2,285 1,683 1,908 1,908 143,814 142,407 142,407 Canada United States 382,544 384,963 388,611 186,157 188,221 191,211 182,650 182,996 183,637 13,737 13,746 13,763 76,230 76,240 76,278 458,774 461,203 464,889 Etats-Unis Total North America 524,675 525,462 529,110 311,057 311,571 314,561 197,690 197,861 198,501 15,927 16,031 16,048 77,913 78,148 78,186 602,587 603,610 607,296 Total Amérique du Nord

a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration

b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc. c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées

used for energy purposes à des fins energétiques

Total Logs Pulpwood a Other b Total Grumes Bois de trituration a Autre bCountry

Industrial wood - Bois industriels

TABLE 9 REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT

TOTAL TOTAL 1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Wood fuel c

Bois de chauffage c Pays

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 12,958 10,873 11,338 10,382 8,638 9,038 2,576 2,235 2,300 0 0 0 3,248 3,069 3,140 16,206 13,942 14,478 Autriche Cyprus 2 2 2 2 2 2 0 0 0 0 0 0 10 8 7 12 10 9 Chypre Czech Republic 19,440 14,455 13,825 14,019 10,094 9,589 5,316 4,253 4,125 105 109 111 3,610 3,249 3,200 23,050 17,704 17,025 République tchèque Estonia 4,023 3,927 3,927 3,118 3,000 3,000 878 900 900 26 27 27 1,486 1,400 1,400 5,509 5,327 5,327 Estonie Finland 47,408 45,464 47,590 24,662 21,700 22,351 22,746 23,764 25,239 0 0 0 4,593 4,593 4,593 52,001 50,057 52,183 Finlande France 17,300 17,070 16,770 12,491 12,500 12,500 4,559 4,300 4,000 250 270 270 2,417 2,500 2,600 19,717 19,570 19,370 France Germany 52,425 50,120 46,120 41,761 38,500 37,000 10,541 11,500 9,000 123 120 120 8,834 9,200 9,200 61,259 59,320 55,320 Allemagne Hungary 688 759 743 175 201 208 411 488 481 102 70 53 383 294 333 1,071 1,053 1,076 Hongrie Italy 1,797 2,502 2,502 1,169 1,169 1,169 148 853 853 480 480 480 1,180 1,180 1,180 2,977 3,682 3,682 Italie Latvia 8,253 7,900 8,100 5,873 5,500 5,700 1,850 1,800 1,800 530 600 600 298 300 300 8,551 8,200 8,400 Lettonie Luxembourg 162 143 145 124 122 115 10 6 8 27 15 22 17 11 12 178 154 158 Luxembourg Montenegro 573 553 537 372 352 349 201 198 186 0 3 2 66 65 63 639 618 600 Monténégro Netherlands 449 440 430 173 170 165 244 240 235 32 30 30 457 450 450 906 890 880 Pays-Bas Poland 31,941 32,800 33,470 15,775 16,000 16,250 15,411 15,950 16,250 754 850 970 3,627 3,820 3,950 35,568 36,620 37,420 Pologne Portugal 3,045 3,210 3,150 1,682 1,710 1,700 1,213 1,350 1,300 150 150 150 996 990 980 4,041 4,200 4,130 Portugal Serbia 279 290 301 178 184 190 66 70 73 35 36 38 141 146 160 420 436 461 Serbie Slovakia 3,325 3,160 3,120 2,559 2,430 2,400 748 710 700 18 20 20 259 260 275 3,584 3,420 3,395 Slovaquie Slovenia 1,966 2,586 2,386 1,687 2,150 2,000 275 430 380 4 6 6 191 240 220 2,157 2,826 2,606 Slovénie Spain 7,435 7,889 7,889 3,420 3,629 3,629 3,754 3,984 3,984 261 277 277 2,243 2,380 2,380 9,678 10,269 10,269 Espagne Sweden 64,603 62,760 62,873 38,100 37,300 36,900 26,353 25,310 25,823 150 150 150 3,000 3,008 3,008 67,603 65,768 65,881 Suède Switzerland 2,578 2,639 2,689 2,290 2,350 2,400 279 280 280 9 9 9 769 770 775 3,347 3,409 3,464 Suisse United Kingdom 7,486 7,076 7,076 5,453 5,180 5,180 1,633 1,516 1,516 400 380 380 1,571 1,571 1,571 9,058 8,647 8,647 Royaume-Uni Total Europe 288,136 276,619 274,984 185,467 172,881 171,836 99,212 100,136 99,433 3,458 3,602 3,715 39,396 39,504 39,798 327,533 316,123 314,781 Total Europe Canada 114,659 112,907 112,907 110,046 108,424 108,424 4,229 4,021 4,021 384 462 462 806 946 946 115,465 113,853 113,853 Canada United States 306,119 309,360 313,639 152,799 154,479 156,695 141,226 142,779 144,827 12,094 12,102 12,117 37,619 37,609 37,606 343,738 346,969 351,245 Etats-Unis Total North America 420,778 422,267 426,546 262,845 262,903 265,119 145,455 146,800 148,848 12,478 12,564 12,579 38,425 38,555 38,552 459,203 460,822 465,098 Total Amérique du Nord

a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration

b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc. c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées

used for energy purposes à des fins energétiques

Total Logs Pulpwood a Other b Total Grumes Bois de trituration a Autre bCountry

Industrial wood - Bois industriels

TABLE 9a REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT

SOFTWOOD CONIFERES 1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Wood fuel c

Bois de chauffage c Pays

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 977 843 887 329 266 300 647 577 587 0 0 0 2,176 2,046 2,094 3,153 2,889 2,981 Autriche Cyprus 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 Chypre Czech Republic 1,268 1,079 1,071 616 524 517 649 552 550 3 4 4 795 716 700 2,063 1,795 1,771 République tchèque Estonia 2,452 2,474 2,474 1,158 1,200 1,200 1,270 1,250 1,250 24 24 24 2,580 2,400 2,400 5,032 4,874 4,874 Estonie Finland 8,838 7,933 7,845 1,037 1,049 1,061 7,801 6,884 6,784 0 0 0 4,747 4,747 4,747 13,585 12,680 12,592 Finlande France 8,348 8,200 8,300 4,707 4,700 4,800 3,332 3,200 3,200 309 300 300 21,756 22,000 23,000 30,104 30,200 31,300 France Germany 4,110 3,810 3,510 2,995 2,700 2,500 1,103 1,100 1,000 12 10 10 13,504 13,500 13,500 17,613 17,310 17,010 Allemagne Hungary 2,213 2,122 2,138 1,234 1,173 1,191 502 507 526 477 442 421 3,244 2,990 3,064 5,456 5,112 5,202 Hongrie Italy 1,041 1,038 1,038 721 721 721 168 166 166 152 152 152 9,659 9,659 9,659 10,700 10,697 10,697 Italie Latvia 4,238 4,250 4,250 1,730 1,750 1,750 2,018 2,000 2,000 490 500 500 2,638 2,700 2,700 6,876 6,950 6,950 Lettonie Luxembourg 69 54 47 23 22 18 46 32 30 0 0 0 23 34 30 92 89 78 Luxembourg Montenegro 178 144 141 143 140 138 0 0 0 35 4 3 128 128 127 306 272 268 Monténégro Netherlands 165 159 159 48 50 50 108 100 100 9 9 9 1,925 1,930 1,935 2,090 2,089 2,094 Pays-Bas Poland 6,794 7,080 7,380 2,757 2,800 2,900 3,939 4,150 4,300 98 130 180 3,331 3,600 3,800 10,125 10,680 11,180 Pologne Portugal 9,190 9,120 9,040 356 330 360 8,586 8,500 8,400 249 290 280 1,387 1,390 1,320 10,578 10,510 10,360 Portugal Serbia 1,199 1,230 1,260 899 920 940 199 205 210 101 105 110 6,433 6,500 6,600 7,632 7,730 7,860 Serbie Slovakia 3,502 3,660 3,760 1,570 1,650 1,700 1,924 2,000 2,050 8 10 10 350 350 375 3,851 4,010 4,135 Slovaquie Slovenia 962 1,166 1,096 497 630 600 424 490 450 41 46 46 957 1,050 1,050 1,919 2,216 2,146 Slovénie Spain 6,931 7,354 7,354 730 775 775 6,059 6,429 6,429 142 151 151 1,312 1,392 1,392 8,243 8,746 8,746 Espagne Sweden 6,562 6,316 6,437 180 180 180 6,232 5,986 6,107 150 150 150 3,000 3,008 3,008 9,562 9,324 9,445 Suède Switzerland 433 443 453 265 275 280 165 165 170 3 3 3 1,169 1,230 1,250 1,602 1,673 1,703 Suisse United Kingdom 118 117 117 56 56 56 13 13 13 48 48 48 613 613 613 730 730 730 Royaume-Uni Total Europe 69,587 68,593 68,759 22,052 21,910 22,036 45,185 44,305 44,322 2,350 2,377 2,401 81,728 81,984 83,365 151,314 150,576 152,124 Total Europe Canada 27,472 27,592 27,592 14,854 14,926 14,926 10,812 10,843 10,843 1,806 1,823 1,823 877 961 961 28,349 28,554 28,554 Canada United States 76,425 75,603 74,972 33,358 33,742 34,516 41,424 40,217 38,810 1,643 1,644 1,646 38,611 38,631 38,672 115,036 114,234 113,644 Etats-Unis Total North America 103,897 103,196 102,564 48,212 48,668 49,442 52,236 51,060 49,653 3,449 3,467 3,469 39,488 39,592 39,633 143,385 142,788 142,197 Total Amérique du Nord

a Pulpwood, round and split, as well as chips and particles produced directly a Bois de trituration, rondins et quartiers, ainse que plaquettes et particules fabriquées therefrom and used as pulpwood directement à partir des rondins et quartiers et utilisées comme bois de trituration

b Pitprops, poles, piling, posts etc. b Bois de mine, poteaux, pilotis, piquets etc. c Including chips and particles produced from wood in the rough and c Y compris plaquettes et particules fabriquées à partir du bois brut et utilisées

used for energy purposes à des fins energétiques

Total Logs Pulpwood a Other b Total Grumes Bois de trituration a Autre bCountry

Industrial wood - Bois industriels

TABLE 9b REMOVALS OF WOOD IN THE ROUGH QUANTITES ENLEVEES DE BOIS BRUT

HARDWOOD NON-CONIFERES 1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Wood fuel c

Bois de chauffage c Pays

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 16,101 13,943 13,638 10,382 8,638 9,038 6,664 5,710 5,000 945 405 400 Autriche Cyprus 2 2 2 2 2 2 0 0 0 0 0 0 Chypre Czech Republic 8,002 6,511 6,962 14,019 10,094 9,589 411 596 715 6,428 4,178 3,343 République tchèque Estonia 3,533 3,270 3,270 3,118 3,000 3,000 522 450 450 107 180 180 Estonie Finland 24,310 21,336 21,991 24,662 21,700 22,351 127 79 83 479 443 443 Finlande France 12,053 12,120 12,120 12,491 12,500 12,500 335 360 360 773 740 740 France Germany 39,391 35,800 34,900 41,761 38,500 37,000 3,300 3,000 3,100 5,670 5,700 5,200 Allemagne Hungary 175 201 208 175 201 208 0 0 0 0 0 0 Hongrie Italy 1,645 1,396 1,396 1,169 1,169 1,169 580 457 457 104 230 230 Italie Latvia 6,471 5,830 6,200 5,873 5,500 5,700 1,147 900 900 549 570 400 Lettonie Luxembourg 465 403 396 124 122 115 693 424 424 352 143 143 Luxembourg Montenegro 382 361 357 372 352 349 10 9 8 0 0 0 Monténégro Netherlands 133 145 145 173 170 165 77 80 80 117 105 100 Pays-Bas Poland 14,243 14,500 14,800 15,775 16,000 16,250 1,245 1,400 1,550 2,777 2,900 3,000 Pologne Portugal 1,880 1,905 1,900 1,682 1,710 1,700 241 230 240 43 35 40 Portugal Serbia 188 187 194 178 184 190 12 9 12 2 6 8 Serbie Slovakia 3,059 3,030 3,100 2,559 2,430 2,400 900 950 1,000 400 350 300 Slovaquie Slovenia 1,643 1,650 1,630 1,687 2,150 2,000 239 150 180 283 650 550 Slovénie Spain 3,223 3,307 3,307 3,420 3,629 3,629 240 185 185 437 507 507 Espagne Sweden 38,103 37,725 37,325 38,100 37,300 36,900 964 1,128 1,128 961 703 703 Suède Switzerland 2,035 2,100 2,155 2,290 2,350 2,400 55 60 65 310 310 310 Suisse United Kingdom 5,810 5,538 5,538 5,453 5,180 5,180 457 457 457 99 99 99 Royaume-Uni Total Europe 182,849 171,260 171,534 185,467 172,881 171,836 18,218 16,634 16,394 20,836 18,255 16,696 Total Europe Canada 105,870 103,492 103,916 110,046 108,424 108,424 1,346 1,402 1,309 5,522 6,333 5,816 Canada United States 148,043 150,509 153,391 152,799 154,479 156,695 586 570 555 5,342 4,540 3,859 Etats-Unis Total North America 253,913 254,001 257,307 262,845 262,903 265,119 1,931 1,972 1,864 10,863 10,873 9,675 Total Amérique du Nord

a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays

TABLE 10 SOFTWOOD SAWLOGS GRUMES DE SCIAGES DES CONIFERES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption a

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 406 311 300 329 266 300 134 90 50 57 45 50 Autriche Czech Republic 544 457 447 616 524 517 144 120 125 216 186 195 République tchèque Estonia 1,187 1,244 1,244 1,158 1,200 1,200 46 60 60 16 16 16 Estonie Finland 1,068 1,041 1,061 1,037 1,049 1,061 32 1 9 1 9 9 Finlande France 3,453 4,020 4,120 4,707 4,700 4,800 116 120 120 1,370 800 800 France Germany 2,532 2,290 2,130 2,995 2,700 2,500 111 110 110 574 520 480 Allemagne Hungary 1,234 1,173 1,191 1,234 1,173 1,191 0 0 0 0 0 0 Hongrie Italy 2,088 1,718 1,718 721 721 721 1,413 1,055 1,055 47 59 59 Italie Latvia 1,221 1,190 1,410 1,730 1,750 1,750 87 40 60 596 600 400 Lettonie Luxembourg 226 148 144 23 22 18 221 160 160 18 34 34 Luxembourg Montenegro 143 140 138 143 140 138 0 0 0 0 0 0 Monténégro Netherlands 54 60 60 48 50 50 54 60 60 48 50 50 Pays-Bas Poland 2,687 2,730 2,830 2,757 2,800 2,900 80 80 80 150 150 150 Pologne Portugal 997 885 925 356 330 360 663 580 590 22 25 25 Portugal Serbia 894 922 946 899 920 940 15 20 28 20 18 22 Serbie Slovakia 1,670 1,700 1,750 1,570 1,650 1,700 500 450 450 400 400 400 Slovaquie Slovenia 281 290 280 497 630 600 31 30 30 247 370 350 Slovénie Spain 833 854 854 730 775 775 164 174 174 61 94 94 Espagne Sweden 217 217 217 180 180 180 37 37 37 0 0 0 Suède Switzerland 145 155 160 265 275 280 35 40 40 155 160 160 Suisse United Kingdom 78 77 77 56 56 56 26 26 26 5 5 5 Royaume-Uni Total Europe 21,959 21,622 22,002 22,052 21,910 22,036 3,910 3,253 3,265 4,003 3,541 3,299 Total Europe Canada 15,890 15,923 15,895 14,854 14,926 14,926 1,106 1,060 1,027 70 64 59 Canada United States 31,550 32,311 33,431 33,358 33,742 34,516 221 156 156 2,028 1,587 1,241 Etats-Unis Total North America 47,441 48,234 49,326 48,212 48,668 49,442 1,327 1,216 1,183 2,098 1,650 1,300 Total Amérique du Nord

a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays

TABLE 11 HARDWOOD SAWLOGS (total) GRUMES DE SCIAGES DES NON-CONIFERES

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption a

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 406 311 300 329 266 300 134 90 50 57 45 50 Autriche Czech Republic 544 457 447 616 524 517 144 120 125 216 186 195 République tchèque Estonia 1,187 1,244 1,244 1,158 1,200 1,200 46 60 60 16 16 16 Estonie Finland 1,068 1,041 1,061 1,037 1,049 1,061 32 1 9 1 9 9 Finlande France 3,412 3,978 4,078 4,707 4,700 4,800 72 75 75 1,367 797 797 France Germany 2,527 2,285 2,125 2,995 2,700 2,500 101 100 100 569 515 475 Allemagne Hungary 1,234 1,173 1,191 1,234 1,173 1,191 0 0 0 0 0 0 Hongrie Italy 2,068 1,729 1,729 721 721 721 1,389 1,047 1,047 42 39 39 Italie Latvia 1,221 1,190 1,410 1,730 1,750 1,750 87 40 60 596 600 400 Lettonie Luxembourg 226 148 144 23 22 18 221 160 160 18 34 34 Luxembourg Montenegro 143 140 138 143 140 138 0 0 0 0 0 0 Monténégro Netherlands 46 55 55 48 50 50 42 50 50 44 45 45 Pays-Bas Poland 2,685 2,727 2,827 2,757 2,800 2,900 78 77 77 150 150 150 Pologne Portugal 981 870 912 356 330 360 642 560 571 17 20 19 Portugal Serbia 893 921 945 899 920 940 14 19 27 20 18 22 Serbie Slovakia 1,670 1,700 1,750 1,570 1,650 1,700 500 450 450 400 400 400 Slovaquie Slovenia 280 290 280 497 630 600 30 30 30 247 370 350 Slovénie Spain 827 847 847 730 775 775 158 167 167 61 94 94 Espagne Sweden 217 217 217 180 180 180 37 37 37 0 0 0 Suède Switzerland 145 155 160 265 275 280 35 40 40 155 160 160 Suisse United Kingdom 76 75 75 56 56 56 24 24 24 5 5 5 Royaume-Uni Total Europe 21,857 21,553 21,935 22,052 21,910 22,036 3,786 3,146 3,158 3,980 3,503 3,260 Total Europe Canada 15,890 15,923 15,895 14,854 14,926 14,926 1,106 1,060 1,027 70 64 59 Canada United States 31,549 32,308 33,429 33,358 33,742 34,516 219 152 154 2,027 1,586 1,240 Etats-Unis Total North America 47,440 48,231 49,324 48,212 48,668 49,442 1,325 1,212 1,181 2,097 1,649 1,299 Total Amérique du Nord

a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays

TABLE 11a HARDWOOD LOGS (temperate) GRUMES DE NON-CONIFERES (zone tempérée)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption a

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 France -41 -42 -42 44 45 45 3 3 3 France Germany -5 -5 -5 10 10 10 5 5 5 Allemagne Italy -20 11 11 25 9 9 4 20 20 Italie Netherlands -8 -5 -5 12 10 10 4 5 5 Pays-Bas Poland -2 -3 -3 2 3 3 0 0 0 Pologne Portugal -16 -15 -13 21 20 19 5 5 6 Portugal Serbia -1 -1 -1 1 1 1 0 0 0 Serbie Slovenia -1 0 0 1 0 1 0 0 0 Slovénie Spain -6 -7 -7 6 7 7 0 0 0 Espagne United Kingdom -2 -2 -2 2 2 2 0 0 0 Royaume-Uni Total Europe -102 -69 -67 124 107 106 22 38 39 Total Europe United States -1 -3 -1 2 4 2 1 1 1 Etats-Unis Total North America -1 -3 -1 2 4 2 1 1 1 Total Amérique du Nord

Country Commerce Net Production Imports - Importations Exports - Exportations Pays

TABLE 11b HARDWOOD LOGS (tropical) GRUMES DE NON-CONIFERES (tropicale)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Net Trade

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 13,844 12,627 12,592 11,047 9,212 9,287 3,676 4,070 4,020 879 655 715 Autriche Cyprus 8 9 10 7 8 9 1 1 1 0 0 0 Chypre Czech Republic 5,559 5,135 5,154 7,664 6,164 6,130 1,270 1,146 1,162 3,375 2,175 2,138 République tchèque Estonia 3,117 2,380 2,435 6,548 6,550 6,550 256 330 285 3,687 4,500 4,400 Estonie Finland 48,404 47,241 49,358 44,923 44,026 45,568 5,037 4,969 5,545 1,556 1,755 1,755 Finlande France 24,495 24,350 24,050 24,257 24,000 23,700 2,527 2,600 2,600 2,289 2,250 2,250 France Germany 26,555 26,580 23,090 27,936 27,100 23,500 4,474 3,870 3,770 5,855 4,390 4,180 Allemagne Hungary 2,122 2,017 2,065 2,049 1,984 2,023 112 73 82 39 39 39 Hongrie Italy 4,508 5,210 5,210 3,916 4,618 4,618 1,288 1,288 1,288 696 696 696 Italie Latvia 5,540 5,150 5,150 9,484 8,800 8,800 1,084 950 950 5,028 4,600 4,600 Lettonie Luxembourg 583 589 589 577 559 559 182 130 130 176 100 100 Luxembourg Malta 2 3 3 0 0 0 2 3 3 0 0 0 Malte Montenegro 245 241 227 245 241 227 0 0 0 0 0 0 Monténégro Netherlands 604 1,100 1,095 1,267 1,240 1,230 289 100 105 952 240 240 Pays-Bas Poland 35,250 36,265 37,135 33,531 34,600 35,450 3,652 3,660 3,710 1,933 1,995 2,025 Pologne Portugal 15,954 15,330 15,365 11,664 11,720 11,590 4,657 4,000 4,140 368 390 365 Portugal Serbia 981 1,007 1,045 967 1,000 1,033 15 8 13 1 1 1 Serbie Slovakia 3,634 3,650 3,760 3,821 3,860 3,950 1,023 1,030 1,050 1,210 1,240 1,240 Slovaquie Slovenia 926 770 790 2,058 2,280 2,230 625 490 530 1,757 2,000 1,970 Slovénie Spain 13,959 14,358 14,358 14,383 15,261 15,261 1,435 1,564 1,564 1,859 2,467 2,467 Espagne Sweden 55,632 54,193 54,727 50,015 48,196 48,730 7,036 7,750 7,750 1,419 1,753 1,753 Suède Switzerland 1,823 1,824 1,829 1,216 1,217 1,222 795 795 795 188 188 188 Suisse United Kingdom 4,590 4,471 4,471 4,293 4,175 4,175 406 405 405 109 109 109 Royaume-Uni Total Europe 268,336 264,500 264,508 261,870 256,811 255,841 39,843 39,232 39,898 33,377 31,543 31,231 Total Europe Canada 37,044 35,822 35,734 35,326 32,985 32,975 2,578 3,462 3,467 860 625 708 Canada United States 238,450 239,587 240,850 244,912 246,110 247,536 348 324 308 6,809 6,848 6,994 Etats-Unis Total North America 275,495 275,409 276,585 280,238 279,096 280,511 2,926 3,786 3,776 7,670 7,473 7,702 Total Amérique du Nord

Includes wood residues, chips and particles for all purposes Comprend les dechets de bois, plaquettes et particules pour toute utilisation a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Country Consommation Apparente a Production Imports - Importations Exports - Exportations Pays

TABLE 12 PULPWOOD (total) BOIS DE TRITURATION (total)

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 m3

Apparent Consumption a

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 3,681 3,895 3,850 2,576 2,235 2,300 1,312 1,750 1,700 206 90 150 Autriche Czech Republic 3,927 3,744 3,675 5,316 4,253 4,125 811 811 830 2,200 1,320 1,280 République tchèque Estonia 476 245 245 878 900 900 56 45 45 458 700 700 Estonie Finland 22,913 24,189 25,835 22,746 23,764 25,239 1,163 1,410 1,581 996 985 985 Finlande France 4,689 4,400 4,100 4,559 4,300 4,000 608 550 550 478 450 450 France Germany 10,311 11,900 9,500 10,541 11,500 9,000 2,200 2,100 2,000 2,430 1,700 1,500 Allemagne Hungary 411 488 481 411 488 481 0 0 0 0 0 0 Hongrie Italy 148 853 853 148 853 853 0 0 0 0 0 0 Italie Latvia 1,775 1,700 1,700 1,850 1,800 1,800 374 400 400 449 500 500 Lettonie Luxembourg -16 -18 -16 10 6 8 9 3 3 35 27 27 Luxembourg Montenegro 201 198 186 201 198 186 0 0 0 0 0 0 Monténégro Netherlands 146 150 145 244 240 235 70 80 85 168 170 175 Pays-Bas Poland 15,378 15,900 16,300 15,411 15,950 16,250 1,428 1,500 1,650 1,462 1,550 1,600 Pologne Portugal 1,323 1,430 1,375 1,213 1,350 1,300 122 100 90 12 20 15 Portugal Serbia 66 70 74 66 70 73 0 0 1 0 0 0 Serbie Slovakia 598 600 610 748 710 700 600 630 650 750 740 740 Slovaquie Slovenia 264 200 220 275 430 380 268 170 200 278 400 360 Slovénie Spain 3,369 3,467 3,467 3,754 3,984 3,984 179 138 138 564 655 655 Espagne Sweden 28,513 27,431 27,944 26,353 25,310 25,823 3,114 3,269 3,269 954 1,148 1,148 Suède Switzerland 209 210 210 279 280 280 20 20 20 90 90 90 Suisse United Kingdom 1,894 1,776 1,776 1,633 1,516 1,516 291 291 291 31 31 31 Royaume-Uni Total Europe 100,275 102,827 102,530 99,212 100,136 99,433 12,625 13,267 13,503 11,562 10,576 10,406 Total Europe Canada 4,531 4,347 4,410 4,229 4,021 4,021 324 336 401 22 10 12 Canada United States 141,231 142,785 144,831 141,226 142,779 144,827 5 6 4 0 0 0 Etats-Unis Total North America 145,762 147,132 149,241 145,455 146,800 148,848 329 341 405 22 10 12 Total Amérique du Nord

a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Pays Apparent Consumption a

Country Consommation Apparente a Production Imports - Importations Exports - Exportations

TABLE 12a PULPWOOD LOGS (ROUND AND SPLIT) BOIS DE TRITURATION (RONDINS ET QUARTIERS)

Softwood Conifères 1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 1,217 997 1,007 647 577 587 668 500 500 98 80 80 Autriche Czech Republic 450 380 384 649 552 550 3 2 2 202 174 168 République tchèque Estonia 363 200 250 1,270 1,250 1,250 154 250 200 1,060 1,300 1,200 Estonie Finland 8,997 7,940 8,052 7,801 6,884 6,784 1,550 1,633 1,845 354 577 577 Finlande France 2,386 2,250 2,250 3,332 3,200 3,200 43 50 50 989 1,000 1,000 France Germany 1,116 1,180 1,090 1,103 1,100 1,000 259 270 270 246 190 180 Allemagne Hungary 502 507 526 502 507 526 0 0 0 0 0 0 Hongrie Italy 168 166 166 168 166 166 0 0 0 0 0 0 Italie Latvia 172 200 200 2,018 2,000 2,000 244 100 100 2,090 1,900 1,900 Lettonie Luxembourg 77 71 69 46 32 30 36 48 48 5 9 9 Luxembourg Netherlands 62 50 55 108 100 100 21 20 20 67 70 65 Pays-Bas Poland 4,424 4,635 4,785 3,939 4,150 4,300 560 560 560 75 75 75 Pologne Portugal 10,495 10,300 10,260 8,586 8,500 8,400 2,100 2,000 2,050 191 200 190 Portugal Serbia 199 205 210 199 205 210 0 0 0 0 0 0 Serbie Slovakia 1,874 1,950 2,000 1,924 2,000 2,050 100 100 100 150 150 150 Slovaquie Slovenia 137 120 130 424 490 450 84 80 90 371 450 410 Slovénie Spain 5,422 5,288 5,288 6,059 6,429 6,429 269 291 291 906 1,432 1,432 Espagne Sweden 8,517 8,412 8,533 6,232 5,986 6,107 2,313 2,481 2,481 28 55 55 Suède Switzerland 128 128 133 165 165 170 3 3 3 40 40 40 Suisse United Kingdom 23 22 22 13 13 13 18 18 18 9 9 9 Royaume-Uni Total Europe 46,729 45,001 45,410 45,185 44,305 44,322 8,426 8,406 8,628 6,881 7,711 7,540 Total Europe Canada 10,554 10,654 10,644 10,812 10,843 10,843 38 36 30 296 225 228 Canada United States 41,407 40,200 38,795 41,424 40,217 38,810 58 32 18 75 50 33 Etats-Unis Total North America 51,961 50,854 49,439 52,236 51,060 49,653 96 68 48 371 275 261 Total Amérique du Nord

a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fournies des données sur la commerce

Pays Apparent Consumption a

Country Consommation Apparente a Production Imports - Importations Exports - Exportations

TABLE 12b PULPWOOD LOGS (ROUND AND SPLIT) BOIS DE TRITURATION (RONDINS ET QUARTIERS)

Hardwood Non-conifères 1000 m3 - Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 8,945 7,735 7,735 7,824 6,400 6,400 1,696 1,820 1,820 575 485 485 Autriche Cyprus 8 9 10 7 8 9 1 1 1 0 0 0 Chypre Czech Republic 1,182 1,011 1,094 1,699 1,359 1,454 456 333 330 973 681 690 République tchèque Estonia 2,278 1,935 1,940 4,400 4,400 4,400 47 35 40 2,169 2,500 2,500 Estonie Finland 16,494 15,112 15,471 14,376 13,378 13,545 2,324 1,926 2,119 206 193 193 Finlande France 17,420 17,700 17,700 16,366 16,500 16,500 1,876 2,000 2,000 822 800 800 France Germany 15,128 13,500 12,500 16,292 14,500 13,500 2,015 1,500 1,500 3,179 2,500 2,500 Allemagne Hungary 1,209 1,022 1,057 1,137 989 1,015 112 73 82 39 39 39 Hongrie Italy 4,192 4,192 4,192 3,600 3,600 3,600 1,288 1,288 1,288 696 696 696 Italie Latvia 3,593 3,250 3,250 5,616 5,000 5,000 466 450 450 2,489 2,200 2,200 Lettonie Luxembourg 522 536 536 521 521 521 137 79 79 136 64 64 Luxembourg Malta 2 3 3 0 0 0 2 3 3 0 0 0 Malte Montenegro 44 43 41 44 43 41 0 0 0 0 0 0 Monténégro Netherlands 396 900 895 915 900 895 198 0 0 717 0 0 Pays-Bas Poland 15,448 15,730 16,050 14,181 14,500 14,900 1,664 1,600 1,500 396 370 350 Pologne Portugal 4,136 3,600 3,730 1,865 1,870 1,890 2,435 1,900 2,000 165 170 160 Portugal Serbia 716 732 761 702 725 750 15 8 12 1 1 1 Serbie Slovakia 1,162 1,100 1,150 1,149 1,150 1,200 323 300 300 310 350 350 Slovaquie Slovenia 525 450 440 1,360 1,360 1,400 273 240 240 1,107 1,150 1,200 Slovénie Spain 5,169 5,603 5,603 4,570 4,849 4,849 987 1,135 1,135 388 380 380 Espagne Sweden 18,602 18,350 18,250 17,430 16,900 16,800 1,609 2,000 2,000 437 550 550 Suède Switzerland 1,486 1,486 1,486 772 772 772 772 772 772 58 58 58 Suisse United Kingdom 2,673 2,673 2,673 2,646 2,646 2,646 96 96 96 69 69 69 Royaume-Uni Total Europe 121,332 116,673 116,568 117,472 112,370 112,087 18,793 17,559 17,767 14,933 13,256 13,285 Total Europe Canada 21,959 20,821 20,680 20,285 18,121 18,111 2,216 3,090 3,037 542 390 467 Canada United States 55,812 56,602 57,224 62,262 63,114 63,899 285 286 286 6,734 6,798 6,961 Etats-Unis Total North America 77,771 77,423 77,904 82,547 81,235 82,010 2,500 3,376 3,323 7,277 7,188 7,428 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 12c WOOD RESIDUES, CHIPS AND PARTICLES DECHETS DE BOIS, PLAQUETTES ET PARTICULES Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

1000 m3

Apparent Consumption

Imports Exports

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 Austria 1,290 1,497 1,450 1,691 1,938 2,050 344 309 300 745 750 900 Autriche Cyprus 8 5 5 0 0 0 8 5 5 0 0 0 Chypre Czech Republic 234 215 225 540 459 482 38 38 40 344 282 296 République tchèque Estonia 284 300 230 1,650 1,350 1,300 12 50 30 1,378 1,100 1,100 Estonie Finland 530 541 562 360 380 405 188 163 160 18 2 3 Finlande France 2,735 3,260 3,660 2,050 2,250 2,450 775 1,100 1,300 90 90 90 France Germany 3,328 3,540 3,720 3,569 3,700 3,900 443 480 420 684 640 600 Allemagne Hungary 63 44 50 62 43 49 11 13 12 11 12 12 Hongrie Italy 2,359 2,359 2,359 450 450 450 1,916 1,916 1,916 7 7 7 Italie Latvia 621 750 750 1,980 2,000 2,000 326 350 350 1,685 1,600 1,600 Lettonie Luxembourg 61 72 72 63 63 63 17 11 11 19 2 2 Luxembourg Malta 1 1 1 0 0 0 1 1 1 0 0 0 Malte Montenegro 18 25 26 83 84 84 0 0 0 65 59 58 Monténégro Netherlands 5,354 5,354 5,354 268 268 268 5,551 5,551 5,551 465 465 465 Pays-Bas Poland 842 920 1,100 1,152 1,200 1,350 366 370 380 677 650 630 Pologne Portugal 228 225 220 747 740 735 4 5 5 523 520 520 Portugal Serbia 478 460 485 418 450 480 83 70 80 23 60 75 Serbie Slovakia 22 175 175 390 450 450 47 75 75 415 350 350 Slovaquie Slovenia 125 155 150 164 175 180 126 120 130 165 140 160 Slovénie Spain 867 907 907 1,007 1,007 1,007 65 46 46 206 146 146 Espagne Sweden 1,776 1,800 1,850 1,809 1,750 1,800 199 210 210 232 160 160 Suède Switzerland 410 415 420 330 335 340 80 80 80 0 0 0 Suisse United Kingdom 7,819 7,830 7,830 327 330 330 7,516 7,520 7,520 23 20 20 Royaume-Uni Total Europe 29,451 30,850 31,601 19,110 19,422 20,173 18,114 18,482 18,621 7,774 7,055 7,194 Total Europe Canada 368 420 179 3,830 3,830 3,830 31 52 56 3,493 3,462 3,707 Canada United States 761 273 152 9,544 9,744 9,948 194 174 155 8,977 9,644 9,951 Etats-Unis Total North America 1,129 694 331 13,374 13,574 13,778 225 226 211 12,470 13,106 13,659 Total Amérique du Nord

Country Consommation Apparente Production Imports - Importations Exports - Exportations Pays

TABLE 13 WOOD PELLETS GRANULES DE BOIS

Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions 1000 mt

Apparent Consumption

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 actual actual actual actual réels réels réels réels

Sawn softwood 75.92 69.01 68.49 96.71 89.54 88.44 29.69 25.67 25.93 50.49 46.20 45.88 Sciages conifères

Softwood logs a 182.85 171.26 171.53 185.47 172.88 171.84 18.22 16.63 16.39 20.84 18.25 16.70 Grumes de conifères a

Sawn hardwood 7.02 6.65 6.70 6.93 6.45 6.61 4.18 3.86 3.81 4.09 3.66 3.72 Sciages non-conifères

– temperate zone b 6.45 6.14 6.18 6.87 6.40 6.55 3.28 3.07 3.02 3.70 3.33 3.39 – zone tempérée b

– tropical zone b 0.57 0.51 0.52 0.06 0.05 0.06 0.90 0.79 0.79 0.39 0.32 0.32 – zone tropicale b

Hardwood logs a 21.96 21.62 22.00 22.05 21.91 22.04 3.91 3.25 3.26 4.00 3.54 3.30 Grumes de non-conifères a

– temperate zone b 21.86 21.55 21.93 22.05 21.91 22.04 3.79 3.15 3.16 3.98 3.50 3.26 – zone tempérée b

– tropical zone b 0.10 0.07 0.07 0.12 0.11 0.11 0.02 0.04 0.04 – zone tropicale b

Veneer sheets 1.58 1.49 1.49 1.00 0.97 0.96 1.42 1.28 1.29 0.84 0.76 0.76 Feuilles de placage

Plywood 6.62 6.21 5.92 4.17 3.93 3.97 6.42 5.79 5.48 3.96 3.50 3.53 Contreplaqués

Particle board (excluding OSB) 28.12 26.41 26.52 28.01 26.71 26.91 10.02 9.58 9.55 9.92 9.88 9.94 Pann. de particules (sauf OSB)

OSB 5.27 5.06 5.09 4.89 4.89 5.02 3.20 2.96 2.94 2.83 2.78 2.87 OSB

Fibreboard 15.80 14.89 15.09 16.15 15.31 15.42 8.76 8.01 8.04 9.11 8.43 8.37 Panneaux de fibres

– Hardboard 0.79 0.82 0.90 0.48 0.47 0.47 1.47 1.44 1.46 1.17 1.09 1.04 – Durs

– MDF 11.42 10.85 10.97 12.16 11.62 11.68 5.21 4.61 4.62 5.95 5.38 5.33 – MDF

– Other board 3.59 3.22 3.22 3.51 3.22 3.27 2.07 1.97 1.96 1.99 1.96 2.01 – Autres panneaux Pulpwood a 268.34 264.50 264.51 261.87 256.81 255.84 39.84 39.23 39.90 33.38 31.54 31.23 Bois de trituration a

– Pulp logs 147.00 147.83 147.94 144.40 144.44 143.75 21.05 21.67 22.13 18.44 18.29 17.95 – Bois ronds de trituration

– softwood 100.28 102.83 102.53 99.21 100.14 99.43 12.63 13.27 13.50 11.56 10.58 10.41 – conifères

– hardwood 46.73 45.00 45.41 45.18 44.31 44.32 8.43 8.41 8.63 6.88 7.71 7.54 – non-conifères

– Residues, chips and particles 121.33 116.67 116.57 117.47 112.37 112.09 18.79 17.56 17.77 14.93 13.26 13.29 – Déchets, plaquettes et part. Wood pulp 37.60 34.07 35.28 34.64 32.24 33.81 17.33 16.19 16.59 14.37 14.37 15.12 Pâte de bois

Paper and paperboard 72.76 66.14 69.44 83.10 73.88 79.49 43.20 39.62 41.48 53.55 47.36 51.53 Papiers et cartons

Wood Pellets 29.45 30.85 31.60 19.11 19.42 20.17 18.11 18.48 18.62 7.77 7.05 7.19 Granulés de bois a Countries which did not provide trade data are included in consumption data a La consommation comprend les pays qui n'ont pas fourni des données sur le commerce b Trade figures by zone do not equal the total as some countries cannot provide data for both zones b Les chiffres du commerce par zone ne correspondent pas aux totaux

en raison du fait que certains pays ne peuvent les différencier.

TABLE 14

Europe: Summary table of market forecasts for 2023 and 2024

Europe: Tableau récapitulatif des prévisions du marché pour 2023 et 2024 Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

million m3 (pulp, paper and pellets million m.t. - pâte de bois, papiers et cartons, et granulés en millions de tonnes métriques) Apparent Consumption

Consommation Apparente Production Imports - Importations Exports - Exportations

forecasts forecasts forecasts forecasts prévisions prévisions prévisions prévisions

2022 2023 2024 2022 2023 2024 2022 2023 2024 2022 2023 2024 actual actual actual actual réels réels réels réels

Sawn softwood 91.63 89.85 90.39 100.44 97.41 95.73 27.09 26.48 27.10 35.90 34.04 32.43 Sciages conifères

Softwood logs 253.91 254.00 257.31 262.84 262.90 265.12 1.93 1.97 1.86 10.86 10.87 9.68 Grumes de conifères

Sawn hardwood 15.85 16.16 16.46 18.50 18.72 19.03 1.59 1.63 1.56 4.23 4.19 4.13 Sciages non-conifères

– temperate zone 15.57 15.89 16.19 18.50 18.72 19.03 1.29 1.33 1.26 4.21 4.16 4.10 – zone tempérée

– tropical zone 0.29 0.27 0.27 0.00 0.00 0.00 0.31 0.30 0.30 0.02 0.03 0.03 – zone tropicale

Hardwood logs 47.44 48.23 49.33 48.21 48.67 49.44 1.33 1.22 1.18 2.10 1.65 1.30 Grumes de non-conifères

– temperate zone 47.44 48.23 49.32 48.21 48.67 49.44 1.32 1.21 1.18 2.10 1.65 1.30 – zone tempérée

– tropical zone 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 – zone tropicale Veneer sheets 2.85 2.93 2.97 2.87 2.89 2.91 0.86 0.88 0.89 0.88 0.83 0.84 Feuilles de placage

Plywood 16.92 16.92 17.31 10.86 10.90 11.05 7.48 7.37 7.68 1.43 1.36 1.42 Contreplaqués

Particle board (excluding OSB) 6.66 7.45 7.46 6.11 6.58 6.55 1.75 1.97 1.98 1.19 1.10 1.07 Pann. de particules (sauf OSB)

OSB 21.20 21.09 21.35 20.86 20.60 20.86 6.28 6.30 6.39 5.94 5.82 5.89 OSB

Fibreboard 9.92 9.93 10.07 7.64 7.71 7.87 4.18 3.92 3.92 1.90 1.69 1.72 Panneaux de fibres

– Hardboard 0.51 0.56 0.56 0.53 0.59 0.60 0.31 0.28 0.29 0.32 0.32 0.33 – Durs

– MDF 6.21 6.23 6.23 3.83 3.88 3.89 3.55 3.35 3.32 1.17 0.99 0.98 – MDF

– Other board 3.20 3.15 3.28 3.28 3.24 3.38 0.32 0.29 0.31 0.40 0.38 0.41 – Autres panneaux Pulpwood 275.49 275.41 276.58 280.24 279.10 280.51 2.93 3.79 3.78 7.67 7.47 7.70 Bois de trituration

– Pulp logs 197.72 197.99 198.68 197.69 197.86 198.50 0.43 0.41 0.45 0.39 0.28 0.27 – Bois ronds de trituration

– softwood 145.76 147.13 149.24 145.45 146.80 148.85 0.33 0.34 0.41 0.02 0.01 0.01 – conifères

– hardwood 51.96 50.85 49.44 52.24 51.06 49.65 0.10 0.07 0.05 0.37 0.27 0.26 – non-conifères

– Residues, chips and particles 77.77 77.42 77.90 82.55 81.23 82.01 2.50 3.38 3.32 7.28 7.19 7.43 – Déchets, plaquettes et part. Wood pulp 45.79 48.12 48.43 55.02 54.33 54.12 7.42 8.22 8.89 16.65 14.44 14.58 Pâte de bois

Paper and paperboard 69.75 68.96 69.26 75.05 73.60 73.63 10.72 10.42 10.39 16.02 15.06 14.77 Papiers et cartons

Wood pellets 1.13 0.69 0.33 13.37 13.57 13.78 0.23 0.23 0.21 12.47 13.11 13.66 Granulés de bois

TABLE 15

North America: Summary table of market forecasts for 2023 and 2024

Amérique du Nord: Tableau récapitulatif des prévisions du marché pour 2023 et 2024 Data only for those countries providing forecasts - Données uniquement pour les pays fournissant des prévisions

million m3 (pulp, paper and pellets million m.t. - pâte de bois, papiers et cartons, et granulés en millions de tonnes métriques) Apparent Consumption

Consommation Apparente Production Imports - Importations Exports - Exportations

forecasts forecasts forecasts forecasts prévisions prévisions prévisions prévisions

  • List of tables
  • Table1
  • Table2
  • Table 2a
  • Table 2b
  • Table 3
  • Table 4
  • Table 5
  • Table 5a
  • Table 6
  • Table 6a
  • Table 6b
  • Table 6c
  • Table 7
  • Table 8
  • Table 9
  • Table 9a
  • Table 9b
  • Table 10
  • Table 11
  • Table 11a
  • Table 11b
  • Table12
  • Table 12a
  • Table 12b
  • Table 12c
  • Table 13
  • Table 14
  • Table 15

JQ2022FIN

JFSQ2022 Country Replies Finland

Languages and translations
English

Guidelines

Dear Correspondent, Thank you for contributing to the Joint Forest Sector Questionnaire (JFSQ). Before filling in the worksheets, please read these guidelines. Please use only this questionnaire to report your data. Use this questionnaire also to revise any historical data - fill in the correct year and your name on the cover page. The total number of sheets to be filled in is seven core sheets (green tabs - to be validated by Eurostat) plus three for ITTO (brown tabs - not validated by Eurostat). Four sheets containing cross-references are included at the end. The flat file is for Eurostat for validation purposes, please do not change any cells here. Also, please do not add / delete rows in any of the sheets, because this will affect the functioning of the flatfile. Put all your data into one Excel file. If you send some data in later, give your file a new version number and date (see A.1. below) and notify us of the changes with respect to the previous version. Only send us completely filled-in sheets, highlighting the changes in yellow. Do not delete worksheets. Each sheet has a working area for your input. Most sheets have checking cells and tables. Each working area has white cells and shaded green cells. Eurostat has highlighted the variables it considers most important for its publications - please fill those in as a priority. When you submit a revision, please highlight changes in yellow and explain them in the appropriate 'Note' column, but please fill in all the cells that were filled in previously. Please use flags and notes (see A.6 below). This information is important for Eurostat. A. General recommendations A.1 Please use eDAMIS to send your questionnaire to Eurostat. Choose the correct domain ("FOREST_A_A") and the correct reference year (for this data collection: 2022). A.2 Fill in the JFSQ quality report each year. A.3 The cover page is for your contact details, which are automatically copied to the other worksheets • Check your country code • If necessary change the reference year as appropriate - the previous year will appear automatically If you distribute worksheets to various experts, they can each put their contact details into the sheets. It will then be your job to put all the information together again and to verify the checking tables, since some of them will not work as designed in isolation. A.4 Look at the unit of measurement to be used for each item and report in this unit if possible, using the conversion factors on the last page of the JFSQ definitions. Please report the monetary values in the same unit for both reporting years. Only report data or modify cells in the working areas. Please do not delete checking areas or checking sheets. • Look at the checking areas and make the necessary corrections to your data to remove all warnings (see the specific recommendations) before sending in your data. Fill in real zeros '0' in the worksheets if there is no production or trade. Empty cells will be interpreted as 'Data not available'. • There are counters at the bottom of the tables to indicate the number of cells left to be filled in. Report all data with at least three decimals. Do not use a separator for thousands; for the decimal point, please use the one set up by default. A.5 Report numbers only. If data are confidential, please provide them if possible, appropriately flagged (see A.6). • Eurostat has a right to all confidential data necessary for its work. It has an obligation to use such data only in aggregates and to respect all the legal obligations. • If you cannot provide confidential data, a good option is to send in your own estimate flagged as a national estimate '9'. • As a last resort, leave the cell empty, flag it and write a note indicating data sources and links. Checking tables contain formulae to sum up the totals for sub-items. A.6 Flag cells and write notes as appropriate. Flags should be entered in the 'Flag' columns and notes in the 'Note' columns for the appropriate year and item. The flags to use are: • 3 for break in time series, see metadata (please explain in the notes and in the quality report the reasons) • 4 for definition differs, see metadata (please explain in the notes and in the quality report the reasons) • 5 for repeating the data of a previous year • 6 for confidential data • 7 for provisional data • 9 for national estimate B Specific recommendations B.1 Sheet 'Removals over bark' is for volumes of wood products measured over bark. General over bark/under bark conversion factors are calculated automatically. • Should you use different conversion factor(s) please delete the ones provided and insert your own • If you only have under bark data, please leave this worksheet empty, but revise the table with the conversion factors. • Unchanged conversion factors will be considered revised. A checking table verifies that sums of sub-items agree with the totals. B.2 Checking tables on worksheets improve data quality, verifying that: • The sum of the sub-items equals the total. • The sum of 'of which' items is not larger than the total. All cells in a checking table should be zero or empty. If this is not the case, please check your numbers for the sub-items and totals. The checking table indicates the difference, so if you see a negative value, you will have to decide which number should be increased by that amount. The only exception is when no data are entered due to confidentiality. B.3 Worksheets 'JQ2' contains a checking table for apparent consumption. Apparent consumption = Production + Imports – Exports. It should be positive or nil. If this is not the case, the cell will change colour and indicate the difference. • Please correct the data in the sheets until checking results are positive or nil. One solution is to increase production. • If the data are correct but apparent consumption is still negative, please explain why in the 'Note' column provided in the apparent consumption checking table. B.4 Sheets 'JQ2', 'ECE-EU Species' and 'EU1' on trade have checking tables to verify data consistency. Both quantity and value must be present. When something is missing, messages or coloured cells appear in the checking tables. Please correct your data until all warnings disappear. The meaning of the messages is: • 0: both value and quantity are zero – all is well, there is no trade • ZERO Q: value is reported, quantity is zero - please correct • ZERO V: quantity is reported, value is zero - please correct • REPORT: both quantity and value are blank - please fill in • NO Q: blank cell for quantity – please fill in • NO V: blank cell for value – please fill in Please enter even very small numbers to resolve problems, using as many decimal places as necessary. If there is no way to correct the problem, please write an explanation in the 'Note' column. If there is no trade for a product, please enter 0 for both quantity and value. Thank you for collecting data for the JFSQ, Eurostat's Forestry Team

JFSQ quality report

Joint Forest Sector Questionnaire Quality Report
Quality information Country reply
1 Contact
Country name Country name FI
Contact organisation Contact organisation NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
Contact name Contact name
Contact email address Contact email address
2 Changes to previous year
Necessity of update Are there any changes to the quality report of the last data collection? NO
If yes, please provide details below.
3 Statistical processing
Overview of the source data Please provide an overview of the sources used to produce JFSQ data. Data is produced mainly based on statistics of Natural Resources Insitute of Finland and Customs of Finland
Do you use a dedicated survey (of the industry, of households, of forest owners, etc.)? NO
If yes, please provide details (e.g., who are the respondents, what is its frequency?).
Do you use forestry statistics? YES
If yes, please provide details. Details are given in the following answers.
Do you use national forest inventory? NO
If yes, please provide details.
Do you use national PRODCOM data compiled according to the CPA classification? NO
If yes, please provide details (which products, units, etc.).
Do you use any other national production statistics? NO
If yes, please provide details.
Do you use data collected by associations of industry? YES
If yes, please provide details. Production data of forest production (6 - 12.4.) is collected and provided by Finnish Forest Industries.
Do you collect data from direct contacts with manufacturing companies? YES
If yes, please provide details. Data on wood consumption on the members of Finnish Forest Industries is collected from Finnish Forest Industries. Information for other forest industry companies is collected directly by the Natural Resources Institute Finland.
Do you use estimates of roundwood use (in manufacturing)? NO
If yes, please provide details.
Do you use national trade data? YES
If yes, please provide details. All trade data is taken from Finnish Customs’ statistical database https://tulli.fi/en/statistics/uljas-statistical-database
Do you use felling reports? YES
If yes, please provide details. Basic industrial roundwood data is obtained from the annually compiled statistics on commercial fellings. Currently, the statistics cover nearly all logs and pulpwood felled in Finland. The volume of roundwood sawn for private use by non-industrial private forest owners is added to these figures. It has been determined by means of small-scale sawmill surveys conducted every 10 years. The most recent small-scale sawmill survey included a mailed questionnaire to identify the consumption of wood at small sawmills in 2008–2010. Data on industrial roundwood felling is collected annually through stratified sampling, including all largest wood buyers. As the forest industry is highly centralised in Finland, the companies included in the data collection process for the annual statistics have covered more than 95 per cent of Finland’s total industrial roundwood felling volumes in recent years. In addition, forest industry companies separately report their own felling volumes and those of their forest owner companies, and Metsähallitus reports felling volumes in state-owned forests. The most recent small-scale sawmill survey was targeted at sawmill companies and contractors that consume at most 10,000 cubic metres of wood per year. The survey identified roughly 1,200 small sawmills that accounted for a little more than three per cent of all wood consumed by the sawmill industry in 2008–2010. Total energy wood removals consist of roundwood consumed as fuelwood in small-scale housing, as well as domestic roundwood harvested for energy generation at heat and power plants, not included in industrial roundwood removals. Volumes of fuelwood consumed in small-scale housing (detached houses, farms and free-time residences) have been identified from wood users through sample surveys conducted nearly every ten years. The most recent survey of the consumption of fuelwood in detached houses was targeted at the 2016/2017 heating season, and its data was collected through a questionnaire mailed to a total of 10,000 residents or homeowners based on stratified sampling.
Do you use forestry companies' accounting network? NO
If yes, please provide details.
Do you use administrative data (e.g. tax records, business registers)? NO
If yes, please provide details.
Do you use data from national accounts? NO
If yes, please provide details (e.g. for which data, from which account tables?).
Do you use SBS (Structural business statistics)? NO
If yes, please provide details (e.g. for which data?).
Do you use other environmental accounts? NO
If yes, please provide details.
Do you use other statistics (e.g. agriculture statistics)? NO
If yes, please specify them.
Do you use any other sources? NO
If yes, please specify them.
Methodological issues Are there any pending classification or measurement issues? NO
If yes, please specify them.
Data validation Do you check the quality of the data collected to compile JFSQ? NO
If yes, please explain the quality assurance procedure.
Do you compare JFSQ data with different data sources or do you perform other cross-checks? NO
If yes, please explain your approach.
Do you have validation rules and other plausibility checks for the outputs of your JFSQ data compilation process? YES
If yes, please briefly describe them. Only those included in the JFSQ Excel sheet.
4 Relevance
User needs Please provide references to the relevance of JFSQ at national level e.g. main users, national indicator sets, quantitative policy targets etc.
5 Coherence and comparability
Coherence - cross domain Do you compare the JFSQ results with business, energy and agricultural and foreign trade statistics? YES
It not, please explain. All trade data is taken from Finnish Customs’ statistical database. Energy data is compared with Energy statistics of Statistics Finland. Figures are the same.
Do you cross-check the JFSQ data with the results of European Forest Accounts? NO
If yes, please indicate for which reporting items, and comments on the discrepancies observed, if any. It not, please explain. Finland has only resported to Tables B1 and B2 in the EFA.
Coherence - internal Are there any other consistency issues related to your JFSQ data? NO
If yes, please explain them.
6 Accessibility and clarity
Publications Do you disseminate JFSQ data nationally (e.g. in news releases or other documents)? NO
If yes, please provide URLs and/or the reference to the relevant publications.
Online database Do you publish your JFSQ accounts in an online data base? NO
If yes, please provide URLs.
Documentation on methodology Did you prepare a description of your national JFSQ methodology or metadata? NO
If yes, please provide URLs.
Quality documentation Do you have national quality documentation? NO
If yes, please provide URLs.
7 Other comments
Other comments Please provide any further feedback you might have on the quality of the reported data, sources and methods used and/or Eurostat's validation and quality report templates.

Cover

Joint Forest Sector Questionnaire
2022
DATA INPUT FILE
Correspondent country: FI
Reference year: 2022 Fill in the year
Name of person responsible for reply:
Official address (in full): NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
Telephone:
Fax:
E-mail:

Removals over bark

Country: FI Date:
Name of Official responsible for reply:
Check Table
Official Address (in full):
NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
FOREST SECTOR QUESTIONNAIRE
EU JQ1 OB Telephone: 0 Discrepancies
Removals E-mail: Please verify, if there's an error!
Year 1 Year 2 Flag Flag Note Note
Product Product Unit 2021 2022 2021 2022 2021 2022 Product Product Unit 2021 2022
Code Quantity Quantity Code Quantity Quantity
ROUNDWOOD REMOVALS OVERBARK All 2021 data is final All 2022 data is final ROUNDWOOD REMOVALS OVERBARK
1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ob 76347.955 75112.063 1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ob OK OK
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ob 10278.023 10825.926 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ob OK OK
1.1.C Coniferous 1000 m3ob 4956.317 5320.816 1.1.C Coniferous 1000 m3ob
1.1.NC Non-Coniferous 1000 m3ob 5321.706 5505.11 1.1.NC Non-Coniferous 1000 m3ob
1.2 INDUSTRIAL ROUNDWOOD 1000 m3ob 66069.932 64286.137 1.2 INDUSTRIAL ROUNDWOOD 1000 m3ob OK OK
1.2.C Coniferous 1000 m3ob 55458.191 54067.555 1.2.C Coniferous 1000 m3ob OK OK
1.2.NC Non-Coniferous 1000 m3ob 10611.741 10218.582 1.2.NC Non-Coniferous 1000 m3ob OK OK
1.2.NC.T of which: Tropical 1000 m3ob 0 0 1.2.NC.T of which: Tropical 1000 m3ob OK OK
1.2.1 SAWLOGS AND VENEER LOGS 1000 m3ob 29327.617 28888.148 1.2.1 SAWLOGS AND VENEER LOGS 1000 m3ob OK OK
1.2.1.C Coniferous 1000 m3ob 28168.411 27716.23 1.2.1.C Coniferous 1000 m3ob
1.2.1.NC Non-Coniferous 1000 m3ob 1159.206 1171.918 1.2.1.NC Non-Coniferous 1000 m3ob
1.2.2 PULPWOOD, ROUND AND SPLIT 1000 m3ob 36742.315 35397.989 1.2.2 PULPWOOD, ROUND AND SPLIT 1000 m3ob OK OK
1.2.2.C Coniferous 1000 m3ob 27289.78 26351.325 1.2.2.C Coniferous 1000 m3ob
1.2.2.NC Non-Coniferous 1000 m3ob 9452.535 9046.664 1.2.2.NC Non-Coniferous 1000 m3ob
1.2.3 OTHER INDUSTRIAL ROUNDWOOD 1000 m3ob 0 0 1.2.3 OTHER INDUSTRIAL ROUNDWOOD 1000 m3ob OK OK
1.2.3.C Coniferous 1000 m3ob 0 0 1.2.3.C Coniferous 1000 m3ob
1.2.3.NC Non-Coniferous 1000 m3ob 0 0 1.2.3.NC Non-Coniferous 1000 m3ob
To fill: 0 0
Product Product Unit 2021 2022
Code CF CF
OVERBARK/UNDERBARK CONVERSION FACTORS
1 ROUNDWOOD (WOOD IN THE ROUGH) m3/m3 1.144 1.144
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) m3/m3 1.153 1.153
1.1.C Coniferous m3/m3 1.153 1.153
1.1.NC Non-Coniferous m3/m3 1.153 1.153
1.2 INDUSTRIAL ROUNDWOOD m3/m3 1.100 1.100
1.2.C Coniferous m3/m3 1.200 1.200
1.2.NC Non-Coniferous m3/m3 1.157 1.157
1.2.NC.T of which: Tropical m3/m3 ERROR:#DIV/0! ERROR:#DIV/0!
1.2.1 SAWLOGS AND VENEER LOGS m3/m3 1.124 1.124
1.2.1.C Coniferous m3/m3 1.124 1.124
1.2.1.NC Non-Coniferous m3/m3 1.100 1.100
1.2.2 PULPWOOD, ROUND AND SPLIT m3/m3 1.200 1.200
1.2.2.C Coniferous m3/m3 1.158 1.158
1.2.2.NC Non-Coniferous m3/m3 1.100 1.100
1.2.3 OTHER INDUSTRIAL ROUNDWOOD m3/m3 1.200 1.200
1.2.3.C Coniferous m3/m3 ERROR:#DIV/0! ERROR:#DIV/0!
1.2.3.NC Non-Coniferous m3/m3 1.100 1.100

JQ1 Production

Country: FI Date:
Name of Official responsible for reply:
Official Address (in full):
FOREST SECTOR QUESTIONNAIRE JQ1 NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
Industrial Roundwood Balance
PRIMARY PRODUCTS Telephone: 0 This table highlights discrepancies between items and sub-items. Please verify your data if there's an error! Discrepancies
Removals and Production E-mail: test for good numbers, missing number, bad number, negative number
Year 1 Year 2 Flag Flag Note Note
Product Product Unit 2021 2022 2021 2022 2021 2022 Product Product Unit 2021 2022 2021 2022 % change Conversion factors
Code Quantity Quantity Code Quantity Quantity Roundwood Industrial roundwood availability 63,030 249,192 295% m3 of wood in m3 or t of product
ALL REMOVALS OF ROUNDWOOD (WOOD IN THE ROUGH) ALL REMOVALS OF ROUNDWOOD (WOOD IN THE ROUGH) Recovered wood used in particle board 19 18 -7% Solid wood equivalent
1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub 66713.896538 65637.339725 1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub OK OK Solid Wood Demand agglomerate production 365 360 -2% 2.4
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub 8911.045941 9386.077842 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub OK OK Sawnwood production 11,966 11,273 -6% 1
1.1.C Coniferous 1000 m3ub 4297.126839 4613.147472 1.1.C Coniferous 1000 m3ub veneer production 170 184 8% 1
1.1.NC Non-Coniferous 1000 m3ub 4613.919102 4772.93037 1.1.NC Non-Coniferous 1000 m3ub plywood production 1,130 1,110 -2% 1
1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub 57802.850597 56251.261883 1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub OK OK particle board production (incl OSB) 54 50 -7% 1.58
1.2.C Coniferous 1000 m3ub 48628.868117 47415.890085 1.2.C Coniferous 1000 m3ub OK OK fibreboard production 49 46 -6% 1.8
1.2.NC Non-Coniferous 1000 m3ub 9173.98248 8835.371798 1.2.NC Non-Coniferous 1000 m3ub OK OK mechanical/semi-chemical pulp production 2,640 2,840 8% 2.5
1.2.NC.T of which: Tropical 1000 m3ub 0 0 1.2.NC.T of which: Tropical 1000 m3ub OK OK chemical pulp production 8,320 7,680 -8% 4.9
1.2.1 SAWLOGS AND VENEER LOGS 1000 m3ub 26093.095192 25701.545062 1.2.1 SAWLOGS AND VENEER LOGS 1000 m3ub OK OK dissolving pulp production missing data missing data missing data 5.7
1.2.1.C Coniferous 1000 m3ub 25067.197882 24664.397632 1.2.1.C Coniferous 1000 m3ub Availability Solid Wood Demand missing data missing data missing data
1.2.1.NC Non-Coniferous 1000 m3ub 1025.89731 1037.14743 1.2.1.NC Non-Coniferous 1000 m3ub Difference (roundwood-demand) missing data missing data missing data positive = surplus
1.2.2 PULPWOOD, ROUND AND SPLIT (INCLUDING WOOD FOR PARTICLE BOARD, OSB AND FIBREBOARD) 1000 m3ub 31709.755405 30549.716821 1.2.2 PULPWOOD, ROUND AND SPLIT (INCLUDING WOOD FOR PARTICLE BOARD, OSB AND FIBREBOARD) 1000 m3ub OK OK gap (demand/availability) missing data missing data Negative number means not enough roundwood available
1.2.2.C Coniferous 1000 m3ub 23561.670235 22751.492453 1.2.2.C Coniferous 1000 m3ub Positive number means more roundwood available than demanded
1.2.2.NC Non-Coniferous 1000 m3ub 8148.08517 7798.224368 1.2.2.NC Non-Coniferous 1000 m3ub
1.2.3 OTHER INDUSTRIAL ROUNDWOOD 1000 m3ub 0 0 1.2.3 OTHER INDUSTRIAL ROUNDWOOD 1000 m3ub OK OK
1.2.3.C Coniferous 1000 m3ub 0 0 1.2.3.C Coniferous 1000 m3ub % of particle board that is from recovered wood 35%
1.2.3.NC Non-Coniferous 1000 m3ub 0 0 1.2.3.NC Non-Coniferous 1000 m3ub share of agglomerates produced from industrial roundwood residues 100%
PRODUCTION PRODUCTION usable industrial roundwood - amount of roundwood that is used, remainder leaves industry 98.5%
2 WOOD CHARCOAL 1000 t Data not available Data not available 2 WOOD CHARCOAL 1000 t
3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 15128.864 14375.6525 7 Data revised. 3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 OK OK
3.1 WOOD CHIPS AND PARTICLES 1000 m3 9653.442 9302.541 7 Data revised. 3.1 WOOD CHIPS AND PARTICLES 1000 m3
3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 5475.422 5073.1115 7 Data revised. 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3
3.2.1 of which: Sawdust 1000 m3 3067.501 2912.517 7 Data revised. 3.2.1 of which: Sawdust 1000 m3 OK OK
4 RECOVERED POST-CONSUMER WOOD 1000 t 551.688148 518.849848 7 4 RECOVERED POST-CONSUMER WOOD 1000 t
5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t 365.186 359.629 7 5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t OK OK
5.1 WOOD PELLETS 1000 t 365.186 359.629 7 5.1 includes also 5.2 5.1 includes also 5.2 5.1 WOOD PELLETS 1000 t
5.2 OTHER AGGLOMERATES 1000 t 0 0 7 5.2 included in 5.1 5.2 included in 5.1 5.2 OTHER AGGLOMERATES 1000 t
6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 11966 11273 6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 OK OK
6.C Coniferous 1000 m3 11900 11200 6.C Coniferous 1000 m3
6.NC Non-Coniferous 1000 m3 66 73 Data revised 6.NC Non-Coniferous 1000 m3
6.NC.T of which: Tropical 1000 m3 0 0 6.NC.T of which: Tropical 1000 m3 OK OK
7 VENEER SHEETS 1000 m3 170 184 9 9 7 VENEER SHEETS 1000 m3 OK OK
7.C Coniferous 1000 m3 Data not available Data not available 7.C Coniferous 1000 m3
7.NC Non-Coniferous 1000 m3 Data not available Data not available 7.NC Non-Coniferous 1000 m3
7.NC.T of which: Tropical 1000 m3 0 0 9 9 7.NC.T of which: Tropical 1000 m3 OK OK
8 WOOD-BASED PANELS 1000 m3 1233 1206 6 6 8 WOOD-BASED PANELS 1000 m3 OK OK
8.1 PLYWOOD 1000 m3 1130 1110 8.1 PLYWOOD 1000 m3 OK OK
8.1.C Coniferous 1000 m3 Data not available Data not available 8.1.C Coniferous 1000 m3
8.1.NC Non-Coniferous 1000 m3 Data not available Data not available 8.1.NC Non-Coniferous 1000 m3
8.1.NC.T of which: Tropical 1000 m3 0 0 8.1.NC.T of which: Tropical 1000 m3 OK OK
8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 Data not available Data not available 8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 OK OK
8.1.1.C Coniferous 1000 m3 Data not available Data not available 8.1.1.C Coniferous 1000 m3
8.1.1.NC Non-Coniferous 1000 m3 Data not available Data not available 8.1.1.NC Non-Coniferous 1000 m3
8.1.1.NC.T of which: Tropical 1000 m3 Data not available Data not available 8.1.1.NC.T of which: Tropical 1000 m3 OK OK
8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) AND SIMILAR BOARD 1000 m3 54 50 6 6 Confidential estimate Confidential estimate 8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) AND SIMILAR BOARD 1000 m3
8.2.1 of which: ORIENTED STRAND BOARD (OSB) 1000 m3 0 0 6 6 Confidential estimate Confidential estimate 8.2.1 of which: ORIENTED STRAND BOARD (OSB) 1000 m3 OK OK
8.3 FIBREBOARD 1000 m3 49 46 6 6 Confidential estimate Confidential estimate 8.3 FIBREBOARD 1000 m3 OK OK
8.3.1 HARDBOARD 1000 m3 49 46 6 6 Confidential estimate Confidential estimate 8.3.1 HARDBOARD 1000 m3
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 0 0 6 6 Confidential estimate Confidential estimate 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3
8.3.3 OTHER FIBREBOARD 1000 m3 0 0 6 6 Confidential estimate Confidential estimate 8.3.3 OTHER FIBREBOARD 1000 m3
9 WOOD PULP 1000 t 10960 10520 9 WOOD PULP 1000 t OK OK
9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 2640 2840 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t
9.2 CHEMICAL WOOD PULP 1000 t 8320 7680 9.2 CHEMICAL WOOD PULP 1000 t OK OK
9.2.1 SULPHATE PULP 1000 t Data not available Data not available 9.2.1 SULPHATE PULP 1000 t
9.2.1.1 of which: BLEACHED 1000 t Data not available Data not available 9.2.1.1 of which: BLEACHED 1000 t OK OK
9.2.2 SULPHITE PULP 1000 t Data not available Data not available 9.2.2 SULPHITE PULP 1000 t
9.3 DISSOLVING GRADES 1000 t Data not available Data not available 9.3 DISSOLVING GRADES 1000 t
10 OTHER PULP 1000 t Data not available Data not available 10 OTHER PULP 1000 t OK OK
10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t Data not available Data not available 10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t
10.2 RECOVERED FIBRE PULP 1000 t Data not available Data not available 10.2 RECOVERED FIBRE PULP 1000 t
11 RECOVERED PAPER 1000 t 460 450 11 RECOVERED PAPER 1000 t
12 PAPER AND PAPERBOARD 1000 t 8660 7210 12 PAPER AND PAPERBOARD 1000 t OK OK
12.1 GRAPHIC PAPERS 1000 t 3250 2160 12.1 GRAPHIC PAPERS 1000 t OK OK
12.1.1 NEWSPRINT 1000 t Data not available Data not available 12.1.1 NEWSPRINT 1000 t
12.1.2 UNCOATED MECHANICAL 1000 t Data not available Data not available 12.1.2 UNCOATED MECHANICAL 1000 t
12.1.3 UNCOATED WOODFREE 1000 t Data not available Data not available 12.1.3 UNCOATED WOODFREE 1000 t
12.1.4 COATED PAPERS 1000 t Data not available Data not available 12.1.4 COATED PAPERS 1000 t
12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t 12.2 Included in 12.4 12.2 Included in 12.4 12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t
12.3 PACKAGING MATERIALS 1000 t 4220 4150 12.3 PACKAGING MATERIALS 1000 t OK OK
12.3.1 CASE MATERIALS 1000 t Data not available Data not available 12.3.1 CASE MATERIALS 1000 t
12.3.2 CARTONBOARD 1000 t Data not available Data not available 12.3.2 CARTONBOARD 1000 t
12.3.3 WRAPPING PAPERS 1000 t Data not available Data not available 12.3.3 WRAPPING PAPERS 1000 t
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t Data not available Data not available 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t
12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 1190 900 12.4 Includes also 12.2 Revised data. 12.4 Includes also 12.2 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t
15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 Data not available Data not available 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 OK OK
15.1 GLULAM 1000 m3 Data not available Data not available 15.1 GLULAM 1000 m3
15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 Data not available Data not available 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3
16 I BEAMS (I-JOISTS)1 1000 t Data not available Data not available 16 I BEAMS (I-JOISTS)1 1000 t
1 Glulam, CLT and I Beams are classified as secondary wood products but for ease of reporting are included here
To fill: 29 29
m3ub = cubic metres solid volume underbark (i.e. excluding bark)
m3 = cubic metres solid volume
t = metric tonnes
https://www.fao.org/3/cb8216en/cb8216en.pdf

JQ2 Trade

61 62 61 62 91 92 91 92
FOREST SECTOR QUESTIONNAIRE JQ2 Country: FI Date: 0 both VALUE and quantity reported ZERO
Name of Official responsible for reply: ZERO Q quantity ZERO when VALUE is reported INTRA-EU The difference might be caused by Intra-EU trade
PRIMARY PRODUCTS Official Address (in full): NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791 This table highlights discrepancies between production and trade. For any negative number, indicating greater net exports than production, please verify your data! ZERO V Value ZERO when quantity is reported CHECK
Trade Telephone: Fax: 0 This table highlights discrepancies between items and sub-items. Please verify your data if there's an error! ZERO CHECK 1 - if no value please CHECK NO Q no quantity reported ZERO CHECK 2 - if no value in Zero Check 1
E-mail: Country: FI NO V no value reported Treshold: 2 verifies whether the JQ2 figures refers only to intra-EU trade
Value must always be in 1000 NAC (national currency) Flag Flag Flag Flag Flag Flag Flag Flag Note Note Note Note Note Note Note Note Trade Discrepancies REPORT no figures reported
Product Unit of I M P O R T E X P O R T Import Export Import Export Product I M P O R T E X P O R T Product Apparent Consumption Related Notes Product Value per I M P O R T E X P O R T Column1 Column2 Product Value per I M P O R T E X P O R T
code Product quantity 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 code 2021 2022 2021 2022 code 2021 2022 2021 2022 code Product unit 2021 2022 2021 2022 IMPORT EXPORT code Product unit 2021 2022 2021 2022
Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value
1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub 6441.4119312 293666.602 3016.863488 247565.144 1119.09896 95639.977 1804.1389536 150573.545 All 2021 trade data is final All 2022 trade data is provisional All 2021 trade data is final All 2022 trade data is provisional 1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub OK OK OK OK OK OK OK OK 1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub 72,036 66,850 1 ROUNDWOOD (WOOD IN THE ROUGH) NAC/m3 46 82 85 83 ACCEPT ACCEPT 1 ROUNDWOOD (WOOD IN THE ROUGH) NAC/m3
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub 143.3679312 6981.578 137.513488 10733.085 48.57396 1895.276 101.3669536 4506.406 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub OK OK OK OK OK OK OK OK 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub 9,006 9,422 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) NAC/m3 49 78 39 44 ACCEPT ACCEPT 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) NAC/m3
1.1.C Coniferous 1000 m3ub 110.3252016 3868.409 119.9084032 7847.962 46.34872 1683.405 95.530528 3724.801 1.1.C Coniferous 1000 m3ub 1.1.C Coniferous 1000 m3ub 4,361 4,638 1.1.C Coniferous NAC/m3 35 65 36 39 ACCEPT ACCEPT 1.1.C Coniferous NAC/m3
1.1.NC Non-Coniferous 1000 m3ub 33.0427296 3113.169 17.6050848 2885.123 2.22524 211.871 5.8364256 781.605 1.1.NC Non-Coniferous 1000 m3ub 1.1.NC Non-Coniferous 1000 m3ub 4,645 4,785 1.1.NC Non-Coniferous NAC/m3 94 164 95 134 ACCEPT ACCEPT 1.1.NC Non-Coniferous NAC/m3
1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub 6298.044 286685.024 2879.35 236832.059 1070.525 93744.701 1702.772 146067.139 1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub OK OK OK OK OK OK OK OK 1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub 63,030 57,428 1.2 INDUSTRIAL ROUNDWOOD NAC/m3 46 82 88 86 ACCEPT ACCEPT 1.2 INDUSTRIAL ROUNDWOOD NAC/m3
1.2.C Coniferous 1000 m3ub 1467.83 75470.83 1295.643 97428.224 965.99 87673.586 1348.069 121347.463 1.2.C Coniferous 1000 m3ub 1.2.C Coniferous 1000 m3ub 49,131 47,363 1.2.C Coniferous NAC/m3 51 75 91 90 ACCEPT ACCEPT 1.2.C Coniferous NAC/m3
1.2.NC Non-Coniferous 1000 m3ub 4830.214 211214.194 1583.707 139403.835 104.535 6071.115 354.703 24719.676 1.2.NC Non-Coniferous 1000 m3ub 1.2.NC Non-Coniferous 1000 m3ub 13,900 10,064 1.2.NC Non-Coniferous NAC/m3 44 88 58 70 CHECK ACCEPT 1.2.NC Non-Coniferous NAC/mt
1.2.NC.T of which: Tropical1 1000 m3ub 0.004 35.988 0 0 0.022 44.446 0.011 43.563 1.2.NC.T of which: Tropical1 1000 m3ub OK OK OK OK OK OK OK OK 1.2.NC.T of which: Tropical1 1000 m3ub -0 -0 1.2.NC.T of which: Tropical NAC/m3 8997 0 2020 3960 CHECK ACCEPT 1.2.NC.T of which: Tropical 1000 m3
2 WOOD CHARCOAL 1000 t 5.387026 3879.27 4.46745 3800.494 0.216576 165.646 0.148072 125.963 2 WOOD CHARCOAL 1000 t 2 WOOD CHARCOAL 1000 t 5 4 2 WOOD CHARCOAL NAC / t 720 851 765 851 ACCEPT ACCEPT 2 WOOD CHARCOAL 1000 m3
3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 4659.5614608872 181243.825 1888.6792726599 119638.479 147.8582434382 6219.096 180.6978344648 9479.228 3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 OK OK OK OK OK OK OK OK 3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 19,641 16,084 3 WOOD CHIPS, PARTICLES AND RESIDUES NAC/m3 39 63 42 52 ACCEPT ACCEPT 3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3
3.1 WOOD CHIPS AND PARTICLES 1000 m3 4406.6012759725 175138.267 1711.5280427522 112735.709 147.8323861676 6207.611 180.4398007829 9428.826 3.1 WOOD CHIPS AND PARTICLES 1000 m3 3.1 WOOD CHIPS AND PARTICLES 1000 m3 13,912 10,834 3.1 WOOD CHIPS AND PARTICLES NAC/m3 40 66 42 52 ACCEPT ACCEPT 3.1 WOOD CHIPS AND PARTICLES 1000 mt
3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 252.9601849147 6105.558 177.1512299077 6902.77 0.0258572705 11.485 0.2580336819 50.402 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 5,728 5,250 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) NAC/m3 24 39 444 195 ACCEPT CHECK 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 mt
3.2.1 of which: Sawdust 1000 m3 252.9601849147 6105.558 177.1512299077 6902.77 0.0258572705 11.485 0.2580336819 50.402 3.2.1 of which: Sawdust 1000 m3 OK OK OK OK OK OK OK OK 3.2.1 of which: Sawdust 1000 m3 3,320 3,089 3.2.1 of which: Sawdust NAC/m3 24 39 444 195 ACCEPT CHECK
4 RECOVERED POST-CONSUMER WOOD 1000 t 252.137623 8058.262 180.006317 7362.999 0.366993 82.127 0.003484 1.098 4 RECOVERED POST-CONSUMER WOOD 1000 t 4 RECOVERED POST-CONSUMER WOOD 1000 t 803 699 4 RECOVERED POST-CONSUMER WOOD NAC / t 32 41 224 315 ACCEPT ACCEPT 4 RECOVERED POST-CONSUMER WOOD 1000 mt
5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t 238.384096 25763.472 207.58023 49696.796 20.520467 2201.435 33.782289 4655.498 5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t OK OK OK OK OK OK OK OK 5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t 583 533 5 WOOD PELLETS AND OTHER AGGLOMERATES NAC / t 108 239 107 138 CHECK ACCEPT 5 WOOD PELLETS AND OTHER AGGLOMERATES NAC/m3
5.1 WOOD PELLETS 1000 t 196.126738 23113.719 195.644846 46038.066 12.525848 1575.689 18.117054 2618.033 5.1 WOOD PELLETS 1000 t 5.1 WOOD PELLETS 1000 t 549 537 5.1 WOOD PELLETS NAC / t 118 235 126 145 ACCEPT ACCEPT 5.1 WOOD PELLETS NAC/m3
5.2 OTHER AGGLOMERATES 1000 t 42.257358 2649.753 11.935384 3658.73 7.994619 625.746 15.665235 2037.465 5.2 OTHER AGGLOMERATES 1000 t 5.2 OTHER AGGLOMERATES 1000 t 34 -4 5.2 OTHER AGGLOMERATES NAC / t 63 307 78 130 CHECK ACCEPT 5.2 OTHER AGGLOMERATES NAC/m3
6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 577.897 160397.533 333.764 118555.537 8735.857 2572713.492 8576.479 2595922.152 6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 OK OK OK OK OK OK OK OK 6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 3,808 3,030 6 SAWNWOOD (INCLUDING SLEEPERS) NAC/m3 278 355 295 303 ACCEPT ACCEPT 6 SAWNWOOD (INCLUDING SLEEPERS) NAC/m3
6.C Coniferous 1000 m3 547.269 133705.357 300.017 81521.236 8715.693 2562670.729 8553.927 2583504.78 6.C Coniferous 1000 m3 6.C Coniferous 1000 m3 3,732 2,946 6.C Coniferous NAC/m3 244 272 294 302 ACCEPT ACCEPT 6.C Coniferous NAC/m3
6.NC Non-Coniferous 1000 m3 30.628 26692.176 33.747 37034.301 20.164 10042.763 22.552 12417.372 6.NC Non-Coniferous 1000 m3 6.NC Non-Coniferous 1000 m3 76 84 6.NC Non-Coniferous NAC/m3 871 1097 498 551 ACCEPT ACCEPT 6.NC Non-Coniferous NAC/m3
6.NC.T of which: Tropical1 1000 m3 4.799 6122.931 7.883 9793.476 3.945 3631.587 3.644 2674.858 6.NC.T of which: Tropical1 1000 m3 OK OK OK OK OK OK OK OK 6.NC.T of which: Tropical1 1000 m3 1 4 6.NC.T of which: Tropical NAC/m3 1276 1242 921 734 ACCEPT ACCEPT 6.NC.T of which: Tropical NAC/m3
7 VENEER SHEETS 1000 m3 9.084 6004.03 11.241 12467.008 171.347 54117.482 175.414 62350.77 7 VENEER SHEETS 1000 m3 OK OK OK OK OK OK OK OK 7 VENEER SHEETS 1000 m3 8 20 7 VENEER SHEETS NAC/m3 661 1109 316 355 ACCEPT ACCEPT 7 VENEER SHEETS NAC/m3
7.C Coniferous 1000 m3 0.085 410.688 0.299 1153.298 55.369 28758.383 50.548 30111.972 7.C Coniferous 1000 m3 7.C Coniferous 1000 m3 -55 -50 7.C Coniferous NAC/m3 4832 3857 519 596 ACCEPT ACCEPT 7.C Coniferous NAC/m3
7.NC Non-Coniferous 1000 m3 8.999 5593.342 10.942 11313.71 115.978 25359.099 124.866 32238.798 7.NC Non-Coniferous 1000 m3 7.NC Non-Coniferous 1000 m3 -107 -114 7.NC Non-Coniferous NAC/m3 622 1034 219 258 ACCEPT ACCEPT 7.NC Non-Coniferous NAC/m3
7.NC.T of which: Tropical 1000 m3 2.768 1101.939 2.966 1229.243 0.022 7.375 0.021 13.934 7.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 7.NC.T of which: Tropical 1000 m3 3 3 7.NC.T of which: Tropical NAC/m3 398 414 335 664 ACCEPT ACCEPT 7.NC.T of which: Tropical NAC/m3
8 WOOD-BASED PANELS 1000 m3 417.37084125 175899.783 371.335 192097.504 1031.42633431 581443.567 971.748 717996.825 8 WOOD-BASED PANELS 1000 m3 OK OK OK OK OK OK OK OK 8 WOOD-BASED PANELS 1000 m3 619 606 8 WOOD-BASED PANELS NAC/m3 421 517 564 739 ACCEPT ACCEPT 8 WOOD-BASED PANELS NAC/m3
8.1 PLYWOOD 1000 m3 121.649 72689.783 87.188 64362.659 955.493 548258.478 900.051 676945.177 8.1 PLYWOOD 1000 m3 OK OK OK OK OK OK OK OK 8.1 PLYWOOD 1000 m3 296 297 8.1 PLYWOOD NAC/m3 598 738 574 752 ACCEPT ACCEPT 8.1 PLYWOOD NAC/m3
8.1.C Coniferous 1000 m3 19.241 10121.059 29.691 18590.006 673.568 303765.837 658.085 395667.91 8.1.C Coniferous 1000 m3 8.1.C Coniferous 1000 m3 -654 -628 8.1.C Coniferous NAC/m3 526 626 451 601 ACCEPT ACCEPT 8.1.C Coniferous NAC/m3
8.1.NC Non-Coniferous 1000 m3 102.408 62568.724 57.497 45772.653 281.925 244492.641 241.966 281277.267 8.1.NC Non-Coniferous 1000 m3 8.1.NC Non-Coniferous 1000 m3 -180 -184 8.1.NC Non-Coniferous NAC/m3 611 796 867 1162 ACCEPT ACCEPT 8.1.NC Non-Coniferous NAC/m3
8.1.NC.T of which: Tropical 1000 m3 0.815 2234.051 1.453 2231.742 0.206 760.631 0.227 704.976 8.1.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 8.1.NC.T of which: Tropical 1000 m3 1 1 8.1.NC.T of which: Tropical NAC/m3 2741 1536 3692 3106 ACCEPT ACCEPT 8.1.NC.T of which: Tropical NAC/m3
8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 1.131 758.341 255.195 178297.826 8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 OK OK OK OK OK OK OK OK 8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 0 -254 8.1.1 of which: Laminated Veneer Lumber (LVL) NAC/m3 REPORT 671 REPORT 699 CHECK CHECK
8.1.1.C Coniferous 1000 m3 0.959 602.542 247.832 173230.415 8.1.1.C Coniferous 1000 m3 8.1.1.C Coniferous 1000 m3 0 -247 8.1.1.C Coniferous NAC/m3 REPORT 628 REPORT 699 CHECK CHECK
8.1.1.NC Non-Coniferous 1000 m3 0.172 155.799 7.363 5067.411 8.1.1.NC Non-Coniferous 1000 m3 8.1.1.NC Non-Coniferous 1000 m3 0 -7 8.1.1.NC Non-Coniferous NAC/m3 REPORT 906 REPORT 688 CHECK CHECK
8.1.1.NC.T of which: Tropical 1000 m3 0.13 116.367 0.013 5.486 8.1.1.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 8.1.1.NC.T of which: Tropical 1000 m3 0 0 8.1.1.NC.T of which: Tropical NAC/m3 REPORT 895 REPORT 422 CHECK CHECK
8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) AND SIMILAR BOARD 1000 m3 128.66 43990.064 143.59 58980.217 29.69 9081.163 26.138 10907.108 8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) AND SIMILAR BOARD 1000 m3 8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) AND SIMILAR BOARD 1000 m3 153 167 8.2 PARTICLE BOARD, ORIENTED STRANDBOARD (OSB) AND SIMILAR BOARD NAC/m3 342 411 306 417 ACCEPT ACCEPT 8.2 PARTICLE BOARD, ORIENTED STRANDBOARD (OSB) AND SIMILAR BOARD NAC/m3
8.2.1 of which: ORIENTED STRAND BOARD (OSB) 1000 m3 47.339 17410.628 56.485 21916.432 0.066 37.501 0.262 130.106 8.2.1 of which: ORIENTED STRAND BOARD (OSB) 1000 m3 OK OK OK OK OK OK OK OK 8.2.1 of which: ORIENTED STRAND BOARD (OSB) 1000 m3 47 56 8.2.1 of which: ORIENTED STRANDBOARD (OSB) NAC/m3 368 388 568 497 ACCEPT ACCEPT 8.2.1 of which: ORIENTED STRANDBOARD (OSB) NAC/m3
8.3 FIBREBOARD 1000 m3 167.06184125 59219.936 140.557 68754.628 46.24333431 24103.926 45.559 30144.54 8.3 FIBREBOARD 1000 m3 OK OK OK OK OK OK OK OK 8.3 FIBREBOARD 1000 m3 170 141 8.3 FIBREBOARD NAC/m3 354 489 521 662 ACCEPT ACCEPT 8.3 FIBREBOARD NAC/m3
8.3.1 HARDBOARD 1000 m3 25.539 13141.73 20.569 12406.415 38.744 18772.382 41.32 26497.636 8.3.1 HARDBOARD 1000 m3 8.3.1 HARDBOARD 1000 m3 36 25 8.3.1 HARDBOARD NAC/m3 515 603 485 641 ACCEPT ACCEPT 8.3.1 HARDBOARD NAC/mt
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 108.8481 41088.161 86.32 50008.467 6.765022 5148.926 3.864 3574.976 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 102 82 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) NAC/m3 377 579 761 925 ACCEPT ACCEPT 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) NAC/mt
8.3.3 OTHER FIBREBOARD 1000 m3 32.67474125 4990.045 33.668 6339.746 0.73431231 182.618 0.375 71.928 8.3.3 OTHER FIBREBOARD 1000 m3 8.3.3 OTHER FIBREBOARD 1000 m3 32 33 8.3.3 OTHER FIBREBOARD NAC/m3 153 188 249 192 ACCEPT ACCEPT 8.3.3 OTHER FIBREBOARD NAC/mt
9 WOOD PULP 1000 t 149.786251 88130.274 259.268315 201833.572 4475.258316 2585364.618 3963.438065 2864560.147 9 WOOD PULP 1000 t OK OK OK OK OK OK OK OK 9 WOOD PULP 1000 t 6,635 6,816 9 WOOD PULP NAC/t 588 778 578 723 ACCEPT ACCEPT 9 WOOD PULP NAC/mt
9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 9.461724 3808.316 1.464619 744.174 352.734527 125149.538 332.362574 146048.33 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 2,297 2,509 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP NAC/t 402 508 355 439 ACCEPT ACCEPT 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP NAC/mt
9.2 CHEMICAL WOOD PULP 1000 t 133.567665 77215.652 252.70262 193294.934 3822.016216 2242119.846 3624.86731 2714599.918 9.2 CHEMICAL WOOD PULP 1000 t OK OK OK OK OK OK OK OK 9.2 CHEMICAL WOOD PULP 1000 t 4,632 4,308 9.2 CHEMICAL WOOD PULP NAC/t 578 765 587 749 ACCEPT ACCEPT 9.2 CHEMICAL WOOD PULP NAC/mt
9.2.1 SULPHATE PULP 1000 t 130.696765 74345.615 249.751563 189212.985 3821.785512 2241923.336 3624.855019 2714562.091 9.2.1 SULPHATE PULP 1000 t 9.2.1 SULPHATE PULP 1000 t -3,691 -3,375 9.2.1 SULPHATE PULP NAC/t 569 758 587 749 ACCEPT ACCEPT 9.2.1 SULPHATE PULP NAC/mt
9.2.1.1 of which: BLEACHED 1000 t 106.675607 63033.354 230.324236 179968.459 3654.358161 2146493.961 3408.22975 2586405.662 9.2.1.1 of which: BLEACHED 1000 t OK OK OK OK OK OK OK OK 9.2.1.1 of which: BLEACHED 1000 t -3,548 -3,178 9.2.1.1 of which: BLEACHED NAC/t 591 781 587 759 ACCEPT ACCEPT 9.2.1.1 of which: BLEACHED NAC/mt
9.2.2 SULPHITE PULP 1000 t 2.8709 2870.037 2.951057 4081.949 0.230704 196.51 0.012291 37.827 9.2.2 SULPHITE PULP 1000 t 9.2.2 SULPHITE PULP 1000 t 3 3 9.2.2 SULPHITE PULP NAC/t 1000 1383 852 3078 ACCEPT CHECK 9.2.2 SULPHITE PULP NAC/mt
9.3 DISSOLVING GRADES 1000 t 6.756862 7106.306 5.101076 7794.464 300.507573 218095.234 6.208181 3911.899 9.3 DISSOLVING GRADES 1000 t 9.3 DISSOLVING GRADES 1000 t -294 -1 9.3 DISSOLVING GRADES NAC/t 1052 1528 726 630 ACCEPT ACCEPT 9.3 DISSOLVING GRADES NAC/mt
10 OTHER PULP 1000 t 2.948363 3684.133 4.894641 9133.463 0.051138 100.665 0.051817 139.052 10 OTHER PULP 1000 t OK OK OK OK OK OK OK OK 10 OTHER PULP 1000 t 3 5 10 OTHER PULP NAC/t 1250 1866 1968 2684 ACCEPT ACCEPT 10 OTHER PULP NAC/mt
10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t 2.006406 3259.202 3.226039 8289.658 0.04168 92.084 0.047876 133.599 10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t 10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t 2 3 10.1 PULP FROM FIBRES OTHER THAN WOOD NAC/t 1624 2570 2209 2791 ACCEPT ACCEPT 10.1 PULP FROM FIBRES OTHER THAN WOOD NAC/mt
10.2 RECOVERED FIBRE PULP 1000 t 0.941957 424.931 1.668602 843.805 0.009458 8.581 0.003941 5.453 10.2 RECOVERED FIBRE PULP 1000 t 10.2 RECOVERED FIBRE PULP 1000 t 1 2 10.2 RECOVERED FIBRE PULP NAC/t 451 506 907 1384 ACCEPT ACCEPT 10.2 RECOVERED FIBRE PULP NAC/mt
11 RECOVERED PAPER 1000 t 67.288019 13466.324 90.917188 18617.767 147.020301 20680.507 118.79845 21354.181 11 RECOVERED PAPER 1000 t 11 RECOVERED PAPER 1000 t 380 422 11 RECOVERED PAPER NAC/t 200 205 141 180 ACCEPT ACCEPT 11 RECOVERED PAPER NAC/mt
12 PAPER AND PAPERBOARD 1000 t 353.444831 291438.162 336.978375 352365.101 8388.559061 6262823.479 7025.372693 7141189.447 12 PAPER AND PAPERBOARD 1000 t OK OK OK OK OK OK OK OK 12 PAPER AND PAPERBOARD 1000 t 625 522 12 PAPER AND PAPERBOARD NAC/t 825 1046 747 1016 ACCEPT ACCEPT 12 PAPER AND PAPERBOARD NAC/mt
12.1 GRAPHIC PAPERS 1000 t 70.972866 53402.649 91.184311 86729.658 3615.227156 2285472.386 2450.045059 2392360.202 12.1 GRAPHIC PAPERS 1000 t OK OK OK OK OK OK OK OK 12.1 GRAPHIC PAPERS 1000 t -294 -199 12.1 GRAPHIC PAPERS NAC/t 752 951 632 976 ACCEPT ACCEPT 12.1 GRAPHIC PAPERS NAC/mt
12.1.1 NEWSPRINT 1000 t 34.201265 13839.671 49.81562 33008.338 84.974454 37260.569 54.184912 40655.481 12.1.1 NEWSPRINT 1000 t 12.1.1 NEWSPRINT 1000 t -51 -4 12.1.1 NEWSPRINT NAC/t 405 663 438 750 ACCEPT ACCEPT 12.1.1 NEWSPRINT NAC/mt
12.1.2 UNCOATED MECHANICAL 1000 t 3.620554 8073.357 5.325906 5106.216 426.621941 217670.314 310.064246 239409.604 12.1.2 UNCOATED MECHANICAL 1000 t 12.1.2 UNCOATED MECHANICAL 1000 t -423 -305 12.1.2 UNCOATED MECHANICAL NAC/t 2230 959 510 772 CHECK ACCEPT 12.1.2 UNCOATED MECHANICAL NAC/mt
12.1.3 UNCOATED WOODFREE 1000 t 15.183061 15760.885 20.955766 30159.886 665.908512 452556.243 298.19805 357469.176 12.1.3 UNCOATED WOODFREE 1000 t 12.1.3 UNCOATED WOODFREE 1000 t -651 -277 12.1.3 UNCOATED WOODFREE NAC/t 1038 1439 680 1199 ACCEPT ACCEPT 12.1.3 UNCOATED WOODFREE NAC/mt
12.1.4 COATED PAPERS 1000 t 17.967986 15728.736 15.087019 18455.218 2437.722249 1577985.26 1787.597851 1754825.941 12.1.4 COATED PAPERS 1000 t 12.1.4 COATED PAPERS 1000 t -2,420 -1,773 12.1.4 COATED PAPERS NAC/t 875 1223 647 982 ACCEPT ACCEPT 12.1.4 COATED PAPERS NAC/mt
12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t 1.869663 3413.688 3.028118 7185.223 19.487219 19099.163 19.510029 26754.411 12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t 12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t -18 -16 12.2 HOUSEHOLD AND SANITARY PAPERS NAC/t 1826 2373 980 1371 ACCEPT ACCEPT 12.2 HOUSEHOLD AND SANITARY PAPERS NAC/mt
12.3 PACKAGING MATERIALS 1000 t 278.890943 228962.157 239.589195 246096.477 4602.562778 3851504.021 4426.55091 4597186.507 12.3 PACKAGING MATERIALS 1000 t OK OK OK OK OK OK OK OK 12.3 PACKAGING MATERIALS 1000 t -104 -37 12.3 PACKAGING MATERIALS NAC/t 821 1027 837 1039 ACCEPT ACCEPT 12.3 PACKAGING MATERIALS NAC/mt
12.3.1 CASE MATERIALS 1000 t 153.727223 82115.166 137.141741 94649.701 1129.462709 699066.62 1144.124699 927143.504 12.3.1 CASE MATERIALS 1000 t 12.3.1 CASE MATERIALS 1000 t -976 -1,007 12.3.1 CASE MATERIALS NAC/t 534 690 619 810 ACCEPT ACCEPT 12.3.1 CASE MATERIALS NAC/mt
12.3.2 CARTONBOARD 1000 t 85.740341 104588.381 65.375788 101785.248 2809.244407 2504501.191 2743.358156 2933137.885 12.3.2 CARTONBOARD 1000 t 12.3.2 CARTONBOARD 1000 t -2,724 -2,678 12.3.2 CARTONBOARD NAC/t 1220 1557 892 1069 ACCEPT ACCEPT 12.3.2 CARTONBOARD NAC/mt
12.3.3 WRAPPING PAPERS 1000 t 33.472912 37961.457 31.012207 43709.311 490.703256 527039.689 354.440979 577020.059 12.3.3 WRAPPING PAPERS 1000 t 12.3.3 WRAPPING PAPERS 1000 t -457 -323 12.3.3 WRAPPING PAPERS NAC/t 1134 1409 1074 1628 ACCEPT ACCEPT 12.3.3 WRAPPING PAPERS NAC/mt
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t 5.950467 4297.153 6.059459 5952.217 173.152406 120896.521 184.627076 159885.059 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t -167 -179 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING NAC/t 722 982 698 866 ACCEPT ACCEPT 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING NAC/mt
12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 1.711359 5659.668 3.176751 12353.743 151.281908 106747.909 129.266695 124888.327 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 1,040 774 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) NAC/t 3307 3889 706 966 ACCEPT ACCEPT 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) NAC/mt
15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)2 1000 m3 17048.27857 15968.626 325517.76413 307751.85 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 OK OK OK OK OK OK OK OK 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 0 -308,469 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 NAC/m3 REPORT 1 REPORT 1 CHECK CHECK
15.1 GLULAM 1000 m3 16,010 14,693 324,168 307,335 15.1 GLULAM 1000 m3 15.1 GLULAM 1000 m3 0 -308,158 15.1 GLULAM NAC/m3 REPORT 1 REPORT 1 CHECK CHECK
15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 1,039 1,276 1,350 417 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 0 -311 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) NAC/m3 REPORT 1 REPORT 0 CHECK CHECK
16 I BEAMS (I-JOISTS)2 1000 t 0 0 0 0 16 I BEAMS (I-JOISTS)1 1000 t 16 I BEAMS (I-JOISTS)1 1000 t 0 0 16 I BEAMS (I-JOISTS)1 NAC/t REPORT 0 REPORT 0 CHECK CHECK
1 Please include the non-coniferous non-tropical species exported by tropical countries or imported from tropical countries.
2 Glulam, CLT and I Beams are classified as secondary wood products but for ease of reporting are included here
To fill: 8 8 0 0 8 8 0 0
m3 = cubic metres solid volume
m3ub = cubic metres solid volume underbark (i.e. excluding bark)
t = metric tonnes
https://www.fao.org/3/cb8216en/cb8216en.pdf

JQ3 Secondary PP Trade

62 91 91
Country: FI Date:
Name of Official responsible for reply:
Official Address (in full):
FOREST SECTOR QUESTIONNAIRE JQ3 NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
SECONDARY PROCESSED PRODUCTS Telephone/Fax: 0
Trade E-mail:
This table highlights discrepancies between items and sub-items. Please verify your data if there's an error!
Value must always be in 1000 NAC (national currency) Discrepancies
Eurozone countries may use the old national currency, but only in both years Flag Flag Flag Flag Note Note Note Note
Product Product I M P O R T V A L U E E X P O R T V A L U E Import Export Import Export Product Product I M P O R T V A L U E E X P O R T V A L U E
code 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 Code 2021 2022 2021 2022
13 SECONDARY WOOD PRODUCTS 534499.489 670520.674 658300.669 451069.817 All 2021 trade data is final All 2022 trade data is provisional All 2021 trade data is final All 2022 trade data is provisional OK OK OK
13.1 FURTHER PROCESSED SAWNWOOD 20964.006 32056.698 89393.713 85316.078 13.1 FURTHER PROCESSED SAWNWOOD OK OK OK OK
13.1.C Coniferous 6258.563 8518.928 88306.284 83042.391 13.1.C Coniferous
13.1.NC Non-coniferous 14705.443 23537.77 1087.429 2273.687 13.1.NC Non-coniferous
13.1.NC.T of which: Tropical 857.1 1111.77 245.127 333.043 13.1.NC.T of which: Tropical OK OK OK OK
13.2 WOODEN WRAPPING AND PACKAGING MATERIAL 27149.167 51324.488 37818.3 44568.362 13.2 WOODEN WRAPPING AND PACKAGING MATERIAL
13.3 WOOD PRODUCTS FOR DOMESTIC/DECORATIVE USE 11472.481 14821.198 3721.698 4147.039 13.3 WOOD PRODUCTS FOR DOMESTIC/DECORATIVE USE
13.4 BUILDER’S JOINERY AND CARPENTRY OF WOOD1 99967.865 103066.5 322661.542 60808.489 13.4 BUILDER’S JOINERY AND CARPENTRY OF WOOD1
13.5 WOODEN FURNITURE 313708.585 388616.33 124995.913 168964.113 13.5 WOODEN FURNITURE
13.6 PREFABRICATED BUILDINGS OF WOOD 38953.984 50799.014 72160.507 78873.529 13.6 PREFABRICATED BUILDINGS OF WOOD
13.7 OTHER MANUFACTURED WOOD PRODUCTS 22283.401 29836.446 7548.996 8392.207 13.7 OTHER MANUFACTURED WOOD PRODUCTS
14 SECONDARY PAPER PRODUCTS 268050.301 344900.497 418404.098 527262.188 14 SECONDARY PAPER PRODUCTS OK OK OK OK
14.1 COMPOSITE PAPER AND PAPERBOARD 3306.512 4349.658 25448.2 31025.603 14.1 COMPOSITE PAPER AND PAPERBOARD
14.2 SPECIAL COATED PAPER AND PULP PRODUCTS 41631.265 56206.666 129446.136 135473.469 14.2 SPECIAL COATED PAPER AND PULP PRODUCTS
14.3 HOUSEHOLD AND SANITARY PAPER, READY FOR USE 41702.484 59442.782 88645.041 118856.039 14.3 HOUSEHOLD AND SANITARY PAPER, READY FOR USE
14.4 PACKAGING CARTONS, BOXES ETC. 96085.55 114189.539 28996.441 39438.192 14.4 PACKAGING CARTONS, BOXES ETC.
14.5 OTHER ARTICLES OF PAPER AND PAPERBOARD, READY FOR USE 85324.49 110711.852 145868.28 202468.885 14.5 OTHER ARTICLES OF PAPER AND PAPERBOARD, READY FOR USE OK OK OK OK
14.5.1 of which: PRINTING AND WRITING PAPER, READY FOR USE 1524.718 3412.258 61.692 83.024 14.5.1 of which: PRINTING AND WRITING PAPER, READY FOR USE
14.5.2 of which: ARTICLES, MOULDED OR PRESSED FROM PULP 12271.442 18391.09 1835.692 2641.871 14.5.2 of which: ARTICLES, MOULDED OR PRESSED FROM PULP
14.5.3 of which: FILTER PAPER AND PAPERBOARD, READY FOR USE 8682.616 9134.027 684.109 670.182 14.5.3 of which: FILTER PAPER AND PAPERBOARD, READY FOR USE
1 In February 2023 this definition was updated to exclude Glulam, Cross-Laminated Timber and I-Beams which are now distinct items in the JFSQ (15.1, 15.2 and 16). This change was made to reflect the update of HS2022.
To fill: 0 0 0 0

ECE-EU Species

Country: FI Date:
Name of Official responsible for reply:
FOREST SECTOR QUESTIONNAIRE ECE/EU Species Trade Official Address (in full): Check Table
NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791 0 both VALUE and quantity reported ZERO
Trade in Roundwood and Sawnwood by species Telephone: Fax: 0 DISCREPANCIES ZERO Q quantity ZERO when VALUE is reported
E-mail: ZERO V Value ZERO when quantity is reported
Checks whether the sum of subitems is bigger than the total Zero check - if no value please CHECK NO Q no quantity reported
Value must always be in 1000 NAC ( national currency) NO V no value reported Treshold: 2
Eurozone countries may use the old national currency, but only in both years 1000NAC Flag Flag Flag Flag Flag Flag Flag Flag Note Note Note Note Note Note Note Note REPORT no figures reported
I M P O R T E X P O R T Import Export Import Export I M P O R T E X P O R T Value per I M P O R T E X P O R T Unit price check
Product Classification Classification Unit of 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 Classification Classification unit 2021 2022 2021 2022 IMPORT EXPORT
Code HS2022 CN2022 Product Quantity Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value HS2022 CN2022 Product
1.2.C 4403.11/21/22/23/24/25/26 Industrial Roundwood, Coniferous 1000 m3ub 1467.83 75470.83 1295.643 97428.224 965.99 87673.586 1348.069 121347.463 All 2021 trade data is final All 2022 trade data is provisional OK OK OK OK OK OK OK OK 4403.11/21/22/23/24/25/26 Industrial Roundwood, Coniferous NAC/m3 51 75 91 90 ACCEPT ACCEPT PRODUCTION I M P O R T E X P O R T
4403.21/22 of which: Pine (Pinus spp.) 1000 m3ub 686.269 36373.917 671.034 49306.505 694.107 62994.886 927.625 82970.746 OK OK OK OK OK OK OK OK 4403.21/22 of which: Pine (Pinus spp.) NAC/m3 53 73 91 89 ACCEPT ACCEPT Product Classification Classification Unit of 2021 2022 2021 2022 2021 2022
4403 21 10 sawlogs and veneer logs 1000 m3ub 63.772 4335.156 41.352 2779.369 285.006 20162.139 345.272 27389.877 4403 21 10 sawlogs and veneer logs NAC/m3 68 67 71 79 ACCEPT ACCEPT Code HS2022 CN2022 Product Quantity Quantity Quantity Quantity Value Quantity Value Quantity Value Quantity Value
4403 21 90 4403 22 00 pulpwood and other industrial roundwood 1000 m3ub 622.497 32038.761 629.682 46527.136 409.101 42832.747 582.353 55580.869 4403 21 90 4403 22 00 pulpwood and other industrial roundwood NAC/m3 51 74 105 95 ACCEPT ACCEPT 1 4401.11/12 44.03 Roundwood production 1000 m3 JQ1 66,714 65,637
4403.23/24 of which: Fir/Spruce (Abies spp., Picea spp.) 1000 m3ub 781.552 39096.855 624.463 48083.009 236.479 12842.714 385.541 23676.924 OK OK OK OK OK OK OK OK 4403.23/24 of which: Fir/Spruce (Abies spp., Picea spp.) NAC/m3 50 77 54 61 ACCEPT ACCEPT EU2 66713.896538 65637.339725
4403 23 10 sawlogs and veneer logs 1000 m3ub 100.449 7125.368 82.672 6392.221 6.069 469.169 78.217 6422.1 4403 23 10 sawlogs and veneer logs NAC/m3 71 77 77 82 ACCEPT ACCEPT dif 0 0
4403 23 90 4403 24 00 pulpwood and other industrial roundwood 1000 m3ub 681.103 31971.487 541.791 41690.788 230.41 12373.545 307.324 17254.824 4403 23 90 4403 24 00 pulpwood and other industrial roundwood NAC/m3 47 77 54 56 ACCEPT ACCEPT 1.2.C 4403.11/21/22/23/24/25/26 Industrial Roundwood (wood in the rough), Coniferous 1000 m3 JQ2 1,468 75,471 1,296 97,428 966 87,674 1,348 121,347
1.2.NC 4403.12/41/42/49/91/93/94 4403.95/96/97/98/99 Industrial Roundwood, Non-Coniferous 1000 m3ub 4830.214 211214.194 1583.707 139403.835 104.535 6071.115 354.703 24719.676 OK OK OK OK OK OK OK OK 4403.12/41/42/49/91/93/94 4403.95/96/97/98/99 Industrial Roundwood, Non-Coniferous NAC/m3 44 88 58 70 CHECK ACCEPT ECE/EU 1,468 75,471 1,296 97,428 966 87,674 1,348 121,347
ex4403.12 4403.91 of which: Oak (Quercus spp.) 1000 m3ub 0.006 19.265 0.009 12.888 0 0 0 0 ex4403.12 4403.91 of which: Oak (Quercus spp.) NAC/m3 3211 1432 0 0 CHECK CHECK dif 0 0 0 0 0 0 0 0
ex4403.12 4403.93/94 of which: Beech (Fagus spp.) 1000 m3ub 0 0 0.001 0.047 0 0 0 0 ex4403.12 4403.93/94 of which: Beech (Fagus spp.) NAC/m3 0 47 0 0 CHECK CHECK 1.2.NC 4403.12/41/42/49/91/93/94/95/96/97/98/99 Industrial Roundwood (wood in the rough), Non-Coniferous 1000 m3 JQ2 4,830 211,214 1,584 139,404 105 6,071 355 24,720
ex4403.12 4403.95/96 of which: Birch (Betula spp.) 1000 m3ub 4646.04 203879.254 1387.98 115355.221 98.837 5502.646 345.028 24070.048 OK OK OK OK OK OK OK OK ex4403.12 4403.95/96 of which: Birch (Betula spp.) NAC/m3 44 83 56 70 ACCEPT ACCEPT ECE/EU 4,830 211,214 1,584 139,404 105 6,071 355 24,720
4403 95 10 sawlogs and veneer logs 1000 m3ub 174.086 14448.668 32.162 3076.514 0 0 0.746 86.923 4403 95 10 sawlogs and veneer logs NAC/m3 83 96 0 117 ACCEPT CHECK dif 0 0 0 0 0 0 0 0
ex4403 12 00 4403 95 90 4403 96 00 pulpwood and other industrial roundwood 1000 m3ub 4471.954 189430.586 1355.818 112278.707 98.837 5502.646 344.282 23983.125 ex4403 12 00 4403 95 90 4403 96 00 pulpwood and other industrial roundwood NAC/m3 42 83 56 70 ACCEPT ACCEPT 6.C 4406.11/91 4407.11/12/13/14/19 Sawnwood, Coniferous 1000 m3 JQ2 547 133,705 300 81,521 8,716 2,562,671 8,554 2,583,505
ex4403.12 4403.97 of which: Poplar/Aspen (Populus spp.) 1000 m3ub 178.776 6965.015 79.616 4354.178 0.078 3.573 1.583 119.875 ex4403.12 4403.97 of which: Poplar/Aspen (Populus spp.) NAC/m3 39 55 46 76 ACCEPT ACCEPT ECE/EU 547 133,705 302 82,200 8,716 2,562,671 8,563 2,585,605
ex4403.12 4403.98 of which: Eucalyptus (Eucalyptus spp.) 1000 m3ub 0 0 106.983 19070.564 0 0 0 0 ex4403.12 4403.98 of which: Eucalyptus (Eucalyptus spp.) NAC/m3 0 178 0 0 CHECK CHECK dif 0 0 -2 -679 0 0 -9 -2,100
6.C 4406.11/91 4407.11/12/13/14/19 Sawnwood, Coniferous 1000 m3 547.269 133705.357 301.635 82200.408 8715.693 2562670.729 8563.032 2585604.845 OK OK OK OK OK OK OK OK 4406.11/91 4407.11/12/13/14/19 Sawnwood, Coniferous NAC/m3 244 273 294 302 ACCEPT ACCEPT 6.NC 4406.12/92 4407.21/22/23/25/26/27/28/29/91/92/93/94/95/96/97/99 Sawnwood, Non-coniferous 1000 m3 JQ2 31 26,692 34 37,034 20 10,043 23 12,417
4407.11 ex4407.13 ex4406.11/91 of which: Pine (Pinus spp.) 1000 m3 173.841 42264.517 95.894 28248.233 4345.373 1241655.375 4211.018 1245029.07 4407.11 ex4407.13 ex4406.11/91 of which: Pine (Pinus spp.) NAC/m3 243 295 286 296 ACCEPT ACCEPT ECE/EU 31 26,692 34 37,034 20 10,043 23 12,417
4407.12 ex4407.13/14 ex4406.11/91 of which: Fir/Spruce (Abies spp., Picea spp.) 1000 m3 343.467 81287.748 185.119 44486.216 4369.292 1320485.99 4339.221 1335876.828 4407.12 ex4407.13/14 ex4406.11/91 of which: Fir/Spruce (Abies spp., Picea spp.) NAC/m3 237 240 302 308 ACCEPT ACCEPT dif 0 0 0 0 0 0 0 0
6.NC 4406.12/92 4407.21/22/23/25/26/27/28/29/ 91/92/93/94/95/96/97/99 Sawnwood, Non-coniferous 1000 m3 30.628 26692.176 33.747 37034.301 20.164 10042.763 22.552 12417.372 OK OK OK OK OK OK OK OK 4406.12/92 4407.21/22/23/25/26/27/28/29/ 91/92/93/94/95/96/97/99 Sawnwood, Non-coniferous NAC/m3 871 1097 498 551 ACCEPT ACCEPT
ex4406.12/92 4407.91 of which: Oak (Quercus spp.) 1000 m3 6.472 8907.654 6.439 11972.37 0.051 56.276 0.055 101.726 ex4406.12/92 4407.91 of which: Oak (Quercus spp.) NAC/m3 1376 1859 1103 1850 ACCEPT ACCEPT
ex4406.12/92 4407.92 of which: Beech (Fagus spp.) 1000 m3 0.204 83.759 0.295 183.037 0.108 0.89 0.001 0.14 ex4406.12/92 4407.92 of which: Beech (Fagus spp.) NAC/m3 411 620 8 140 ACCEPT CHECK
ex4406.12/92 4407.93 of which: Maple (Acer spp.) 1000 m3 0.005 3.018 0.011 14.818 0.003 0.611 0 0 ex4406.12/92 4407.93 of which: Maple (Acer spp.) NAC/m3 604 1347 204 0 CHECK CHECK
ex4406.12/92 4407.94 of which: Cherry (Prunus spp.) 1000 m3 0 0 0 0 0 0 0 0 ex4406.12/92 4407.94 of which: Cherry (Prunus spp.) NAC/m3 0 0 0 0 CHECK CHECK
ex4406.12/92 4407.95 of which: Ash (Fraxinus spp.) 1000 m3 1.151 1157.702 1.009 1154.04 0.031 36.203 0.014 63.489 ex4406.12/92 4407.95 of which: Ash (Fraxinus spp.) NAC/m3 1006 1144 1168 4535 ACCEPT CHECK
ex4406.12/92 4407.96 of which: Birch (Betula spp.) 1000 m3 5.595 1906.527 2.929 1298.471 13.23 4504.734 16.19 7613.448 ex4406.12/92 4407.96 of which: Birch (Betula spp.) NAC/m3 341 443 340 470 ACCEPT ACCEPT
ex4406.12/92 4407.97 of which: Poplar/Aspen (Populus spp.) 1000 m3 2.032 1384.234 2.411 2240.963 0.806 878.586 0.503 665.988 ex4406.12/92 4407.97 of which: Poplar/Aspen (Populus spp.) NAC/m3 681 929 1090 1324 ACCEPT ACCEPT
Light blue cells are requested only for EU members using the Combined Nomenclature to fill in - other countries are welcome to do so if their trade classification nomenclature permits
Please note that information on tropical species trade is requested in questionnaire ITTO2 for ITTO member countries
"ex" codes indicate that only part of that trade classication code is used To fill: 0 0 0 0 0 0 0 0
m3ub = cubic metres underbark (i.e. excluding bark)
Please complete each cell if possible with
data (numerical value)
or " " for not available
or "0" for zero data

EU1 ExtraEU Trade

FOREST SECTOR QUESTIONNAIRE Country: FI Date: 0 both VALUE and quantity reported ZERO
EU1 Name of Official responsible for reply: ZERO Q quantity ZERO when VALUE is reported
Official Address (in full): NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791 ZERO V Value ZERO when quantity is reported
Trade with countries outside EU Telephone: Fax: 0 JQ2/EU1 comparison Zero check - if no value please CHECK NO Q no quantity reported
Value must always be in 1000 NAC (national currency) E-mail: JQ2>=EU1 NO V no value reported Treshold: 2
Eurozone countries may use the old national currency, but only in both years 1000 NAC Flag Flag Flag Flag Flag Flag Flag Flag Note Note Note Note Note Note Note Note Trade Discrepancies REPORT no figures reported
Product Unit of I M P O R T E X P O R T Import Export Import Export I M P O R T E X P O R T Product I M P O R T E X P O R T Product Value per I M P O R T E X P O R T Column1 Column2
code Product quantity 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 2021 2022 code 2021 2022 2021 2022 code Product unit 2021 2022 2021 2022 IMPORT EXPORT
Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value Quantity Value
1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub 4632.1810304 200775.163 647.991304 44464.517 122.847456 24347.109 118.1195504 26807.3549999999 All 2021 trade data is final All 2022 trade data is provisional OK OK OK OK OK OK OK OK 1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3ub OK OK OK OK OK OK OK OK 1 ROUNDWOOD (WOOD IN THE ROUGH) NAC/ m3 43 69 198 227 CHECK CHECK
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub 26.9300304 1973.489 10.485304 1188.589 2.41145 364.565 5.7735504 785.67299 OK OK OK OK OK OK OK OK 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 1000 m3ub OK OK OK OK OK OK OK OK 1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) NAC/ m3 73 113 151 136 ACCEPT CHECK
1.1.C Coniferous 1000 m3ub 1.2177952 32.543 0.0688352 1.41 0.470944 169.188 0.1180304 32.9319 OK OK OK OK OK OK OK OK 1.1.C Coniferous 1000 m3ub 1.1.C Coniferous NAC/ m3 27 20 359 279 CHECK CHECK
1.1.NC Non-Coniferous 1000 m3ub 25.7122352 1940.946 10.416468 1187.179 1.9405 195.377 5.65552 752.741 OK OK OK OK OK OK OK OK 1.1.NC Non-Coniferous 1000 m3ub 1.1.NC Non-Coniferous NAC/ m3 75 114 101 133 ACCEPT CHECK
1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub 4605.251 198801.674 637.506 43275.928 120.436 23982.544 112.346 26021.682 OK OK OK OK OK OK OK OK 1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub OK OK OK OK OK OK OK OK 1.2 INDUSTRIAL ROUNDWOOD NAC/ m3 43 68 199 232 CHECK CHECK
1.2.C Coniferous 1000 m3ub 526.032 25315.738 32.3619999 2602.499 120.41 23937.586 112.128 25952.538 OK OK OK OK OK OK OK OK 1.2.C Coniferous 1000 m3ub 1.2.C Coniferous NAC/ m3 48 80 199 231 CHECK CHECK
1.2.NC Non-Coniferous 1000 m3ub 4079.219 173485.936 605.144 40673.429 0.026 44.958 0.218 69.144 OK OK OK OK OK OK OK OK 1.2.NC Non-Coniferous 1000 m3ub 1.2.NC Non-Coniferous NAC/ m3 43 67 1729 317 CHECK CHECK
1.2.NC.T of which: Tropical 1000 m3ub 0.001 2.523 0 0 0 0 0 0 OK OK OK OK OK OK OK OK 1.2.NC.T of which: Tropical 1000 m3ub OK OK OK OK OK OK OK OK 1.2.NC.T of which: Tropical NAC/ m3 2523 0 0 0 ACCEPT ACCEPT
2 WOOD CHARCOAL 1000 t 0.905714 628.495 0.636313 670.804 0.011792 9.794 0.003005 5.247 OK OK OK OK OK OK OK OK 2 WOOD CHARCOAL 1000 t 2 WOOD CHARCOAL NAC/ t 694 1054 831 1746 ACCEPT CHECK
3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 3667.039102045 130804.5 904.3199759537 49771.199 1.0920649674 216.912 0.7415880773 185.628 OK OK OK OK OK OK OK OK 3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3 OK OK OK OK OK OK OK OK 3 WOOD CHIPS, PARTICLES AND RESIDUES NAC/ m3 36 55 199 250 CHECK CHECK
3.1 WOOD CHIPS AND PARTICLES 1000 m3 3432.3309720813 126114.285 792.0731560471 47707.562 1.085030833 215.395 0.7196137266 171.642 OK OK OK OK OK OK OK OK 3.1 WOOD CHIPS AND PARTICLES 1000 m3 3.1 WOOD CHIPS AND PARTICLES NAC/ m3 37 60 199 239 CHECK CHECK
3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 234.7081299636 4690.215 112.2468199066 2063.637 0.0070341337 1.517 0.0219743507 13.986 OK OK OK OK OK OK OK OK 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 1000 m3 3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) NAC/ m3 20 18 216 636 CHECK CHECK
3.2.1 of which: Sawdust 1000 m3 234.7081299636 4690.215 112.2468199066 2063.637 0.0070341337 1.517 0.0219743507 13.986 OK OK OK OK OK OK OK OK 3.2.1 of which: Sawdust 1000 m3 OK OK OK OK OK OK OK OK 3.2.1 of which: Sawdust NAC/ m3 20 18 216 636 CHECK CHECK
4 RECOVERED POST-CONSUMER WOOD 1000 t 107.674844 3037.098 88.951814 2624.226 0.000023 1.129 0.000007 0.094 OK OK OK OK OK OK OK OK 4 RECOVERED POST-CONSUMER WOOD 1000 t 4 RECOVERED POST-CONSUMER WOOD NAC/ t 28 30 49087 13429 CHECK CHECK
5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t 136.674405 15329.851 79.025201 10967.148 6.325493 747.988 3.58228 401.474 OK OK OK OK OK OK OK OK 5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 t OK OK OK OK OK OK OK OK 5 WOOD PELLETS AND OTHER AGGLOMERATES NAC/ t 112 139 118 112 ACCEPT CHECK
5.1 WOOD PELLETS 1000 t 122.12422 14331.793 73.523322 9992.408 5.431038 686.093 0.852014 187.165 OK OK OK OK OK OK OK OK 5.1 WOOD PELLETS 1000 t 5.1 WOOD PELLETS NAC/ t 117 136 126 220 ACCEPT CHECK
5.2 OTHER AGGLOMERATES 1000 t 14.550185 998.058 5.501879 974.74 0.894455 61.895 2.7302 214.309 OK OK OK OK OK OK OK OK 5.2 OTHER AGGLOMERATES 1000 t 5.2 OTHER AGGLOMERATES NAC/ t 69 177 69 78 CHECK CHECK
6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 537.883 134058.716 287.537 79413.384 5678.565 1597002.536 5622.784 1578660.209 OK OK OK OK OK OK OK OK 6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3 OK OK OK OK OK OK OK OK 6 SAWNWOOD (INCLUDING SLEEPERS) NAC/ m3 249 276 281 281 ACCEPT CHECK
6.C Coniferous 1000 m3 526.432 126047.799 278.043 70282.92 5671.814 1593752.138 5615.47 1574688.687 OK OK OK OK OK OK OK OK 6.C Coniferous 1000 m3 6.C Coniferous NAC/ m3 239 253 281 280 ACCEPT CHECK
6.NC Non-Coniferous 1000 m3 11.451 8010.917 9.494 9130.464 6.751 3250.398 7.314 3971.522 OK OK OK OK OK OK OK OK 6.NC Non-Coniferous 1000 m3 6.NC Non-Coniferous NAC/ m3 700 962 481 543 ACCEPT CHECK
6.NC.T of which: Tropical 1000 m3 3.411 3005.844 4.403 3943.904 0.696 831.038 0.5 613.4 OK OK OK OK OK OK OK OK 6.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 6.NC.T of which: Tropical NAC/ m3 881 896 1194 1227 ACCEPT CHECK
7 VENEER SHEETS 1000 m3 4.894 1677.262 0.658 452.626 15.005 7770.043 15.087 9122.69 OK OK OK OK OK OK OK OK 7 VENEER SHEETS 1000 m3 OK OK OK OK OK OK OK OK 7 VENEER SHEETS NAC/ m3 343 688 518 605 ACCEPT CHECK
7.C Coniferous 1000 m3 0.003 0.557 0.028 61.667 14.604 7388.562 14.908 8767.848 OK OK OK OK OK OK OK OK 7.C Coniferous 1000 m3 7.C Coniferous NAC/ m3 186 2202 506 588 CHECK CHECK
7.NC Non-Coniferous 1000 m3 4.891 1676.705 0.63 390.9589999999 0.401 381.481 0.179 354.842 OK OK OK OK OK OK OK OK 7.NC Non-Coniferous 1000 m3 7.NC Non-Coniferous NAC/ m3 343 621 951 1982 ACCEPT CHECK
7.NC.T of which: Tropical 1000 m3 0.056 37.769 0.003 1.529 0 0 0 0 OK OK OK OK OK OK OK OK 7.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 7.NC.T of which: Tropical NAC/ m3 674 510 0 0 CHECK ACCEPT
8 WOOD-BASED PANELS 1000 m3 153.296038 67648.7080000002 87.854 47624.8099999998 375.94763031 213032.802 355.219 268643.421 OK OK OK OK OK OK OK OK 8 WOOD-BASED PANELS 1000 m3 OK OK OK OK OK OK OK OK 8 WOOD-BASED PANELS NAC/ m3 441 542 567 756 ACCEPT CHECK
8.1 PLYWOOD 1000 m3 95.951 52445.989 56.51 36149.256 351.039 200954.313 333.549 255194.522 OK OK OK OK OK OK OK OK 8.1 PLYWOOD 1000 m3 OK OK OK OK OK OK OK OK 8.1 PLYWOOD NAC/ m3 547 640 572 765 ACCEPT CHECK
8.1.C Coniferous 1000 m3 12.17 5068.51 21.6 12355.156 279.992 132045.611 261.959 171768.172 OK OK OK OK OK OK OK OK 8.1.C Coniferous 1000 m3 8.1.C Coniferous NAC/ m3 416 572 472 656 ACCEPT CHECK
8.1.NC Non-Coniferous 1000 m3 83.781 47377.479 34.91 23794.1 71.047 68908.702 71.59 83426.3499999999 OK OK OK OK OK OK OK OK 8.1.NC Non-Coniferous 1000 m3 8.1.NC Non-Coniferous NAC/ m3 565 682 970 1165 ACCEPT CHECK
8.1.NC.T of which: Tropical 1000 m3 0.424 658.473 0.521 556.527 0.015 65.546 0.019 37.185 OK OK OK OK OK OK OK OK 8.1.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 8.1.NC.T of which: Tropical NAC/ m3 1553 1068 4370 1957 CHECK CHECK
8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 1.083 686.557 166.998 118189.298 OK OK OK OK OK OK OK OK 8.1.1 of which: Laminated Veneer Lumber (LVL) 1000 m3 OK OK OK OK OK OK OK OK 8.1.1 of which: Laminated Veneer Lumber (LVL) NAC/ m3 REPORT 634 REPORT 708 CHECK CHECK
8.1.1.C Coniferous 1000 m3 0.944 583.183 159.648 113127.373 OK OK OK OK OK OK OK OK 8.1.1.C Coniferous 1000 m3 8.1.1.C Coniferous NAC/ m3 REPORT 618 REPORT 709 CHECK CHECK
8.1.1.NC Non-Coniferous 1000 m3 0.139 103.374 7.35 5061.925 OK OK OK OK OK OK OK OK 8.1.1.NC Non-Coniferous 1000 m3 8.1.1.NC Non-Coniferous NAC/ m3 REPORT 744 REPORT 689 CHECK CHECK
8.1.1.NC.T of which: Tropical 1000 m3 0.097 63.942 0 0 OK OK OK OK OK OK OK OK 8.1.1.NC.T of which: Tropical 1000 m3 OK OK OK OK OK OK OK OK 8.1.1.NC.T of which: Tropical NAC/ m3 REPORT 659 REPORT 0 CHECK ACCEPT
8.2 PARTICLE BOARD, ORIENTED STRANDBOARD (OSB) AND SIMILAR BOARD 1000 m3 33.769 10374.404 12.546 3859.246999999 4.416 1485.227 4.701 1999.107 OK OK OK OK OK OK OK OK 8.2 PARTICLE BOARD, ORIENTED STRANDBOARD (OSB) AND SIMILAR BOARD 1000 m3 8.2 PARTICLE BOARD, ORIENTED STRANDBOARD (OSB) AND SIMILAR BOARD NAC/ m3 307 308 336 425 ACCEPT CHECK
8.2.1 of which: ORIENTED STRANDBOARD (OSB) 1000 m3 24.338 8377.785 9.12 2968.144 0.058 34.723 0.052 35.936 OK OK OK OK OK OK OK OK 8.2.1 of which: ORIENTED STRANDBOARD (OSB) 1000 m3 OK OK OK OK OK OK OK OK 8.2.1 of which: ORIENTED STRANDBOARD (OSB) NAC/ m3 344 325 599 691 ACCEPT CHECK
8.3 FIBREBOARD 1000 m3 23.576038 4828.314999999 18.798 7616.307 20.49263031 10593.262 16.969 11449.792 OK OK OK OK OK OK OK OK 8.3 FIBREBOARD 1000 m3 OK OK OK OK OK OK OK OK 8.3 FIBREBOARD NAC/ m3 205 405 517 675 ACCEPT CHECK
8.3.1 HARDBOARD 1000 m3 3.003 620.5099999999 2.169 1580.1 19.638 10140.48 16.442 10816.724 OK OK OK OK OK OK OK OK 8.3.1 HARDBOARD 1000 m3 8.3.1 HARDBOARD NAC/ m3 207 728 516 658 ACCEPT CHECK
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 12.697038 3153.616999999 8.855 4752 0.251318 294.265 0.442 611.655 OK OK OK OK OK OK OK OK 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) NAC/ m3 248 537 1171 1384 CHECK CHECK
8.3.3 OTHER FIBREBOARD 1000 m3 7.876 1054.188 7.774 1284.199 0.60331231 158.517 0.085 21.413 OK OK OK OK OK OK OK OK 8.3.3 OTHER FIBREBOARD 1000 m3 8.3.3 OTHER FIBREBOARD NAC/ m3 134 165 263 252 ACCEPT CHECK
9 WOOD PULP 1000 t 75.579625 42344.11 152.548643 119882.77 2698.505274 1663694.632 2182.232221 1680717.275 OK OK OK OK OK OK OK OK 9 WOOD PULP 1000 t OK OK OK OK OK OK OK OK 9 WOOD PULP NAC/ t 560 786 617 770 ACCEPT CHECK
9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 9.379279 3723.791 1.08849 480.475 28.508353 11178.401 0.974496 648.479 OK OK OK OK OK OK OK OK 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 1000 t 9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP NAC/ t 397 441 392 665 ACCEPT CHECK
9.2 CHEMICAL WOOD PULP 1000 t 59.793123 31846.523 146.659434 111978.657 2381.217967 1440622.081 2181.257545 1680068.718 OK OK OK OK OK OK OK OK 9.2 CHEMICAL WOOD PULP 1000 t OK OK OK OK OK OK OK OK 9.2 CHEMICAL WOOD PULP NAC/ t 533 764 605 770 ACCEPT CHECK
9.2.1 SULPHATE PULP 1000 t 59.785468 31837.081 146.636642 111956.668 2381.215957 1440597.471 2181.257445 1680068.664 OK OK OK OK OK OK OK OK 9.2.1 SULPHATE PULP 1000 t 9.2.1 SULPHATE PULP NAC/ t 533 763 605 770 ACCEPT CHECK
9.2.1.1 of which: BLEACHED 1000 t 50.720967 26421.695 142.854296 109494.065 2324.309347 1410541.753 2130.491751 1649516.76 OK OK OK OK OK OK OK OK 9.2.1.1 of which: BLEACHED 1000 t OK OK OK OK OK OK OK OK 9.2.1.1 of which: BLEACHED NAC/ t 521 766 607 774 ACCEPT CHECK
9.2.2 SULPHITE PULP 1000 t 0.007655 9.442 0.022792 21.989 0.00201 24.61 0.0001 0.054 OK OK OK OK OK OK OK OK 9.2.2 SULPHITE PULP 1000 t 9.2.2 SULPHITE PULP NAC/ t 1233 965 12244 540 CHECK CHECK
9.3 DISSOLVING GRADES 1000 t 6.407223 6773.796 4.800719 7423.638 288.778954 211894.15 0.00018 0.078 OK OK OK OK OK OK OK OK 9.3 DISSOLVING GRADES 1000 t 9.3 DISSOLVING GRADES NAC/ t 1057 1546 734 433 CHECK CHECK
10 OTHER PULP 1000 t 1.732147 2796.565 2.911001 7540.701 0.00977 10.261 0.003951 5.766 OK OK OK OK OK OK OK OK 10 OTHER PULP 1000 t OK OK OK OK OK OK OK OK 10 OTHER PULP NAC/ t 1615 2590 1050 1459 CHECK CHECK
10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t 1.731135 2793.358 2.90837 7534.745 0.000312 1.68 0.000072 0.363 OK OK OK OK OK OK OK OK 10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 t 10.1 PULP FROM FIBRES OTHER THAN WOOD NAC/ t 1614 2591 5385 5042 CHECK CHECK
10.2 RECOVERED FIBRE PULP 1000 t 0.001012 3.207 0.002631 5.956 0 0 0.003879 5.403 OK OK OK OK OK OK OK OK 10.2 RECOVERED FIBRE PULP 1000 t 10.2 RECOVERED FIBRE PULP NAC/ t 3169 2264 0 1393 CHECK CHECK
11 RECOVERED PAPER 1000 t 6.283317 1384.743 5.570908 1494.103 8.547572 1111.306 3.212947 203.206 OK OK OK OK OK OK OK OK 11 RECOVERED PAPER 1000 t 11 RECOVERED PAPER NAC/ t 220 268 130 63 CHECK CHECK
12 PAPER AND PAPERBOARD 1000 t 43.666213 38735.298 28.157066 37975.8709999998 4201.382115 3110413.166 3376.025074 3520682.489 OK OK OK OK OK OK OK OK 12 PAPER AND PAPERBOARD 1000 t OK OK OK OK OK OK OK OK 12 PAPER AND PAPERBOARD NAC/ t 887 1349 740 1043 ACCEPT CHECK
12.1 GRAPHIC PAPERS 1000 t 21.33188 15514.37 11.5137379999 11026.502 1807.062392 1121889.264 1231.896031 1246315.256 OK OK OK OK OK OK OK OK 12.1 GRAPHIC PAPERS 1000 t OK OK OK OK OK OK OK OK 12.1 GRAPHIC PAPERS NAC/ t 727 958 621 1012 ACCEPT CHECK
12.1.1 NEWSPRINT 1000 t 20.154 7717.043 10.0322 6031.812 41.938827 17515.168 17.530157 12648.172 OK OK OK OK OK OK OK OK 12.1.1 NEWSPRINT 1000 t 12.1.1 NEWSPRINT NAC/ t 383 601 418 722 ACCEPT CHECK
12.1.2 UNCOATED MECHANICAL 1000 t 0.718056 5754.984 0.208663 376.024 272.759231 135403.925 193.314849 148640.549 OK OK OK OK OK OK OK OK 12.1.2 UNCOATED MECHANICAL 1000 t 12.1.2 UNCOATED MECHANICAL NAC/ t 8015 1802 496 769 CHECK CHECK
12.1.3 UNCOATED WOODFREE 1000 t 0.283416 1314.839 0.770856 3539.972 354.378963 237940.541 160.464113 190848.41 OK OK OK OK OK OK OK OK 12.1.3 UNCOATED WOODFREE 1000 t 12.1.3 UNCOATED WOODFREE NAC/ t 4639 4592 671 1189 CHECK CHECK
12.1.4 COATED PAPERS 1000 t 0.17635 727.504 0.501947 1078.694 1137.985371 731029.63 860.586912 894178.125000001 OK OK OK OK OK OK OK OK 12.1.4 COATED PAPERS 1000 t 12.1.4 COATED PAPERS NAC/ t 4125 2149 642 1039 CHECK CHECK
12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t 0.030545 130.987 0.019015 103.6739 1.715313 1937.757 1.007324 1380.491 OK OK OK OK OK OK OK OK 12.2 HOUSEHOLD AND SANITARY PAPERS 1000 t 12.2 HOUSEHOLD AND SANITARY PAPERS NAC/ t 4288 5452 1130 1370 CHECK CHECK
12.3 PACKAGING MATERIALS 1000 t 22.26475 22775.539 16.15753 22343.201 2342.062617 1944684.231 2100.97858 2226647.329 OK OK OK OK OK OK OK OK 12.3 PACKAGING MATERIALS 1000 t OK OK OK OK OK OK OK OK 12.3 PACKAGING MATERIALS NAC/ t 1023 1383 830 1060 ACCEPT CHECK
12.3.1 CASE MATERIALS 1000 t 6.33245 6178.599 4.627524 5842.008 566.964676 348124.623 569.155051 458412.021 OK OK OK OK OK OK OK OK 12.3.1 CASE MATERIALS 1000 t 12.3.1 CASE MATERIALS NAC/ t 976 1262 614 805 CHECK CHECK
12.3.2 CARTONBOARD 1000 t 9.38452 9207.267 7.594489 10561.933 1513.737003 1330296.103 1308.442922 1414379.487 OK OK OK OK OK OK OK OK 12.3.2 CARTONBOARD 1000 t 12.3.2 CARTONBOARD NAC/ t 981 1391 879 1081 ACCEPT CHECK
12.3.3 WRAPPING PAPERS 1000 t 3.503352 5457.358 2.646659 4778.984 227.606276 240989.339 184.081194 313884.739 OK OK OK OK OK OK OK OK 12.3.3 WRAPPING PAPERS 1000 t 12.3.3 WRAPPING PAPERS NAC/ t 1558 1806 1059 1705 ACCEPT CHECK
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t 3.044424 1932.315 1.288858 1160.276 33.754662 25274.166 39.299413 39971.082 OK OK OK OK OK OK OK OK 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 t 12.3.4 OTHER PAPERS MAINLY FOR PACKAGING NAC/ t 635 900 749 1017 ACCEPT CHECK
12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 0.039023 314.402 0.466783 4502.494 50.541793 41901.914 42.143139 46339.413 OK OK OK OK OK OK OK OK 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) 1000 t 12.4 OTHER PAPER AND PAPERBOARD N.E.S. (NOT ELSEWHERE SPECIFIED) NAC/ t 8057 9646 829 1100 CHECK CHECK
15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 154.74485 143.781 301106.4212 284711.034 OK OK OK OK OK OK OK OK 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 1000 m3 OK OK OK OK OK OK OK OK 15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)1 NAC/ m3 REPORT 1 REPORT 1 CHECK ACCEPT
15.1 GLULAM 1000 m3 154.74485 143.781 301106.4212 284711.034 OK OK OK OK OK OK OK OK 15.1 GLULAM 1000 m3 15.1 GLULAM NAC/ m3 REPORT 1 REPORT 1 CHECK ACCEPT
15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 0 0 -0 -0 OK OK OK OK OK OK OK OK 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 1000 m3 15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) NAC/ m3 REPORT 0 REPORT 1 CHECK ACCEPT
16 I BEAMS (I-JOISTS)1 1000 t 0 0 0 0 OK OK OK OK OK OK OK OK 16 I BEAMS (I-JOISTS)1 1000 t 16 I BEAMS (I-JOISTS)1 NAC/ t REPORT 0 REPORT 0 CHECK ACCEPT
To fill: 8 8 0 0 8 8 0 0

EU2 Removals

Country: FI Date:
Name of Official responsible for reply:
Official Address (in full):
NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
Phone/Fax: 0
E-mail:
FOREST SECTOR QUESTIONNAIRE EU2
Removals by type of ownership
Discrepancies
Product code Ownership Flag Flag Note Note Product code Ownership
Unit 2021 2022 2021 2022 2021 2022 Unit 2021 2022
Quantity Quantity Quantity Quantity
ROUNDWOOD REMOVALS (under bark) ROUNDWOOD REMOVALS
1 ROUNDWOOD 1000 m3 66713.896538 65637.339725 All 2021 data is final All 2022 data is final 1 ROUNDWOOD 1000 m3 OK OK
1.C Coniferous 1000 m3 52925.994956 52029.037557 1.C Coniferous 1000 m3 OK OK
1.NC Non-coniferous 1000 m3 13787.901582 13608.302168 1.NC Non-coniferous 1000 m3 OK OK
State forests 1000 m3 5483.46744028 5242.481822352 6 6 All data of subgroups are confidential. All data of subgroups are confidential. State forests 1000 m3 OK OK
Coniferous 1000 m3 4867.0951786452 4597.2976464245 6 6 All data of subgroups are confidential. All data of subgroups are confidential. Coniferous 1000 m3
Non-coniferous 1000 m3 616.3722616348 645.1841759275 6 6 All data of subgroups are confidential. All data of subgroups are confidential. Non-coniferous 1000 m3
Other publicly owned forests 1000 m3 Other publicly owned forests are included in Private forests. Other publicly owned forests are included in Private forests. Other publicly owned forests 1000 m3 OK OK
Coniferous 1000 m3 Other publicly owned forests are included in Private forests. Other publicly owned forests are included in Private forests. Coniferous 1000 m3
Non-coniferous 1000 m3 Other publicly owned forests are included in Private forests. Other publicly owned forests are included in Private forests. Non-coniferous 1000 m3
Private forest 1000 m3 61230.42909772 60394.857902648 6 6 Private forest includes also Other publicly owned forests. Data revised. Data confidential. Private forest includes also Other publicly owned forests. Data revised. Data confidential. Private forest 1000 m3 OK OK
Coniferous 1000 m3 48058.8997773548 47431.7399105755 6 6 Private forest includes also Other publicly owned forests. Data revised. Data confidential. Private forest includes also Other publicly owned forests. Data revised. Data confidential. Coniferous 1000 m3
Non-coniferous 1000 m3 13171.5293203652 12963.1179920725 6 6 Private forest includes also Other publicly owned forests. Data revised. Data confidential. Private forest includes also Other publicly owned forests. Data revised. Data confidential. Non-coniferous 1000 m3
To fill: 3 3
Note:
Ownership categories correspond to those of the TBFRA.
State forests: Forests owned by national, state and regional governments, or government-owned corporations; Crown forests.
Other publicly owned forests: Forests belonging to cities, municipalities, villages and communes.
Private forests: Forests owned by individuals, co-operatives, enterprises and industries and other private institutions.
The unit should be solid cubic metres, under bark.

ITTO1-Estimates

Country: FI Date:
Name of Official responsible for reply:
Official Address (in full): NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
ITTO1
Telephone: Fax: 0
FOREST SECTOR QUESTIONNAIRE E-mail:
Production and Trade Estimates for 2023
Specify Currency and Unit of Value (e.g.:1000 US $): __________
Product Unit of Production Imports Exports
Code Product quantity Quantity Quantity Value Quantity Value
1.2 INDUSTRIAL ROUNDWOOD 1000 m3ub
1.2.C Coniferous 1000 m3ub
1.2.NC Non-Coniferous 1000 m3ub
1.2.NC.T of which: Tropical1 1000 m3ub
6 SAWNWOOD (INCLUDING SLEEPERS) 1000 m3
6.C Coniferous 1000 m3
6.NC Non-Coniferous 1000 m3
6.NC.T of which: Tropical1 1000 m3
7 VENEER SHEETS 1000 m3
7.C Coniferous 1000 m3
7.NC Non-Coniferous 1000 m3
7.NC.T of which: Tropical 1000 m3
8.1 PLYWOOD 1000 m3
8.1.C Coniferous 1000 m3
8.1.NC Non-Coniferous 1000 m3
8.1.NC.T of which: Tropical 1000 m3
1 Please include the non-coniferous non-tropical species exported by tropical countries or imported from tropical countries.
m3 = cubic metres solid volume
m3ub = cubic metres solid volume underbark (i.e. excluding bark)

ITTO2-Species

Country: FI Date:
ITTO2 Name of Official responsible for reply:
Official Address (in full): NATURAL RESOURCES INSTITUTE FINLAND (LUKE), Statistical Services, PO Box 2, FI-00791
FOREST SECTOR QUESTIONNAIRE
Trade in Tropical Species Telephone: Fax: 0
E-mail:
Specify Currency and Unit of Value (e.g.:1000 US $): ____________
I M P O R T E X P O R T
Product Classifications 2021 2022 2021 2022
HS2022/HS2017/HS2012/HS2007 Scientific Name Local/Trade Name Quantity Value Quantity Value Quantity Value Quantity Value
(1000 m3) (1000 m3) (1000 m3) (1000 m3)
1.2.NC.T HS2022:
Industrial Roundwood, Tropical ex4403.12 4403.41/42/49
HS2017:
ex4403.12 4403.41/49
HS2012/2007:
ex4403.10 4403.41/49 ex4403.99
6.NC.T HS2022:
Sawnwood, Tropical ex4406.12/92 4407.21/22/23/25/26/27/28/29
HS2017:
ex4406.12/92 4407.21/22/25/26/27/28/29
HS2012/2007:
ex4406.10/90 4407.21/22/25/26/27/28/30
7.NC.T HS2022:
Veneer Sheets, Tropical 4408.31/39
HS2017:
4408.31/39
HS2012/2007:
4408.31/39 ex4408.90
8.1.NC.T HS2022:
Plywood, Tropical 4412.31/41/51/91
HS2017:
4412.31 ex4412.94/99
HS2012/2007:
4412.31 ex4412.32/94/99
Note: List the major species traded in each category. Use additional sheet if more species are to be explicitly reported. For tropical plywood, identify by face veneer if composed of more than one species.

ITTO3-Miscellaneous

Country: Date:
Name of Official responsible for reply:
Official Address (in full):
FOREST SECTOR QUESTIONNAIRE ITTO3
Miscellaneous Items Telephone: Fax:
(use additional paper if necessary) E-mail:
1 Please enter current import tariff rates applied to tropical and non-tropical timber products. If available, please provide tariffs by the relevant customs classification category. If tariff levels have been reported in previous years, enter changes only. (Logs = JQ code 1.2, Sawn = JQ code 6, Veneer = JQ code 7, and Plywood = JQ code 8.1)
Current import tariff Logs Tropical: Sawn Tropical: Veneer Tropical: Plywood Tropical:
Non-Tropical: Non-Tropical: Non-Tropical: Non-Tropical:
Comments (if any):
2 Please comment on any quotas, incentives, disincentives, tariff/non-tariff barriers or other related factors which now or in future will significantly affect your production and trade of tropical timber products.
3 Please elaborate on any short or medium term plans for expanding capacity for (further) processing of tropical timber products in your country.
4 Please indicate any trends or changes expected in the species composition of your trade. How important are lesser-used tropical timber species and/or minor tropical forest products?
5 Please indicate trends in domestic building activity, housing starts, mortgage/interest rates, substitution of non-tropical wood and/or non-wood products for tropical timbers, and any other domestic factors having a significant impact on tropical timber consumption in your country.
6 Please indicate the extent of foreign involvement in your timber sector (e.g. number and nationalities of concessionaires/mill (joint) owners, area of forest allocated, scale of investment, etc.).
7 Please provide details of any relevant forest law enforcement activities (e.g. legislation, fines, arrests, etc.) in your country in the past year.
8 Please indicate the current extent of forest plantations in your country (ha), annual establishment rate (ha/yr) and proportion of industrial roundwood production from plantations.

TS-OB

% Min: 80% Max: 120% Notes
JQ1 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
FI P.OB 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_3_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P.OB 1000 m3 1_2_3_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-JQ1

% Min: 80% Max: 120% Notes
JQ1 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
FI P 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_3_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 1_2_3_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-JQ2

% Min: 80% Max: 120% Notes
JQ2 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
Q FI M 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-JQ3

% Min: 80% Max: 120% Notes
JQ3 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
FI M 1000 NAC 11_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 11_7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC 12_7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 11_7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC 12_6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-ECEEU

% Min: 80% Max: 120% Notes
ECEEU Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
Q FI M 1000 m3 ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_C_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_2_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_2_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_1_2_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_C_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_C_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI M 1000 m3 ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI M 1000 NAC ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI M 1000 m3 ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI X 1000 m3 ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI X 1000 NAC ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI X 1000 m3 ST_5_NC_7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-EU1

% Min: 80% Max: 120% Notes
EU1 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
Q FI EX_M 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 1_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 5 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 5_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 5_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 5_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_1_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_2_NC_T ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_4_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_4_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 m3 6_4_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 7_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 8 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 8_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 8_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 9 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_1_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_3_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_3_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_3_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_3_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_M 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_M 1000 NAC 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_M 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
Q FI EX_X 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI EX_X 1000 NAC 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
UV FI EX_X 1000 mt 10_4 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

TS-EU2

% Min: 80% Max: 120% Notes
EU2 Country Flow Unit Product 2017 2018 2019 2020 2021 2021 2022 17/18 18/19 19/20 20/21 21/21 21/22 2017 2018 2019 2020
FI P 1000 m3 EU2_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_1 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_1_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_1_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_2 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_2_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_2_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_3 ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_3_C ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!
FI P 1000 m3 EU2_1_3_NC ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! ERROR:#REF! !! !! !! !! !! !!

Annex1 | JQ1-Corres.

Last updated in 2016
FOREST SECTOR QUESTIONNAIRE JQ1 (Supp. 1)
PRIMARY PRODUCTS
Removals and Production
CORRESPONDENCES to CPC Ver.2.1
Central Product Classification Version 2.1 (CPC Ver. 2.1)
Product Product
Code
REMOVALS OF ROUNDWOOD (WOOD IN THE ROUGH)
1 ROUNDWOOD (WOOD IN THE ROUGH) 031
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 0313
1.1.C Coniferous 03131
1.1.NC Non-Coniferous 03132
1.2 INDUSTRIAL ROUNDWOOD 0311 0312
1.2.C Coniferous 0311
1.2.NC Non-Coniferous 0312
1.2.NC.T of which: Tropical ex0312
1.2.1 SAWLOGS AND VENEER LOGS ex03110 ex03120
1.2.1.C Coniferous ex03110
1.2.1.NC Non-Coniferous ex03120
1.2.2 PULPWOOD, ROUND AND SPLIT (INCLUDING WOOD FOR PARTICLE BOARD, OSB AND FIBREBOARD) ex03110 ex03120
1.2.2.C Coniferous ex03110
1.2.2.NC Non-Coniferous ex03120
1.2.3 OTHER INDUSTRIAL ROUNDWOOD ex03110 ex03120
1.2.3.C Coniferous ex03110
1.2.3.NC Non-Coniferous ex03120
PRODUCTION
2 WOOD CHARCOAL ex34510
3 WOOD CHIPS, PARTICLES AND RESIDUES ex31230 ex39283
3.1 WOOD CHIPS AND PARTICLES ex31230
3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) ex39283
4 RECOVERED POST-CONSUMER WOOD ex39283
5 WOOD PELLETS AND OTHER AGGLOMERATES 39281 39282
5.1 WOOD PELLETS 39281
5.2 OTHER AGGLOMERATES 39282
6 SAWNWOOD (INCLUDING SLEEPERS) 311 3132
6.C Coniferous 31101 ex31109 ex3132
6.NC Non-Coniferous 31102 ex31109 ex3132
6.NC.T of which: Tropical ex31102 ex31109 ex3132
7 VENEER SHEETS 3151
7.C Coniferous 31511
7.NC Non-Coniferous 31512
7.NC.T of which: Tropical ex31512
8 WOOD-BASED PANELS 3141 3142 3143 3144
8.1 PLYWOOD 3141 3142
8.1.C Coniferous 31411 31421
8.1.NC Non-Coniferous 31412 31422
8.1.NC.T of which: Tropical ex31412 ex31422
8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) and SIMILAR BOARD 3143
8.2.1 of which: ORIENTED STRAND BOARD (OSB) 31432
8.3 FIBREBOARD 3144
8.3.1 HARDBOARD 31442
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 31441
8.3.3 OTHER FIBREBOARD 31449
9 WOOD PULP 32111 32112 ex32113
9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP ex32113
9.2 CHEMICAL WOOD PULP 32112
9.2.1 SULPHATE PULP ex32112
9.2.1.1 of which: BLEACHED ex32112
9.2.2 SULPHITE PULP ex32112
9.3 DISSOLVING GRADES 32111
10 OTHER PULP ex32113
10.1 PULP FROM FIBRES OTHER THAN WOOD ex32113
10.2 RECOVERED FIBRE PULP ex32113
11 RECOVERED PAPER 3924
12 PAPER AND PAPERBOARD 3212 3213 32142 32143 ex32149 32151 32198 ex32199
12.1 GRAPHIC PAPERS 3212 ex32143 ex32149
12.1.1 NEWSPRINT 32121
12.1.2 UNCOATED MECHANICAL ex32122 ex32129
12.1.3 UNCOATED WOODFREE 32122 ex32129
12.1.4 COATED PAPERS ex32143 ex32149
12.2 HOUSEHOLD AND SANITARY PAPERS 32131
12.3 PACKAGING MATERIALS 32132 ex32133 32134 32135 ex32136 ex32137 32142 32151 ex32143 ex32149
12.3.1 CASE MATERIALS 32132 32134 32135 ex32136
12.3.2 CARTONBOARD ex32133 ex32136 ex32143 ex32149
12.3.3 WRAPPING PAPERS ex32133 ex32136 ex32137 32142 32151
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING ex32136
12.4 OTHER PAPER AND PAPERBOARD N.E.S. ex32149 ex32133 ex32136 ex32137 32198 ex32199
Notes:
The term "ex" means that there is not a complete correlation between the two codes and that only a part of the CPC Ver.2.1 code is applicable.
For instance "ex31512" under product 7.NC.T means that only a part of CPC Ver.2.1 code 31512 refers to non-coniferous tropical veneer sheets.
In CPC, if only 3 or 4 digits are shown, then all sub-codes at lower degrees of aggregation are included (for example, 0313 includes 03131 and 03132).

Annex2 | JQ2-Corres.

FOREST SECTOR QUESTIONNAIRE JQ2 (Supp. 1)
PRIMARY PRODUCTS
Trade
CORRESPONDENCES to HS2022, HS2017, HS2012 and SITC Rev.4
C l a s s i f i c a t i o n s
Product Product
Code HS2022 HS2017 HS2012 SITC Rev.4
1 ROUNDWOOD (WOOD IN THE ROUGH) 4401.11/12 44.03 4401.11/12 44.03 4401.10 44.03 245.01 247
1.1 WOOD FUEL (INCLUDING WOOD FOR CHARCOAL) 4401.11/12 4401.11/12 4401.10 245.01
1.1.C Coniferous 4401.11 4401.11 ex4401.10 ex245.01
1.1.NC Non-Coniferous 4401.12 4401.12 ex4401.10 ex245.01
1.2 INDUSTRIAL ROUNDWOOD 44.03 44.03 44.03 247
1.2.C Coniferous 4403.11/21/22/23/24/25/26 4403.11/21/22/23/24/25/26 ex4403.10 4403.20 ex247.3 247.4
1.2.NC Non-Coniferous 4403.12/41/42/49/91/93/94/95/96/97/98/99 4403.12/41/49/91/93/94/95/96/97/98/99 ex4403.10 4403.41/49/91/92/99 ex247.3 247.5 247.9
1.2.NC.T of which: Tropical1 ex4403.12 4403.41/42/49 4403.41/49 ex4403.10 4403.41/49 ex4403.99 ex247.3 247.5 ex247.9
2 WOOD CHARCOAL 4402.90 4402.90 4402.90 ex245.02
3 WOOD CHIPS, PARTICLES AND RESIDUES 4401.21/22 4401.41 ex4401.49 4401.21/22 ex4401.40 4401.21/22 ex4401.39 246.1 ex246.2
3.1 WOOD CHIPS AND PARTICLES 4401.21/22 4401.21/22 4401.21/22 246.1
3.2 WOOD RESIDUES (INCLUDING WOOD FOR AGGLOMERATES) 4401.41 ex4401.49++ ex4401.40++ ex4401.39 ex246.2
3.2.1 of which: Sawdust 4401.41 ex4401.40++ ex4401.39 ex246.2
4 RECOVERED POST-CONSUMER WOOD ex4401.49++ ex4401.40++ ex4401.39 ex246.2
5 WOOD PELLETS AND OTHER AGGLOMERATES 4401.31/32/39 4401.31/39 4401.31 ex4401.39 ex246.2
5.1 WOOD PELLETS 4401.31 4401.31 4401.31 ex246.2
5.2 OTHER AGGLOMERATES 4401.32/39 4401.39 ex4401.39 ex246.2
6 SAWNWOOD (INCLUDING SLEEPERS) 44.06 44.07 44.06 44.07 44.06 44.07 248.1 248.2 248.4
6.C Coniferous 4406.11/91 4407.11/12/13/14/19 4406.11/91 4407.11/12/19 ex4406.10/90 4407.10 ex248.11 ex248.19 248.2
6.NC Non-Coniferous 4406.12/92 4407.21/22/23/25/26/27/28/29/91/92/93/94/95/96/97/99 4406.12/92 4407.21/22/25/26/27/28/29/91/92/93/94/95/96/97/99 ex4406.10/90 4407.21/22/25/26/27/28/29/91/92/93/94/95/99 ex248.11 ex248.19 248.4
6.NC.T of which: Tropical1 ex4406.12/92 4407.21/22/23/25/26/27/28/29 4407.21/22/25/26/27/28/29 ex4406.10/90 4407.21/22/25/26/27/28/29 ex4407.99 ex248.11 ex248.19 ex248.4
7 VENEER SHEETS 44.08 44.08 44.08 634.1
7.C Coniferous 4408.10 4408.10 4408.10 634.11
7.NC Non-Coniferous 4408.31/39/90 4408.31/39/90 4408.31/39/90 634.12
7.NC.T of which: Tropical 4408.31/39 4408.31/39 4408.31/39 ex4408.90 ex634.12
8 WOOD-BASED PANELS 44.10 44.11 4412.31/33/34/39/41/42/49/51/52/59/91/92/99 44.10 44.11 4412.31/33/34/39/94/99 44.10 44.11 4412.31/32/39/94/99 634.22/23/31/33/39 634.5
8.1 PLYWOOD 4412.31/33/34/39/41/42/49/51/52/59/91/92/99 4412.31/33/34/39/94/99 4412.31/32/39/94/99 634.31/33/39
8.1.C Coniferous 4412.39/49/59/99 4412.39 ex4412.94 ex4412.99 4412.39 ex4412.94 ex.4412.99 ex634.31 ex634.33 ex634.39
8.1.NC Non-Coniferous 4412.33/34/42/52/92 4412.31/33/34 ex4412.94 ex4412.99 4412.31/32 ex4412.94 ex4412.99 ex634.31 ex634.33 ex634.39
8.1.NC.T of which: Tropical 4412.31/41/51/91 4412.31 ex4412.94 ex4412.99 4412.31 ex4412.32 ex4412.94 ex4412.99 ex634.31 ex634.33 ex634.39
8.1.1 of which: Laminated Veneer Lumber (LVL) 4412.41/42/49 ex4412.99 ex4412.99 ex634.39
8.1.1.C Coniferous 4412.49 ex4412.99 ex4412.99 ex634.39
8.1.1.NC Non-Coniferous 4412.41/42 ex4412.99 ex4412.99 ex634.39
8.1.1.NC.T of which: Tropical 4412.41 ex4412.99 ex4412.99 ex634.39
8.2 PARTICLE BOARD, ORIENTED STRAND BOARD (OSB) and SIMILAR BOARD 44.10 44.10 44.10 634.22/23
8.2.1 of which: ORIENTED STRAND BOARD (OSB) 4410.12 4410.12 4410.12 ex634.22
8.3 FIBREBOARD 44.11 44.11 44.11 634.5
8.3.1 HARDBOARD 4411.92 4411.92 4411.92 ex634.54 ex634.55
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 4411.12/13 ex4411.14* 4411.12/13 ex4411.14* 4411.12/13 ex4411.14* ex634.54 ex634.55
8.3.3 OTHER FIBREBOARD ex4411.14* 4411.93/94 ex4411.14* 4411.93/94 ex4411.14 4411.93/94 ex634.54 ex634.55
9 WOOD PULP 47.01/02/03/04/05 47.01/02/03/04/05 47.01/02/03/04/05 251.2 251.3 251.4 251.5 251.6 251.91
9.1 MECHANICAL AND SEMI-CHEMICAL WOOD PULP 47.01 47.05 47.01 47.05 47.01 47.05 251.2 251.91
9.2 CHEMICAL WOOD PULP 47.03 47.04 47.03 47.04 47.03 47.04 251.4 251.5 251.6
9.2.1 SULPHATE PULP 47.03 47.03 47.03 251.4 251.5
9.2.1.1 of which: BLEACHED 4703.21/29 4703.21/29 4703.21/29 251.5
9.2.2 SULPHITE PULP 47.04 47.04 47.04 251.6
9.3 DISSOLVING GRADES 47.02 47.02 47.02 251.3
10 OTHER PULP 47.06 47.06 47.06 251.92
10.1 PULP FROM FIBRES OTHER THAN WOOD 4706.10/30/91/92/93 4706.10/30/91/92/93 4706.10/30/91/92/93 ex251.92
10.2 RECOVERED FIBRE PULP 4706.20 4706.20 4706.20 ex251.92
11 RECOVERED PAPER 47.07 47.07 47.07 251.1
12 PAPER AND PAPERBOARD 48.01 48.02 48.03 48.04 48.05 48.06 48.08 48.09 48.10 4811.51/59 48.12 48.13 48.01 48.02 48.03 48.04 48.05 48.06 48.08 48.09 48.10 4811.51/59 48.12 48.13 48.01 48.02 48.03 48.04 48.05 48.06 48.08 48.09 48.10 4811.51/59 48.12 48.13 641.1 641.2 641.3 641.4 641.5 641.62/63/64/69/71/72/74/75/76/77/93 642.41
12.1 GRAPHIC PAPERS 48.01 4802.10/20/54/55/56/57/58/61/62/69 48.09 4810.13/14/19/22/29 48.01 4802.10/20/54/55/56/57/58/61/62/69 48.09 4810.13/14/19/22/29 48.01 4802.10/20/54/55/56/57/58/61/62/69 48.09 4810.13/14/19/22/29 641.1 641.21/22/26/29 641.3
12.1.1 NEWSPRINT 48.01 48.01 48.01 641.1
12.1.2 UNCOATED MECHANICAL 4802.61/62/69 4802.61/62/69 4802.61/62/69 641.29
12.1.3 UNCOATED WOODFREE 4802.10/20/54/55/56/57/58 4802.10/20/54/55/56/57/58 4802.10/20/54/55/56/57/58 641.21/22/26
12.1.4 COATED PAPERS 48.09 4810.13/14/19/22/29 48.09 4810.13/14/19/22/29 48.09 4810.13/14/19/22/29 641.3
12.2 HOUSEHOLD AND SANITARY PAPERS 48.03 48.03 48.03 641.63
12.3 PACKAGING MATERIALS 4804.11/19/21/29/31/39/42/49/51/52/59 4805.11/12/19/24/25/30/91/92/93 4806.10/20/40 48.08 4810.31/32/39/92/99 4811.51/59 4804.11/19/21/29/31/39/42/49/51/52/59 4805.11/12/19/24/25/30/91/92/93 4806.10/20/40 48.08 4810.31/32/39/92/99 4811.51/59 4804.11/19/21/29/31/39/42/49/51/52/59 4805.11/12/19/24/25/30/91/92/93 4806.10/20/40 48.08 4810.31/32/39/92/99 4811.51/59 641.41/42/46 ex641.47 641.48/51/52 ex641.53 641.54/59/62/64/69/71/72/74/75/76/77
12.3.1 CASE MATERIALS 4804.11/19 4805.11/12/19/24/25/91 4804.11/19 4805.11/12/19/24/25/91 4804.11/19 4805.11/12/19/24/25/91 641.41/51/54 ex641.59
12.3.2 CARTONBOARD 4804.42/49/51/52/59 4805.92 4810.32/39/92 4811.51/59 4804.42/49/51/52/59 4805.92 4810.32/39/92 4811.51/59 4804.42/49/51/52/59 4805.92 4810.32/39/92 4811.51/59 ex641.47 641.48 ex641.59 641.75/76 ex641.77 641.71/72
12.3.3 WRAPPING PAPERS 4804.21/29/31/39 4805.30 4806.10/20/40 48.08 4810.31/99 4804.21/29/31/39 4805.30 4806.10/20/40 48.08 4810.31/99 4804.21/29/31/39 4805.30 4806.10/20/40 48.08 4810.31/99 641.42/46/52 ex641.53 641.62/64/69/74 ex641.77
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 4805.93 4805.93 4805.93 ex641.59
12.4 OTHER PAPER AND PAPERBOARD N.E.S. 4802.40 4804.41 4805.40/50 4806.30 48.12 48.13 4802.40 4804.41 4805.40/50 4806.30 48.12 48.13 4802.40 4804.41 4805.40/50 4806.30 48.12 48.13 641.24 ex641.47 641.56 ex641.53 641.55/93 642.41
15 GLULAM AND CROSS-LAMINATED TIMBER (CLT or X-LAM)2 4418.81/82 ex4418.60 ex4418.60 ex635.39
15.1 GLULAM 4418.81 ex4418.60 ex4418.60 ex635.39
15.2 CROSS-LAMINATED TIMBER (CLT or X-LAM) 4418.82 ex4418.60 ex4418.60 ex635.39
16 I BEAMS (I-JOISTS)2 4418.83 ex4418.60 ex4418.60 ex635.39
1Please include the non-coniferous non-tropical species exported by tropical countries or imported from tropical countries.
2 Glulam, CLT and I Beams are classified as secondary wood products but for ease of reporting are included in JQ1 and JQ2
Notes:
The term "ex" means that there is not a complete correlation between the two codes and that only a part of the HS2012/HS2017/HS2022 or SITC Rev.4 code is applicable.
For instance "ex4401.49" under product 3.2 means that only a part of HS2022 code 4401.49 refers to wood residues coming from wood processing (the other part coded under 4401.49 is recovered post-consumer wood).
++ Please use your judgement or, as a default, assign half of 4401.49 to item 3.2 and half to item 4 (note different quantity units)
In SITC Rev.4, if only 4 digits are shown, then all sub-headings at lower degrees of aggregation are included (for example, 634.1 includes 634.11 and 634.12).
* Please assign the trade data for HS code 4411.14 to product 8.3.2 (MDF/HDF) and 8.3.3 (other fibreboard) if it is possible to do this in national statistics. If not, please assign all the trade data to item 8.3.2 as in most cases MDF/HDF will represent the large majority of trade.

Annex3 | JQ3-Corres.

FOREST SECTOR QUESTIONNAIRE JQ3 (Supp. 1)
SECONDARY PROCESSED PRODUCTS
Trade
CORRESPONDENCES to HS 2022, HS2017, HS2012 and SITC Rev.4
C l a s s i f i c a t i o n s
Product Product
Code HS2022 HS2017 HS2012 SITC Rev.4
13 SECONDARY WOOD PRODUCTS
13.1 FURTHER PROCESSED SAWNWOOD 4409.10/22/29 4409.10/22/29 4409.10/29 248.3 248.5
13.1.C Coniferous 4409.10 4409.10 4409.10 248.3
13.1.NC Non-coniferous 4409.22/29 4409.22/29 4409.29 248.5
13.1.NC.T of which: Tropical 4409.22 4409.22 ex4409.29 ex248.5
13.2 WOODEN WRAPPING AND PACKAGING MATERIAL 44.15/16 44.15/16 44.15/16 635.1 635.2
13.3 WOOD PRODUCTS FOR DOMESTIC/DECORATIVE USE 44.14 4419.20 4419.90 44.20 44.14 4419.90 44.20 44.14 ex4419.00 44.20 635.41 ex635.42 635.49
13.4 BUILDER’S JOINERY AND CARPENTRY OF WOOD1 4418.11/19/21/29/30/40/50/74/75/79/89/92/99 4418.10/20/40/50/60/74/75/79/99 4418.10/20/40/50/60 ex4418.71 ex4418.72 ex4418.79 ex4418.90 635.31/32/33 ex635.34 ex635.39
13.5 WOODEN FURNITURE 9401.31/41 9401.61/69/91 9403.30/40/50/60/91 9401.61/69 ex9401.90 9403.30/40/50/60 ex9403.90 9401.61/69 ex9401.90 9403.30/40/50/60 ex9403.90 821.16 ex821.19 821.51/53/55/59 ex821.8
13.6 PREFABRICATED BUILDINGS OF WOOD 9406.10 9406.10 ex94.06 ex811.0
13.7 OTHER MANUFACTURED WOOD PRODUCTS 44.04/05/13/17 4421.10/20/99 44.04/05/13/17 4421.10/99 44.04/05/13/17 4421.10 ex4421.90 634.21/91/93 635.91 ex635.99
14 SECONDARY PAPER PRODUCTS
14.1 COMPOSITE PAPER AND PAPERBOARD 48.07 48.07 48.07 641.92
14.2 SPECIAL COATED PAPER AND PULP PRODUCTS 4811.10/41/49/60/90 4811.10/41/49/60/90 4811.10/41/49/60/90 641.73/78/79
14.3 HOUSEHOLD AND SANITARY PAPER, READY FOR USE 48.18 48.18 48.18 642.43/94
14.4 PACKAGING CARTONS, BOXES ETC. 48.19 48.19 48.19 642.1
14.5 OTHER ARTICLES OF PAPER AND PAPERBOARD, READY FOR USE 48.14/16/17/20/21/22/23 48.14/16/17/20/21/22/23 48.14/16/17/20/21/22/23 641.94 642.2 642.3 642.42/45/91/93/99 892.81
14.5.1 of which: PRINTING AND WRITING PAPER, READY FOR USE ex4823.90 ex4823.90 ex4823.90 ex642.99
14.5.2 of which: ARTICLES, MOULDED OR PRESSED FROM PULP 4823.70 4823.70 4823.70 ex642.99
14.5.3 of which: FILTER PAPER AND PAPERBOARD, READY FOR USE 4823.20 4823.20 4823.20 642.45
1 In February 2023 this definition was updated to exclude Glulam, Cross-Laminated Timber and I-Beams which are now distinct items in the JFSQ (15.1, 15.2 and 16).
This change was made to reflect the update of HS2022.
Notes:
The term "ex" means that there is not a complete correlation between the two codes and that only a part of the HS2012/HS2017/2022 or SITC Rev.4 code is applicable.
For instance "ex811.00" under "Prefabricated buildings of wood" means that only a part of SITC code 811.00 refers to buildings prefabricated from wood, as that code does not distinguish between the materials buildings were prefabricated from.
In SITC Rev.4, if only 4 digits are shown, then all subheadings at lower degrees of aggregation are included (for example, 892.2 includes 892.21 and 892.29).

Annex4 |JQ2-JQ3-Corres.

JQ Product code Nomenclature HS Code Remarks on HS codes
1 HS2002 440110 Annex 4 does not include HS2022 codes
1 HS2002 4403
1 HS2007 440110
1 HS2007 4403
1 HS2012 440110
1 HS2012 4403
1 HS2017 440111
1 HS2017 440112
1 HS2017 4403
1.1 HS2002 440110
1.1 HS2007 440110
1.1 HS2012 440110
1.1 HS2017 440111
1.1 HS2017 440112
1.1C HS2002 440110 Only some part of it
1.1C HS2007 440110 Only some part of it
1.1C HS2012 440110 Only some part of it
1.1C HS2017 440111
1.1NC HS2002 440110 Only some part of it
1.1NC HS2007 440110 Only some part of it
1.1NC HS2012 440110 Only some part of it
1.1NC HS2017 440112
1.2 HS2002 4403
1.2 HS2007 4403
1.2 HS2012 4403
1.2 HS2017 4403
1.2.C HS2002 440310 Only some part of it
1.2.C HS2002 440320
1.2.C HS2007 440310 Only some part of it
1.2.C HS2007 440320
1.2.C HS2012 440310 Only some part of it
1.2.C HS2012 440320
1.2.C HS2017 440311
1.2.C HS2017 440321
1.2.C HS2017 440322
1.2.C HS2017 440323
1.2.C HS2017 440324
1.2.C HS2017 440325
1.2.C HS2017 440326
1.2.NC HS2002 440310 Only some part of it
1.2.NC HS2002 440341
1.2.NC HS2002 440349
1.2.NC HS2002 440391
1.2.NC HS2002 440392
1.2.NC HS2002 440399
1.2.NC HS2007 440310 Only some part of it
1.2.NC HS2007 440341
1.2.NC HS2007 440349
1.2.NC HS2007 440391
1.2.NC HS2007 440392
1.2.NC HS2007 440399
1.2.NC HS2012 440310 Only some part of it
1.2.NC HS2012 440341
1.2.NC HS2012 440349
1.2.NC HS2012 440391
1.2.NC HS2012 440392
1.2.NC HS2012 440399
1.2.NC HS2017 440312
1.2.NC HS2017 440341
1.2.NC HS2017 440349
1.2.NC HS2017 440391
1.2.NC HS2017 440393
1.2.NC HS2017 440394
1.2.NC HS2017 440395
1.2.NC HS2017 440396
1.2.NC HS2017 440397
1.2.NC HS2017 440398
1.2.NC HS2017 440399
1.2.NC.T HS2002 440310 Only some part of it
1.2.NC.T HS2002 440341
1.2.NC.T HS2002 440349
1.2.NC.T HS2002 440399 Only some part of it
1.2.NC.T HS2007 440310 Only some part of it
1.2.NC.T HS2007 440341
1.2.NC.T HS2007 440349
1.2.NC.T HS2007 440399 Only some part of it
1.2.NC.T HS2012 440310 Only some part of it
1.2.NC.T HS2012 440341
1.2.NC.T HS2012 440349
1.2.NC.T HS2012 440399 Only some part of it
1.2.NC.T HS2017 440312 Only some part of it
1.2.NC.T HS2017 440341
1.2.NC.T HS2017 440349
2 HS2002 440200 Only some part of it
2 HS2007 440290
2 HS2012 440290
2 HS2017 440290
3 HS2002 440121
3 HS2002 440122
3 HS2002 440130 Only some part of it
3 HS2007 440121
3 HS2007 440122
3 HS2007 440130 Only some part of it
3 HS2012 440121
3 HS2012 440122
3 HS2012 440139 Only some part of it
3 HS2017 440121
3 HS2017 440122
3 HS2017 440140
3.1 HS2002 440121
3.1 HS2002 440122
3.1 HS2007 440121
3.1 HS2007 440122
3.1 HS2012 440121
3.1 HS2012 440122
3.1 HS2017 440121
3.1 HS2017 440122
3.2 HS2002 440130 Only some part of it
3.2 HS2012 440130 Only some part of it
3.2 HS2012 440139 Only some part of it
3.2 HS2017 440140 Only some part of it
4 HS2002 440130 Only some part of it
4 HS2007 440130 Only some part of it
4 HS2012 440139 Only some part of it
4 HS2017 440140 Only some part of it
5 HS2002 440130 Only some part of it
5 HS2007 440130 Only some part of it
5 HS2012 440131
5 HS2012 440139 Only some part of it
5 HS2017 440131
5 HS2017 440139
5.1 HS2002 440130 Only some part of it
5.1 HS2007 440130 Only some part of it
5.1 HS2012 440131
5.1 HS2017 440131
5.2 HS2002 440130 Only some part of it
5.2 HS2007 440130 Only some part of it
5.2 HS2012 440139 Only some part of it
5.2 HS2017 440139
6 HS2002 4406
6 HS2002 4407
6 HS2007 4406
6 HS2007 4407
6 HS2012 4406
6 HS2012 4407
6 HS2017 4406
6 HS2017 4407
6.C HS2002 440610 Only some part of it
6.C HS2002 440690 Only some part of it
6.C HS2002 440710
6.C HS2007 440610 Only some part of it
6.C HS2007 440690 Only some part of it
6.C HS2007 440710
6.C HS2012 440610 Only some part of it
6.C HS2012 440690 Only some part of it
6.C HS2012 440710
6.C HS2017 440611
6.C HS2017 440691
6.C HS2017 440711
6.C HS2017 440712
6.C HS2017 440719
6.NC HS2002 440610 Only some part of it
6.NC HS2002 440690 Only some part of it
6.NC HS2002 440724
6.NC HS2002 440725
6.NC HS2002 440726
6.NC HS2002 440729
6.NC HS2002 440791
6.NC HS2002 440792
6.NC HS2002 440799
6.NC HS2007 440610 Only some part of it
6.NC HS2007 440690 Only some part of it
6.NC HS2007 440721
6.NC HS2007 440722
6.NC HS2007 440725
6.NC HS2007 440726
6.NC HS2007 440727
6.NC HS2007 440728
6.NC HS2007 440729
6.NC HS2007 440791
6.NC HS2007 440792
6.NC HS2007 440793
6.NC HS2007 440794
6.NC HS2007 440795
6.NC HS2007 440799
6.NC HS2012 440610 Only some part of it
6.NC HS2012 440690 Only some part of it
6.NC HS2012 440721
6.NC HS2012 440722
6.NC HS2012 440725
6.NC HS2012 440726
6.NC HS2012 440727
6.NC HS2012 440728
6.NC HS2012 440729
6.NC HS2012 440791
6.NC HS2012 440792
6.NC HS2012 440793
6.NC HS2012 440794
6.NC HS2012 440795
6.NC HS2012 440799
6.NC HS2017 4406.12
6.NC HS2017 4406.92
6.NC HS2017 4407.21
6.NC HS2017 4407.22
6.NC HS2017 4407.25
6.NC HS2017 4407.26
6.NC HS2017 4407.27
6.NC HS2017 4407.28
6.NC HS2017 4407.29
6.NC HS2017 4407.91
6.NC HS2017 4407.92
6.NC HS2017 4407.93
6.NC HS2017 4407.94
6.NC HS2017 4407.95
6.NC HS2017 4407.96
6.NC HS2017 4407.97
6.NC HS2017 4407.99
6.NC.T HS2002 440610 Only some part of it
6.NC.T HS2002 440690 Only some part of it
6.NC.T HS2002 440724
6.NC.T HS2002 440725
6.NC.T HS2002 440726
6.NC.T HS2002 440729
6.NC.T HS2002 440799 Only some part of it
6.NC.T HS2007 440610 Only some part of it
6.NC.T HS2007 440690 Only some part of it
6.NC.T HS2007 440721
6.NC.T HS2007 440722
6.NC.T HS2007 440725
6.NC.T HS2007 440726
6.NC.T HS2007 440727
6.NC.T HS2007 440728
6.NC.T HS2007 440729
6.NC.T HS2007 440799 Only some part of it
6.NC.T HS2012 440610 Only some part of it
6.NC.T HS2012 440690 Only some part of it
6.NC.T HS2012 440721
6.NC.T HS2012 440722
6.NC.T HS2012 440725
6.NC.T HS2012 440726
6.NC.T HS2012 440727
6.NC.T HS2012 440728
6.NC.T HS2012 440729
6.NC.T HS2012 440799 Only some part of it
6.NC.T HS2017 440612 Only some part of it
6.NC.T HS2017 440692 Only some part of it
6.NC.T HS2017 440721
6.NC.T HS2017 440722
6.NC.T HS2017 440725
6.NC.T HS2017 440726
6.NC.T HS2017 440727
6.NC.T HS2017 440728
6.NC.T HS2017 440729
7 HS2002 4408
7 HS2007 4408
7 HS2012 4408
7 HS2017 4408
7.C HS2002 440810
7.C HS2007 440810
7.C HS2012 440810
7.C HS2017 440810
7.NC HS2002 440831
7.NC HS2002 440839
7.NC HS2002 440890
7.NC HS2007 440831
7.NC HS2007 440839
7.NC HS2007 440890
7.NC HS2012 440831
7.NC HS2012 440839
7.NC HS2012 440890
7.NC HS2017 440831
7.NC HS2017 440839
7.NC HS2017 440890
7.NC.T HS2002 440831
7.NC.T HS2002 440839
7.NC.T HS2002 440890 Only some part of it
7.NC.T HS2007 440831
7.NC.T HS2007 440839
7.NC.T HS2007 440890 Only some part of it
7.NC.T HS2012 440831
7.NC.T HS2012 440839
7.NC.T HS2012 440890 Only some part of it
7.NC.T HS2017 440831
7.NC.T HS2017 440839
8 HS2002 4410
8 HS2002 4411
8 HS2002 441213
8 HS2002 441214
8 HS2002 441219
8 HS2002 441299 Only some part of it
8 HS2007 4410
8 HS2007 4411
8 HS2007 441231
8 HS2007 441232
8 HS2007 441239
8 HS2007 441294
8 HS2007 441299
8 HS2012 4410
8 HS2012 4411
8 HS2012 441231
8 HS2012 441232
8 HS2012 441239
8 HS2012 441294
8 HS2012 441299
8 HS2017 4410
8 HS2017 4411
8 HS2017 441231
8 HS2017 441233
8 HS2017 441234
8 HS2017 441239
8 HS2017 441294
8 HS2017 441299
8.1 HS2002 441213
8.1 HS2002 441214
8.1 HS2002 441219
8.1 HS2002 441299 Only some part of it
8.1 HS2007 441231
8.1 HS2007 441232
8.1 HS2007 441239
8.1 HS2007 441294
8.1 HS2007 441299
8.1 HS2012 441231
8.1 HS2012 441232
8.1 HS2012 441239
8.1 HS2012 441294
8.1 HS2012 441299
8.1 HS2017 441231
8.1 HS2017 441233
8.1 HS2017 441234
8.1 HS2017 441239
8.1 HS2017 441294
8.1 HS2017 441299
8.1.C HS2002 441219
8.1.C HS2002 441299 Only some part of it
8.1.C HS2007 441239
8.1.C HS2007 441294 Only some part of it
8.1.C HS2007 441299 Only some part of it
8.1.C HS2012 441239
8.1.C HS2012 441294 Only some part of it
8.1.C HS2012 441299 Only some part of it
8.1.C HS2017 441239
8.1.C HS2017 441294 Only some part of it
8.1.C HS2017 441299 Only some part of it
8.1.NC HS2002 441213
8.1.NC HS2002 441214
8.1.NC HS2002 441299 Only some part of it
8.1.NC HS2007 441231
8.1.NC HS2007 441232
8.1.NC HS2007 441294 Only some part of it
8.1.NC HS2007 441299 Only some part of it
8.1.NC HS2012 441231
8.1.NC HS2012 441232
8.1.NC HS2012 441294 Only some part of it
8.1.NC HS2012 441299 Only some part of it
8.1.NC HS2017 441231
8.1.NC HS2017 441233
8.1.NC HS2017 441234
8.1.NC HS2017 441294 Only some part of it
8.1.NC HS2017 441299 Only some part of it
8.1.NC.T HS2002 441213
8.1.NC.T HS2002 441214 Only some part of it
8.1.NC.T HS2002 441299 Only some part of it
8.1.NC.T HS2007 441231
8.1.NC.T HS2007 441232 Only some part of it
8.1.NC.T HS2007 441294 Only some part of it
8.1.NC.T HS2007 441299 Only some part of it
8.1.NC.T HS2012 441231
8.1.NC.T HS2012 441232 Only some part of it
8.1.NC.T HS2012 441294 Only some part of it
8.1.NC.T HS2012 441299 Only some part of it
8.1.NC.T HS2017 441231
8.1.NC.T HS2017 441294 Only some part of it
8.1.NC.T HS2017 441299 Only some part of it
8.2 HS2002 4410
8.2 HS2007 4410
8.2 HS2012 4410
8.2 HS2017 4410
8.2.1 HS2002 441021 Only some part of it
8.2.1 HS2002 441029 Only some part of it
8.2.1 HS2007 441012
8.2.1 HS2012 441012
8.2.1 HS2017 441012
8.3 HS2002 4411
8.3 HS2007 4411
8.3 HS2012 4411
8.3 HS2017 4411
8.3.1 HS2002 441111 Only some part of it
8.3.1 HS2002 441119 Only some part of it
8.3.1 HS2007 441192
8.3.1 HS2012 441192
8.3.1 HS2017 441192
8.3.2 HS2002 441111 Only some part of it
8.3.2 HS2002 441119 Only some part of it
8.3.2 HS2002 441121 Only some part of it
8.3.2 HS2002 441129 Only some part of it
8.3.2 HS2007 441112
8.3.2 HS2007 441113
8.3.2 HS2007 441114 Only some part of it
8.3.2 HS2012 441112
8.3.2 HS2012 441113
8.3.2 HS2012 441114 Only some part of it
8.3.2 HS2017 441112
8.3.2 HS2017 441113
8.3.2 HS2017 441114 Only some part of it
8.3.3 HS2002 441131
8.3.3 HS2002 441139
8.3.3 HS2002 441191
8.3.3 HS2002 441199
8.3.3 HS2007 441114 Only some part of it
8.3.3 HS2007 441193
8.3.3 HS2007 441194
8.3.3 HS2012 441114 Only some part of it
8.3.3 HS2012 441193
8.3.3 HS2012 441194
8.3.3 HS2017 441114 Only some part of it
8.3.3 HS2017 441193
8.3.3 HS2017 441194
9 HS2002 4701
9 HS2002 4702
9 HS2002 4703
9 HS2002 4704
9 HS2002 4705
9 HS2007 4701
9 HS2007 4702
9 HS2007 4703
9 HS2007 4704
9 HS2007 4705
9 HS2012 4701
9 HS2012 4702
9 HS2012 4703
9 HS2012 4704
9 HS2012 4705
9 HS2017 4701
9 HS2017 4702
9 HS2017 4703
9 HS2017 4704
9 HS2017 4705
9.1 HS2002 4701
9.1 HS2002 4705
9.1 HS2007 4701
9.1 HS2007 4705
9.1 HS2012 4701
9.1 HS2012 4705
9.1 HS2017 4701
9.1 HS2017 4705
9.2 HS2002 4703
9.2 HS2002 4704
9.2 HS2007 4703
9.2 HS2007 4704
9.2 HS2012 4703
9.2 HS2012 4704
9.2 HS2017 4703
9.2 HS2017 4704
9.2.1 HS2002 4703
9.2.1 HS2007 4703
9.2.1 HS2012 4703
9.2.1 HS2017 4703
9.2.1.1 HS2002 470321
9.2.1.1 HS2002 470329
9.2.1.1 HS2007 470321
9.2.1.1 HS2007 470329
9.2.1.1 HS2012 470321
9.2.1.1 HS2012 470329
9.2.1.1 HS2017 470321
9.2.1.1 HS2017 470329
9.2.2 HS2002 4704
9.2.2 HS2007 4704
9.2.2 HS2012 4704
9.2.2 HS2017 4704
9.3 HS2002 4702
9.3 HS2007 4702
9.3 HS2012 4702
9.3 HS2017 4702
10 HS2002 4706
10 HS2007 4706
10 HS2012 4706
10 HS2017 4706
10.1 HS2002 470610
10.1 HS2002 470691
10.1 HS2002 470692
10.1 HS2002 470693
10.1 HS2007 470610
10.1 HS2007 470630
10.1 HS2007 470691
10.1 HS2007 470692
10.1 HS2007 470693
10.1 HS2012 470610
10.1 HS2012 470630
10.1 HS2012 470691
10.1 HS2012 470692
10.1 HS2012 470693
10.1 HS2017 470610
10.1 HS2017 470630
10.1 HS2017 470691
10.1 HS2017 470692
10.1 HS2017 470693
10.2 HS2002 470620
10.2 HS2007 470620
10.2 HS2012 470620
10.2 HS2017 470620
11 HS2002 4707
11 HS2007 4707
11 HS2012 4707
11 HS2017 4707
12 HS2002 4801
12 HS2002 4802
12 HS2002 4803
12 HS2002 4804
12 HS2002 4805
12 HS2002 4806
12 HS2002 4808
12 HS2002 4809
12 HS2002 4810
12 HS2002 481151
12 HS2002 481159
12 HS2002 4812
12 HS2002 4813
12 HS2007 4801
12 HS2007 4802
12 HS2007 4803
12 HS2007 4804
12 HS2007 4805
12 HS2007 4806
12 HS2007 4808
12 HS2007 4809
12 HS2007 4810
12 HS2007 481151
12 HS2007 481159
12 HS2007 4812
12 HS2007 4813
12 HS2012 4801
12 HS2012 4802
12 HS2012 4803
12 HS2012 4804
12 HS2012 4805
12 HS2012 4806
12 HS2012 4808
12 HS2012 4809
12 HS2012 4810
12 HS2012 481151
12 HS2012 481159
12 HS2012 4812
12 HS2012 4813
12 HS2017 4801
12 HS2017 4802
12 HS2017 4803
12 HS2017 4804
12 HS2017 4805
12 HS2017 4806
12 HS2017 4808
12 HS2017 4809
12 HS2017 4810
12 HS2017 481151
12 HS2017 481159
12 HS2017 4812
12 HS2017 4813
12.1 HS2002 4801
12.1 HS2002 480210
12.1 HS2002 480220
12.1 HS2002 480254
12.1 HS2002 480255
12.1 HS2002 480256
12.1 HS2002 480257
12.1 HS2002 480258
12.1 HS2002 480261
12.1 HS2002 480262
12.1 HS2002 480269
12.1 HS2002 4809
12.1 HS2002 481013
12.1 HS2002 481014
12.1 HS2002 481019
12.1 HS2002 481022
12.1 HS2002 481029
12.1 HS2007 4801
12.1 HS2007 480210
12.1 HS2007 480220
12.1 HS2007 480254
12.1 HS2007 480255
12.1 HS2007 480256
12.1 HS2007 480257
12.1 HS2007 480258
12.1 HS2007 480261
12.1 HS2007 480262
12.1 HS2007 480269
12.1 HS2007 4809
12.1 HS2007 481013
12.1 HS2007 481014
12.1 HS2007 481019
12.1 HS2007 481022
12.1 HS2007 481029
12.1 HS2012 4801
12.1 HS2012 480210
12.1 HS2012 480220
12.1 HS2012 480254
12.1 HS2012 480255
12.1 HS2012 480256
12.1 HS2012 480257
12.1 HS2012 480258
12.1 HS2012 480261
12.1 HS2012 480262
12.1 HS2012 480269
12.1 HS2012 4809
12.1 HS2012 481013
12.1 HS2012 481014
12.1 HS2012 481019
12.1 HS2012 481022
12.1 HS2012 481029
12.1 HS2017 4801
12.1 HS2017 480210
12.1 HS2017 480220
12.1 HS2017 480254
12.1 HS2017 480255
12.1 HS2017 480256
12.1 HS2017 480257
12.1 HS2017 480258
12.1 HS2017 480261
12.1 HS2017 480262
12.1 HS2017 480269
12.1 HS2017 4809
12.1 HS2017 481013
12.1 HS2017 481014
12.1 HS2017 481019
12.1 HS2017 481022
12.1 HS2017 481029
12.1.1 HS2002 4801
12.1.1 HS2007 4801
12.1.1 HS2012 4801
12.1.1 HS2017 4801
12.1.2 HS2002 480261
12.1.2 HS2002 480262
12.1.2 HS2002 480269
12.1.2 HS2007 480261
12.1.2 HS2007 480262
12.1.2 HS2007 480269
12.1.2 HS2012 480261
12.1.2 HS2012 480262
12.1.2 HS2012 480269
12.1.2 HS2017 480261
12.1.2 HS2017 480262
12.1.2 HS2017 480269
12.1.3 HS2002 480210
12.1.3 HS2002 480220
12.1.3 HS2002 480254
12.1.3 HS2002 480255
12.1.3 HS2002 480256
12.1.3 HS2002 480257
12.1.3 HS2002 480258
12.1.3 HS2007 480210
12.1.3 HS2007 480220
12.1.3 HS2007 480254
12.1.3 HS2007 480255
12.1.3 HS2007 480256
12.1.3 HS2007 480257
12.1.3 HS2007 480258
12.1.3 HS2012 480210
12.1.3 HS2012 480220
12.1.3 HS2012 480254
12.1.3 HS2012 480255
12.1.3 HS2012 480256
12.1.3 HS2012 480257
12.1.3 HS2012 480258
12.1.3 HS2017 480210
12.1.3 HS2017 480220
12.1.3 HS2017 480254
12.1.3 HS2017 480255
12.1.3 HS2017 480256
12.1.3 HS2017 480257
12.1.3 HS2017 480258
12.1.4 HS2002 4809
12.1.4 HS2002 481013
12.1.4 HS2002 481014
12.1.4 HS2002 481019
12.1.4 HS2002 481022
12.1.4 HS2002 481029
12.1.4 HS2007 4809
12.1.4 HS2007 481013
12.1.4 HS2007 481014
12.1.4 HS2007 481019
12.1.4 HS2007 481022
12.1.4 HS2007 481029
12.1.4 HS2012 4809
12.1.4 HS2012 481013
12.1.4 HS2012 481014
12.1.4 HS2012 481019
12.1.4 HS2012 481022
12.1.4 HS2012 481029
12.1.4 HS2017 4809
12.1.4 HS2017 481013
12.1.4 HS2017 481014
12.1.4 HS2017 481019
12.1.4 HS2017 481022
12.1.4 HS2017 481029
12.2 HS2002 4803
12.2 HS2007 4803
12.2 HS2012 4803
12.2 HS2017 4803
12.3 HS2002 480411
12.3 HS2002 480419
12.3 HS2002 480421
12.3 HS2002 480429
12.3 HS2002 480431
12.3 HS2002 480439
12.3 HS2002 480442
12.3 HS2002 480449
12.3 HS2002 480451
12.3 HS2002 480452
12.3 HS2002 480459
12.3 HS2002 480511
12.3 HS2002 480512
12.3 HS2002 480519
12.3 HS2002 480524
12.3 HS2002 480525
12.3 HS2002 480530
12.3 HS2002 480591
12.3 HS2002 480592
12.3 HS2002 480593
12.3 HS2002 480610
12.3 HS2002 480620
12.3 HS2002 480640
12.3 HS2002 4808
12.3 HS2002 481031
12.3 HS2002 481032
12.3 HS2002 481039
12.3 HS2002 481092
12.3 HS2002 481099
12.3 HS2002 481151
12.3 HS2002 481159
12.3 HS2007 480411
12.3 HS2007 480419
12.3 HS2007 480421
12.3 HS2007 480429
12.3 HS2007 480431
12.3 HS2007 480439
12.3 HS2007 480442
12.3 HS2007 480449
12.3 HS2007 480451
12.3 HS2007 480452
12.3 HS2007 480459
12.3 HS2007 480511
12.3 HS2007 480512
12.3 HS2007 480519
12.3 HS2007 480524
12.3 HS2007 480525
12.3 HS2007 480530
12.3 HS2007 480591
12.3 HS2007 480592
12.3 HS2007 480593
12.3 HS2007 480610
12.3 HS2007 480620
12.3 HS2007 480640
12.3 HS2007 4808
12.3 HS2007 481031
12.3 HS2007 481032
12.3 HS2007 481039
12.3 HS2007 481092
12.3 HS2007 481099
12.3 HS2007 481151
12.3 HS2007 481159
12.3 HS2012 480411
12.3 HS2012 480419
12.3 HS2012 480421
12.3 HS2012 480429
12.3 HS2012 480431
12.3 HS2012 480439
12.3 HS2012 480442
12.3 HS2012 480449
12.3 HS2012 480451
12.3 HS2012 480452
12.3 HS2012 480459
12.3 HS2012 480511
12.3 HS2012 480512
12.3 HS2012 480519
12.3 HS2012 480524
12.3 HS2012 480525
12.3 HS2012 480530
12.3 HS2012 480591
12.3 HS2012 480592
12.3 HS2012 480593
12.3 HS2012 480610
12.3 HS2012 480620
12.3 HS2012 480640
12.3 HS2012 4808
12.3 HS2012 481031
12.3 HS2012 481032
12.3 HS2012 481039
12.3 HS2012 481092
12.3 HS2012 481099
12.3 HS2012 481151
12.3 HS2012 481159
12.3 HS2017 480411
12.3 HS2017 480419
12.3 HS2017 480421
12.3 HS2017 480429
12.3 HS2017 480431
12.3 HS2017 480439
12.3 HS2017 480442
12.3 HS2017 480449
12.3 HS2017 480451
12.3 HS2017 480452
12.3 HS2017 480459
12.3 HS2017 480511
12.3 HS2017 480512
12.3 HS2017 480519
12.3 HS2017 480524
12.3 HS2017 480525
12.3 HS2017 480530
12.3 HS2017 480591
12.3 HS2017 480592
12.3 HS2017 480593
12.3 HS2017 480610
12.3 HS2017 480620
12.3 HS2017 480640
12.3 HS2017 4808
12.3 HS2017 481031
12.3 HS2017 481032
12.3 HS2017 481039
12.3 HS2017 481092
12.3 HS2017 481099
12.3 HS2017 481151
12.3 HS2017 481159
12.3.1 HS2002 480411
12.3.1 HS2002 480419
12.3.1 HS2002 480511
12.3.1 HS2002 480512
12.3.1 HS2002 480519
12.3.1 HS2002 480524
12.3.1 HS2002 480525
12.3.1 HS2002 480591
12.3.1 HS2007 480411
12.3.1 HS2007 480419
12.3.1 HS2007 480511
12.3.1 HS2007 480512
12.3.1 HS2007 480519
12.3.1 HS2007 480524
12.3.1 HS2007 480525
12.3.1 HS2007 480591
12.3.1 HS2012 480411
12.3.1 HS2012 480419
12.3.1 HS2012 480511
12.3.1 HS2012 480512
12.3.1 HS2012 480519
12.3.1 HS2012 480524
12.3.1 HS2012 480525
12.3.1 HS2012 480591
12.3.2 HS2002 480442
12.3.2 HS2002 480449
12.3.2 HS2002 480451
12.3.2 HS2002 480452
12.3.2 HS2002 480459
12.3.2 HS2002 480592
12.3.2 HS2002 481032
12.3.2 HS2002 481039
12.3.2 HS2002 481092
12.3.2 HS2002 481151
12.3.2 HS2002 481159
12.3.2 HS2007 480442
12.3.2 HS2007 480449
12.3.2 HS2007 480451
12.3.2 HS2007 480452
12.3.2 HS2007 480459
12.3.2 HS2007 480592
12.3.2 HS2007 481032
12.3.2 HS2007 481039
12.3.2 HS2007 481092
12.3.2 HS2007 481151
12.3.2 HS2007 481159
12.3.2 HS2012 480442
12.3.2 HS2012 480449
12.3.2 HS2012 480451
12.3.2 HS2012 480452
12.3.2 HS2012 480459
12.3.2 HS2012 480592
12.3.2 HS2012 481032
12.3.2 HS2012 481039
12.3.2 HS2012 481092
12.3.2 HS2012 481151
12.3.2 HS2012 481159
12.3.2 HS2017 480442
12.3.2 HS2017 480449
12.3.2 HS2017 480451
12.3.2 HS2017 480452
12.3.2 HS2017 480459
12.3.2 HS2017 480592
12.3.2 HS2017 481032
12.3.2 HS2017 481039
12.3.2 HS2017 481092
12.3.2 HS2017 481151
12.3.2 HS2017 481159
12.3.3 HS2002 480421
12.3.3 HS2002  480429
12.3.3 HS2002  480431
12.3.3 HS2002 480439
12.3.3 HS2002 480530
12.3.3 HS2002 480610
12.3.3 HS2002 480620
12.3.3 HS2002 480640
12.3.3 HS2002 4808
12.3.3 HS2002 481031
12.3.3 HS2002 481099
12.3.3 HS2007 480421
12.3.3 HS2007 480429
12.3.3 HS2007 480431
12.3.3 HS2007 480439
12.3.3 HS2007 480530
12.3.3 HS2007 480610
12.3.3 HS2007 480620
12.3.3 HS2007 480640
12.3.3 HS2007 4808
12.3.3 HS2007 481031
12.3.3 HS2007 481099
12.3.3 HS2012 480421
12.3.3 HS2012 480429
12.3.3 HS2012 480431
12.3.3 HS2012 480439
12.3.3 HS2012 480530
12.3.3 HS2012 480610
12.3.3 HS2012 480620
12.3.3 HS2012 480640
12.3.3 HS2012 4808
12.3.3 HS2012 481031
12.3.3 HS2012 481099
12.3.3 HS2017 480421
12.3.3 HS2017 480429
12.3.3 HS2017 480431
12.3.3 HS2017 480439
12.3.3 HS2017 480530
12.3.3 HS2017 480610
12.3.3 HS2017 480620
12.3.3 HS2017 480640
12.3.3 HS2017 4808
12.3.3 HS2017 481031
12.3.3 HS2017 481099
12.3.4 HS2002 480593
12.3.4 HS2007 480593
12.3.4 HS2012 480593
12.3.4 HS2017 480593
12.4 HS2002 480240
12.4 HS2002 480441
12.4 HS2002 480540
12.4 HS2002 480550
12.4 HS2002 480630
12.4 HS2002 4812
12.4 HS2002 4813
12.4 HS2007 480240
12.4 HS2007 480441
12.4 HS2007 480540
12.4 HS2007 480550
12.4 HS2007 480630
12.4 HS2007 4812
12.4 HS2007 4813
12.4 HS2012 480240
12.4 HS2012 480441
12.4 HS2012 480540
12.4 HS2012 480550
12.4 HS2012 480630
12.4 HS2012 4812
12.4 HS2012 4813
12.4 HS2017 480240
12.4 HS2017 480441
12.4 HS2017 480540
12.4 HS2017 480550
12.4 HS2017 480630
12.4 HS2017 4812
12.4 HS2017 4813
13.1 HS2002 440910
13.1 HS2002 440920 Only some part of it
13.1 HS2007 440910
13.1 HS2007 440929
13.1 HS2012 440910
13.1 HS2012 440929
13.1 HS2017 440910
13.1 HS2017 440922
13.1 HS2017 440929
13.1.C HS2002 440910
13.1.C HS2007 440910
13.1.C HS2012 440910
13.1.C HS2017 440910
13.1.NC HS2002 440920 Only some part of it
13.1.NC HS2007 440929
13.1.NC HS2012 440929
13.1.NC HS2017 440922
13.1.NC HS2017 440929
13.1.NC.T HS2002 440920 Only some part of it
13.1.NC.T HS2007 440929 Only some part of it
13.1.NC.T HS2012 440929 Only some part of it
13.1.NC.T HS2017 440922
13.2 HS2002 4415
13.2 HS2002 4416
13.2 HS2007 4415
13.2 HS2007 4416
13.2 HS2012 4415
13.2 HS2012 4416
13.2 HS2017 4415
13.2 HS2017 4416
13.3 HS2002 4414
13.3 HS2002 4419 Only some part of it
13.3 HS2002 4420
13.3 HS2007 4414
13.3 HS2007 4419 Only some part of it
13.3 HS2007 4420
13.3 HS2012 4414
13.3 HS2012 4419 Only some part of it
13.3 HS2012 4420
13.3 HS2017 4414
13.3 HS2017 441990
13.3 HS2017 4420
13.4 HS2002 441810
13.4 HS2002 441820
13.4 HS2002 441830
13.4 HS2002 441840
13.4 HS2002 441850
13.4 HS2002 441890 Only some part of it
13.4 HS2007 441810
13.4 HS2007 481820
13.4 HS2007 441840
13.4 HS2007 441850
13.4 HS2007 441860
13.4 HS2007 441871 Only some part of it
13.4 HS2007 441872 Only some part of it
13.4 HS2007 441879 Only some part of it
13.4 HS2007 441890 Only some part of it
13.4 HS2012 441810
13.4 HS2012 441820
13.4 HS2012 441840
13.4 HS2012 441850
13.4 HS2012 441860
13.4 HS2012 441871 Only some part of it
13.4 HS2012 441872 Only some part of it
13.4 HS2012 441879 Only some part of it
13.4 HS2012 441890 Only some part of it
13.4 HS2017 441810
13.4 HS2017 441820
13.4 HS2017 441840
13.4 HS2017 441850
13.4 HS2017 441860
13.4 HS2017 441874
13.4 HS2017 441875
13.4 HS2017 441879
13.4 HS2017 441899
13.5 HS2002 940161
13.5 HS2002 940169
13.5 HS2002 940190 Only some part of it
13.5 HS2002 940330
13.5 HS2002 940340
13.5 HS2002 940350
13.5 HS2002 940360
13.5 HS2002 940390 Only some part of it
13.5 HS2007 940161
13.5 HS2007 940169
13.5 HS2007 940190 Only some part of it
13.5 HS2007 940330
13.5 HS2007 940340
13.5 HS2007 940350
13.5 HS2007 940360
13.5 HS2007 940390 Only some part of it
13.5 HS2012 940161
13.5 HS2012 940169
13.5 HS2012 940190 Only some part of it
13.5 HS2012 940330
13.5 HS2012 940340
13.5 HS2012 940350
13.5 HS2012 940360
13.5 HS2012 940390 Only some part of it
13.5 HS2017 940161
13.5 HS2017 940169
13.5 HS2017 940190 Only some part of it
13.5 HS2017 940330
13.5 HS2017 940340
13.5 HS2017 940350
13.5 HS2017 940360
13.5 HS2017 940390 Only some part of it
13.6 HS2002 9406 Only some part of it
13.6 HS2007 9406 Only some part of it
13.6 HS2012 9406 Only some part of it
13.6 HS2017 940610
13.7 HS2002 4404
13.7 HS2002 4405
13.7 HS2002 4413
13.7 HS2002 4417
13.7 HS2002 442110
13.7 HS2002 442190 Only some part of it
13.7 HS2007 4404
13.7 HS2007 4405
13.7 HS2007 4413
13.7 HS2007 4417
13.7 HS2007 442110
13.7 HS2007 442190 Only some part of it
13.7 HS2012 4404
13.7 HS2012 4405
13.7 HS2012 4413
13.7 HS2012 4417
13.7 HS2012 442110
13.7 HS2012 442190 Only some part of it
13.7 HS2017 4404
13.7 HS2017 4405
13.7 HS2017 4413
13.7 HS2017 4417
13.7 HS2017 442110
13.7 HS2017 442199
14.1 HS2002 4807
14.1 HS2007 4807
14.1 HS2012 4807
14.1 HS2017 4807
14.2 HS2002 481110
14.2 HS2002 481141
14.2 HS2002 481149
14.2 HS2002 481160
14.2 HS2002 481190
14.2 HS2007 481110
14.2 HS2007 481141
14.2 HS2007 481149
14.2 HS2007 481160
14.2 HS2007 481190
14.2 HS2012 481110
14.2 HS2012 481141
14.2 HS2012 481149
14.2 HS2012 481160
14.2 HS2012 481190
14.2 HS2017 481110
14.2 HS2017 481141
14.2 HS2017 481149
14.2 HS2017 481160
14.2 HS2017 481190
14.3 HS2002 4818
14.3 HS2007 4818
14.3 HS2012 4818
14.3 HS2017 4818
14.4 HS2002 4819
14.4 HS2007 4819
14.4 HS2012 4819
14.4 HS2017 4819
14.5 HS2002 4814
14.5 HS2002 4816
14.5 HS2002 4817
14.5 HS2002 4820
14.5 HS2002 4821
14.5 HS2002 4822
14.5 HS2002 4823
14.5 HS2007 4814
14.5 HS2007 4816
14.5 HS2007 4817
14.5 HS2007 4820
14.5 HS2007 4821
14.5 HS2007 4822
14.5 HS2007 4823
14.5 HS2012 4814
14.5 HS2012 4816
14.5 HS2012 4817
14.5 HS2012 4820
14.5 HS2012 4821
14.5 HS2012 4822
14.5 HS2012 4823
14.5 HS2017 4814
14.5 HS2017 4816
14.5 HS2017 4817
14.5 HS2017 4820
14.5 HS2017 4821
14.5 HS2017 4822
14.5 HS2017 4823
14.5.1 HS2002 482390 Only some part of it
14.5.1 HS2007 482390 Only some part of it
14.5.1 HS2012 482390 Only some part of it
14.5.1 HS2017 482390 Only some part of it
14.5.2 HS2002 482370
14.5.2 HS2007 482370
14.5.2 HS2012 482370
14.5.2 HS2017 482370
14.5.3 HS2002 482320
14.5.3 HS2007 482320
14.5.3 HS2012 482320
14.5.3 HS2017 482320
12.6 HS2002 482110 Only some part of it
12.6 HS2002 482190 Only some part of it
12.6 HS2002 482210 Only some part of it
12.6 HS2002 482290 Only some part of it
12.6 HS2002 482312 Only some part of it
12.6 HS2002 482319 Only some part of it
12.6 HS2002 482320 Only some part of it
12.6 HS2002 482340 Only some part of it
12.6 HS2002 482360 Only some part of it
12.6 HS2002 482370 Only some part of it
12.6 HS2002 482390 Only some part of it
12.6 HS2002 480210 Only some part of it
12.6 HS2002 480220 Only some part of it
12.6 HS2002 480230 Only some part of it
12.6 HS2002 480240 Only some part of it
12.6 HS2002 480254 Only some part of it
12.6 HS2002 480255 Only some part of it
12.6 HS2002 480256 Only some part of it
12.6 HS2002 480257 Only some part of it
12.6 HS2002 480258 Only some part of it
12.6 HS2002 480261 Only some part of it
12.6 HS2002  480262 Only some part of it
12.6 HS2002  480269 Only some part of it
12.6 HS2002 481013 Only some part of it
12.6 HS2002 481014 Only some part of it
12.6 HS2002 481019 Only some part of it
12.6 HS2002 481022 Only some part of it
12.6 HS2002 481029 Only some part of it
12.6 HS2002 481031 Only some part of it
12.6 HS2002 481032 Only some part of it
12.6 HS2002 481039 Only some part of it
12.6 HS2002 481092 Only some part of it
12.6 HS2002  481099 Only some part of it
12.6 HS2007 481410
12.6 HS2007 481420
12.6 HS2007 481490
12.6 HS2007 481710
12.6 HS2007 481720
12.6 HS2007 481730
12.6 HS2007 482010
12.6 HS2007 482020
12.6 HS2007 482030
12.6 HS2007 482040
12.6 HS2007 482050
12.6 HS2007 482090
12.6 HS2007 482110
12.6 HS2007 482190
12.6 HS2007 482210
12.6 HS2007 482290
12.6 HS2007 482320
12.6 HS2007 482340
12.6 HS2007 482361
12.6 HS2007 482369
12.6 HS2007 482370
12.6 HS2007 482390
12.6 HS2012 481420
12.6 HS2012 481490
12.6 HS2012 481710
12.6 HS2012 481720
12.6 HS2012 481730
12.6 HS2012 482020
12.6 HS2012 482030
12.6 HS2012 482040
12.6 HS2012 482050
12.6 HS2012 482090
12.6 HS2012 482110
12.6 HS2012 482190
12.6 HS2012 482210
12.6 HS2012 482290
12.6 HS2012 482320
12.6 HS2012 482340
12.6 HS2012 482361
12.6 HS2012 482369
12.6 HS2012 482370
12.6 HS2012 482390
12.6.1 HS2002 480210 Only some part of it
12.6.1 HS2002 480220 Only some part of it
12.6.1 HS2002 480230 Only some part of it
12.6.1 HS2002 480240 Only some part of it
12.6.1 HS2002 480254 Only some part of it
12.6.1 HS2002 480255 Only some part of it
12.6.1 HS2002 480256 Only some part of it
12.6.1 HS2002 480257 Only some part of it
12.6.1 HS2002 480258 Only some part of it
12.6.1 HS2002 480261 Only some part of it
12.6.1 HS2002  480262 Only some part of it
12.6.1 HS2002  480269 Only some part of it
12.6.1 HS2002 481013 Only some part of it
12.6.1 HS2002 481014 Only some part of it
12.6.1 HS2002 481019 Only some part of it
12.6.1 HS2002 481022 Only some part of it
12.6.1 HS2002 481029 Only some part of it
12.6.1 HS2002 481031 Only some part of it
12.6.1 HS2002 481032 Only some part of it
12.6.1 HS2002 481039 Only some part of it
12.6.1 HS2002 481092 Only some part of it
12.6.1 HS2002  481099 Only some part of it
12.6.1 HS2002 482390 Only some part of it
12.6.1 HS2007 482390 Only some part of it
12.6.1 HS2012 482390 Only some part of it
12.6.2 HS2002 482370
12.6.2 HS2007 482370
12.6.2 HS2012 482370
12.6.3 HS2002 482320
12.6.3 HS2007 482320
12.6.3 HS2012 482320

Conversion factors

JFSQ
JOINT FOREST SECTOR QUESTIONNAIRE
Conversion Factors
NOTE THESE ARE ONLY GENERAL FACTORS. IT WOULD BE PREFERABLE TO USE SPECIES- OR COUNTRY-SPECIFIC FACTORS
Multiply the quantity expressed in units on the right side of "per" with the factor to get the value expressed in units on left side of "per".
Items in BOLD RED text were added to the JFSQ in February 2023
Product Code Product JFSQ Quantity Unit Results from UNECE/FAO/ITTO 2020 publication "Forest Product Conversion Factors" UNECE/FAO Engineered Wood Products Questionnaire (last revised 2020) Results from UNECE/FAO 2009 Conversion Factors Questionnaire (median) FAO and UNECE Statistical Publications (Pre-2009)
volume to weight volume/weight of finished product to volume of roundwood Notes to Results volume to weight Notes to Results volume to weight volume/weight of finished product to volume of roundwood Notes to Results volume to weight volume to area volume/weight of finished product to volume of roundwood
m3 per MT m3 per MT m3 per MT Roundwood equivalent Roundwood equivalent Roundwood equivalent m3 per MT m3 per MT Roundwood equivalent m3 per MT m3 per m2 Roundwood
equivalent
Europe NA** EECCA** Europe NA** EECCA**
1 ROUNDWOOD (WOOD IN THE ROUGH) 1000 m3 ub
1.1 WOOD FUEL, INCLUDING WOOD FOR CHARCOAL 1000 m3 ub 1.38
1.1.C Coniferous 1000 m3 ub 1.64 typical shipping weight Green = 1.12 Based on 891 kg/m3 green, basic density of .41, and 20% moisture seasoned 1.60
1000 m3 ub Seasoned = 1.82 Based on 407 kg/m3 dry, assuming 20% moisture
1.1.NC Non-Coniferous 1000 m3 ub 1.11 typical shipping weight Green=1.05 Based on 1137 kg/m3 green, specific gravity of .55, and 20% moisture seasoned 1.33
1000 m3 ub Seasoned=1.43
1.2 INDUSTRIAL ROUNDWOOD 1000 m3 ub
1.2.C Coniferous 1000 m3 ub 1.11 1.08 1.27 Averaged pulp and log 1.10 Based on 50/50 ratio of share of logs/pulpwood in industrial roundwood
1.2.C.Fir Fir (and Spruce) 1000 m3 ub 1.21 Austrian Energy Agency, 2009. weighted by share of standing inventory of European speices (57% spruce, 10% silver fir and remaining species)
1.2.C.Pine Pine 1000 m3 ub 1.08 Austrian Energy Agency, 2009, weighted 25% Scots Pine, 2% maritime pine, 2% black pine and remaining species
1.2.NC Non-Coniferous 1000 m3 ub 0.98 1.02 1.15 0.91 Based on 50/50 ratio of share of logs/pulpwood in industrial roundwood
1.2.NC.T of which:Tropical 1000 m3 ub AFRICA=1.31, ASIA=0.956, LA. AM= 0.847, World=1.12 Source: Fonseca "Measurement of Roundwood" 2005, ITTO Annual Review 2007, table 3-2-a Species weight averaged using m3/tonne from Fonseca 2005 and volume exported by species from each region as shown in ITTO 2007 (assumes that bark is removed) 1.37
1.2.1 SAWLOGS AND VENEER LOGS 1000 m3 ub 1.04 0.96 1.12 Averaged C & NC 1.05 Based on 950 kg/m3 green. Bark is included in weight but not in volume.
1.2.1.C Coniferous 1000 m3 ub 1.10 1.00 1.19 1.07 Based on 935 kg/m3 green. Bark is included in weight but not in volume. 1.43
1.2.1.NC Non-Coniferous 1000 m3 ub 0.97 0.92 1.04 0.91 Based on 1093 kg/m3 green. Bark is included in weight but not in volume. 1.25
1.2.NC.Beech Beech 1000 m3 ub 0.92 Austrian Energy Agency, 2009
1.2.NC.Birch Birch 1000 m3 ub 0.88 Austrian Energy Agency, 2009
1.2.NC.Eucalyptus Eucalyptus 1000 m3 ub 0.77 ATIBT, 1982
1.2.NC.Oak Oak 1000 m3 ub 0.88 Austrian Energy Agency, 2009
1.2.NC.Poplar Poplar 1000 m3 ub 1.06 Austrian Energy Agency, 2009
1.2.2 PULPWOOD (ROUND & SPLIT) 1000 m3 ub 1.05 1.14 1.30 Averaged C & NC 1.08 Based on 930 kg/m3 green. Bark is included in weight but not in volume. 1.48
1.2.2.C Coniferous 1000 m3 ub 1.11 1.16 1.35 1.12 Based on 891 kg/m3 green. Bark is included in weight but not in volume. 1.54
1.2.2.NC Non-Coniferous 1000 m3 ub 0.98 1.11 1.25 0.91 Based on 1095 kg/m3 green. Bark is included in weight but not in volume. 1.33
1.2.3 OTHER INDUSTRIAL ROUNDWOOD 1000 m3 ub 1.07 1.33
1.2.3.C Coniferous 1000 m3 ub 1.11 1.16 1.35 used pulpwood data 1.12 same as 1.2.2.C 1.43
1.2.3.NC Non-Coniferous 1000 m3 ub 0.98 1.11 1.25 0.91 same as 1.2.2.NC 1.25
2 WOOD CHARCOAL 1000 MT 6 m3rw/tonne 5.35 Does not include the use of any of the wood fiber to generate the heat to make (add about 30% if inputted wood fiber used to provide heat) 6.00
3 WOOD CHIPS, PARTICLES AND RESIDUES 1000 m3
3.1 WOOD CHIPS AND PARTICLES 1000 m3 1.205 1.07 1.21 1.08 m3 /MT = green swe per odmt / avg delivered tonne/odmt, rwe= +1% softwood=1.19 1.205 Based on swe/odmt of 2.41 and avg delivered mt / odmt of 2.0 in solid m3 1.60
1000 m3 hardwood = 1.05 1.123 Based on swe/odmt of 2.01 and avg delivered mt / odmt of 1.79 in solid m3
1000 m3 Woodchip, Green swe to oven-dry tonne m3/odmt mix = 1.15
3.2 WOOD RESIDUES 1000 m3 1.205 1.07 1.21 1.08 Based on wood chips Green=1.15 Based on wood chips 1.50
1000 m3 2.12 2.07 Seasoned = 2.12 2.07 Assumption for seasoned is based on average basic density of .42 from questionnaire and assumes 15% moisture content
3.2.1 of which: SAWDUST 1000 m3 1.205 1.07 1.21 1.08 Based on wood chips
4 RECOVERED POST-CONSUMER WOOD 1000 mt Delivered MT (12-20% atmospheric moisture). Convert to dry weight for energy purposes (multiply by 0.88 - 0.80)
5 WOOD PELLETS AND OTHER AGGLOMERATES 1000 MT
5.1 WOOD PELLETS 1000 MT 1.54 1.45 1.54 1.51 1.44 nodata m3/ton - bulk density, loose volume, 5-10% mcw- Equivalent - solid wood imput to bulk m3 pellets 1.51 1.44 Bulk (loose) volume, 5-10% moisture
5.2 OTHER AGGLOMERATES 1000 MT 1.12 nodata nodata 2.32 nodata nodata m3/ton - Pressed logs and briquettes, bulk density, loose volume. Equivalent - m3rw/odmt 1.31 2.29 roundwood equivalent is m3rw/odmt, volume to weight is bulk (loose volume)
6 SAWNWOOD 1000 m3 1.6 / 1.82*
6.C Coniferous 1000 m3 1.202 1.69 1.62 1.85 m3/ton - Average Sawnwood shipping weight. Equivalent - Sawnwood green rough Green=1.202 RoughGreen=1.67 Green sawnwood based on basic density of .94, less bark (11%) 1.82
1000 m3 1.82 1.72 Nodata 2 1.69 2.05 Sawnwood dry rough Dry = 1.99 RoughDry=1.99 Dry sawnwood weight based on basic density of .42, 4% shrinkage and 15% moisture content
1000 m3 2.26 2.08 nodata Sawnwood dry planed PlanedDry=2.13
6.C.Fir Fir and Spruce 1000 m3 2.16 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight). Weighted ratio of standing inventory.
6.C.Pine Pine 1000 m3 1.72 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight). Weighted ratio of standing inventory.
6.NC Non-Coniferous 1000 m3 1.04 1.89 1.79 nodata Sawnwood green rough Green=1.04 RoughGreen=1.86 Green sawnwood based on basic density of 1.09, less bark (12%) 1.43
1000 m3 1.43 nodata nodata 2.01 1.92 nodata m3/ton - Average Sawnwood shipping weight. Equivalent - Sawnwood green rough Seasoned=1.50 RoughDry=2.01 Dry sawnwood weight based on basic density of .55, 5% shrinkage and 15% moisture content
1000 m3 3.25 3.38 nodata Sawnwood dry planed PlanedDry=2.81
6.NC.Ash Ash 1000 m3 1.47 Wood Database (wood-database.com). Air-dry.
6.NC.Beech Beech 1000 m3 1.42 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight).
6.NC.Birch Birch 1000 m3 1.47 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight).
6.NC.Cherry Cherry 1000 m3 1.62 Giordano, 1976, Tecnologia del legno. Air-dry. Prunus avium.
6.NC.Maple Maple 1000 m3 1.35 Giordano, 1976, Tecnologia del legno. Air-dry
6.NC.Oak Oak 1000 m3 1.38 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight).
6.NC.Poplar Poplar 1000 m3 2.29 Austrian Energy Agency, 2009. Dried weight (15% moisture content dry weight).
6.NC.T of which:Tropical 1000 m3 1.38 Based on FP Conversion Factors (2019), Asia (720 kg / m3)
7 VENEER SHEETS 1000 m3 1.33 0.0025 1.9*
7.C Coniferous 1000 m3 1.05 1.95 1.5 Green veneer based on the ratio from the old conversion factors Green=1.20 1.5*** Green veneer based on basic density of .94, less bark (11%) 0.003
1000 m3 1.8 nodata nodata 2.08 1.6 nodata m3/ton - Average panel shipping weight; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product Seasoned=2.06 1.6*** Dry veneer weight based on basic density of .42, 9% shrinkage and 5% moisture content
7.NC Non-Coniferous 1000 m3 1.15 nodata nodata 2.11 1.89 Green veneer based on the ratio from the old conversion factors Green=1.04 1.5*** Green veneer based on basic density of 1.09, less bark (11%) 0.001
1000 m3 1.7 nodata nodata 2.25 2 nodata m3/ton - Average panel shipping weight; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product Seasoned=1.53 1.6*** Dry veneer weight based on basic density of .55, 11.5% shrinkage and 5% moisture content
7.NC.T of which:Tropical 1000 m3
8 WOOD-BASED PANELS 1000 m3 1.6
8.1 PLYWOOD 1000 m3 1.54 0.105 2.3*
8,1.C Coniferous 1000 m3 1.67 Nodata Nodata 2.16 1.92 nodata 1.69 2.12 dried, sanded, peeled 0.0165***
8.1.NC Non-Coniferous 1000 m3 1.54 Nodata Nodata 2.54 2.14 nodata 1.54 1.92 dried, sanded, sliced 0.0215***
8.1.NC.T of which:Tropical 1000 m3
8.1.1 of which: LAMINATED VENEER LUMBER 1000 m3 1.69 Same as coniferous plywood
8.1.1.C Coniferous 1000 m3 1.69 Same as coniferous plywood
8.1.1.NC Non-Coniferous 1000 m3 no data
8.1.1.NC.T of which:Tropical 1000 m3 no data
8.2 PARTICLE BOARD (including OSB) 1000 m3 1.54
8.2x PARTICLE BOARD (excluding OSB) 1000 m3 1.54 Nodata Nodata 1.51 1.54 nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product. 1.53 1.50 0.018***
8.2.1 of which: OSB 1000 m3 1.64 Nodata Nodata 1.72 1.63 nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product. 1.67 1.63 0.018***
8.3 FIBREBOARD 1000 m3 nodata nodata nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product.
8.3.1 HARDBOARD 1000 m3 1.06 Nodata Nodata 2.2 1.77 nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product. 1.06 1.93 solid wood per m3 of product 1.05 0.005
Alex McCusker: Alex McCusker: 0.003 per Conversion Factors Study
8.3.2 MEDIUM/HIGH DENSITY FIBREBOARD (MDF/HDF) 1000 m3 1.35 Nodata Nodata 1.80 1.53 nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product. 1.37 1.70 solid wood per m3 of product 2.00 0.016
8.3.3 OTHER FIBREBOARD 1000 m3 3.85 Nodata Nodata 0.68 0.71 nodata m3/ton - Based on Product based density; Roundwood equivalent - m3rw = cubic metre roundwood, m3p = cubic metre product. 3.44 0.71 solid wood per m3 of product, mostly insulating board 4.00 0.025
9 WOOD PULP 1000 MT 3.7 nodata 3.76 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 3.86 3.37
9.1 MECHANICAL AND SEMI-CHEMICAL 1000 MT 2.59 2.45 2.94 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 2.60 air-dried metric ton (mechanical 2.50, semi-chemical 2.70)
9..2 CHEMICAL 1000 MT 4.80 4.29 4.10 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.90
9.2.1 SULPHATE 1000 MT 4.50 nodata 4.60 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.57 air-dried metric ton (unbleached 4.63, bleached 4.50)
9.2.1.1 of which: bleached 1000 MT 4.50 nodata 4.90 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.50 air-dried metric ton
9.2.2 SULPHITE 1000 MT 4.73 nodata 4.15 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.83 air-dried metric ton (unbleached 4.64 and bleached 5.01)
9.3 DISSOLVING GRADES 1000 MT 4.46 nodata nodata m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 5.65 air-dried metric ton
10 OTHER PULP 1000 MT nodata nodata nodata m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis)
10.1 PULP FROM FIBRES OTHER THAN WOOD 1000 MT nodata nodata nodata m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis)
10.2 RECOVERED FIBRE PULP 1000 MT nodata nodata nodata m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis)
11 RECOVERED PAPER 1000 MT nodata nodata nodata m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 1.28 MT in per MT out
12 PAPER AND PAPERBOARD 1000 MT 3.85 nodata 4.15 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 3.6 3.37
12.1 GRAPHIC PAPERS 1000 MT nodata nodata nodata
12.1.1 NEWSPRINT 1000 MT 2.80 2.50 3.15 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 2.80 air-dried metric ton
12.1.2 UNCOATED MECHANICAL 1000 MT 3.50 nodata 4.00 3.50 air-dried metric ton
12.1.3 UNCOATED WOODFREE 1000 MT nodata nodata nodata
12.1.4 COATED PAPERS 1000 MT 3.50 nodata 4.00 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 3.95 air-dried metric ton
12.2 SANITARY AND HOUSEHOLD PAPERS 1000 MT 4.60 nodata 4.20 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.90 air-dried metric ton
12.3 PACKAGING MATERIALS 1000 MT 3.25 nodata 4.30 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 3.25 air-dried metric ton
12.3.1 CASE MATERIALS 1000 MT 4.20 nodata 4.00 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.20 air-dried metric ton
12.3.2 CARTONBOARD 1000 MT 4.00 nodata 4.30 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.00 air-dried metric ton
12.3.3 WRAPPING PAPERS 1000 MT 4.10 nodata 4.40 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.10 air-dried metric ton
12.3.4 OTHER PAPERS MAINLY FOR PACKAGING 1000 MT 4.00 nodata 3.30 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 4.00 air-dried metric ton
12.4 OTHER PAPER AND PAPERBOARD N.E.S 1000 MT 3.48 nodata 3.30 m3sw/MT, where m3sw = cubic metre solid wood, and MT = tonne (in this case assumed air-dry – 10% moisture, wet basis) 3.48 air-dried metric ton
15 GLULAM AND CROSS-LAMINATED TIMBER 1000 m3
15.1 GLULAM 1000 m3 1.69 same as coniferous plywood
15.2 CROSS-LAMINATED TIMBER 1000 m3 2.00
16 I-BEAMS 1000 MT 1.68 222 linear meters per MT
For inverse relationships divide 1 by the factor given, e.g. to convert m3 of wood charcoal to mt divide 1 by m3/mt factor of 6 = 0.167
Notes: Forest Measures
MT = metric tonnes (1000 kg) Unit m3/unit
m3 = cubic meters (solid volume) 1000 board feet (sawlogs) 4.53**** **** = obsolete - more recent figures would be:
m2 = square meters 1000 board feet (sawnwood - nominal) 2.36 for Oregon, Washington State, Alaska (west of Cascades), South East United States (Doyle region): 6.3
(s) = solid volume 1000 board feet (sawnwood - actual) 1.69 Inland Western North America, Great Lakes (North America), Eastern Canada: 5.7
1000 square feet (1/8 inch thickness) 0.295 Northeast United States Int 1/4": 5
Unit Conversion cord 3.625
1 inch = 25.4 millimetres cord (pulpwood) 2.55
1 square foot = 0.0929 square metre cord (wood fuel) 2.12
1 pound = 0.454 kilograms cubic foot 0.02832
1 short ton (2000 pounds) = 0.9072 metric ton cubic foot (stacked) 0.01841
1 long ton (2240 pounds) = 1.016 metric ton cunit 2.83
Bold = FAO published figure fathom 6.1164
hoppus cubic foot 0.0222
* = ITTO hoppus super(ficial) foot 0.00185
hoppus ton (50 hoppus cubic feet) 1.11
** NA = North America; EECCA = Eastern Europe, Caucasus and Central Asia Petrograd Standard 4.672
stere 1
*** = Conversion Factor Study, US figures, rotary for conifer and sliced for non-conifer stere (pulpwood) 0.72
stere (wood fuel) 0.65
Fonseca "Measurement of Roundwood" 2005. Estimated by Matt Fonseca based on regional knowledge of the scaling methods and timber types
prepared February 2004
updated 2007 with RWE factors
updated 2009 with provisional results of forest products conversion factors study
updated 2011 with results of forest products conversion factors study (DP49)
updated 2023 with results of 2019 UNECE/FAO/ITTO study - https://www.fao.org/documents/card/en/c/ca7952en

Flatfile

geo stk_flow time prod_wd treespec unit obs_value obs_flag
FI PRD 2021 RW_OB TOTAL THS_M3 76347.955
FI PRD 2021 RW_FW_OB TOTAL THS_M3 10278.023
FI PRD 2021 RW_FW_OB CONIF THS_M3 4956.317
FI PRD 2021 RW_FW_OB NCONIF THS_M3 5321.706
FI PRD 2021 RW_IN_OB TOTAL THS_M3 66069.932
FI PRD 2021 RW_IN_OB CONIF THS_M3 55458.191
FI PRD 2021 RW_IN_OB NCONIF THS_M3 10611.741
FI PRD 2021 RW_IN_OB NC_TRO THS_M3 0
FI PRD 2021 RW_IN_LG_OB TOTAL THS_M3 29327.617
FI PRD 2021 RW_IN_LG_OB CONIF THS_M3 28168.411
FI PRD 2021 RW_IN_LG_OB NCONIF THS_M3 1159.206
FI PRD 2021 RW_IN_PW_OB TOTAL THS_M3 36742.315
FI PRD 2021 RW_IN_PW_OB CONIF THS_M3 27289.78
FI PRD 2021 RW_IN_PW_OB NCONIF THS_M3 9452.535
FI PRD 2021 RW_IN_O_OB TOTAL THS_M3 0
FI PRD 2021 RW_IN_O_OB CONIF THS_M3 0
FI PRD 2021 RW_IN_O_OB NCONIF THS_M3 0
FI PRD 2022 RW_OB TOTAL THS_M3 75112.063
FI PRD 2022 RW_FW_OB TOTAL THS_M3 10825.926
FI PRD 2022 RW_FW_OB CONIF THS_M3 5320.816
FI PRD 2022 RW_FW_OB NCONIF THS_M3 5505.11
FI PRD 2022 RW_IN_OB TOTAL THS_M3 64286.137
FI PRD 2022 RW_IN_OB CONIF THS_M3 54067.555
FI PRD 2022 RW_IN_OB NCONIF THS_M3 10218.582
FI PRD 2022 RW_IN_OB NC_TRO THS_M3 0
FI PRD 2022 RW_IN_LG_OB TOTAL THS_M3 28888.148
FI PRD 2022 RW_IN_LG_OB CONIF THS_M3 27716.23
FI PRD 2022 RW_IN_LG_OB NCONIF THS_M3 1171.918
FI PRD 2022 RW_IN_PW_OB TOTAL THS_M3 35397.989
FI PRD 2022 RW_IN_PW_OB CONIF THS_M3 26351.325
FI PRD 2022 RW_IN_PW_OB NCONIF THS_M3 9046.664
FI PRD 2022 RW_IN_O_OB TOTAL THS_M3 0
FI PRD 2022 RW_IN_O_OB CONIF THS_M3 0
FI PRD 2022 RW_IN_O_OB NCONIF THS_M3 0
FI PRD 2021 RW TOTAL THS_M3 66713.896538
FI PRD 2021 RW_FW TOTAL THS_M3 8911.045941
FI PRD 2021 RW_FW CONIF THS_M3 4297.126839
FI PRD 2021 RW_FW NCONIF THS_M3 4613.919102
FI PRD 2021 RW_IN TOTAL THS_M3 57802.850597
FI PRD 2021 RW_IN CONIF THS_M3 48628.868117
FI PRD 2021 RW_IN NCONIF THS_M3 9173.98248
FI PRD 2021 RW_IN NC_TRO THS_M3 0
FI PRD 2021 RW_IN_LG TOTAL THS_M3 26093.095192
FI PRD 2021 RW_IN_LG CONIF THS_M3 25067.197882
FI PRD 2021 RW_IN_LG NCONIF THS_M3 1025.89731
FI PRD 2021 RW_IN_PW TOTAL THS_M3 31709.755405
FI PRD 2021 RW_IN_PW CONIF THS_M3 23561.670235
FI PRD 2021 RW_IN_PW NCONIF THS_M3 8148.08517
FI PRD 2021 RW_IN_O TOTAL THS_M3 0
FI PRD 2021 RW_IN_O CONIF THS_M3 0
FI PRD 2021 RW_IN_O NCONIF THS_M3 0
FI PRD 2021 CHA TOTAL THS_T
FI PRD 2021 CHP_RES TOTAL THS_M3 15128.864
FI PRD 2021 CHP TOTAL THS_M3 9653.442
FI PRD 2021 RES TOTAL THS_M3 5475.422
FI PRD 2021 RES_SWD TOTAL THS_M3 3067.501
FI PRD 2021 RCW TOTAL THS_T 551.688148
FI PRD 2021 PEL_AGG TOTAL THS_T 365.186
FI PRD 2021 PEL TOTAL THS_T 365.186
FI PRD 2021 AGG TOTAL THS_T 0
FI PRD 2021 SN TOTAL THS_M3 11966
FI PRD 2021 SN CONIF THS_M3 11900
FI PRD 2021 SN NCONIF THS_M3 66
FI PRD 2021 SN NC_TRO THS_M3 0
FI PRD 2021 PN_VN TOTAL THS_M3 170 9
FI PRD 2021 PN_VN CONIF THS_M3
FI PRD 2021 PN_VN NCONIF THS_M3
FI PRD 2021 PN_VN NC_TRO THS_M3 0 9
FI PRD 2021 PN TOTAL THS_M3 1233 6
FI PRD 2021 PN_PY TOTAL THS_M3 1130
FI PRD 2021 PN_PY CONIF THS_M3
FI PRD 2021 PN_PY NCONIF THS_M3
FI PRD 2021 PN_PY NC_TRO THS_M3 0
FI PRD 2021 PN_PY_LVL TOTAL THS_M3
FI PRD 2021 PN_PY_LVL CONIF THS_M3
FI PRD 2021 PN_PY_LVL NCONIF THS_M3
FI PRD 2021 PN_PY_LVL NC_TRO THS_M3
FI PRD 2021 PN_PB TOTAL THS_M3 54 6
FI PRD 2021 PN_PB_OSB TOTAL THS_M3 0 6
FI PRD 2021 PN_FB TOTAL THS_M3 49 6
FI PRD 2021 PN_FB_HB TOTAL THS_M3 49 6
FI PRD 2021 PN_FB_MDF TOTAL THS_M3 0 6
FI PRD 2021 PN_FB_O TOTAL THS_M3 0 6
FI PRD 2021 PL TOTAL THS_T 10960
FI PRD 2021 PL_MC_SCH TOTAL THS_T 2640
FI PRD 2021 PL_CH TOTAL THS_T 8320
FI PRD 2021 PL_CH_SA TOTAL THS_T
FI PRD 2021 PL_CH_SAB TOTAL THS_T
FI PRD 2021 PL_CH_SI TOTAL THS_T
FI PRD 2021 PL_DS TOTAL THS_T
FI PRD 2021 PLO TOTAL THS_T
FI PRD 2021 PLO_NW TOTAL THS_T
FI PRD 2021 PLO_RC TOTAL THS_T
FI PRD 2021 RCP TOTAL THS_T 460
FI PRD 2021 PP TOTAL THS_T 8660
FI PRD 2021 PP_GR TOTAL THS_T 3250
FI PRD 2021 PP_GR_NP TOTAL THS_T
FI PRD 2021 PP_GR_MC TOTAL THS_T
FI PRD 2021 PP_GR_NW TOTAL THS_T
FI PRD 2021 PP_GR_CO TOTAL THS_T
FI PRD 2021 PP_HS TOTAL THS_T
FI PRD 2021 PP_PK TOTAL THS_T 4220
FI PRD 2021 PP_PK_CS TOTAL THS_T
FI PRD 2021 PP_PK_CB TOTAL THS_T
FI PRD 2021 PP_PK_WR TOTAL THS_T
FI PRD 2021 PP_PK_O TOTAL THS_T
FI PRD 2021 PP_O TOTAL THS_T 1190
FI PRD 2021 GLT_CLT TOTAL THS_M3
FI PRD 2021 GLT TOTAL THS_M3
FI PRD 2021 CLT TOTAL THS_M3
FI PRD 2021 I_BEAMS TOTAL THS_T
FI PRD 2022 RW TOTAL THS_M3 65637.339725
FI PRD 2022 RW_FW TOTAL THS_M3 9386.077842
FI PRD 2022 RW_FW CONIF THS_M3 4613.147472
FI PRD 2022 RW_FW NCONIF THS_M3 4772.93037
FI PRD 2022 RW_IN TOTAL THS_M3 56251.261883
FI PRD 2022 RW_IN CONIF THS_M3 47415.890085
FI PRD 2022 RW_IN NCONIF THS_M3 8835.371798
FI PRD 2022 RW_IN NC_TRO THS_M3 0
FI PRD 2022 RW_IN_LG TOTAL THS_M3 25701.545062
FI PRD 2022 RW_IN_LG CONIF THS_M3 24664.397632
FI PRD 2022 RW_IN_LG NCONIF THS_M3 1037.14743
FI PRD 2022 RW_IN_PW TOTAL THS_M3 30549.716821
FI PRD 2022 RW_IN_PW CONIF THS_M3 22751.492453
FI PRD 2022 RW_IN_PW NCONIF THS_M3 7798.224368
FI PRD 2022 RW_IN_O TOTAL THS_M3 0
FI PRD 2022 RW_IN_O CONIF THS_M3 0
FI PRD 2022 RW_IN_O NCONIF THS_M3 0
FI PRD 2022 CHA TOTAL THS_T
FI PRD 2022 CHP_RES TOTAL THS_M3 14375.6525 7
FI PRD 2022 CHP TOTAL THS_M3 9302.541 7
FI PRD 2022 RES TOTAL THS_M3 5073.1115 7
FI PRD 2022 RES_SWD TOTAL THS_M3 2912.517 7
FI PRD 2022 RCW TOTAL THS_T 518.849848 7
FI PRD 2022 PEL_AGG TOTAL THS_T 359.629 7
FI PRD 2022 PEL TOTAL THS_T 359.629 7
FI PRD 2022 AGG TOTAL THS_T 0 7
FI PRD 2022 SN TOTAL THS_M3 11273
FI PRD 2022 SN CONIF THS_M3 11200
FI PRD 2022 SN NCONIF THS_M3 73
FI PRD 2022 SN NC_TRO THS_M3 0
FI PRD 2022 PN_VN TOTAL THS_M3 184 9
FI PRD 2022 PN_VN CONIF THS_M3
FI PRD 2022 PN_VN NCONIF THS_M3
FI PRD 2022 PN_VN NC_TRO THS_M3 0 9
FI PRD 2022 PN TOTAL THS_M3 1206 6
FI PRD 2022 PN_PY TOTAL THS_M3 1110
FI PRD 2022 PN_PY CONIF THS_M3
FI PRD 2022 PN_PY NCONIF THS_M3
FI PRD 2022 PN_PY NC_TRO THS_M3 0
FI PRD 2022 PN_PY_LVL TOTAL THS_M3
FI PRD 2022 PN_PY_LVL CONIF THS_M3
FI PRD 2022 PN_PY_LVL NCONIF THS_M3
FI PRD 2022 PN_PY_LVL NC_TRO THS_M3
FI PRD 2022 PN_PB TOTAL THS_M3 50 6
FI PRD 2022 PN_PB_OSB TOTAL THS_M3 0 6
FI PRD 2022 PN_FB TOTAL THS_M3 46 6
FI PRD 2022 PN_FB_HB TOTAL THS_M3 46 6
FI PRD 2022 PN_FB_MDF TOTAL THS_M3 0 6
FI PRD 2022 PN_FB_O TOTAL THS_M3 0 6
FI PRD 2022 PL TOTAL THS_T 10520
FI PRD 2022 PL_MC_SCH TOTAL THS_T 2840
FI PRD 2022 PL_CH TOTAL THS_T 7680
FI PRD 2022 PL_CH_SA TOTAL THS_T
FI PRD 2022 PL_CH_SAB TOTAL THS_T
FI PRD 2022 PL_CH_SI TOTAL THS_T
FI PRD 2022 PL_DS TOTAL THS_T
FI PRD 2022 PLO TOTAL THS_T
FI PRD 2022 PLO_NW TOTAL THS_T
FI PRD 2022 PLO_RC TOTAL THS_T
FI PRD 2022 RCP TOTAL THS_T 450
FI PRD 2022 PP TOTAL THS_T 7210
FI PRD 2022 PP_GR TOTAL THS_T 2160
FI PRD 2022 PP_GR_NP TOTAL THS_T
FI PRD 2022 PP_GR_MC TOTAL THS_T
FI PRD 2022 PP_GR_NW TOTAL THS_T
FI PRD 2022 PP_GR_CO TOTAL THS_T
FI PRD 2022 PP_HS TOTAL THS_T
FI PRD 2022 PP_PK TOTAL THS_T 4150
FI PRD 2022 PP_PK_CS TOTAL THS_T
FI PRD 2022 PP_PK_CB TOTAL THS_T
FI PRD 2022 PP_PK_WR TOTAL THS_T
FI PRD 2022 PP_PK_O TOTAL THS_T
FI PRD 2022 PP_O TOTAL THS_T 900
FI PRD 2022 GLT_CLT TOTAL THS_M3
FI PRD 2022 GLT TOTAL THS_M3
FI PRD 2022 CLT TOTAL THS_M3
FI PRD 2022 I_BEAMS TOTAL THS_T
FI IMP 2021 RW TOTAL THS_M3 6441.4119312
FI IMP 2021 RW_FW TOTAL THS_M3 143.3679312
FI IMP 2021 RW_FW CONIF THS_M3 110.3252016
FI IMP 2021 RW_FW NCONIF THS_M3 33.0427296
FI IMP 2021 RW_IN TOTAL THS_M3 6298.044
FI IMP 2021 RW_IN CONIF THS_M3 1467.83
FI IMP 2021 RW_IN NCONIF THS_M3 4830.214
FI IMP 2021 RW_IN NC_TRO THS_M3 0.004
FI IMP 2021 CHA TOTAL THS_T 5.387026
FI IMP 2021 CHP_RES TOTAL THS_M3 4659.5614608872
FI IMP 2021 CHP TOTAL THS_M3 4406.6012759725
FI IMP 2021 RES TOTAL THS_M3 252.9601849147
FI IMP 2021 RES_SWD TOTAL THS_M3 252.9601849147
FI IMP 2021 RCW TOTAL THS_T 252.137623
FI IMP 2021 PEL_AGG TOTAL THS_T 238.384096
FI IMP 2021 PEL TOTAL THS_T 196.126738
FI IMP 2021 AGG TOTAL THS_T 42.257358
FI IMP 2021 SN TOTAL THS_M3 577.897
FI IMP 2021 SN CONIF THS_M3 547.269
FI IMP 2021 SN NCONIF THS_M3 30.628
FI IMP 2021 SN NC_TRO THS_M3 4.799
FI IMP 2021 PN_VN TOTAL THS_M3 9.084
FI IMP 2021 PN_VN CONIF THS_M3 0.085
FI IMP 2021 PN_VN NCONIF THS_M3 8.999
FI IMP 2021 PN_VN NC_TRO THS_M3 2.768
FI IMP 2021 PN TOTAL THS_M3 417.37084125
FI IMP 2021 PN_PY TOTAL THS_M3 121.649
FI IMP 2021 PN_PY CONIF THS_M3 19.241
FI IMP 2021 PN_PY NCONIF THS_M3 102.408
FI IMP 2021 PN_PY NC_TRO THS_M3 0.815
FI IMP 2021 PN_PY_LVL TOTAL THS_M3
FI IMP 2021 PN_PY_LVL CONIF THS_M3
FI IMP 2021 PN_PY_LVL NCONIF THS_M3
FI IMP 2021 PN_PY_LVL NC_TRO THS_M3
FI IMP 2021 PN_PB TOTAL THS_M3 128.66
FI IMP 2021 PN_PB_OSB TOTAL THS_M3 47.339
FI IMP 2021 PN_FB TOTAL THS_M3 167.06184125
FI IMP 2021 PN_FB_HB TOTAL THS_M3 25.539
FI IMP 2021 PN_FB_MDF TOTAL THS_M3 108.8481
FI IMP 2021 PN_FB_O TOTAL THS_M3 32.67474125
FI IMP 2021 PL TOTAL THS_T 149.786251
FI IMP 2021 PL_MC_SCH TOTAL THS_T 9.461724
FI IMP 2021 PL_CH TOTAL THS_T 133.567665
FI IMP 2021 PL_CH_SA TOTAL THS_T 130.696765
FI IMP 2021 PL_CH_SAB TOTAL THS_T 106.675607
FI IMP 2021 PL_CH_SI TOTAL THS_T 2.8709
FI IMP 2021 PL_DS TOTAL THS_T 6.756862
FI IMP 2021 PLO TOTAL THS_T 2.948363
FI IMP 2021 PLO_NW TOTAL THS_T 2.006406
FI IMP 2021 PLO_RC TOTAL THS_T 0.941957
FI IMP 2021 RCP TOTAL THS_T 67.288019
FI IMP 2021 PP TOTAL THS_T 353.444831
FI IMP 2021 PP_GR TOTAL THS_T 70.972866
FI IMP 2021 PP_GR_NP TOTAL THS_T 34.201265
FI IMP 2021 PP_GR_MC TOTAL THS_T 3.620554
FI IMP 2021 PP_GR_NW TOTAL THS_T 15.183061
FI IMP 2021 PP_GR_CO TOTAL THS_T 17.967986
FI IMP 2021 PP_HS TOTAL THS_T 1.869663
FI IMP 2021 PP_PK TOTAL THS_T 278.890943
FI IMP 2021 PP_PK_CS TOTAL THS_T 153.727223
FI IMP 2021 PP_PK_CB TOTAL THS_T 85.740341
FI IMP 2021 PP_PK_WR TOTAL THS_T 33.472912
FI IMP 2021 PP_PK_O TOTAL THS_T 5.950467
FI IMP 2021 PP_O TOTAL THS_T 1.711359
FI IMP 2021 GLT_CLT TOTAL THS_M3
FI IMP 2021 GLT TOTAL THS_M3
FI IMP 2021 CLT TOTAL THS_M3
FI IMP 2021 I_BEAMS TOTAL THS_T
FI IMP 2021 RW TOTAL THS_NAC 293666.602
FI IMP 2021 RW_FW TOTAL THS_NAC 6981.578
FI IMP 2021 RW_FW CONIF THS_NAC 3868.409
FI IMP 2021 RW_FW NCONIF THS_NAC 3113.169
FI IMP 2021 RW_IN TOTAL THS_NAC 286685.024
FI IMP 2021 RW_IN CONIF THS_NAC 75470.83
FI IMP 2021 RW_IN NCONIF THS_NAC 211214.194
FI IMP 2021 RW_IN NC_TRO THS_NAC 35.988
FI IMP 2021 CHA TOTAL THS_NAC 3879.27
FI IMP 2021 CHP_RES TOTAL THS_NAC 181243.825
FI IMP 2021 CHP TOTAL THS_NAC 175138.267
FI IMP 2021 RES TOTAL THS_NAC 6105.558
FI IMP 2021 RES_SWD TOTAL THS_NAC 6105.558
FI IMP 2021 RCW TOTAL THS_NAC 8058.262
FI IMP 2021 PEL_AGG TOTAL THS_NAC 25763.472
FI IMP 2021 PEL TOTAL THS_NAC 23113.719
FI IMP 2021 AGG TOTAL THS_NAC 2649.753
FI IMP 2021 SN TOTAL THS_NAC 160397.533
FI IMP 2021 SN CONIF THS_NAC 133705.357
FI IMP 2021 SN NCONIF THS_NAC 26692.176
FI IMP 2021 SN NC_TRO THS_NAC 6122.931
FI IMP 2021 PN_VN TOTAL THS_NAC 6004.03
FI IMP 2021 PN_VN CONIF THS_NAC 410.688
FI IMP 2021 PN_VN NCONIF THS_NAC 5593.342
FI IMP 2021 PN_VN NC_TRO THS_NAC 1101.939
FI IMP 2021 PN TOTAL THS_NAC 175899.783
FI IMP 2021 PN_PY TOTAL THS_NAC 72689.783
FI IMP 2021 PN_PY CONIF THS_NAC 10121.059
FI IMP 2021 PN_PY NCONIF THS_NAC 62568.724
FI IMP 2021 PN_PY NC_TRO THS_NAC 2234.051
FI IMP 2021 PN_PY_LVL TOTAL THS_NAC
FI IMP 2021 PN_PY_LVL CONIF THS_NAC
FI IMP 2021 PN_PY_LVL NCONIF THS_NAC
FI IMP 2021 PN_PY_LVL NC_TRO THS_NAC
FI IMP 2021 PN_PB TOTAL THS_NAC 43990.064
FI IMP 2021 PN_PB_OSB TOTAL THS_NAC 17410.628
FI IMP 2021 PN_FB TOTAL THS_NAC 59219.936
FI IMP 2021 PN_FB_HB TOTAL THS_NAC 13141.73
FI IMP 2021 PN_FB_MDF TOTAL THS_NAC 41088.161
FI IMP 2021 PN_FB_O TOTAL THS_NAC 4990.045
FI IMP 2021 PL TOTAL THS_NAC 88130.274
FI IMP 2021 PL_MC_SCH TOTAL THS_NAC 3808.316
FI IMP 2021 PL_CH TOTAL THS_NAC 77215.652
FI IMP 2021 PL_CH_SA TOTAL THS_NAC 74345.615
FI IMP 2021 PL_CH_SAB TOTAL THS_NAC 63033.354
FI IMP 2021 PL_CH_SI TOTAL THS_NAC 2870.037
FI IMP 2021 PL_DS TOTAL THS_NAC 7106.306
FI IMP 2021 PLO TOTAL THS_NAC 3684.133
FI IMP 2021 PLO_NW TOTAL THS_NAC 3259.202
FI IMP 2021 PLO_RC TOTAL THS_NAC 424.931
FI IMP 2021 RCP TOTAL THS_NAC 13466.324
FI IMP 2021 PP TOTAL THS_NAC 291438.162
FI IMP 2021 PP_GR TOTAL THS_NAC 53402.649
FI IMP 2021 PP_GR_NP TOTAL THS_NAC 13839.671
FI IMP 2021 PP_GR_MC TOTAL THS_NAC 8073.357
FI IMP 2021 PP_GR_NW TOTAL THS_NAC 15760.885
FI IMP 2021 PP_GR_CO TOTAL THS_NAC 15728.736
FI IMP 2021 PP_HS TOTAL THS_NAC 3413.688
FI IMP 2021 PP_PK TOTAL THS_NAC 228962.157
FI IMP 2021 PP_PK_CS TOTAL THS_NAC 82115.166
FI IMP 2021 PP_PK_CB TOTAL THS_NAC 104588.381
FI IMP 2021 PP_PK_WR TOTAL THS_NAC 37961.457
FI IMP 2021 PP_PK_O TOTAL THS_NAC 4297.153
FI IMP 2021 PP_O TOTAL THS_NAC 5659.668
FI IMP 2021 GLT_CLT TOTAL THS_NAC
FI IMP 2021 GLT TOTAL THS_NAC
FI IMP 2021 CLT TOTAL THS_NAC
FI IMP 2021 I_BEAMS TOTAL THS_NAC
FI IMP 2022 RW TOTAL THS_M3 3016.863488
FI IMP 2022 RW_FW TOTAL THS_M3 137.513488
FI IMP 2022 RW_FW CONIF THS_M3 119.9084032
FI IMP 2022 RW_FW NCONIF THS_M3 17.6050848
FI IMP 2022 RW_IN TOTAL THS_M3 2879.35
FI IMP 2022 RW_IN CONIF THS_M3 1295.643
FI IMP 2022 RW_IN NCONIF THS_M3 1583.707
FI IMP 2022 RW_IN NC_TRO THS_M3 0
FI IMP 2022 CHA TOTAL THS_T 4.46745
FI IMP 2022 CHP_RES TOTAL THS_M3 1888.6792726599
FI IMP 2022 CHP TOTAL THS_M3 1711.5280427522
FI IMP 2022 RES TOTAL THS_M3 177.1512299077
FI IMP 2022 RES_SWD TOTAL THS_M3 177.1512299077
FI IMP 2022 RCW TOTAL THS_T 180.006317
FI IMP 2022 PEL_AGG TOTAL THS_T 207.58023
FI IMP 2022 PEL TOTAL THS_T 195.644846
FI IMP 2022 AGG TOTAL THS_T 11.935384
FI IMP 2022 SN TOTAL THS_M3 333.764
FI IMP 2022 SN CONIF THS_M3 300.017
FI IMP 2022 SN NCONIF THS_M3 33.747
FI IMP 2022 SN NC_TRO THS_M3 7.883
FI IMP 2022 PN_VN TOTAL THS_M3 11.241
FI IMP 2022 PN_VN CONIF THS_M3 0.299
FI IMP 2022 PN_VN NCONIF THS_M3 10.942
FI IMP 2022 PN_VN NC_TRO THS_M3 2.966
FI IMP 2022 PN TOTAL THS_M3 371.335
FI IMP 2022 PN_PY TOTAL THS_M3 87.188
FI IMP 2022 PN_PY CONIF THS_M3 29.691
FI IMP 2022 PN_PY NCONIF THS_M3 57.497
FI IMP 2022 PN_PY NC_TRO THS_M3 1.453
FI IMP 2022 PN_PY_LVL TOTAL THS_M3 1.131
FI IMP 2022 PN_PY_LVL CONIF THS_M3 0.959
FI IMP 2022 PN_PY_LVL NCONIF THS_M3 0.172
FI IMP 2022 PN_PY_LVL NC_TRO THS_M3 0.13
FI IMP 2022 PN_PB TOTAL THS_M3 143.59
FI IMP 2022 PN_PB_OSB TOTAL THS_M3 56.485
FI IMP 2022 PN_FB TOTAL THS_M3 140.557
FI IMP 2022 PN_FB_HB TOTAL THS_M3 20.569
FI IMP 2022 PN_FB_MDF TOTAL THS_M3 86.32
FI IMP 2022 PN_FB_O TOTAL THS_M3 33.668
FI IMP 2022 PL TOTAL THS_T 259.268315
FI IMP 2022 PL_MC_SCH TOTAL THS_T 1.464619
FI IMP 2022 PL_CH TOTAL THS_T 252.70262
FI IMP 2022 PL_CH_SA TOTAL THS_T 249.751563
FI IMP 2022 PL_CH_SAB TOTAL THS_T 230.324236
FI IMP 2022 PL_CH_SI TOTAL THS_T 2.951057
FI IMP 2022 PL_DS TOTAL THS_T 5.101076
FI IMP 2022 PLO TOTAL THS_T 4.894641
FI IMP 2022 PLO_NW TOTAL THS_T 3.226039
FI IMP 2022 PLO_RC TOTAL THS_T 1.668602
FI IMP 2022 RCP TOTAL THS_T 90.917188
FI IMP 2022 PP TOTAL THS_T 336.978375
FI IMP 2022 PP_GR TOTAL THS_T 91.184311
FI IMP 2022 PP_GR_NP TOTAL THS_T 49.81562
FI IMP 2022 PP_GR_MC TOTAL THS_T 5.325906
FI IMP 2022 PP_GR_NW TOTAL THS_T 20.955766
FI IMP 2022 PP_GR_CO TOTAL THS_T 15.087019
FI IMP 2022 PP_HS TOTAL THS_T 3.028118
FI IMP 2022 PP_PK TOTAL THS_T 239.589195
FI IMP 2022 PP_PK_CS TOTAL THS_T 137.141741
FI IMP 2022 PP_PK_CB TOTAL THS_T 65.375788
FI IMP 2022 PP_PK_WR TOTAL THS_T 31.012207
FI IMP 2022 PP_PK_O TOTAL THS_T 6.059459
FI IMP 2022 PP_O TOTAL THS_T 3.176751
FI IMP 2022 GLT_CLT TOTAL THS_M3 17048.27857
FI IMP 2022 GLT TOTAL THS_M3 16009.62857
FI IMP 2022 CLT TOTAL THS_M3 1038.65
FI IMP 2022 I_BEAMS TOTAL THS_T 0
FI IMP 2022 RW TOTAL THS_NAC 247565.144
FI IMP 2022 RW_FW TOTAL THS_NAC 10733.085
FI IMP 2022 RW_FW CONIF THS_NAC 7847.962
FI IMP 2022 RW_FW NCONIF THS_NAC 2885.123
FI IMP 2022 RW_IN TOTAL THS_NAC 236832.059
FI IMP 2022 RW_IN CONIF THS_NAC 97428.224
FI IMP 2022 RW_IN NCONIF THS_NAC 139403.835
FI IMP 2022 RW_IN NC_TRO THS_NAC 0
FI IMP 2022 CHA TOTAL THS_NAC 3800.494
FI IMP 2022 CHP_RES TOTAL THS_NAC 119638.479
FI IMP 2022 CHP TOTAL THS_NAC 112735.709
FI IMP 2022 RES TOTAL THS_NAC 6902.77
FI IMP 2022 RES_SWD TOTAL THS_NAC 6902.77
FI IMP 2022 RCW TOTAL THS_NAC 7362.999
FI IMP 2022 PEL_AGG TOTAL THS_NAC 49696.796
FI IMP 2022 PEL TOTAL THS_NAC 46038.066
FI IMP 2022 AGG TOTAL THS_NAC 3658.73
FI IMP 2022 SN TOTAL THS_NAC 118555.537
FI IMP 2022 SN CONIF THS_NAC 81521.236
FI IMP 2022 SN NCONIF THS_NAC 37034.301
FI IMP 2022 SN NC_TRO THS_NAC 9793.476
FI IMP 2022 PN_VN TOTAL THS_NAC 12467.008
FI IMP 2022 PN_VN CONIF THS_NAC 1153.298
FI IMP 2022 PN_VN NCONIF THS_NAC 11313.71
FI IMP 2022 PN_VN NC_TRO THS_NAC 1229.243
FI IMP 2022 PN TOTAL THS_NAC 192097.504
FI IMP 2022 PN_PY TOTAL THS_NAC 64362.659
FI IMP 2022 PN_PY CONIF THS_NAC 18590.006
FI IMP 2022 PN_PY NCONIF THS_NAC 45772.653
FI IMP 2022 PN_PY NC_TRO THS_NAC 2231.742
FI IMP 2022 PN_PY_LVL TOTAL THS_NAC 758.341
FI IMP 2022 PN_PY_LVL CONIF THS_NAC 602.542
FI IMP 2022 PN_PY_LVL NCONIF THS_NAC 155.799
FI IMP 2022 PN_PY_LVL NC_TRO THS_NAC 116.367
FI IMP 2022 PN_PB TOTAL THS_NAC 58980.217
FI IMP 2022 PN_PB_OSB TOTAL THS_NAC 21916.432
FI IMP 2022 PN_FB TOTAL THS_NAC 68754.628
FI IMP 2022 PN_FB_HB TOTAL THS_NAC 12406.415
FI IMP 2022 PN_FB_MDF TOTAL THS_NAC 50008.467
FI IMP 2022 PN_FB_O TOTAL THS_NAC 6339.746
FI IMP 2022 PL TOTAL THS_NAC 201833.572
FI IMP 2022 PL_MC_SCH TOTAL THS_NAC 744.174
FI IMP 2022 PL_CH TOTAL THS_NAC 193294.934
FI IMP 2022 PL_CH_SA TOTAL THS_NAC 189212.985
FI IMP 2022 PL_CH_SAB TOTAL THS_NAC 179968.459
FI IMP 2022 PL_CH_SI TOTAL THS_NAC 4081.949
FI IMP 2022 PL_DS TOTAL THS_NAC 7794.464
FI IMP 2022 PLO TOTAL THS_NAC 9133.463
FI IMP 2022 PLO_NW TOTAL THS_NAC 8289.658
FI IMP 2022 PLO_RC TOTAL THS_NAC 843.805
FI IMP 2022 RCP TOTAL THS_NAC 18617.767
FI IMP 2022 PP TOTAL THS_NAC 352365.101
FI IMP 2022 PP_GR TOTAL THS_NAC 86729.658
FI IMP 2022 PP_GR_NP TOTAL THS_NAC 33008.338
FI IMP 2022 PP_GR_MC TOTAL THS_NAC 5106.216
FI IMP 2022 PP_GR_NW TOTAL THS_NAC 30159.886
FI IMP 2022 PP_GR_CO TOTAL THS_NAC 18455.218
FI IMP 2022 PP_HS TOTAL THS_NAC 7185.223
FI IMP 2022 PP_PK TOTAL THS_NAC 246096.477
FI IMP 2022 PP_PK_CS TOTAL THS_NAC 94649.701
FI IMP 2022 PP_PK_CB TOTAL THS_NAC 101785.248
FI IMP 2022 PP_PK_WR TOTAL THS_NAC 43709.311
FI IMP 2022 PP_PK_O TOTAL THS_NAC 5952.217
FI IMP 2022 PP_O TOTAL THS_NAC 12353.743
FI IMP 2022 GLT_CLT TOTAL THS_NAC 15968.626
FI IMP 2022 GLT TOTAL THS_NAC 14692.674
FI IMP 2022 CLT TOTAL THS_NAC 1275.952
FI IMP 2022 I_BEAMS TOTAL THS_NAC 0
FI EXP 2021 RW TOTAL THS_M3 1119.09896
FI EXP 2021 RW_FW TOTAL THS_M3 48.57396
FI EXP 2021 RW_FW CONIF THS_M3 46.34872
FI EXP 2021 RW_FW NCONIF THS_M3 2.22524
FI EXP 2021 RW_IN TOTAL THS_M3 1070.525
FI EXP 2021 RW_IN CONIF THS_M3 965.99
FI EXP 2021 RW_IN NCONIF THS_M3 104.535
FI EXP 2021 RW_IN NC_TRO THS_M3 0.022
FI EXP 2021 CHA TOTAL THS_T 0.216576
FI EXP 2021 CHP_RES TOTAL THS_M3 147.8582434382
FI EXP 2021 CHP TOTAL THS_M3 147.8323861676
FI EXP 2021 RES TOTAL THS_M3 0.0258572705
FI EXP 2021 RES_SWD TOTAL THS_M3 0.0258572705
FI EXP 2021 RCW TOTAL THS_T 0.366993
FI EXP 2021 PEL_AGG TOTAL THS_T 20.520467
FI EXP 2021 PEL TOTAL THS_T 12.525848
FI EXP 2021 AGG TOTAL THS_T 7.994619
FI EXP 2021 SN TOTAL THS_M3 8735.857
FI EXP 2021 SN CONIF THS_M3 8715.693
FI EXP 2021 SN NCONIF THS_M3 20.164
FI EXP 2021 SN NC_TRO THS_M3 3.945
FI EXP 2021 PN_VN TOTAL THS_M3 171.347
FI EXP 2021 PN_VN CONIF THS_M3 55.369
FI EXP 2021 PN_VN NCONIF THS_M3 115.978
FI EXP 2021 PN_VN NC_TRO THS_M3 0.022
FI EXP 2021 PN TOTAL THS_M3 1031.42633431
FI EXP 2021 PN_PY TOTAL THS_M3 955.493
FI EXP 2021 PN_PY CONIF THS_M3 673.568
FI EXP 2021 PN_PY NCONIF THS_M3 281.925
FI EXP 2021 PN_PY NC_TRO THS_M3 0.206
FI EXP 2021 PN_PY_LVL TOTAL THS_M3
FI EXP 2021 PN_PY_LVL CONIF THS_M3
FI EXP 2021 PN_PY_LVL NCONIF THS_M3
FI EXP 2021 PN_PY_LVL NC_TRO THS_M3
FI EXP 2021 PN_PB TOTAL THS_M3 29.69
FI EXP 2021 PN_PB_OSB TOTAL THS_M3 0.066
FI EXP 2021 PN_FB TOTAL THS_M3 46.24333431
FI EXP 2021 PN_FB_HB TOTAL THS_M3 38.744
FI EXP 2021 PN_FB_MDF TOTAL THS_M3 6.765022
FI EXP 2021 PN_FB_O TOTAL THS_M3 0.73431231
FI EXP 2021 PL TOTAL THS_T 4475.258316
FI EXP 2021 PL_MC_SCH TOTAL THS_T 352.734527
FI EXP 2021 PL_CH TOTAL THS_T 3822.016216
FI EXP 2021 PL_CH_SA TOTAL THS_T 3821.785512
FI EXP 2021 PL_CH_SAB TOTAL THS_T 3654.358161
FI EXP 2021 PL_CH_SI TOTAL THS_T 0.230704
FI EXP 2021 PL_DS TOTAL THS_T 300.507573
FI EXP 2021 PLO TOTAL THS_T 0.051138
FI EXP 2021 PLO_NW TOTAL THS_T 0.04168
FI EXP 2021 PLO_RC TOTAL THS_T 0.009458
FI EXP 2021 RCP TOTAL THS_T 147.020301
FI EXP 2021 PP TOTAL THS_T 8388.559061
FI EXP 2021 PP_GR TOTAL THS_T 3615.227156
FI EXP 2021 PP_GR_NP TOTAL THS_T 84.974454
FI EXP 2021 PP_GR_MC TOTAL THS_T 426.621941
FI EXP 2021 PP_GR_NW TOTAL THS_T 665.908512
FI EXP 2021 PP_GR_CO TOTAL THS_T 2437.722249
FI EXP 2021 PP_HS TOTAL THS_T 19.487219
FI EXP 2021 PP_PK TOTAL THS_T 4602.562778
FI EXP 2021 PP_PK_CS TOTAL THS_T 1129.462709
FI EXP 2021 PP_PK_CB TOTAL THS_T 2809.244407
FI EXP 2021 PP_PK_WR TOTAL THS_T 490.703256
FI EXP 2021 PP_PK_O TOTAL THS_T 173.152406
FI EXP 2021 PP_O TOTAL THS_T 151.281908
FI EXP 2021 GLT_CLT TOTAL THS_M3
FI EXP 2021 GLT TOTAL THS_M3
FI EXP 2021 CLT TOTAL THS_M3
FI EXP 2021 I_BEAMS TOTAL THS_T
FI EXP 2021 RW TOTAL THS_NAC 95639.977
FI EXP 2021 RW_FW TOTAL THS_NAC 1895.276
FI EXP 2021 RW_FW CONIF THS_NAC 1683.405
FI EXP 2021 RW_FW NCONIF THS_NAC 211.871
FI EXP 2021 RW_IN TOTAL THS_NAC 93744.701
FI EXP 2021 RW_IN CONIF THS_NAC 87673.586
FI EXP 2021 RW_IN NCONIF THS_NAC 6071.115
FI EXP 2021 RW_IN NC_TRO THS_NAC 44.446
FI EXP 2021 CHA TOTAL THS_NAC 165.646
FI EXP 2021 CHP_RES TOTAL THS_NAC 6219.096
FI EXP 2021 CHP TOTAL THS_NAC 6207.611
FI EXP 2021 RES TOTAL THS_NAC 11.485
FI EXP 2021 RES_SWD TOTAL THS_NAC 11.485
FI EXP 2021 RCW TOTAL THS_NAC 82.127
FI EXP 2021 PEL_AGG TOTAL THS_NAC 2201.435
FI EXP 2021 PEL TOTAL THS_NAC 1575.689
FI EXP 2021 AGG TOTAL THS_NAC 625.746
FI EXP 2021 SN TOTAL THS_NAC 2572713.492
FI EXP 2021 SN CONIF THS_NAC 2562670.729
FI EXP 2021 SN NCONIF THS_NAC 10042.763
FI EXP 2021 SN NC_TRO THS_NAC 3631.587
FI EXP 2021 PN_VN TOTAL THS_NAC 54117.482
FI EXP 2021 PN_VN CONIF THS_NAC 28758.383
FI EXP 2021 PN_VN NCONIF THS_NAC 25359.099
FI EXP 2021 PN_VN NC_TRO THS_NAC 7.375
FI EXP 2021 PN TOTAL THS_NAC 581443.567
FI EXP 2021 PN_PY TOTAL THS_NAC 548258.478
FI EXP 2021 PN_PY CONIF THS_NAC 303765.837
FI EXP 2021 PN_PY NCONIF THS_NAC 244492.641
FI EXP 2021 PN_PY NC_TRO THS_NAC 760.631
FI EXP 2021 PN_PY_LVL TOTAL THS_NAC
FI EXP 2021 PN_PY_LVL CONIF THS_NAC
FI EXP 2021 PN_PY_LVL NCONIF THS_NAC
FI EXP 2021 PN_PY_LVL NC_TRO THS_NAC
FI EXP 2021 PN_PB TOTAL THS_NAC 9081.163
FI EXP 2021 PN_PB_OSB TOTAL THS_NAC 37.501
FI EXP 2021 PN_FB TOTAL THS_NAC 24103.926
FI EXP 2021 PN_FB_HB TOTAL THS_NAC 18772.382
FI EXP 2021 PN_FB_MDF TOTAL THS_NAC 5148.926
FI EXP 2021 PN_FB_O TOTAL THS_NAC 182.618
FI EXP 2021 PL TOTAL THS_NAC 2585364.618
FI EXP 2021 PL_MC_SCH TOTAL THS_NAC 125149.538
FI EXP 2021 PL_CH TOTAL THS_NAC 2242119.846
FI EXP 2021 PL_CH_SA TOTAL THS_NAC 2241923.336
FI EXP 2021 PL_CH_SAB TOTAL THS_NAC 2146493.961
FI EXP 2021 PL_CH_SI TOTAL THS_NAC 196.51
FI EXP 2021 PL_DS TOTAL THS_NAC 218095.234
FI EXP 2021 PLO TOTAL THS_NAC 100.665
FI EXP 2021 PLO_NW TOTAL THS_NAC 92.084
FI EXP 2021 PLO_RC TOTAL THS_NAC 8.581
FI EXP 2021 RCP TOTAL THS_NAC 20680.507
FI EXP 2021 PP TOTAL THS_NAC 6262823.479
FI EXP 2021 PP_GR TOTAL THS_NAC 2285472.386
FI EXP 2021 PP_GR_NP TOTAL THS_NAC 37260.569
FI EXP 2021 PP_GR_MC TOTAL THS_NAC 217670.314
FI EXP 2021 PP_GR_NW TOTAL THS_NAC 452556.243
FI EXP 2021 PP_GR_CO TOTAL THS_NAC 1577985.26
FI EXP 2021 PP_HS TOTAL THS_NAC 19099.163
FI EXP 2021 PP_PK TOTAL THS_NAC 3851504.021
FI EXP 2021 PP_PK_CS TOTAL THS_NAC 699066.62
FI EXP 2021 PP_PK_CB TOTAL THS_NAC 2504501.191
FI EXP 2021 PP_PK_WR TOTAL THS_NAC 527039.689
FI EXP 2021 PP_PK_O TOTAL THS_NAC 120896.521
FI EXP 2021 PP_O TOTAL THS_NAC 106747.909
FI EXP 2021 GLT_CLT TOTAL THS_NAC
FI EXP 2021 GLT TOTAL THS_NAC
FI EXP 2021 CLT TOTAL THS_NAC
FI EXP 2021 I_BEAMS TOTAL THS_NAC
FI EXP 2022 RW TOTAL THS_M3 1804.1389536
FI EXP 2022 RW_FW TOTAL THS_M3 101.3669536
FI EXP 2022 RW_FW CONIF THS_M3 95.530528
FI EXP 2022 RW_FW NCONIF THS_M3 5.8364256
FI EXP 2022 RW_IN TOTAL THS_M3 1702.772
FI EXP 2022 RW_IN CONIF THS_M3 1348.069
FI EXP 2022 RW_IN NCONIF THS_M3 354.703
FI EXP 2022 RW_IN NC_TRO THS_M3 0.011
FI EXP 2022 CHA TOTAL THS_T 0.148072
FI EXP 2022 CHP_RES TOTAL THS_M3 180.6978344648
FI EXP 2022 CHP TOTAL THS_M3 180.4398007829
FI EXP 2022 RES TOTAL THS_M3 0.2580336819
FI EXP 2022 RES_SWD TOTAL THS_M3 0.2580336819
FI EXP 2022 RCW TOTAL THS_T 0.003484
FI EXP 2022 PEL_AGG TOTAL THS_T 33.782289
FI EXP 2022 PEL TOTAL THS_T 18.117054
FI EXP 2022 AGG TOTAL THS_T 15.665235
FI EXP 2022 SN TOTAL THS_M3 8576.479
FI EXP 2022 SN CONIF THS_M3 8553.927
FI EXP 2022 SN NCONIF THS_M3 22.552
FI EXP 2022 SN NC_TRO THS_M3 3.644
FI EXP 2022 PN_VN TOTAL THS_M3 175.414
FI EXP 2022 PN_VN CONIF THS_M3 50.548
FI EXP 2022 PN_VN NCONIF THS_M3 124.866
FI EXP 2022 PN_VN NC_TRO THS_M3 0.021
FI EXP 2022 PN TOTAL THS_M3 971.748
FI EXP 2022 PN_PY TOTAL THS_M3 900.051
FI EXP 2022 PN_PY CONIF THS_M3 658.085
FI EXP 2022 PN_PY NCONIF THS_M3 241.966
FI EXP 2022 PN_PY NC_TRO THS_M3 0.227
FI EXP 2022 PN_PY_LVL TOTAL THS_M3 255.195
FI EXP 2022 PN_PY_LVL CONIF THS_M3 247.832
FI EXP 2022 PN_PY_LVL NCONIF THS_M3 7.363
FI EXP 2022 PN_PY_LVL NC_TRO THS_M3 0.013
FI EXP 2022 PN_PB TOTAL THS_M3 26.138
FI EXP 2022 PN_PB_OSB TOTAL THS_M3 0.262
FI EXP 2022 PN_FB TOTAL THS_M3 45.559
FI EXP 2022 PN_FB_HB TOTAL THS_M3 41.32
FI EXP 2022 PN_FB_MDF TOTAL THS_M3 3.864
FI EXP 2022 PN_FB_O TOTAL THS_M3 0.375
FI EXP 2022 PL TOTAL THS_T 3963.438065
FI EXP 2022 PL_MC_SCH TOTAL THS_T 332.362574
FI EXP 2022 PL_CH TOTAL THS_T 3624.86731
FI EXP 2022 PL_CH_SA TOTAL THS_T 3624.855019
FI EXP 2022 PL_CH_SAB TOTAL THS_T 3408.22975
FI EXP 2022 PL_CH_SI TOTAL THS_T 0.012291
FI EXP 2022 PL_DS TOTAL THS_T 6.208181
FI EXP 2022 PLO TOTAL THS_T 0.051817
FI EXP 2022 PLO_NW TOTAL THS_T 0.047876
FI EXP 2022 PLO_RC TOTAL THS_T 0.003941
FI EXP 2022 RCP TOTAL THS_T 118.79845
FI EXP 2022 PP TOTAL THS_T 7025.372693
FI EXP 2022 PP_GR TOTAL THS_T 2450.045059
FI EXP 2022 PP_GR_NP TOTAL THS_T 54.184912
FI EXP 2022 PP_GR_MC TOTAL THS_T 310.064246
FI EXP 2022 PP_GR_NW TOTAL THS_T 298.19805
FI EXP 2022 PP_GR_CO TOTAL THS_T 1787.597851
FI EXP 2022 PP_HS TOTAL THS_T 19.510029
FI EXP 2022 PP_PK TOTAL THS_T 4426.55091
FI EXP 2022 PP_PK_CS TOTAL THS_T 1144.124699
FI EXP 2022 PP_PK_CB TOTAL THS_T 2743.358156
FI EXP 2022 PP_PK_WR TOTAL THS_T 354.440979
FI EXP 2022 PP_PK_O TOTAL THS_T 184.627076
FI EXP 2022 PP_O TOTAL THS_T 129.266695
FI EXP 2022 GLT_CLT TOTAL THS_M3 325517.76413
FI EXP 2022 GLT TOTAL THS_M3 324167.81813
FI EXP 2022 CLT TOTAL THS_M3 1349.946
FI EXP 2022 I_BEAMS TOTAL THS_T 0
FI EXP 2022 RW TOTAL THS_NAC 150573.545
FI EXP 2022 RW_FW TOTAL THS_NAC 4506.406
FI EXP 2022 RW_FW CONIF THS_NAC 3724.801
FI EXP 2022 RW_FW NCONIF THS_NAC 781.605
FI EXP 2022 RW_IN TOTAL THS_NAC 146067.139
FI EXP 2022 RW_IN CONIF THS_NAC 121347.463
FI EXP 2022 RW_IN NCONIF THS_NAC 24719.676
FI EXP 2022 RW_IN NC_TRO THS_NAC 43.563
FI EXP 2022 CHA TOTAL THS_NAC 125.963
FI EXP 2022 CHP_RES TOTAL THS_NAC 9479.228
FI EXP 2022 CHP TOTAL THS_NAC 9428.826
FI EXP 2022 RES TOTAL THS_NAC 50.402
FI EXP 2022 RES_SWD TOTAL THS_NAC 50.402
FI EXP 2022 RCW TOTAL THS_NAC 1.098
FI EXP 2022 PEL_AGG TOTAL THS_NAC 4655.498
FI EXP 2022 PEL TOTAL THS_NAC 2618.033
FI EXP 2022 AGG TOTAL THS_NAC 2037.465
FI EXP 2022 SN TOTAL THS_NAC 2595922.152
FI EXP 2022 SN CONIF THS_NAC 2583504.78
FI EXP 2022 SN NCONIF THS_NAC 12417.372
FI EXP 2022 SN NC_TRO THS_NAC 2674.858
FI EXP 2022 PN_VN TOTAL THS_NAC 62350.77
FI EXP 2022 PN_VN CONIF THS_NAC 30111.972
FI EXP 2022 PN_VN NCONIF THS_NAC 32238.798
FI EXP 2022 PN_VN NC_TRO THS_NAC 13.934
FI EXP 2022 PN TOTAL THS_NAC 717996.825
FI EXP 2022 PN_PY TOTAL THS_NAC 676945.177
FI EXP 2022 PN_PY CONIF THS_NAC 395667.91
FI EXP 2022 PN_PY NCONIF THS_NAC 281277.267
FI EXP 2022 PN_PY NC_TRO THS_NAC 704.976
FI EXP 2022 PN_PY_LVL TOTAL THS_NAC 178297.826
FI EXP 2022 PN_PY_LVL CONIF THS_NAC 173230.415
FI EXP 2022 PN_PY_LVL NCONIF THS_NAC 5067.411
FI EXP 2022 PN_PY_LVL NC_TRO THS_NAC 5.486
FI EXP 2022 PN_PB TOTAL THS_NAC 10907.108
FI EXP 2022 PN_PB_OSB TOTAL THS_NAC 130.106
FI EXP 2022 PN_FB TOTAL THS_NAC 30144.54
FI EXP 2022 PN_FB_HB TOTAL THS_NAC 26497.636
FI EXP 2022 PN_FB_MDF TOTAL THS_NAC 3574.976
FI EXP 2022 PN_FB_O TOTAL THS_NAC 71.928
FI EXP 2022 PL TOTAL THS_NAC 2864560.147
FI EXP 2022 PL_MC_SCH TOTAL THS_NAC 146048.33
FI EXP 2022 PL_CH TOTAL THS_NAC 2714599.918
FI EXP 2022 PL_CH_SA TOTAL THS_NAC 2714562.091
FI EXP 2022 PL_CH_SAB TOTAL THS_NAC 2586405.662
FI EXP 2022 PL_CH_SI TOTAL THS_NAC 37.827
FI EXP 2022 PL_DS TOTAL THS_NAC 3911.899
FI EXP 2022 PLO TOTAL THS_NAC 139.052
FI EXP 2022 PLO_NW TOTAL THS_NAC 133.599
FI EXP 2022 PLO_RC TOTAL THS_NAC 5.453
FI EXP 2022 RCP TOTAL THS_NAC 21354.181
FI EXP 2022 PP TOTAL THS_NAC 7141189.447
FI EXP 2022 PP_GR TOTAL THS_NAC 2392360.202
FI EXP 2022 PP_GR_NP TOTAL THS_NAC 40655.481
FI EXP 2022 PP_GR_MC TOTAL THS_NAC 239409.604
FI EXP 2022 PP_GR_NW TOTAL THS_NAC 357469.176
FI EXP 2022 PP_GR_CO TOTAL THS_NAC 1754825.941
FI EXP 2022 PP_HS TOTAL THS_NAC 26754.411
FI EXP 2022 PP_PK TOTAL THS_NAC 4597186.507
FI EXP 2022 PP_PK_CS TOTAL THS_NAC 927143.504
FI EXP 2022 PP_PK_CB TOTAL THS_NAC 2933137.885
FI EXP 2022 PP_PK_WR TOTAL THS_NAC 577020.059
FI EXP 2022 PP_PK_O TOTAL THS_NAC 159885.059
FI EXP 2022 PP_O TOTAL THS_NAC 124888.327
FI EXP 2022 GLT_CLT TOTAL THS_NAC 307751.85
FI EXP 2022 GLT TOTAL THS_NAC 307334.732
FI EXP 2022 CLT TOTAL THS_NAC 417.118
FI EXP 2022 I_BEAMS TOTAL THS_NAC 0
FI IMP_XEU 2021 RW TOTAL THS_M3 4632.1810304
FI IMP_XEU 2021 RW_FW TOTAL THS_M3 26.9300304
FI IMP_XEU 2021 RW_FW CONIF THS_M3 1.2177952
FI IMP_XEU 2021 RW_FW NCONIF THS_M3 25.7122352
FI IMP_XEU 2021 RW_IN TOTAL THS_M3 4605.251
FI IMP_XEU 2021 RW_IN CONIF THS_M3 526.032
FI IMP_XEU 2021 RW_IN NCONIF THS_M3 4079.219
FI IMP_XEU 2021 RW_IN NC_TRO THS_M3 0.001
FI IMP_XEU 2021 CHA TOTAL THS_T 0.905714
FI IMP_XEU 2021 CHP_RES TOTAL THS_M3 3667.039102045
FI IMP_XEU 2021 CHP TOTAL THS_M3 3432.3309720813
FI IMP_XEU 2021 RES TOTAL THS_M3 234.7081299636
FI IMP_XEU 2021 RES_SWD TOTAL THS_M3 234.7081299636
FI IMP_XEU 2021 RCW TOTAL THS_T 107.674844
FI IMP_XEU 2021 PEL_AGG TOTAL THS_T 136.674405
FI IMP_XEU 2021 PEL TOTAL THS_T 122.12422
FI IMP_XEU 2021 AGG TOTAL THS_T 14.550185
FI IMP_XEU 2021 SN TOTAL THS_M3 537.883
FI IMP_XEU 2021 SN CONIF THS_M3 526.432
FI IMP_XEU 2021 SN NCONIF THS_M3 11.451
FI IMP_XEU 2021 SN NC_TRO THS_M3 3.411
FI IMP_XEU 2021 PN_VN TOTAL THS_M3 4.894
FI IMP_XEU 2021 PN_VN CONIF THS_M3 0.003
FI IMP_XEU 2021 PN_VN NCONIF THS_M3 4.891
FI IMP_XEU 2021 PN_VN NC_TRO THS_M3 0.056
FI IMP_XEU 2021 PN TOTAL THS_M3 153.296038
FI IMP_XEU 2021 PN_PY TOTAL THS_M3 95.951
FI IMP_XEU 2021 PN_PY CONIF THS_M3 12.17
FI IMP_XEU 2021 PN_PY NCONIF THS_M3 83.781
FI IMP_XEU 2021 PN_PY NC_TRO THS_M3 0.424
FI IMP_XEU 2021 PN_PY_LVL TOTAL THS_M3
FI IMP_XEU 2021 PN_PY_LVL CONIF THS_M3
FI IMP_XEU 2021 PN_PY_LVL NCONIF THS_M3
FI IMP_XEU 2021 PN_PY_LVL NC_TRO THS_M3
FI IMP_XEU 2021 PN_PB TOTAL THS_M3 33.769
FI IMP_XEU 2021 PN_PB_OSB TOTAL THS_M3 24.338
FI IMP_XEU 2021 PN_FB TOTAL THS_M3 23.576038
FI IMP_XEU 2021 PN_FB_HB TOTAL THS_M3 3.003
FI IMP_XEU 2021 PN_FB_MDF TOTAL THS_M3 12.697038
FI IMP_XEU 2021 PN_FB_O TOTAL THS_M3 7.876
FI IMP_XEU 2021 PL TOTAL THS_T 75.579625
FI IMP_XEU 2021 PL_MC_SCH TOTAL THS_T 9.379279
FI IMP_XEU 2021 PL_CH TOTAL THS_T 59.793123
FI IMP_XEU 2021 PL_CH_SA TOTAL THS_T 59.785468
FI IMP_XEU 2021 PL_CH_SAB TOTAL THS_T 50.720967
FI IMP_XEU 2021 PL_CH_SI TOTAL THS_T 0.007655
FI IMP_XEU 2021 PL_DS TOTAL THS_T 6.407223
FI IMP_XEU 2021 PLO TOTAL THS_T 1.732147
FI IMP_XEU 2021 PLO_NW TOTAL THS_T 1.731135
FI IMP_XEU 2021 PLO_RC TOTAL THS_T 0.001012
FI IMP_XEU 2021 RCP TOTAL THS_T 6.283317
FI IMP_XEU 2021 PP TOTAL THS_T 43.666213
FI IMP_XEU 2021 PP_GR TOTAL THS_T 21.33188
FI IMP_XEU 2021 PP_GR_NP TOTAL THS_T 20.154
FI IMP_XEU 2021 PP_GR_MC TOTAL THS_T 0.718056
FI IMP_XEU 2021 PP_GR_NW TOTAL THS_T 0.283416
FI IMP_XEU 2021 PP_GR_CO TOTAL THS_T 0.17635
FI IMP_XEU 2021 PP_HS TOTAL THS_T 0.030545
FI IMP_XEU 2021 PP_PK TOTAL THS_T 22.26475
FI IMP_XEU 2021 PP_PK_CS TOTAL THS_T 6.33245
FI IMP_XEU 2021 PP_PK_CB TOTAL THS_T 9.38452
FI IMP_XEU 2021 PP_PK_WR TOTAL THS_T 3.503352
FI IMP_XEU 2021 PP_PK_O TOTAL THS_T 3.044424
FI IMP_XEU 2021 PP_O TOTAL THS_T 0.039023
FI IMP_XEU 2021 GLT_CLT TOTAL THS_M3
FI IMP_XEU 2021 GLT TOTAL THS_M3
FI IMP_XEU 2021 CLT TOTAL THS_M3
FI IMP_XEU 2021 I_BEAMS TOTAL THS_T
FI IMP_XEU 2021 RW TOTAL THS_NAC 200775.163
FI IMP_XEU 2021 RW_FW TOTAL THS_NAC 1973.489
FI IMP_XEU 2021 RW_FW CONIF THS_NAC 32.543
FI IMP_XEU 2021 RW_FW NCONIF THS_NAC 1940.946
FI IMP_XEU 2021 RW_IN TOTAL THS_NAC 198801.674
FI IMP_XEU 2021 RW_IN CONIF THS_NAC 25315.738
FI IMP_XEU 2021 RW_IN NCONIF THS_NAC 173485.936
FI IMP_XEU 2021 RW_IN NC_TRO THS_NAC 2.523
FI IMP_XEU 2021 CHA TOTAL THS_NAC 628.495
FI IMP_XEU 2021 CHP_RES TOTAL THS_NAC 130804.5
FI IMP_XEU 2021 CHP TOTAL THS_NAC 126114.285
FI IMP_XEU 2021 RES TOTAL THS_NAC 4690.215
FI IMP_XEU 2021 RES_SWD TOTAL THS_NAC 4690.215
FI IMP_XEU 2021 RCW TOTAL THS_NAC 3037.098
FI IMP_XEU 2021 PEL_AGG TOTAL THS_NAC 15329.851
FI IMP_XEU 2021 PEL TOTAL THS_NAC 14331.793
FI IMP_XEU 2021 AGG TOTAL THS_NAC 998.058
FI IMP_XEU 2021 SN TOTAL THS_NAC 134058.716
FI IMP_XEU 2021 SN CONIF THS_NAC 126047.799
FI IMP_XEU 2021 SN NCONIF THS_NAC 8010.917
FI IMP_XEU 2021 SN NC_TRO THS_NAC 3005.844
FI IMP_XEU 2021 PN_VN TOTAL THS_NAC 1677.262
FI IMP_XEU 2021 PN_VN CONIF THS_NAC 0.557
FI IMP_XEU 2021 PN_VN NCONIF THS_NAC 1676.705
FI IMP_XEU 2021 PN_VN NC_TRO THS_NAC 37.769
FI IMP_XEU 2021 PN TOTAL THS_NAC 67648.7080000002
FI IMP_XEU 2021 PN_PY TOTAL THS_NAC 52445.989
FI IMP_XEU 2021 PN_PY CONIF THS_NAC 5068.51
FI IMP_XEU 2021 PN_PY NCONIF THS_NAC 47377.479
FI IMP_XEU 2021 PN_PY NC_TRO THS_NAC 658.473
FI IMP_XEU 2021 PN_PY_LVL TOTAL THS_NAC
FI IMP_XEU 2021 PN_PY_LVL CONIF THS_NAC
FI IMP_XEU 2021 PN_PY_LVL NCONIF THS_NAC
FI IMP_XEU 2021 PN_PY_LVL NC_TRO THS_NAC
FI IMP_XEU 2021 PN_PB TOTAL THS_NAC 10374.404
FI IMP_XEU 2021 PN_PB_OSB TOTAL THS_NAC 8377.785
FI IMP_XEU 2021 PN_FB TOTAL THS_NAC 4828.314999999
FI IMP_XEU 2021 PN_FB_HB TOTAL THS_NAC 620.5099999999
FI IMP_XEU 2021 PN_FB_MDF TOTAL THS_NAC 3153.616999999
FI IMP_XEU 2021 PN_FB_O TOTAL THS_NAC 1054.188
FI IMP_XEU 2021 PL TOTAL THS_NAC 42344.11
FI IMP_XEU 2021 PL_MC_SCH TOTAL THS_NAC 3723.791
FI IMP_XEU 2021 PL_CH TOTAL THS_NAC 31846.523
FI IMP_XEU 2021 PL_CH_SA TOTAL THS_NAC 31837.081
FI IMP_XEU 2021 PL_CH_SAB TOTAL THS_NAC 26421.695
FI IMP_XEU 2021 PL_CH_SI TOTAL THS_NAC 9.442
FI IMP_XEU 2021 PL_DS TOTAL THS_NAC 6773.796
FI IMP_XEU 2021 PLO TOTAL THS_NAC 2796.565
FI IMP_XEU 2021 PLO_NW TOTAL THS_NAC 2793.358
FI IMP_XEU 2021 PLO_RC TOTAL THS_NAC 3.207
FI IMP_XEU 2021 RCP TOTAL THS_NAC 1384.743
FI IMP_XEU 2021 PP TOTAL THS_NAC 38735.298
FI IMP_XEU 2021 PP_GR TOTAL THS_NAC 15514.37
FI IMP_XEU 2021 PP_GR_NP TOTAL THS_NAC 7717.043
FI IMP_XEU 2021 PP_GR_MC TOTAL THS_NAC 5754.984
FI IMP_XEU 2021 PP_GR_NW TOTAL THS_NAC 1314.839
FI IMP_XEU 2021 PP_GR_CO TOTAL THS_NAC 727.504
FI IMP_XEU 2021 PP_HS TOTAL THS_NAC 130.987
FI IMP_XEU 2021 PP_PK TOTAL THS_NAC 22775.539
FI IMP_XEU 2021 PP_PK_CS TOTAL THS_NAC 6178.599
FI IMP_XEU 2021 PP_PK_CB TOTAL THS_NAC 9207.267
FI IMP_XEU 2021 PP_PK_WR TOTAL THS_NAC 5457.358
FI IMP_XEU 2021 PP_PK_O TOTAL THS_NAC 1932.315
FI IMP_XEU 2021 PP_O TOTAL THS_NAC 314.402
FI IMP_XEU 2021 GLT_CLT TOTAL THS_NAC
FI IMP_XEU 2021 GLT TOTAL THS_NAC
FI IMP_XEU 2021 CLT TOTAL THS_NAC
FI IMP_XEU 2021 I_BEAMS TOTAL THS_NAC
FI IMP_XEU 2022 RW TOTAL THS_M3 647.991304
FI IMP_XEU 2022 RW_FW TOTAL THS_M3 10.485304
FI IMP_XEU 2022 RW_FW CONIF THS_M3 0.0688352
FI IMP_XEU 2022 RW_FW NCONIF THS_M3 10.416468
FI IMP_XEU 2022 RW_IN TOTAL THS_M3 637.506
FI IMP_XEU 2022 RW_IN CONIF THS_M3 32.3619999
FI IMP_XEU 2022 RW_IN NCONIF THS_M3 605.144
FI IMP_XEU 2022 RW_IN NC_TRO THS_M3 0
FI IMP_XEU 2022 CHA TOTAL THS_T 0.636313
FI IMP_XEU 2022 CHP_RES TOTAL THS_M3 904.3199759537
FI IMP_XEU 2022 CHP TOTAL THS_M3 792.0731560471
FI IMP_XEU 2022 RES TOTAL THS_M3 112.2468199066
FI IMP_XEU 2022 RES_SWD TOTAL THS_M3 112.2468199066
FI IMP_XEU 2022 RCW TOTAL THS_T 88.951814
FI IMP_XEU 2022 PEL_AGG TOTAL THS_T 79.025201
FI IMP_XEU 2022 PEL TOTAL THS_T 73.523322
FI IMP_XEU 2022 AGG TOTAL THS_T 5.501879
FI IMP_XEU 2022 SN TOTAL THS_M3 287.537
FI IMP_XEU 2022 SN CONIF THS_M3 278.043
FI IMP_XEU 2022 SN NCONIF THS_M3 9.494
FI IMP_XEU 2022 SN NC_TRO THS_M3 4.403
FI IMP_XEU 2022 PN_VN TOTAL THS_M3 0.658
FI IMP_XEU 2022 PN_VN CONIF THS_M3 0.028
FI IMP_XEU 2022 PN_VN NCONIF THS_M3 0.63
FI IMP_XEU 2022 PN_VN NC_TRO THS_M3 0.003
FI IMP_XEU 2022 PN TOTAL THS_M3 87.854
FI IMP_XEU 2022 PN_PY TOTAL THS_M3 56.51
FI IMP_XEU 2022 PN_PY CONIF THS_M3 21.6
FI IMP_XEU 2022 PN_PY NCONIF THS_M3 34.91
FI IMP_XEU 2022 PN_PY NC_TRO THS_M3 0.521
FI IMP_XEU 2022 PN_PY_LVL TOTAL THS_M3 1.083
FI IMP_XEU 2022 PN_PY_LVL CONIF THS_M3 0.944
FI IMP_XEU 2022 PN_PY_LVL NCONIF THS_M3 0.139
FI IMP_XEU 2022 PN_PY_LVL NC_TRO THS_M3 0.097
FI IMP_XEU 2022 PN_PB TOTAL THS_M3 12.546
FI IMP_XEU 2022 PN_PB_OSB TOTAL THS_M3 9.12
FI IMP_XEU 2022 PN_FB TOTAL THS_M3 18.798
FI IMP_XEU 2022 PN_FB_HB TOTAL THS_M3 2.169
FI IMP_XEU 2022 PN_FB_MDF TOTAL THS_M3 8.855
FI IMP_XEU 2022 PN_FB_O TOTAL THS_M3 7.774
FI IMP_XEU 2022 PL TOTAL THS_T 152.548643
FI IMP_XEU 2022 PL_MC_SCH TOTAL THS_T 1.08849
FI IMP_XEU 2022 PL_CH TOTAL THS_T 146.659434
FI IMP_XEU 2022 PL_CH_SA TOTAL THS_T 146.636642
FI IMP_XEU 2022 PL_CH_SAB TOTAL THS_T 142.854296
FI IMP_XEU 2022 PL_CH_SI TOTAL THS_T 0.022792
FI IMP_XEU 2022 PL_DS TOTAL THS_T 4.800719
FI IMP_XEU 2022 PLO TOTAL THS_T 2.911001
FI IMP_XEU 2022 PLO_NW TOTAL THS_T 2.90837
FI IMP_XEU 2022 PLO_RC TOTAL THS_T 0.002631
FI IMP_XEU 2022 RCP TOTAL THS_T 5.570908
FI IMP_XEU 2022 PP TOTAL THS_T 28.157066
FI IMP_XEU 2022 PP_GR TOTAL THS_T 11.5137379999
FI IMP_XEU 2022 PP_GR_NP TOTAL THS_T 10.0322
FI IMP_XEU 2022 PP_GR_MC TOTAL THS_T 0.208663
FI IMP_XEU 2022 PP_GR_NW TOTAL THS_T 0.770856
FI IMP_XEU 2022 PP_GR_CO TOTAL THS_T 0.501947
FI IMP_XEU 2022 PP_HS TOTAL THS_T 0.019015
FI IMP_XEU 2022 PP_PK TOTAL THS_T 16.15753
FI IMP_XEU 2022 PP_PK_CS TOTAL THS_T 4.627524
FI IMP_XEU 2022 PP_PK_CB TOTAL THS_T 7.594489
FI IMP_XEU 2022 PP_PK_WR TOTAL THS_T 2.646659
FI IMP_XEU 2022 PP_PK_O TOTAL THS_T 1.288858
FI IMP_XEU 2022 PP_O TOTAL THS_T 0.466783
FI IMP_XEU 2022 GLT_CLT TOTAL THS_M3 154.74485
FI IMP_XEU 2022 GLT TOTAL THS_M3 154.74485
FI IMP_XEU 2022 CLT TOTAL THS_M3 0
FI IMP_XEU 2022 I_BEAMS TOTAL THS_T 0
FI IMP_XEU 2022 RW TOTAL THS_NAC 44464.517
FI IMP_XEU 2022 RW_FW TOTAL THS_NAC 1188.589
FI IMP_XEU 2022 RW_FW CONIF THS_NAC 1.41
FI IMP_XEU 2022 RW_FW NCONIF THS_NAC 1187.179
FI IMP_XEU 2022 RW_IN TOTAL THS_NAC 43275.928
FI IMP_XEU 2022 RW_IN CONIF THS_NAC 2602.499
FI IMP_XEU 2022 RW_IN NCONIF THS_NAC 40673.429
FI IMP_XEU 2022 RW_IN NC_TRO THS_NAC 0
FI IMP_XEU 2022 CHA TOTAL THS_NAC 670.804
FI IMP_XEU 2022 CHP_RES TOTAL THS_NAC 49771.199
FI IMP_XEU 2022 CHP TOTAL THS_NAC 47707.562
FI IMP_XEU 2022 RES TOTAL THS_NAC 2063.637
FI IMP_XEU 2022 RES_SWD TOTAL THS_NAC 2063.637
FI IMP_XEU 2022 RCW TOTAL THS_NAC 2624.226
FI IMP_XEU 2022 PEL_AGG TOTAL THS_NAC 10967.148
FI IMP_XEU 2022 PEL TOTAL THS_NAC 9992.408
FI IMP_XEU 2022 AGG TOTAL THS_NAC 974.74
FI IMP_XEU 2022 SN TOTAL THS_NAC 79413.384
FI IMP_XEU 2022 SN CONIF THS_NAC 70282.92
FI IMP_XEU 2022 SN NCONIF THS_NAC 9130.464
FI IMP_XEU 2022 SN NC_TRO THS_NAC 3943.904
FI IMP_XEU 2022 PN_VN TOTAL THS_NAC 452.626
FI IMP_XEU 2022 PN_VN CONIF THS_NAC 61.667
FI IMP_XEU 2022 PN_VN NCONIF THS_NAC 390.9589999999
FI IMP_XEU 2022 PN_VN NC_TRO THS_NAC 1.529
FI IMP_XEU 2022 PN TOTAL THS_NAC 47624.8099999998
FI IMP_XEU 2022 PN_PY TOTAL THS_NAC 36149.256
FI IMP_XEU 2022 PN_PY CONIF THS_NAC 12355.156
FI IMP_XEU 2022 PN_PY NCONIF THS_NAC 23794.1
FI IMP_XEU 2022 PN_PY NC_TRO THS_NAC 556.527
FI IMP_XEU 2022 PN_PY_LVL TOTAL THS_NAC 686.557
FI IMP_XEU 2022 PN_PY_LVL CONIF THS_NAC 583.183
FI IMP_XEU 2022 PN_PY_LVL NCONIF THS_NAC 103.374
FI IMP_XEU 2022 PN_PY_LVL NC_TRO THS_NAC 63.942
FI IMP_XEU 2022 PN_PB TOTAL THS_NAC 3859.246999999
FI IMP_XEU 2022 PN_PB_OSB TOTAL THS_NAC 2968.144
FI IMP_XEU 2022 PN_FB TOTAL THS_NAC 7616.307
FI IMP_XEU 2022 PN_FB_HB TOTAL THS_NAC 1580.1
FI IMP_XEU 2022 PN_FB_MDF TOTAL THS_NAC 4752
FI IMP_XEU 2022 PN_FB_O TOTAL THS_NAC 1284.199
FI IMP_XEU 2022 PL TOTAL THS_NAC 119882.77
FI IMP_XEU 2022 PL_MC_SCH TOTAL THS_NAC 480.475
FI IMP_XEU 2022 PL_CH TOTAL THS_NAC 111978.657
FI IMP_XEU 2022 PL_CH_SA TOTAL THS_NAC 111956.668
FI IMP_XEU 2022 PL_CH_SAB TOTAL THS_NAC 109494.065
FI IMP_XEU 2022 PL_CH_SI TOTAL THS_NAC 21.989
FI IMP_XEU 2022 PL_DS TOTAL THS_NAC 7423.638
FI IMP_XEU 2022 PLO TOTAL THS_NAC 7540.701
FI IMP_XEU 2022 PLO_NW TOTAL THS_NAC 7534.745
FI IMP_XEU 2022 PLO_RC TOTAL THS_NAC 5.956
FI IMP_XEU 2022 RCP TOTAL THS_NAC 1494.103
FI IMP_XEU 2022 PP TOTAL THS_NAC 37975.8709999998
FI IMP_XEU 2022 PP_GR TOTAL THS_NAC 11026.502
FI IMP_XEU 2022 PP_GR_NP TOTAL THS_NAC 6031.812
FI IMP_XEU 2022 PP_GR_MC TOTAL THS_NAC 376.024
FI IMP_XEU 2022 PP_GR_NW TOTAL THS_NAC 3539.972
FI IMP_XEU 2022 PP_GR_CO TOTAL THS_NAC 1078.694
FI IMP_XEU 2022 PP_HS TOTAL THS_NAC 103.6739
FI IMP_XEU 2022 PP_PK TOTAL THS_NAC 22343.201
FI IMP_XEU 2022 PP_PK_CS TOTAL THS_NAC 5842.008
FI IMP_XEU 2022 PP_PK_CB TOTAL THS_NAC 10561.933
FI IMP_XEU 2022 PP_PK_WR TOTAL THS_NAC 4778.984
FI IMP_XEU 2022 PP_PK_O TOTAL THS_NAC 1160.276
FI IMP_XEU 2022 PP_O TOTAL THS_NAC 4502.494
FI IMP_XEU 2022 GLT_CLT TOTAL THS_NAC 143.781
FI IMP_XEU 2022 GLT TOTAL THS_NAC 143.781
FI IMP_XEU 2022 CLT TOTAL THS_NAC 0
FI IMP_XEU 2022 I_BEAMS TOTAL THS_NAC 0
FI EXP_XEU 2021 RW TOTAL THS_M3 122.847456
FI EXP_XEU 2021 RW_FW TOTAL THS_M3 2.41145
FI EXP_XEU 2021 RW_FW CONIF THS_M3 0.470944
FI EXP_XEU 2021 RW_FW NCONIF THS_M3 1.9405
FI EXP_XEU 2021 RW_IN TOTAL THS_M3 120.436
FI EXP_XEU 2021 RW_IN CONIF THS_M3 120.41
FI EXP_XEU 2021 RW_IN NCONIF THS_M3 0.026
FI EXP_XEU 2021 RW_IN NC_TRO THS_M3 0
FI EXP_XEU 2021 CHA TOTAL THS_T 0.011792
FI EXP_XEU 2021 CHP_RES TOTAL THS_M3 1.0920649674
FI EXP_XEU 2021 CHP TOTAL THS_M3 1.085030833
FI EXP_XEU 2021 RES TOTAL THS_M3 0.0070341337
FI EXP_XEU 2021 RES_SWD TOTAL THS_M3 0.0070341337
FI EXP_XEU 2021 RCW TOTAL THS_T 0.000023
FI EXP_XEU 2021 PEL_AGG TOTAL THS_T 6.325493
FI EXP_XEU 2021 PEL TOTAL THS_T 5.431038
FI EXP_XEU 2021 AGG TOTAL THS_T 0.894455
FI EXP_XEU 2021 SN TOTAL THS_M3 5678.565
FI EXP_XEU 2021 SN CONIF THS_M3 5671.814
FI EXP_XEU 2021 SN NCONIF THS_M3 6.751
FI EXP_XEU 2021 SN NC_TRO THS_M3 0.696
FI EXP_XEU 2021 PN_VN TOTAL THS_M3 15.005
FI EXP_XEU 2021 PN_VN CONIF THS_M3 14.604
FI EXP_XEU 2021 PN_VN NCONIF THS_M3 0.401
FI EXP_XEU 2021 PN_VN NC_TRO THS_M3 0
FI EXP_XEU 2021 PN TOTAL THS_M3 375.94763031
FI EXP_XEU 2021 PN_PY TOTAL THS_M3 351.039
FI EXP_XEU 2021 PN_PY CONIF THS_M3 279.992
FI EXP_XEU 2021 PN_PY NCONIF THS_M3 71.047
FI EXP_XEU 2021 PN_PY NC_TRO THS_M3 0.015
FI EXP_XEU 2021 PN_PY_LVL TOTAL THS_M3
FI EXP_XEU 2021 PN_PY_LVL CONIF THS_M3
FI EXP_XEU 2021 PN_PY_LVL NCONIF THS_M3
FI EXP_XEU 2021 PN_PY_LVL NC_TRO THS_M3
FI EXP_XEU 2021 PN_PB TOTAL THS_M3 4.416
FI EXP_XEU 2021 PN_PB_OSB TOTAL THS_M3 0.058
FI EXP_XEU 2021 PN_FB TOTAL THS_M3 20.49263031
FI EXP_XEU 2021 PN_FB_HB TOTAL THS_M3 19.638
FI EXP_XEU 2021 PN_FB_MDF TOTAL THS_M3 0.251318
FI EXP_XEU 2021 PN_FB_O TOTAL THS_M3 0.60331231
FI EXP_XEU 2021 PL TOTAL THS_T 2698.505274
FI EXP_XEU 2021 PL_MC_SCH TOTAL THS_T 28.508353
FI EXP_XEU 2021 PL_CH TOTAL THS_T 2381.217967
FI EXP_XEU 2021 PL_CH_SA TOTAL THS_T 2381.215957
FI EXP_XEU 2021 PL_CH_SAB TOTAL THS_T 2324.309347
FI EXP_XEU 2021 PL_CH_SI TOTAL THS_T 0.00201
FI EXP_XEU 2021 PL_DS TOTAL THS_T 288.778954
FI EXP_XEU 2021 PLO TOTAL THS_T 0.00977
FI EXP_XEU 2021 PLO_NW TOTAL THS_T 0.000312
FI EXP_XEU 2021 PLO_RC TOTAL THS_T 0
FI EXP_XEU 2021 RCP TOTAL THS_T 8.547572
FI EXP_XEU 2021 PP TOTAL THS_T 4201.382115
FI EXP_XEU 2021 PP_GR TOTAL THS_T 1807.062392
FI EXP_XEU 2021 PP_GR_NP TOTAL THS_T 41.938827
FI EXP_XEU 2021 PP_GR_MC TOTAL THS_T 272.759231
FI EXP_XEU 2021 PP_GR_NW TOTAL THS_T 354.378963
FI EXP_XEU 2021 PP_GR_CO TOTAL THS_T 1137.985371
FI EXP_XEU 2021 PP_HS TOTAL THS_T 1.715313
FI EXP_XEU 2021 PP_PK TOTAL THS_T 2342.062617
FI EXP_XEU 2021 PP_PK_CS TOTAL THS_T 566.964676
FI EXP_XEU 2021 PP_PK_CB TOTAL THS_T 1513.737003
FI EXP_XEU 2021 PP_PK_WR TOTAL THS_T 227.606276
FI EXP_XEU 2021 PP_PK_O TOTAL THS_T 33.754662
FI EXP_XEU 2021 PP_O TOTAL THS_T 50.541793
FI EXP_XEU 2021 GLT_CLT TOTAL THS_M3
FI EXP_XEU 2021 GLT TOTAL THS_M3
FI EXP_XEU 2021 CLT TOTAL THS_M3
FI EXP_XEU 2021 I_BEAMS TOTAL THS_T
FI EXP_XEU 2021 RW TOTAL THS_NAC 24347.109
FI EXP_XEU 2021 RW_FW TOTAL THS_NAC 364.565
FI EXP_XEU 2021 RW_FW CONIF THS_NAC 169.188
FI EXP_XEU 2021 RW_FW NCONIF THS_NAC 195.377
FI EXP_XEU 2021 RW_IN TOTAL THS_NAC 23982.544
FI EXP_XEU 2021 RW_IN CONIF THS_NAC 23937.586
FI EXP_XEU 2021 RW_IN NCONIF THS_NAC 44.958
FI EXP_XEU 2021 RW_IN NC_TRO THS_NAC 0
FI EXP_XEU 2021 CHA TOTAL THS_NAC 9.794
FI EXP_XEU 2021 CHP_RES TOTAL THS_NAC 216.912
FI EXP_XEU 2021 CHP TOTAL THS_NAC 215.395
FI EXP_XEU 2021 RES TOTAL THS_NAC 1.517
FI EXP_XEU 2021 RES_SWD TOTAL THS_NAC 1.517
FI EXP_XEU 2021 RCW TOTAL THS_NAC 1.129
FI EXP_XEU 2021 PEL_AGG TOTAL THS_NAC 747.988
FI EXP_XEU 2021 PEL TOTAL THS_NAC 686.093
FI EXP_XEU 2021 AGG TOTAL THS_NAC 61.895
FI EXP_XEU 2021 SN TOTAL THS_NAC 1597002.536
FI EXP_XEU 2021 SN CONIF THS_NAC 1593752.138
FI EXP_XEU 2021 SN NCONIF THS_NAC 3250.398
FI EXP_XEU 2021 SN NC_TRO THS_NAC 831.038
FI EXP_XEU 2021 PN_VN TOTAL THS_NAC 7770.043
FI EXP_XEU 2021 PN_VN CONIF THS_NAC 7388.562
FI EXP_XEU 2021 PN_VN NCONIF THS_NAC 381.481
FI EXP_XEU 2021 PN_VN NC_TRO THS_NAC 0
FI EXP_XEU 2021 PN TOTAL THS_NAC 213032.802
FI EXP_XEU 2021 PN_PY TOTAL THS_NAC 200954.313
FI EXP_XEU 2021 PN_PY CONIF THS_NAC 132045.611
FI EXP_XEU 2021 PN_PY NCONIF THS_NAC 68908.702
FI EXP_XEU 2021 PN_PY NC_TRO THS_NAC 65.546
FI EXP_XEU 2021 PN_PY_LVL TOTAL THS_NAC
FI EXP_XEU 2021 PN_PY_LVL CONIF THS_NAC
FI EXP_XEU 2021 PN_PY_LVL NCONIF THS_NAC
FI EXP_XEU 2021 PN_PY_LVL NC_TRO THS_NAC
FI EXP_XEU 2021 PN_PB TOTAL THS_NAC 1485.227
FI EXP_XEU 2021 PN_PB_OSB TOTAL THS_NAC 34.723
FI EXP_XEU 2021 PN_FB TOTAL THS_NAC 10593.262
FI EXP_XEU 2021 PN_FB_HB TOTAL THS_NAC 10140.48
FI EXP_XEU 2021 PN_FB_MDF TOTAL THS_NAC 294.265
FI EXP_XEU 2021 PN_FB_O TOTAL THS_NAC 158.517
FI EXP_XEU 2021 PL TOTAL THS_NAC 1663694.632
FI EXP_XEU 2021 PL_MC_SCH TOTAL THS_NAC 11178.401
FI EXP_XEU 2021 PL_CH TOTAL THS_NAC 1440622.081
FI EXP_XEU 2021 PL_CH_SA TOTAL THS_NAC 1440597.471
FI EXP_XEU 2021 PL_CH_SAB TOTAL THS_NAC 1410541.753
FI EXP_XEU 2021 PL_CH_SI TOTAL THS_NAC 24.61
FI EXP_XEU 2021 PL_DS TOTAL THS_NAC 211894.15
FI EXP_XEU 2021 PLO TOTAL THS_NAC 10.261
FI EXP_XEU 2021 PLO_NW TOTAL THS_NAC 1.68
FI EXP_XEU 2021 PLO_RC TOTAL THS_NAC 0
FI EXP_XEU 2021 RCP TOTAL THS_NAC 1111.306
FI EXP_XEU 2021 PP TOTAL THS_NAC 3110413.166
FI EXP_XEU 2021 PP_GR TOTAL THS_NAC 1121889.264
FI EXP_XEU 2021 PP_GR_NP TOTAL THS_NAC 17515.168
FI EXP_XEU 2021 PP_GR_MC TOTAL THS_NAC 135403.925
FI EXP_XEU 2021 PP_GR_NW TOTAL THS_NAC 237940.541
FI EXP_XEU 2021 PP_GR_CO TOTAL THS_NAC 731029.63
FI EXP_XEU 2021 PP_HS TOTAL THS_NAC 1937.757
FI EXP_XEU 2021 PP_PK TOTAL THS_NAC 1944684.231
FI EXP_XEU 2021 PP_PK_CS TOTAL THS_NAC 348124.623
FI EXP_XEU 2021 PP_PK_CB TOTAL THS_NAC 1330296.103
FI EXP_XEU 2021 PP_PK_WR TOTAL THS_NAC 240989.339
FI EXP_XEU 2021 PP_PK_O TOTAL THS_NAC 25274.166
FI EXP_XEU 2021 PP_O TOTAL THS_NAC 41901.914
FI EXP_XEU 2021 GLT_CLT TOTAL THS_NAC
FI EXP_XEU 2021 GLT TOTAL THS_NAC
FI EXP_XEU 2021 CLT TOTAL THS_NAC
FI EXP_XEU 2021 I_BEAMS TOTAL THS_NAC
FI EXP_XEU 2022 RW TOTAL THS_M3 118.1195504
FI EXP_XEU 2022 RW_FW TOTAL THS_M3 5.7735504
FI EXP_XEU 2022 RW_FW CONIF THS_M3 0.1180304
FI EXP_XEU 2022 RW_FW NCONIF THS_M3 5.65552
FI EXP_XEU 2022 RW_IN TOTAL THS_M3 112.346
FI EXP_XEU 2022 RW_IN CONIF THS_M3 112.128
FI EXP_XEU 2022 RW_IN NCONIF THS_M3 0.218
FI EXP_XEU 2022 RW_IN NC_TRO THS_M3 0
FI EXP_XEU 2022 CHA TOTAL THS_T 0.003005
FI EXP_XEU 2022 CHP_RES TOTAL THS_M3 0.7415880773
FI EXP_XEU 2022 CHP TOTAL THS_M3 0.7196137266
FI EXP_XEU 2022 RES TOTAL THS_M3 0.0219743507
FI EXP_XEU 2022 RES_SWD TOTAL THS_M3 0.0219743507
FI EXP_XEU 2022 RCW TOTAL THS_T 0.000007
FI EXP_XEU 2022 PEL_AGG TOTAL THS_T 3.58228
FI EXP_XEU 2022 PEL TOTAL THS_T 0.852014
FI EXP_XEU 2022 AGG TOTAL THS_T 2.7302
FI EXP_XEU 2022 SN TOTAL THS_M3 5622.784
FI EXP_XEU 2022 SN CONIF THS_M3 5615.47
FI EXP_XEU 2022 SN NCONIF THS_M3 7.314
FI EXP_XEU 2022 SN NC_TRO THS_M3 0.5
FI EXP_XEU 2022 PN_VN TOTAL THS_M3 15.087
FI EXP_XEU 2022 PN_VN CONIF THS_M3 14.908
FI EXP_XEU 2022 PN_VN NCONIF THS_M3 0.179
FI EXP_XEU 2022 PN_VN NC_TRO THS_M3 0
FI EXP_XEU 2022 PN TOTAL THS_M3 355.219
FI EXP_XEU 2022 PN_PY TOTAL THS_M3 333.549
FI EXP_XEU 2022 PN_PY CONIF THS_M3 261.959
FI EXP_XEU 2022 PN_PY NCONIF THS_M3 71.59
FI EXP_XEU 2022 PN_PY NC_TRO THS_M3 0.019
FI EXP_XEU 2022 PN_PY_LVL TOTAL THS_M3 166.998
FI EXP_XEU 2022 PN_PY_LVL CONIF THS_M3 159.648
FI EXP_XEU 2022 PN_PY_LVL NCONIF THS_M3 7.35
FI EXP_XEU 2022 PN_PY_LVL NC_TRO THS_M3 0
FI EXP_XEU 2022 PN_PB TOTAL THS_M3 4.701
FI EXP_XEU 2022 PN_PB_OSB TOTAL THS_M3 0.052
FI EXP_XEU 2022 PN_FB TOTAL THS_M3 16.969
FI EXP_XEU 2022 PN_FB_HB TOTAL THS_M3 16.442
FI EXP_XEU 2022 PN_FB_MDF TOTAL THS_M3 0.442
FI EXP_XEU 2022 PN_FB_O TOTAL THS_M3 0.085
FI EXP_XEU 2022 PL TOTAL THS_T 2182.232221
FI EXP_XEU 2022 PL_MC_SCH TOTAL THS_T 0.974496
FI EXP_XEU 2022 PL_CH TOTAL THS_T 2181.257545
FI EXP_XEU 2022 PL_CH_SA TOTAL THS_T 2181.257445
FI EXP_XEU 2022 PL_CH_SAB TOTAL THS_T 2130.491751
FI EXP_XEU 2022 PL_CH_SI TOTAL THS_T 0.0001
FI EXP_XEU 2022 PL_DS TOTAL THS_T 0.00018
FI EXP_XEU 2022 PLO TOTAL THS_T 0.003951
FI EXP_XEU 2022 PLO_NW TOTAL THS_T 0.000072
FI EXP_XEU 2022 PLO_RC TOTAL THS_T 0.003879
FI EXP_XEU 2022 RCP TOTAL THS_T 3.212947
FI EXP_XEU 2022 PP TOTAL THS_T 3376.025074
FI EXP_XEU 2022 PP_GR TOTAL THS_T 1231.896031
FI EXP_XEU 2022 PP_GR_NP TOTAL THS_T 17.530157
FI EXP_XEU 2022 PP_GR_MC TOTAL THS_T 193.314849
FI EXP_XEU 2022 PP_GR_NW TOTAL THS_T 160.464113
FI EXP_XEU 2022 PP_GR_CO TOTAL THS_T 860.586912
FI EXP_XEU 2022 PP_HS TOTAL THS_T 1.007324
FI EXP_XEU 2022 PP_PK TOTAL THS_T 2100.97858
FI EXP_XEU 2022 PP_PK_CS TOTAL THS_T 569.155051
FI EXP_XEU 2022 PP_PK_CB TOTAL THS_T 1308.442922
FI EXP_XEU 2022 PP_PK_WR TOTAL THS_T 184.081194
FI EXP_XEU 2022 PP_PK_O TOTAL THS_T 39.299413
FI EXP_XEU 2022 PP_O TOTAL THS_T 42.143139
FI EXP_XEU 2022 GLT_CLT TOTAL THS_M3 301106.4212
FI EXP_XEU 2022 GLT TOTAL THS_M3 301106.4212
FI EXP_XEU 2022 CLT TOTAL THS_M3 -0
FI EXP_XEU 2022 I_BEAMS TOTAL THS_T 0
FI EXP_XEU 2022 RW TOTAL THS_NAC 26807.3549999999
FI EXP_XEU 2022 RW_FW TOTAL THS_NAC 785.67299
FI EXP_XEU 2022 RW_FW CONIF THS_NAC 32.9319
FI EXP_XEU 2022 RW_FW NCONIF THS_NAC 752.741
FI EXP_XEU 2022 RW_IN TOTAL THS_NAC 26021.682
FI EXP_XEU 2022 RW_IN CONIF THS_NAC 25952.538
FI EXP_XEU 2022 RW_IN NCONIF THS_NAC 69.144
FI EXP_XEU 2022 RW_IN NC_TRO THS_NAC 0
FI EXP_XEU 2022 CHA TOTAL THS_NAC 5.247
FI EXP_XEU 2022 CHP_RES TOTAL THS_NAC 185.628
FI EXP_XEU 2022 CHP TOTAL THS_NAC 171.642
FI EXP_XEU 2022 RES TOTAL THS_NAC 13.986
FI EXP_XEU 2022 RES_SWD TOTAL THS_NAC 13.986
FI EXP_XEU 2022 RCW TOTAL THS_NAC 0.094
FI EXP_XEU 2022 PEL_AGG TOTAL THS_NAC 401.474
FI EXP_XEU 2022 PEL TOTAL THS_NAC 187.165
FI EXP_XEU 2022 AGG TOTAL THS_NAC 214.309
FI EXP_XEU 2022 SN TOTAL THS_NAC 1578660.209
FI EXP_XEU 2022 SN CONIF THS_NAC 1574688.687
FI EXP_XEU 2022 SN NCONIF THS_NAC 3971.522
FI EXP_XEU 2022 SN NC_TRO THS_NAC 613.4
FI EXP_XEU 2022 PN_VN TOTAL THS_NAC 9122.69
FI EXP_XEU 2022 PN_VN CONIF THS_NAC 8767.848
FI EXP_XEU 2022 PN_VN NCONIF THS_NAC 354.842
FI EXP_XEU 2022 PN_VN NC_TRO THS_NAC 0
FI EXP_XEU 2022 PN TOTAL THS_NAC 268643.421
FI EXP_XEU 2022 PN_PY TOTAL THS_NAC 255194.522
FI EXP_XEU 2022 PN_PY CONIF THS_NAC 171768.172
FI EXP_XEU 2022 PN_PY NCONIF THS_NAC 83426.3499999999
FI EXP_XEU 2022 PN_PY NC_TRO THS_NAC 37.185
FI EXP_XEU 2022 PN_PY_LVL TOTAL THS_NAC 118189.298
FI EXP_XEU 2022 PN_PY_LVL CONIF THS_NAC 113127.373
FI EXP_XEU 2022 PN_PY_LVL NCONIF THS_NAC 5061.925
FI EXP_XEU 2022 PN_PY_LVL NC_TRO THS_NAC 0
FI EXP_XEU 2022 PN_PB TOTAL THS_NAC 1999.107
FI EXP_XEU 2022 PN_PB_OSB TOTAL THS_NAC 35.936
FI EXP_XEU 2022 PN_FB TOTAL THS_NAC 11449.792
FI EXP_XEU 2022 PN_FB_HB TOTAL THS_NAC 10816.724
FI EXP_XEU 2022 PN_FB_MDF TOTAL THS_NAC 611.655
FI EXP_XEU 2022 PN_FB_O TOTAL THS_NAC 21.413
FI EXP_XEU 2022 PL TOTAL THS_NAC 1680717.275
FI EXP_XEU 2022 PL_MC_SCH TOTAL THS_NAC 648.479
FI EXP_XEU 2022 PL_CH TOTAL THS_NAC 1680068.718
FI EXP_XEU 2022 PL_CH_SA TOTAL THS_NAC 1680068.664
FI EXP_XEU 2022 PL_CH_SAB TOTAL THS_NAC 1649516.76
FI EXP_XEU 2022 PL_CH_SI TOTAL THS_NAC 0.054
FI EXP_XEU 2022 PL_DS TOTAL THS_NAC 0.078
FI EXP_XEU 2022 PLO TOTAL THS_NAC 5.766
FI EXP_XEU 2022 PLO_NW TOTAL THS_NAC 0.363
FI EXP_XEU 2022 PLO_RC TOTAL THS_NAC 5.403
FI EXP_XEU 2022 RCP TOTAL THS_NAC 203.206
FI EXP_XEU 2022 PP TOTAL THS_NAC 3520682.489
FI EXP_XEU 2022 PP_GR TOTAL THS_NAC 1246315.256
FI EXP_XEU 2022 PP_GR_NP TOTAL THS_NAC 12648.172
FI EXP_XEU 2022 PP_GR_MC TOTAL THS_NAC 148640.549
FI EXP_XEU 2022 PP_GR_NW TOTAL THS_NAC 190848.41
FI EXP_XEU 2022 PP_GR_CO TOTAL THS_NAC 894178.125000001
FI EXP_XEU 2022 PP_HS TOTAL THS_NAC 1380.491
FI EXP_XEU 2022 PP_PK TOTAL THS_NAC 2226647.329
FI EXP_XEU 2022 PP_PK_CS TOTAL THS_NAC 458412.021
FI EXP_XEU 2022 PP_PK_CB TOTAL THS_NAC 1414379.487
FI EXP_XEU 2022 PP_PK_WR TOTAL THS_NAC 313884.739
FI EXP_XEU 2022 PP_PK_O TOTAL THS_NAC 39971.082
FI EXP_XEU 2022 PP_O TOTAL THS_NAC 46339.413
FI EXP_XEU 2022 GLT_CLT TOTAL THS_NAC 284711.034
FI EXP_XEU 2022 GLT TOTAL THS_NAC 284711.034
FI EXP_XEU 2022 CLT TOTAL THS_NAC -0
FI EXP_XEU 2022 I_BEAMS TOTAL THS_NAC 0
FI IMP 2021 SW TOTAL THS_NAC 534499.489
FI IMP 2021 SW_SN TOTAL THS_NAC 20964.006
FI IMP 2021 SW_SN CONIF THS_NAC 6258.563
FI IMP 2021 SW_SN NCONIF THS_NAC 14705.443
FI IMP 2021 SW_SN NC_TRO THS_NAC 857.1
FI IMP 2021 SW_WR TOTAL THS_NAC 27149.167
FI IMP 2021 SW_DM TOTAL THS_NAC 11472.481
FI IMP 2021 SW_JN TOTAL THS_NAC 99967.865
FI IMP 2021 SW_FU TOTAL THS_NAC 313708.585
FI IMP 2021 SW_BL_W TOTAL THS_NAC 38953.984
FI IMP 2021 SW_O TOTAL THS_NAC 22283.401
FI IMP 2021 SP TOTAL THS_NAC 268050.301
FI IMP 2021 SP_CM TOTAL THS_NAC 3306.512
FI IMP 2021 SP_SCO TOTAL THS_NAC 41631.265
FI IMP 2021 SP_HS TOTAL THS_NAC 41702.484
FI IMP 2021 SP_PK TOTAL THS_NAC 96085.55
FI IMP 2021 SP_O TOTAL THS_NAC 85324.49
FI IMP 2021 SP_O_PR TOTAL THS_NAC 1524.718
FI IMP 2021 SP_O_AR TOTAL THS_NAC 12271.442
FI IMP 2021 SP_O_FL TOTAL THS_NAC 8682.616
FI IMP 2022 SW TOTAL THS_NAC 670520.674
FI IMP 2022 SW_SN TOTAL THS_NAC 32056.698
FI IMP 2022 SW_SN CONIF THS_NAC 8518.928
FI IMP 2022 SW_SN NCONIF THS_NAC 23537.77
FI IMP 2022 SW_SN NC_TRO THS_NAC 1111.77
FI IMP 2022 SW_WR TOTAL THS_NAC 51324.488
FI IMP 2022 SW_DM TOTAL THS_NAC 14821.198
FI IMP 2022 SW_JN TOTAL THS_NAC 103066.5
FI IMP 2022 SW_FU TOTAL THS_NAC 388616.33
FI IMP 2022 SW_BL_W TOTAL THS_NAC 50799.014
FI IMP 2022 SW_O TOTAL THS_NAC 29836.446
FI IMP 2022 SP TOTAL THS_NAC 344900.497
FI IMP 2022 SP_CM TOTAL THS_NAC 4349.658
FI IMP 2022 SP_SCO TOTAL THS_NAC 56206.666
FI IMP 2022 SP_HS TOTAL THS_NAC 59442.782
FI IMP 2022 SP_PK TOTAL THS_NAC 114189.539
FI IMP 2022 SP_O TOTAL THS_NAC 110711.852
FI IMP 2022 SP_O_PR TOTAL THS_NAC 3412.258
FI IMP 2022 SP_O_AR TOTAL THS_NAC 18391.09
FI IMP 2022 SP_O_FL TOTAL THS_NAC 9134.027
FI EXP 2021 SW TOTAL THS_NAC 658300.669
FI EXP 2021 SW_SN TOTAL THS_NAC 89393.713
FI EXP 2021 SW_SN CONIF THS_NAC 88306.284
FI EXP 2021 SW_SN NCONIF THS_NAC 1087.429
FI EXP 2021 SW_SN NC_TRO THS_NAC 245.127
FI EXP 2021 SW_WR TOTAL THS_NAC 37818.3
FI EXP 2021 SW_DM TOTAL THS_NAC 3721.698
FI EXP 2021 SW_JN TOTAL THS_NAC 322661.542
FI EXP 2021 SW_FU TOTAL THS_NAC 124995.913
FI EXP 2021 SW_BL_W TOTAL THS_NAC 72160.507
FI EXP 2021 SW_O TOTAL THS_NAC 7548.996
FI EXP 2021 SP TOTAL THS_NAC 418404.098
FI EXP 2021 SP_CM TOTAL THS_NAC 25448.2
FI EXP 2021 SP_SCO TOTAL THS_NAC 129446.136
FI EXP 2021 SP_HS TOTAL THS_NAC 88645.041
FI EXP 2021 SP_PK TOTAL THS_NAC 28996.441
FI EXP 2021 SP_O TOTAL THS_NAC 145868.28
FI EXP 2021 SP_O_PR TOTAL THS_NAC 61.692
FI EXP 2021 SP_O_AR TOTAL THS_NAC 1835.692
FI EXP 2021 SP_O_FL TOTAL THS_NAC 684.109
FI EXP 2022 SW TOTAL THS_NAC 451069.817
FI EXP 2022 SW_SN TOTAL THS_NAC 85316.078
FI EXP 2022 SW_SN CONIF THS_NAC 83042.391
FI EXP 2022 SW_SN NCONIF THS_NAC 2273.687
FI EXP 2022 SW_SN NC_TRO THS_NAC 333.043
FI EXP 2022 SW_WR TOTAL THS_NAC 44568.362
FI EXP 2022 SW_DM TOTAL THS_NAC 4147.039
FI EXP 2022 SW_JN TOTAL THS_NAC 60808.489
FI EXP 2022 SW_FU TOTAL THS_NAC 168964.113
FI EXP 2022 SW_BL_W TOTAL THS_NAC 78873.529
FI EXP 2022 SW_O TOTAL THS_NAC 8392.207
FI EXP 2022 SP TOTAL THS_NAC 527262.188
FI EXP 2022 SP_CM TOTAL THS_NAC 31025.603
FI EXP 2022 SP_SCO TOTAL THS_NAC 135473.469
FI EXP 2022 SP_HS TOTAL THS_NAC 118856.039
FI EXP 2022 SP_PK TOTAL THS_NAC 39438.192
FI EXP 2022 SP_O TOTAL THS_NAC 202468.885
FI EXP 2022 SP_O_PR TOTAL THS_NAC 83.024
FI EXP 2022 SP_O_AR TOTAL THS_NAC 2641.871
FI EXP 2022 SP_O_FL TOTAL THS_NAC 670.182
FI IMP 2021 ST_1_2 CONIF THS_M3 1467.83
FI IMP 2021 ST_1_2 C_PIN THS_M3 686.269
FI IMP 2021 ST_1_2_1 C_PIN THS_M3 63.772
FI IMP 2021 ST_1_2_2 C_PIN THS_M3 622.497
FI IMP 2021 ST_1_2 C_FIR THS_M3 781.552
FI IMP 2021 ST_1_2_1 C_FIR THS_M3 100.449
FI IMP 2021 ST_1_2_2 C_FIR THS_M3 681.103
FI IMP 2021 ST_1_2 NCONIF THS_M3 4830.214
FI IMP 2021 ST_1_2 NC_OAK THS_M3 0.006
FI IMP 2021 ST_1_2 NC_BEE THS_M3 0
FI IMP 2021 ST_1_2 NC_BIR THS_M3 4646.04
FI IMP 2021 ST_1_2_1 NC_BIR THS_M3 174.086
FI IMP 2021 ST_1_2_2 NC_BIR THS_M3 4471.954
FI IMP 2021 ST_1_2 NC_POP THS_M3 178.776
FI IMP 2021 ST_1_2 NC_EUC THS_M3 0
FI IMP 2021 ST_6 CONIF THS_M3 547.269
FI IMP 2021 ST_6 C_PIN THS_M3 173.841
FI IMP 2021 ST_6 C_FIR THS_M3 343.467
FI IMP 2021 ST_6 NCONIF THS_M3 30.628
FI IMP 2021 ST_6 NC_OAK THS_M3 6.472
FI IMP 2021 ST_6 NC_BEE THS_M3 0.204
FI IMP 2021 ST_6 NC_MAP THS_M3 0.005
FI IMP 2021 ST_6 NC_CHE THS_M3 0
FI IMP 2021 ST_6 NC_ASH THS_M3 1.151
FI IMP 2021 ST_6 NC_BIR THS_M3 5.595
FI IMP 2021 ST_6 NC_POP THS_M3 2.032
FI IMP 2021 ST_1_2 CONIF THS_NAC 75470.83
FI IMP 2021 ST_1_2 C_PIN THS_NAC 36373.917
FI IMP 2021 ST_1_2_1 C_PIN THS_NAC 4335.156
FI IMP 2021 ST_1_2_2 C_PIN THS_NAC 32038.761
FI IMP 2021 ST_1_2 C_FIR THS_NAC 39096.855
FI IMP 2021 ST_1_2_1 C_FIR THS_NAC 7125.368
FI IMP 2021 ST_1_2_2 C_FIR THS_NAC 31971.487
FI IMP 2021 ST_1_2 NCONIF THS_NAC 211214.194
FI IMP 2021 ST_1_2 NC_OAK THS_NAC 19.265
FI IMP 2021 ST_1_2 NC_BEE THS_NAC 0
FI IMP 2021 ST_1_2 NC_BIR THS_NAC 203879.254
FI IMP 2021 ST_1_2_1 NC_BIR THS_NAC 14448.668
FI IMP 2021 ST_1_2_2 NC_BIR THS_NAC 189430.586
FI IMP 2021 ST_1_2 NC_POP THS_NAC 6965.015
FI IMP 2021 ST_1_2 NC_EUC THS_NAC 0
FI IMP 2021 ST_6 CONIF THS_NAC 133705.357
FI IMP 2021 ST_6 C_PIN THS_NAC 42264.517
FI IMP 2021 ST_6 C_FIR THS_NAC 81287.748
FI IMP 2021 ST_6 NCONIF THS_NAC 26692.176
FI IMP 2021 ST_6 NC_OAK THS_NAC 8907.654
FI IMP 2021 ST_6 NC_BEE THS_NAC 83.759
FI IMP 2021 ST_6 NC_MAP THS_NAC 3.018
FI IMP 2021 ST_6 NC_CHE THS_NAC 0
FI IMP 2021 ST_6 NC_ASH THS_NAC 1157.702
FI IMP 2021 ST_6 NC_BIR THS_NAC 1906.527
FI IMP 2021 ST_6 NC_POP THS_NAC 1384.234
FI IMP 2022 ST_1_2 CONIF THS_M3 1295.643
FI IMP 2022 ST_1_2 C_PIN THS_M3 671.034
FI IMP 2022 ST_1_2_1 C_PIN THS_M3 41.352
FI IMP 2022 ST_1_2_2 C_PIN THS_M3 629.682
FI IMP 2022 ST_1_2 C_FIR THS_M3 624.463
FI IMP 2022 ST_1_2_1 C_FIR THS_M3 82.672
FI IMP 2022 ST_1_2_2 C_FIR THS_M3 541.791
FI IMP 2022 ST_1_2 NCONIF THS_M3 1583.707
FI IMP 2022 ST_1_2 NC_OAK THS_M3 0.009
FI IMP 2022 ST_1_2 NC_BEE THS_M3 0.001
FI IMP 2022 ST_1_2 NC_BIR THS_M3 1387.98
FI IMP 2022 ST_1_2_1 NC_BIR THS_M3 32.162
FI IMP 2022 ST_1_2_2 NC_BIR THS_M3 1355.818
FI IMP 2022 ST_1_2 NC_POP THS_M3 79.616
FI IMP 2022 ST_1_2 NC_EUC THS_M3 106.983
FI IMP 2022 ST_6 CONIF THS_M3 301.635
FI IMP 2022 ST_6 C_PIN THS_M3 95.894
FI IMP 2022 ST_6 C_FIR THS_M3 185.119
FI IMP 2022 ST_6 NCONIF THS_M3 33.747
FI IMP 2022 ST_6 NC_OAK THS_M3 6.439
FI IMP 2022 ST_6 NC_BEE THS_M3 0.295
FI IMP 2022 ST_6 NC_MAP THS_M3 0.011
FI IMP 2022 ST_6 NC_CHE THS_M3 0
FI IMP 2022 ST_6 NC_ASH THS_M3 1.009
FI IMP 2022 ST_6 NC_BIR THS_M3 2.929
FI IMP 2022 ST_6 NC_POP THS_M3 2.411
FI IMP 2022 ST_1_2 CONIF THS_NAC 97428.224
FI IMP 2022 ST_1_2 C_PIN THS_NAC 49306.505
FI IMP 2022 ST_1_2_1 C_PIN THS_NAC 2779.369
FI IMP 2022 ST_1_2_2 C_PIN THS_NAC 46527.136
FI IMP 2022 ST_1_2 C_FIR THS_NAC 48083.009
FI IMP 2022 ST_1_2_1 C_FIR THS_NAC 6392.221
FI IMP 2022 ST_1_2_2 C_FIR THS_NAC 41690.788
FI IMP 2022 ST_1_2 NCONIF THS_NAC 139403.835
FI IMP 2022 ST_1_2 NC_OAK THS_NAC 12.888
FI IMP 2022 ST_1_2 NC_BEE THS_NAC 0.047
FI IMP 2022 ST_1_2 NC_BIR THS_NAC 115355.221
FI IMP 2022 ST_1_2_1 NC_BIR THS_NAC 3076.514
FI IMP 2022 ST_1_2_2 NC_BIR THS_NAC 112278.707
FI IMP 2022 ST_1_2 NC_POP THS_NAC 4354.178
FI IMP 2022 ST_1_2 NC_EUC THS_NAC 19070.564
FI IMP 2022 ST_6 CONIF THS_NAC 82200.408
FI IMP 2022 ST_6 C_PIN THS_NAC 28248.233
FI IMP 2022 ST_6 C_FIR THS_NAC 44486.216
FI IMP 2022 ST_6 NCONIF THS_NAC 37034.301
FI IMP 2022 ST_6 NC_OAK THS_NAC 11972.37
FI IMP 2022 ST_6 NC_BEE THS_NAC 183.037
FI IMP 2022 ST_6 NC_MAP THS_NAC 14.818
FI IMP 2022 ST_6 NC_CHE THS_NAC 0
FI IMP 2022 ST_6 NC_ASH THS_NAC 1154.04
FI IMP 2022 ST_6 NC_BIR THS_NAC 1298.471
FI IMP 2022 ST_6 NC_POP THS_NAC 2240.963
FI EXP 2021 ST_1_2 CONIF THS_M3 965.99
FI EXP 2021 ST_1_2 C_PIN THS_M3 694.107
FI EXP 2021 ST_1_2_1 C_PIN THS_M3 285.006
FI EXP 2021 ST_1_2_2 C_PIN THS_M3 409.101
FI EXP 2021 ST_1_2 C_FIR THS_M3 236.479
FI EXP 2021 ST_1_2_1 C_FIR THS_M3 6.069
FI EXP 2021 ST_1_2_2 C_FIR THS_M3 230.41
FI EXP 2021 ST_1_2 NCONIF THS_M3 104.535
FI EXP 2021 ST_1_2 NC_OAK THS_M3 0
FI EXP 2021 ST_1_2 NC_BEE THS_M3 0
FI EXP 2021 ST_1_2 NC_BIR THS_M3 98.837
FI EXP 2021 ST_1_2_1 NC_BIR THS_M3 0
FI EXP 2021 ST_1_2_2 NC_BIR THS_M3 98.837
FI EXP 2021 ST_1_2 NC_POP THS_M3 0.078
FI EXP 2021 ST_1_2 NC_EUC THS_M3 0
FI EXP 2021 ST_6 CONIF THS_M3 8715.693
FI EXP 2021 ST_6 C_PIN THS_M3 4345.373
FI EXP 2021 ST_6 C_FIR THS_M3 4369.292
FI EXP 2021 ST_6 NCONIF THS_M3 20.164
FI EXP 2021 ST_6 NC_OAK THS_M3 0.051
FI EXP 2021 ST_6 NC_BEE THS_M3 0.108
FI EXP 2021 ST_6 NC_MAP THS_M3 0.003
FI EXP 2021 ST_6 NC_CHE THS_M3 0
FI EXP 2021 ST_6 NC_ASH THS_M3 0.031
FI EXP 2021 ST_6 NC_BIR THS_M3 13.23
FI EXP 2021 ST_6 NC_POP THS_M3 0.806
FI EXP 2021 ST_1_2 CONIF THS_NAC 87673.586
FI EXP 2021 ST_1_2 C_PIN THS_NAC 62994.886
FI EXP 2021 ST_1_2_1 C_PIN THS_NAC 20162.139
FI EXP 2021 ST_1_2_2 C_PIN THS_NAC 42832.747
FI EXP 2021 ST_1_2 C_FIR THS_NAC 12842.714
FI EXP 2021 ST_1_2_1 C_FIR THS_NAC 469.169
FI EXP 2021 ST_1_2_2 C_FIR THS_NAC 12373.545
FI EXP 2021 ST_1_2 NCONIF THS_NAC 6071.115
FI EXP 2021 ST_1_2 NC_OAK THS_NAC 0
FI EXP 2021 ST_1_2 NC_BEE THS_NAC 0
FI EXP 2021 ST_1_2 NC_BIR THS_NAC 5502.646
FI EXP 2021 ST_1_2_1 NC_BIR THS_NAC 0
FI EXP 2021 ST_1_2_2 NC_BIR THS_NAC 5502.646
FI EXP 2021 ST_1_2 NC_POP THS_NAC 3.573
FI EXP 2021 ST_1_2 NC_EUC THS_NAC 0
FI EXP 2021 ST_6 CONIF THS_NAC 2562670.729
FI EXP 2021 ST_6 C_PIN THS_NAC 1241655.375
FI EXP 2021 ST_6 C_FIR THS_NAC 1320485.99
FI EXP 2021 ST_6 NCONIF THS_NAC 10042.763
FI EXP 2021 ST_6 NC_OAK THS_NAC 56.276
FI EXP 2021 ST_6 NC_BEE THS_NAC 0.89
FI EXP 2021 ST_6 NC_MAP THS_NAC 0.611
FI EXP 2021 ST_6 NC_CHE THS_NAC 0
FI EXP 2021 ST_6 NC_ASH THS_NAC 36.203
FI EXP 2021 ST_6 NC_BIR THS_NAC 4504.734
FI EXP 2021 ST_6 NC_POP THS_NAC 878.586
FI EXP 2022 ST_1_2 CONIF THS_M3 1348.069
FI EXP 2022 ST_1_2 C_PIN THS_M3 927.625
FI EXP 2022 ST_1_2_1 C_PIN THS_M3 345.272
FI EXP 2022 ST_1_2_2 C_PIN THS_M3 582.353
FI EXP 2022 ST_1_2 C_FIR THS_M3 385.541
FI EXP 2022 ST_1_2_1 C_FIR THS_M3 78.217
FI EXP 2022 ST_1_2_2 C_FIR THS_M3 307.324
FI EXP 2022 ST_1_2 NCONIF THS_M3 354.703
FI EXP 2022 ST_1_2 NC_OAK THS_M3 0
FI EXP 2022 ST_1_2 NC_BEE THS_M3 0
FI EXP 2022 ST_1_2 NC_BIR THS_M3 345.028
FI EXP 2022 ST_1_2_1 NC_BIR THS_M3 0.746
FI EXP 2022 ST_1_2_2 NC_BIR THS_M3 344.282
FI EXP 2022 ST_1_2 NC_POP THS_M3 1.583
FI EXP 2022 ST_1_2 NC_EUC THS_M3 0
FI EXP 2022 ST_6 CONIF THS_M3 8563.032
FI EXP 2022 ST_6 C_PIN THS_M3 4211.018
FI EXP 2022 ST_6 C_FIR THS_M3 4339.221
FI EXP 2022 ST_6 NCONIF THS_M3 22.552
FI EXP 2022 ST_6 NC_OAK THS_M3 0.055
FI EXP 2022 ST_6 NC_BEE THS_M3 0.001
FI EXP 2022 ST_6 NC_MAP THS_M3 0
FI EXP 2022 ST_6 NC_CHE THS_M3 0
FI EXP 2022 ST_6 NC_ASH THS_M3 0.014
FI EXP 2022 ST_6 NC_BIR THS_M3 16.19
FI EXP 2022 ST_6 NC_POP THS_M3 0.503
FI EXP 2022 ST_1_2 CONIF THS_NAC 121347.463
FI EXP 2022 ST_1_2 C_PIN THS_NAC 82970.746
FI EXP 2022 ST_1_2_1 C_PIN THS_NAC 27389.877
FI EXP 2022 ST_1_2_2 C_PIN THS_NAC 55580.869
FI EXP 2022 ST_1_2 C_FIR THS_NAC 23676.924
FI EXP 2022 ST_1_2_1 C_FIR THS_NAC 6422.1
FI EXP 2022 ST_1_2_2 C_FIR THS_NAC 17254.824
FI EXP 2022 ST_1_2 NCONIF THS_NAC 24719.676
FI EXP 2022 ST_1_2 NC_OAK THS_NAC 0
FI EXP 2022 ST_1_2 NC_BEE THS_NAC 0
FI EXP 2022 ST_1_2 NC_BIR THS_NAC 24070.048
FI EXP 2022 ST_1_2_1 NC_BIR THS_NAC 86.923
FI EXP 2022 ST_1_2_2 NC_BIR THS_NAC 23983.125
FI EXP 2022 ST_1_2 NC_POP THS_NAC 119.875
FI EXP 2022 ST_1_2 NC_EUC THS_NAC 0
FI EXP 2022 ST_6 CONIF THS_NAC 2585604.845
FI EXP 2022 ST_6 C_PIN THS_NAC 1245029.07
FI EXP 2022 ST_6 C_FIR THS_NAC 1335876.828
FI EXP 2022 ST_6 NCONIF THS_NAC 12417.372
FI EXP 2022 ST_6 NC_OAK THS_NAC 101.726
FI EXP 2022 ST_6 NC_BEE THS_NAC 0.14
FI EXP 2022 ST_6 NC_MAP THS_NAC 0
FI EXP 2022 ST_6 NC_CHE THS_NAC 0
FI EXP 2022 ST_6 NC_ASH THS_NAC 63.489
FI EXP 2022 ST_6 NC_BIR THS_NAC 7613.448
FI EXP 2022 ST_6 NC_POP THS_NAC 665.988
FI PRD 2021 EU2_1 TOTAL THS_M3 66713.896538
FI PRD 2021 EU2_1 CONIF THS_M3 52925.994956
FI PRD 2021 EU2_1 NCONIF THS_M3 13787.901582
FI PRD 2021 EU2_1_1 TOTAL THS_M3 5483.46744028 6
FI PRD 2021 EU2_1_1 CONIF THS_M3 4867.0951786452 6
FI PRD 2021 EU2_1_1 NCONIF THS_M3 616.3722616348 6
FI PRD 2021 EU2_1_2 TOTAL THS_M3
FI PRD 2021 EU2_1_2 CONIF THS_M3
FI PRD 2021 EU2_1_2 NCONIF THS_M3
FI PRD 2021 EU2_1_3 TOTAL THS_M3 61230.42909772 6
FI PRD 2021 EU2_1_3 CONIF THS_M3 48058.8997773548 6
FI PRD 2021 EU2_1_3 NCONIF THS_M3 13171.5293203652 6
FI PRD 2022 EU2_1 TOTAL THS_M3 65637.339725
FI PRD 2022 EU2_1 CONIF THS_M3 52029.037557
FI PRD 2022 EU2_1 NCONIF THS_M3 13608.302168
FI PRD 2022 EU2_1_1 TOTAL THS_M3 5242.481822352 6
FI PRD 2022 EU2_1_1 CONIF THS_M3 4597.2976464245 6
FI PRD 2022 EU2_1_1 NCONIF THS_M3 645.1841759275 6
FI PRD 2022 EU2_1_2 TOTAL THS_M3
FI PRD 2022 EU2_1_2 CONIF THS_M3
FI PRD 2022 EU2_1_2 NCONIF THS_M3
FI PRD 2022 EU2_1_3 TOTAL THS_M3 60394.857902648 6
FI PRD 2022 EU2_1_3 CONIF THS_M3 47431.7399105755 6
FI PRD 2022 EU2_1_3 NCONIF THS_M3 12963.1179920725 6

The Making of Hedonic Index Numbers, Finland

Languages and translations
English

The Making of Hedonic Index Numbers Ville Auno, Henri Luomaranta-Helmivuo, Hannele Markkanen, Satu Montonen, Kristiina Nieminen, Antti Suoperä

Presenter: Satu Montonen Meeting of the Group of Experts on Consumer Price Indices 07 - 09 June 2023, Geneva

Content 1. Background 2. Data and data pre-processing 3. Steps of the process for producing the hedonic price index 4. Results 5. Conclusions

1 June, 2023 Statistics Finland | [email protected]

1. Background • Previously, the price index for second-hand cars was calculated by Autovista Group for the purpose of CPI

• From the beginning of 2023, Statistics Finland has done the calculation itself

• The same second-hand car is not sold every month, so it is impossible to follow the price of the same car over time

• In this study, we combine hedonic quality adjusting and traditional index calculation

• In Finland, the same method is used for the prices of houses as well as for the rents of offices and shops

1 June, 2023 Statistics Finland | [email protected]

2. Data and data pre-processing • Data is received on a daily basis from one major selling portal for second-hand cars in Finland

• Only the latest sales announcement of the month is considered

• The sales announcement data is supplemented with additional characteristics information from the vehicle register data from Finnish Transport and Communications Agency

• The monthly data contains approximately 75 000 individual sales announcements of second-hand cars

• For index calculation purposes, only the following are taken into account: - Second-hand cars with ”sold”-status purchased from car dealers - Passenger cars - Cars aged between one and twenty years - Cars with price greater than 2000 euros - Mileage needs to be less than one million kilometers

1 June, 2023 Statistics Finland | [email protected]

3. Steps of the process for producing the hedonic price index

Definition and estimation of price

model incl. statistical tests

Aggregation and Oaxaca-

decomposition

Index calculation

1 June, 2023 Statistics Finland | [email protected]

3.1 Definition and estimation of price model 1/5

• The price model is semilogarithmic:

𝑙𝑙𝑙𝑙𝑙𝑙 𝑝𝑝𝑖𝑖𝑖𝑖 = 𝛼𝛼01𝑖𝑖 + ⋯+ 𝛼𝛼0𝑘𝑘1𝑖𝑖 + 𝑥𝑥𝑥𝑖𝑖𝑖𝑖𝛽𝛽𝑖𝑖 + 𝜀𝜀𝑖𝑖𝑖𝑖,

where 𝑝𝑝 is the unit price of a second-hand car, parameters 𝛼𝛼 represent stratum effects and term 𝜀𝜀 is random error term

• The unknown parameters 𝛽𝛽 and 𝛼𝛼 are estimated using the ordinary least squares method (OLS)

The explanatory variables used in the price model

1 June, 2023 Statistics Finland | [email protected]

Variable Description

𝑥𝑥1 Gearbox type: If automatic 𝑥𝑥1 = 1, else 𝑥𝑥1 = 0.

𝑥𝑥2 Towing hook: If towing hook 𝑥𝑥2 = 1, else 𝑥𝑥2 = 0.

𝑥𝑥3 Service history: If service history is available 𝑥𝑥3 = 1, else 𝑥𝑥3 = 0.

𝑥𝑥4 Cruise control: If cruise control 𝑥𝑥4 = 1, else 𝑥𝑥4 = 0.

𝑥𝑥5 Selling time of a car, months.

𝑥𝑥6 = 𝑠𝑠𝑠𝑠𝑠𝑠𝑠𝑠(𝑥𝑥5) Square root of the selling time of a car.

𝑥𝑥7 Age of a car, years.

𝑥𝑥8 = 𝑠𝑠𝑠𝑠𝑠𝑠𝑠𝑠(𝑥𝑥7) Square root of the age of a car.

𝑥𝑥9 Mileage (ten thousand).

𝑥𝑥10 = 𝑠𝑠𝑠𝑠𝑠𝑠𝑠𝑠(𝑥𝑥9) Square root of mileage.

𝑥𝑥11 Power/Weight ratio of a car.

𝑥𝑥12 = 𝑠𝑠𝑠𝑠𝑠𝑠𝑠𝑠(𝑥𝑥11 ) Square root of Power/Weight of a car.

3.1 Definition and estimation of price model 2/5 • We define several hierarchical partitions of second-hand cars (homogenous stratums)

• Using the F-test, we select the suitable partition: model 6

1 June, 2023 Statistics Finland | [email protected]

Model 1 Model 2 Model 3 Model 4 Model 5 Model 6

No categori-

zation

Size of a car

Size of a car × Make

Size of a car × Make ×

Model

Size of a car × Make × Model × Driving

Power

Size of a car × Make × Model × Driving Power × Type of a car

Model 1 vs 2

Model 2 vs 3

Model 3 vs 4

Model 5 vs 4

Model 6 vs 5

Test statistic 11896 1872 711 36.8 10.7

Model 1

Model 2

Model 3

Model 4

Model 5

Model 6

No categori-zation

Size of a car

Size of a car × Make

Size of a car × Make × Model

Size of a car × Make × Model × Driving Power

Size of a car × Make × Model × Driving Power × Type of a car

Model 1 vs 2

Model 2 vs 3

Model 3

vs 4

Model 5

vs 4

Model 6

vs 5

Test statistic

11896

1872

711

36.8

10.7

3.1 Definition and estimation of price model 3/5 • We define several classifications of price models

• Using the F-test, we select the suitable classification of price model: model 8

1 June, 2023 Statistics Finland | [email protected]

Model 6 Model 7 Model 8

No heterogeneity Size of a car Size of a car × Make

Model 7 vs 6

Model 8 vs 7

Test statistic 206.5 45

Model 6

Model 7

Model 8

No heterogeneity

Size of a car

Size of a car × Make

Model 7

vs 6

Model 8

vs 7

Test statistic

206.5

45

3.1 Definition and estimation of price model 4/5 • The price model is estimated for each year

• Estimation results for model 8 - Selling time of a car has little effect on price - Age of a car and mileage have a negative effect

on price - Power/Weight ratio of a car has a positive

effect on price

1 June, 2023 Statistics Finland | [email protected]

Year 2020 2021 Number of observations 287936 269663 Number of equations 72 74 Number of stratums/categories 1594 1691 Degrees of freedom 285478 267084 SSE 5401.6405077 4908.43633 R2 0.9645034599 0.9675392005 RMSE 0.1375550427 0.1355650208

2020 2021 Constant 9.9126394001 9.8211262087 If automatic gearbox 𝑥𝑥1 = 1, else 𝑥𝑥1 =0 0.0902673948 0.0923941505 If towing hook 𝑥𝑥2 = 1, else 𝑥𝑥2 = 0 0.0118209506 0.0113174535 If service history is available 𝑥𝑥3 = 1, else 𝑥𝑥3 = 0 -0.010492392 -0.008856039 If cruise control 𝑥𝑥4 = 1, else 𝑥𝑥4 = 0 0.017682513 0.0190084745 Selling time of a car, 𝑥𝑥5 -0.000386744 0.0036841099 𝑥𝑥6 = 𝑥𝑥5

1/2 0.0054383443 -0.012634214 Age of a car, 𝑥𝑥7 -0.138809764 -0.135251635 𝑥𝑥8 = 𝑥𝑥7

1/2 0.2915511757 0.2950576677 Mileage, 𝑥𝑥9 -0.033047764 -0.033221364 𝑥𝑥10 = 𝑥𝑥9

1/2 0.0180405738 0.026330353 Power/Weight ratio of a car, 𝑥𝑥11 12.089654612 9.8976375615 𝑥𝑥12 = 𝑥𝑥11

1/2 -2.549090343 -1.520907481

Year

2020

2021

Number of observations

287936

269663

Number of equations

72

74

Number of stratums/categories

1594

1691

Degrees of freedom

285478

267084

SSE

5401.6405077

4908.43633

R2

0.9645034599

0.9675392005

RMSE

0.1375550427

0.1355650208

2020

2021

Constant

9.9126394001

9.8211262087

If automatic gearbox , else 0

0.0902673948

0.0923941505

If towing hook , else

0.0118209506

0.0113174535

If service history is available , else

-0.010492392

-0.008856039

If cruise control , else

0.017682513

0.0190084745

Selling time of a car,

-0.000386744

0.0036841099

0.0054383443

-0.012634214

Age of a car,

-0.138809764

-0.135251635

0.2915511757

0.2950576677

Mileage,

-0.033047764

-0.033221364

0.0180405738

0.026330353

Power/Weight ratio of a car,

12.089654612

9.8976375615

-2.549090343

-1.520907481

3.1 Definition and estimation of price model 5/5 The price effect of selling time (months) on the average log-prices in year 2020 and 2021 (red line)

1 June, 2023 Statistics Finland | [email protected]

The price effect of mileage (ten thousand) on the average log-prices in year 2020 and 2021 (red line)

The price effect of power/weight ratio (kW/kg) on the average log-prices in year 2020 and 2021 (red line)

The price effect of age (years) on the average log-prices in year 2020 and 2021 (red line)

3.2 Aggregation and Oaxaca-decomposition • We aggregate price models from observations into stratums of the partition

• We test unweighted geometric and arithmetic averages in aggregation

• The quality adjusting is performed using decomposition introduced by Oaxaca (1973) - The decomposition splits the actual average price change into quality corrections and quality adjusted price changes

for any stratum

(1) Price-ratio = Quality corrections + Quality adjusted price change conditional on �𝒙𝒙′𝑘𝑘𝑖𝑖

A = QC + QA

• The equation (1) can be represented as

𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�̅�𝑝𝑘𝑘𝑖𝑖 �̅�𝑝𝑘𝑘0 = 𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�𝑝𝑝𝑘𝑘𝑖𝑖 �̅�𝑝𝑘𝑘0 + 𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�̅�𝑝𝑘𝑘𝑖𝑖 �𝑝𝑝𝑘𝑘𝑖𝑖 ,

where 𝑙𝑙𝑙𝑙𝑙𝑙 �̅�𝑝𝑘𝑘𝑖𝑖 is the average price for the current month, 𝑙𝑙𝑙𝑙𝑙𝑙 �̅�𝑝𝑘𝑘0 is the average price for the base period and

𝑙𝑙𝑙𝑙𝑙𝑙 �𝑝𝑝𝑘𝑘𝑖𝑖 = �𝛼𝛼𝑘𝑘0 + �𝒙𝒙′𝑘𝑘𝑖𝑖�𝜷𝜷𝑗𝑗0 is the current month's estimated price using the base period valuation of characteristics �𝜷𝜷𝑗𝑗0

• The price model estimates used are always from the base period 1 June, 2023 Statistics Finland | [email protected]

3.3 Index calculation • The averaged stratum-level price decompositions are summed up to COICOP7-level using weights 𝑤𝑤𝑘𝑘,𝑓𝑓 of

index number formula 𝑓𝑓

𝑒𝑒𝑥𝑥𝑝𝑝 ∑𝑘𝑘 𝑤𝑤𝑘𝑘,𝑓𝑓 𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�̅�𝑝𝑘𝑘𝑖𝑖 �̅�𝑝𝑘𝑘0 = 𝑃𝑃𝑓𝑓,𝐴𝐴 ⁄𝑖𝑖 0 is the price index for actual average prices (A)

𝑒𝑒𝑥𝑥𝑝𝑝 ∑𝑘𝑘 𝑤𝑤𝑘𝑘,𝑓𝑓 𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�𝑝𝑝𝑘𝑘𝑖𝑖 �̅�𝑝𝑘𝑘0 = 𝑃𝑃𝑓𝑓,𝑄𝑄𝑄𝑄 ⁄𝑖𝑖 0 is the price index for quality corrections (QC)

𝑒𝑒𝑥𝑥𝑝𝑝 ∑𝑘𝑘 𝑤𝑤𝑘𝑘,𝑓𝑓 𝑙𝑙𝑙𝑙𝑙𝑙 ⁄�̅�𝑝𝑘𝑘𝑖𝑖 �𝑝𝑝𝑘𝑘𝑖𝑖 = 𝑃𝑃𝑓𝑓,𝑄𝑄𝐴𝐴 ⁄𝑖𝑖 0 is price index for quality adjusted price changes (QA)

that satisfy the following equation

𝑃𝑃𝑓𝑓,𝐴𝐴 ⁄𝑖𝑖 0 = 𝑃𝑃𝑓𝑓,𝑄𝑄𝑄𝑄

⁄𝑖𝑖 0 � 𝑃𝑃𝑓𝑓,𝑄𝑄𝐴𝐴 ⁄𝑖𝑖 0

• In our case the base period is a previous year normalized as an average month - We use the flexible basket approach

• We test different index number formulas

1 June, 2023 Statistics Finland | [email protected]

4. Results 1/3 • Index series for actual average prices for ‘Small cars’ make ‘Honda’. Indices based on geometric are dotted

lines and arithmetic are solid lines

• Basic formulas are contingently biased, deviating from each other

• Price ratios using unweighted arithmetic or geometric average prices are closely related

1 June, 2023 Statistics Finland | [email protected]

4. Results 2/3 • Hedonic index series for actual arithmetic average prices (A), quality adjusted prices (QA) and quality

corrections (Qc_x)

• Age of a car (x7) and mileage (x9) have a negative effect on actual average prices - Sold cars are older and more driven in the current period

• Index series for actual prices must be corrected upwards, which is index series for quality adjusted prices

1 June, 2023 Statistics Finland | [email protected]

4. Results 3/3

• The differences between the series are due to the data source, regression model variables, index formula and strategy

1 June, 2023 Statistics Finland | [email protected]

Things to consider when designing a hedonic application (HICP Manual) • How many and which quality-related variables to include in the regression equation: Our model has 12 variables

(slide 6)

• Whether to use another (finer or coarser) stratification when estimating the regression coefficients than when computing the index: We use a coarser stratification for estimation (slide 8)

• How frequently to re-estimate the regression coefficients: We re-estimate every year

• Whether to weight the prices when estimating the regression coefficients: We use equal weights

• Which function form to use; semi-logarithmic, double-logarithmic or other: Our model is semi-logarithmic (slide 6)

• Whether valid or spurious results are obtained: Statistical inference leads to selection of the best price models. Estimators of the price models are the best linear unbiased estimates (BLUE)

• Whether the method improves the accuracy of the index so much that it outweighs the often relatively high cost for design work and for collection of quality-related data: Yes, see slide 14

1 June, 2023 Statistics Finland | [email protected]

5. Conclusions • Our proposal for producing a hedonic price index is as follows:

1. Use suitable partition in estimation of price models

2. Aggregate price models into stratum-level by using arithmetic average

- Arithmetic average is more interpretable than geometric average

3. Form price decompositions for stratums (Oaxaca)

4. Aggregate stratum-level price decompositions into COICOP-level using Törnqvist formula and base strategy with a flexible basket, that is free of chain drift

• This method is widely used in Statistics Finland

1 June, 2023 Statistics Finland | [email protected]

Thank You!

Satu Montonen [email protected]

  • The Making of Hedonic Index Numbers
  • Content
  • 1. Background
  • 2. Data and data pre-processing
  • 3. Steps of the process for producing the hedonic price index
  • 3.1 Definition and estimation of price model 1/5
  • 3.1 Definition and estimation of price model 2/5
  • 3.1 Definition and estimation of price model 3/5
  • 3.1 Definition and estimation of price model 4/5
  • 3.1 Definition and estimation of price model 5/5
  • 3.2 Aggregation and Oaxaca-decomposition�
  • 3.3 Index calculation
  • 4. Results 1/3
  • 4. Results 2/3
  • 4. Results 3/3
  • Things to consider when designing a hedonic application (HICP Manual)
  • 5. Conclusions
  • Thank You!

Finland and Namibia pilot twinning initiative to strengthen transboundary water cooperation under UN Water Convention

Finland and the Republic of Namibia, both countries which are strong advocates for transboundary water cooperation in their respective regions and globally, have just embarked on a two-year pilot Twinning Initiative to exchange experiences, build capacity and strengthen bilateral cooperation on transboundary water management. It is the first Twinning of its kind between the two countries. 

The Making of Hedonic Index Numbers, Finland

This study combines heterogeneously behaving cross-sectional regressions and hedonic quality adjusting in traditional index number framework. The approach provides a transparent mathematical representation of quality correction and quality adjustment of price changes in elementary aggregates. We propose an alternative to the standard Griliches-type time-dummy hedonic approach, which in the sense of index number theory is more interpretable and mathematically transparent between actual average price changes, quality correction and quality adjustment.

Languages and translations
English

The Making of Hedonic Index Numbers

Auno, Ville, Statistics Finland

Luomaranta-Helmivuo, Henri, Statistics Finland

Markkanen, Hannele, Statistics Finland

Montonen, Satu, Statistics Finland

Nieminen, Kristiina, Statistics Finland

Suoperä, Antti, Statistics Finland

Abstract This study combines heterogeneously behaving cross-sectional regressions and hedonic quality adjusting in

traditional index number framework. The approach provides a transparent mathematical representation of

quality correction and quality adjustment of price changes in elementary aggregates. We propose an

alternative to the standard Griliches-type time-dummy hedonic approach, which in the sense of index number

theory is more interpretable and mathematically transparent between actual average price changes, quality

correction and quality adjustment.

In the first stage, the problem of heterogeneously behaving cross-sectional models is handled using the

principle of hierarchical, ‘nested’, price models. The price models are formulated by combining the proper

partition of observations (categorization of observations) and the proper classification of observations into

the most homogeneously behaving subgroups (heterogeneous between subgroups) using standard statistical

inference. These are achieved using the FE-models (fixed effects) familiar to economists. In the second

stage, the estimated price models are aggregated from observation level into the level of partition (i.e., into

stratums), where the so-called Oaxaca decompositions are computed. This decomposition, although not

unambiguous, consistently divides the actual price change into quality corrections and quality adjusted price

change for each stratum. We show what is the ideal selection of decompositions based on the algebraic

properties of the OLS method. In the third stage, the stratum level decompositions are aggregated into higher

levels similarly as in a traditional index number calculation where ‘a weighted-by-economic-importance’-

variable takes a central role. We use several basic and excellent index number formulas. The study ends in

empirical application of used cars in Finland.

Keywords

Partition, Unit Value, Logarithmic Representations, Index Number Formulas, Hedonic Method, FE-Model,

OLS Method, Unbiased, Price Aggregation, Oaxaca Decomposition, Logarithmic mean, Conditional and

Unconditional mean.

1 Introduction

In traditional index number theory direct price-links are based on comparisons 0 → t, t = 1, 2, …, for

commodities comparable in quality. Practically this means measurement of price changes from commodity

prices having a unique code e.g. GTIN-identifier. This traditional method fits nicely for e.g. daily products

but not generally. In most cases, like clothes, shoes, mobile phones, TV, home electronics etc., bilateral

price-linking is not possible because of quality change. This property makes bilateral strategies less useful

leading to indices being contingently biased caused by quality changes of quality characteristics. This

happens for example for prices of houses and used cars. For that Bailey, Muth and Nourse (1963) developed

a repeat-sales model (see, Case and Shiller,1989; Quigley, 1995) using a model based (or the stochastic)

approach to measure changes of prices. These repeat-sales models are problematic, because they can capture

a tiny fraction of the data because each transacted ‘commodity’, for example apartment or used car, appears

rarely more than once in the data in a short time span. Another well-known model-based approach is the

Griliches (1971) time-dummy hedonic method or the WTPD-model (Diewert and Fox, 2018, pp.15), which

cover the entire data and resolve the comparability issue using hedonic quality adjusting. These methods

suffer from several problems, but most importantly they are not connected any way with traditional index

number theory (see Koev, 2003; Suoperä, Luomaranta, Nieminen and Markkanen. 2021; Kaila, Luomaranta

& Suoperä, 2022). Therefore, these hedonic methods are abandoned in this study.

The focus of the study is to show ‘How hedonic quality adjusting, and traditional index number theory may

be combined using familiar regression analysis and its algebraic properties transparently?’. The work builds

on two earlier papers (Koev, 2003; Suoperä, 2006; see also Vartia, Suoperä & Vuorio, 2021; Suoperä &

Auno, 2021; Suoperä, Luomaranta, Nieminen and Markkanen. 2021; Kaila, Luomaranta & Suoperä, 2022)

which address most of issues based on hedonic approach to index numbers. The main idea is that because

effective matched pairs method or bilateral price-linking is not possible, the price-linking should be done for

some coarse but the most homogeneous grouping of observations. We do this using econometric approach

where price models include two-dimensional heterogeneity: ‘intercept’ or ‘categorical heterogeneity’ that

arise from a detailed partition and ‘slope coefficient heterogeneity’ from different OLS regressions in several

heterogeneously behaving subgroups (Suoperä and Vartia, 2011). In statistical textbooks this modelling is a

well-known Fixed Effects (FE) model (Hsiao, 1986, s.29-32).

The process consists of three steps. In the first step, we define several hierarchical ‘nested’ FE price models

and use statistical inference, that is the estimation of heterogeneously behaving price models and testing

equality between them. Statistical inference helps us to identify the data generating process of prices and

leads to selection of the best price models, that is the combination of the classification of price models and

their partitions. Estimators of the price models are the best linear unbiased estimates (BLUE). In second step,

we aggregate price models from observations into stratums of the partition. This will be done while

satisfying the basic algebraic properties of the OLS method. Then the quality adjusting is performed using

decomposition introduced by Oaxaca (1973). Even the decomposition is not unambiguous, it splits the true

average price change consistently into quality changes and quality adjusted price changes for any stratum in

question. In third step, we apply traditional index number theory for stratum level aggregates of the

decomposition. We analyze two stratum aggregates and their decompositions – unweighted arithmetic and

geometric averages. We perform our analysis of index numbers using several basic (Laspeyres (L), log-

Laspeyres (l), Log-Paasche (p), Paasche (P)) and excellent index number formulas (Törnqvist (T),

Montgomery-Vartia (MV), Sato-Vartia (SV), Fisher (F)).

The structure of the study is as follows. In chapter 2 we present the data, basic concepts and notations. In

chapter 3 we present several nested partitions and combine them with heterogeneously behaving cross-

sectional regressions. Theoretical methods are presented by their empirical counterparts. In chapter 4 we

derive stratum aggregates and their Oaxaca decompositions. In chapter 5 we apply index number methods to

our stratum aggregates and show some graphical figures comparing different basic and excellent index

numbers. Chapter 6 concludes.

2 Data, Basic Concepts and Notation

2.1 Data

Data is received on a daily basis from one major selling portal for second-hand cars in Finland. The received

data contains the sales announcements updated on the previous day. When daily announcements are

compiled as monthly data, only the latest sales announcement of the month is considered. The sales

announcement data is then supplemented with additional characteristics information from the vehicle register

data from Finnish Transport and Communications Agency. If the weight or the power of the car are

unavailable from abovementioned sources, they are imputed. The monthly data contains approximately

75 000 individual sales announcements of second-hand cars.

For index calculation purposes, only second-hand cars with ”sold”-status purchased from car dealers are

taken into account. Second-hand cars aged between one and twenty years are taken into index calculation.

Cars with price less than 2000 euros are excluded since they are not considered representative. Vans and

recreational vehicles are deleted from index calculation data. Cars with outliers or clearly incorrect

information in the categorical variables (such as mileage over one million kilometers, weight under 750

kilograms or over 3000 kilograms and power under 20 kilowatts or over 600 kilowatts) are also removed.

Also, cars with mileage under one kilometer are deleted since they are not considered as second-hand cars.

2.2 Basic Concepts

Price is defined as car specific unit value measuring price of a car. In this study, the unit prices are in

logarithmic scale, log-euros. All other variables are measured by their typical units of measurement, e.g. age

of the car in years, selling time of the cars in months, and mileage in kilometers. Non-linearity is taken into

account by calculating square roots of those explanatory variables that are not dummy variables. In short,

our price model is specified as semilogarithmic.

2.3 Notation

The notations in this study are two-fold. First, in observation level we use typical econometric notation

because we use model-based price analysis. Aggregation of variables (i.e., dependent, independent) from

observations into strata (i.e., into index commodities or stratum aggregates) connect notations also into

traditional notations of index number theory. The most important concepts are:

Observation level:

Commodities: 𝑎1, 𝑎2, … , 𝑎𝑛𝑡 are transacted used cars in period t.

Time periods: t = 0, 1, 2, … are the compared months.

Quantity: 𝑞𝑖 𝑡 = 𝑞𝑖𝑡 = 1 for 𝑎𝑖 in period t.

Unit value or unit price: 𝑝𝑖 𝑡 = 𝑣𝑖

𝑡 𝑞𝑖 𝑡⁄ or 𝑝𝑖𝑡 = 𝑣𝑖𝑡 𝑞𝑖𝑡⁄ is the unit price of a used car 𝑎𝑖 in period t

Value: 𝑣𝑖 𝑡 = 𝑣𝑖𝑡 = 𝑞𝑖𝑡𝑝𝑖𝑡 is the value of a used car 𝑎𝑖 in period t.

Total value: 𝑉𝑡 = ∑ 𝑣𝑖 𝑡

𝑖 = ∑ 𝑣𝑖𝑡𝑖 is the total value of all used cars in period t.

Total quantity: 𝑄𝑡 = ∑ 𝑞𝑖 𝑡

𝑖 = ∑ 𝑞𝑖𝑡𝑖 is the total quantity of all used cars in period t.

Explanatory variables in regressions: 𝒙𝑖𝑡 = (𝑥𝑖𝑡1 …𝑥𝑖𝑡𝑘)′ is a k-vector of observed characteristics in period t.

Stratum level (i.e., elementary aggregates, for example conditional averages):

Price relatives: �̅�𝑘 𝑡/0

= �̅�𝑘𝑡 �̅�𝑘0⁄ is the price relative of averaged unit prices for stratum k from period 0 to t.

Quantity relatives: 𝑞𝑘 𝑡/0

= 𝑞𝑘𝑡 𝑞𝑘0⁄ is the quantity relative for stratum k from period 0 to t.

Value relatives: 𝑣𝑘 𝑡/0

= 𝑣𝑘𝑡 𝑣𝑘0⁄ is the value relative for stratum k from period 0 to t.

Value shares: 𝑤𝑘𝑡 = 𝑣𝑘𝑡 ∑ 𝑣𝑘𝑡𝑘⁄ is the value share for stratum k in period t.

Explanatory variables in regressions: �̅�𝑘𝑡 = (�̅�𝑡1 … �̅�𝑡𝑘)′ is a k-vector of averaged characteristics for stratum

k in period t.

3 The Regression Analysis

We underline the importance of the analysis of heterogeneous micro behaviors that includes two main

sources of heterogeneity – intercept or categorical heterogeneity (problem of partition) and slope

heterogeneity from different OLS regressions. Inadequate partition or inadequate classification of price

models, or both, lead to biased estimates of the OLS regressions caused by omitted relevant variables. We

analyze this problem using several hierarchical partitions of observations and several classifications of the

nested OLS regressions.

Partition means for most statisticians the classification of statistical units into most ‘homogenous’ disjoint

stratums. ‘Homogeneous groupings’ are not easy to come by. In this study, we use statistical inference to

solve problem of partition. The same principle is used also in the decision-making of the classification of

price models. Together they make possible to control quality differences of the characteristic’s variables, that

is 𝒙𝑖𝑡 = (𝑥𝑖𝑡1 …𝑥𝑖𝑡𝑘)′, inside stratum k and time periods t ≠ t’.

We proceed similarly as in Suoperä and Vartia (2011) – we make partition of transacted used cars and then

apply regression analysis for some subgroup of stratums included in partition. We combine them into fixed-

effects dummy-variable approach (Hsiao, 1986, s.29-32). We show that regression analysis combined with

the partition is operational especially in construction of hedonic index numbers (Koev, 2003; Suoperä, 2006;

see also Vartia, Suoperä & Vuorio, 2021; Suoperä & Auno, 2021; Suoperä, Luomaranta, Nieminen and

Markkanen. 2021; Kaila, Luomaranta & Suoperä, 2022).

We give simple examples how to make hierarchical ‘competing price models’ that combine

intercept/categorical and slope heterogeneity into the FE models. We also show how to select the best price

model for our hedonic quality adjusting using simple statistical inference for these ‘nested models’. Following

Table shows two sources of heterogeneity for used cars.

Table 3.1: Two heterogeneity effects on price levels and price differences.

Intercept/categorical heterogeneity

Partition 1 Partition 2 Partition 3 Partition 4 Partition 5 Partition 6

No

partition

Size of a

car

Size of a

car × Make

Size of a car ×

Make × Model

Size of a car × Make ×

Model × Driving

Power

Size of a car × Make ×

Model × Driving Power ×

Type of a car

Slope heterogeneity categories

Naive Typical Good or ‘Best’

No heterogeneity Size of a car Size of a car × Make

Size of a car-indicator is formed with internationally used segment-variable which classify cars into standard,

SUV1- and MPV2- cars according to seven size categories from M to F. We group them into following four

size categories: {M, A, B} (‘Small), {C} (Normal), {D} (Big) and {E, F} (Maximum), which each includes

their SUV- and MPV-models. SUV- and MPV-models are included into categorization by separate indicators,

that are formed using ‘Make’ and ‘Model’ information. ‘Make’-indicator classifies cars into, e.g. ‘Audi’,

‘BMW’, ‘Ford’ and its ‘Model’ into e.g. ‘A4’, ‘Series-5’, ‘Focus’. Indicator ‘Driving Power’ classify cars into

five categories: Diesel, Electric, Hybrid, Gasoline and Others. ‘Type of a car’-indicator into estate and other

1 SUV=sport utility vehicle 2 MPV=multi-purpose vehicle

type cars. All indicators and their cartesian product, i.e. ‘×’ in Table 3.1, form partition of disjoint sets with

union of all observations.

In Table 3.1, we define six competing partitions and three different specification of slope heterogeneity. We

proceed using following three steps: In first step, we combine ‘naïve’ model with all five partitions, estimate

them separately and test the equality between them hierarchically (i.e., Partition 1 vs. Partition 2, Partition 2

vs. Partition 3, …). This step concludes the best partition in statistical sense. In second step, a naïve model is

replaced by four equations based on ‘Size of a car’ categories, which are combined with the best partition

selected in the first step. Price model from steps one and two are ‘nested models’ (certain linear restrictions on

model two leads into model one) and their equality may be tested using standard F-statistics. This test is a

measure of the loss of fit those results from imposing a linear restriction on price models of step two (see

Greene, 1997, p. 343-344, 657). In third step, we estimate about 70 equations based on size and make of a car

that are combined with the best partition selected in step one and two. The price models selected in each step

(i.e., step one, two and three) are nested hierarchical models and their equality may be tested using the same

F-test as before (see example: Suoperä and Vartia, 2011, p.21).

3.1 The Price Model for Heterogeneously Behaving Cross-sections

We start the analysis using the standard linearly additive price model in its most general representation:

(1) 𝑦𝑖𝑗𝑡 = ∑ 𝑖𝑖𝑘𝑡𝛼𝑘𝑡 𝐾𝑗

𝑘=1 + 𝒙′ 𝑖𝑗𝑡𝜷𝑗𝑡 + 𝜀𝑖𝑗𝑡,

where the dependent variable 𝑦𝑖𝑗𝑡 = log(𝑝𝑖𝑗𝑡) is a log-price for statistical unit i belonging into equation j in

time period t. 𝒙𝑖𝑗𝑡 is a E-dimensional vector of explanatory variables for equation j in time period t. 𝜷𝑗𝑡 is

a E-dimensional vector of parameters presenting of mean changes in the log-prices y from a unit changes of

x. The explanatory variables are measured in their original units of measurements meaning that equation (1)

is specified as semilogarithmic. Each equations includes 𝐾𝑗 categorical indicator or dummy variables (i.e.,

size of a car, make, model, driving power, type of a car) 𝑖𝑖𝑘𝑡 that gets value 1 if belongs into certain category

otherwise 0. The categorical variables form the partition of observations for any equation j.

The price model is defined in its most general form because the sources of heterogeneity may be easily

presented. Using simple algebra, the equation (1) may be represented as a sum of representative and

deviation behaviors (heterogeneity effects):

(2) 𝑦𝑖𝑗𝑡 = �̅�𝑡 + 𝒙′ 𝑖𝑗𝑡�̅�𝑡 + ∑ 𝑖𝑖𝑘𝑡(𝛼𝑘𝑡

𝐾 𝑘=1 − �̅�𝑡) + 𝒙′

𝑖𝑗𝑡(𝜷𝑗𝑡 − �̅�𝑡) + 𝜀𝑖𝑗𝑡,

where the representative behavior is �̅�𝑡 + 𝒙′ 𝑖𝑗𝑡�̅�𝑡 and two sources of heterogeneity behaviors, that are

categorial ∑ 𝑖𝑖𝑘𝑡(𝛼𝑘𝑡 𝐾 𝑘=1 − �̅�𝑡), k = 1,…, K (number of categories/stratums) and behavioral heterogeneity

𝒙′ 𝑖𝑗𝑡(𝜷𝑗𝑡 − �̅�𝑡). Interpretation of these two terms is presented in Vartia, (1979, 2008a); Suoperä and Vartia

(2011, pp.6) and may be noted simply as

Categorial: 𝑖𝑖𝑘𝑡(𝛼𝑘𝑡 − �̅�𝑡) = 𝑐𝑖𝑘𝑡, for k = 1,…, K and

Behavioral: 𝒙′ 𝑖𝑗𝑡(𝜷𝑗𝑡 − �̅�𝑡) = 𝒃𝑖𝑗𝑡 for j = 1,…, J.

Before empirical solution of (2) we put all things together using deterministic mathematics and matrix

notations for equation (2), that is

(3a) 𝒚𝑡 = 𝑿𝑡𝜷𝑡 ∗ + 𝑯𝑡𝟏𝑡+𝜺𝑡, where 𝑯𝑡 = [ 𝑪𝑡 𝑩𝑡]

or more compactly as

(3b) 𝒚𝑡 = 𝒁𝑡𝝓𝑡+𝜺𝑡, where 𝒁𝑡 = [𝑿𝑡 𝑯𝑡 ] and 𝝓𝑡 = (𝜷𝑡 ∗′ 𝟏′

𝑡 )′, where 𝜷𝑡 ∗′

= (𝛼𝑡 𝜷𝑡)′

𝒚𝑡 is 𝑁𝑡-vector of log-prices, 𝑿𝑡 is (𝑁𝑡 ∗ (𝐸 + 1))-matrix having unity vector in the first column (constant)

and rest columns are the E explanatory variables. 𝑯𝑡 matrix includes two heterogeneity matrices - 𝑪𝑡 is (𝑁𝑡 ∗ 𝐾))-matrix including categorial heterogeneity covariates and 𝑩𝑡 is (𝑁𝑡 ∗ 𝐸)-matrix including behavioral

slope heterogeneity covariates, that is

[

𝑦1𝑡

⋮ 𝑦𝑁𝑡𝑡

] , 𝑿𝑡 = [ 1 ⋮ 1

𝑥11𝑡 ⋯ 𝑥1𝐸𝑡

⋮ … ⋮ 𝑥𝑁𝑡1𝑡 ⋯ 𝑥𝑁𝑡𝐸𝑡

] , 𝑪𝑡 =

[ 𝒄1𝑡 𝟎 … 0 𝒄2𝑡 𝟎

⋮ ⋱ 𝟎 …

𝟎

… ⋮ ⋱ 𝟎

𝟎 𝒄𝐾𝑡] , 𝑩𝑡 = [

𝒃11𝑡 ⋯ 𝒃1𝐸𝑡

⋮ … ⋮ 𝒃𝐽1𝑡 ⋯ 𝒃𝐽𝐸𝑡

]

It is true that the estimation of equation (2) and (3) is impossible or at least difficult. Next, we show how it

can be done using the OLS method. Looking carefully, the analysis from (1) to (3), one may understand our

idea - the method reproduces separately specified price equations exactly in the observation level, but now in

the mean-deviation re-parameterized form (3). The first part of it consists of the common behavior described

by the mean parameter part of the equation and the second part the heterogeneity effects described by the

covariates.

3.2 The OLS solution for Heterogeneously Behaving Cross-sections

The price models (1) are familiar Fixed Effects models (FE) (Hsiao, 1986, s.29-32) that we specify as

semilogarithmic. The price equations for log-prices are specified as non-linear with respect to age of a car

(years), mileage (ten thousand), power/weight ratio of a car and selling time (months). All explanatory

variables of eq. (1) are listed in Table 3.2.

Table 3.2: The exogenous variables used in the price models for used cars in Finland.

Variable Description

Categorical variables Size of a car × Make × Model × Driving Power × Type of a car or some special cases of

these categorial variables (see Table 3.1). The size of a car is determined using

international segment-variable:

Small cars: Segment = {'A', 'A_SUV', 'B', 'B_MPV', 'B_SUV', 'M'}

Normal cars: Segment = {'C', 'C_SUV', 'C_MPV'}

Big cars: Segment = {'D', 'D_SUV', 'D_MPV'}

Maximum size cars: Segment = {'E', 'E_MPV', 'E_SUV', 'F'}

𝑥1 Gearbox type: If automatic 𝑥1 = 1, else 𝑥1 = 0.

𝑥2 Towing hook: If towing hook 𝑥2 = 1, else 𝑥2 = 0.

𝑥3 Service history: If service history is available 𝑥3 = 1, else 𝑥3 = 0.

𝑥4 Cruise control: If cruise control 𝑥4 = 1, else 𝑥4 = 0.

𝑥5 Selling time of a car, months.

𝑥6 = 𝑠𝑞𝑟𝑡(𝑥5) Square root of the selling time of a car.

𝑥7 Age of a car, years.

𝑥8 = 𝑠𝑞𝑟𝑡(𝑥7) Square root of the age of a car.

𝑥9 Mileage (ten thousand).

𝑥10 = 𝑠𝑞𝑟𝑡(𝑥9) Square root of mileage.

𝑥11 Power/Weight ratio of a car.

𝑥12 = 𝑠𝑞𝑟𝑡(𝑥11) Square root of Power/Weight of a car.

It is assumed, that 𝐸(𝜀𝑖𝑗𝑡|𝒙 ′ 𝑖𝑗𝑡) = 0 and 𝑉𝑎𝑟(𝜀𝑖𝑗𝑡|𝒙

′ 𝑖𝑗𝑡) = 𝜎𝑗𝑡

2< ∞ and the error covariance matrices are

diagonal for all j =1,…, J (number of equations) . Practically this means that the OLS estimation assumes

homoscedastic, uncorrelated model errors with zero mean for all equations - normality of the model errors is

not necessary for parameter estimation. According to the Frisch, Waugh and Lovell -theorem (Davidson &

MacKinnon, 1993), the OLS –estimation of the slopes can always be carried out via categorially centralized

variables. The constant term for category/stratum k is estimated by forcing the regression plane through the

point of averages, that is

�̂�&#x1d457;&#x1d461; = [∑ ∑ (&#x1d499;&#x1d456;&#x1d458;&#x1d457;&#x1d461; − �̅�&#x1d458;&#x1d457;&#x1d461;)&#x1d458; (&#x1d499;&#x1d456;&#x1d458;&#x1d457;&#x1d461; − �̅�&#x1d458;&#x1d457;&#x1d461;) ′

&#x1d456; ] −1

∑ ∑ (&#x1d499;&#x1d456;&#x1d458;&#x1d457;&#x1d461; − �̅�&#x1d458;&#x1d457;&#x1d461;)(&#x1d466;&#x1d456;&#x1d458;&#x1d457;&#x1d461; − �̅�&#x1d458;&#x1d457;&#x1d461;)&#x1d458;&#x1d456;

�̂�&#x1d458;&#x1d461; = �̅�&#x1d458;&#x1d457;&#x1d461; − �̅�′ &#x1d458;&#x1d457;&#x1d461;�̂�&#x1d457;&#x1d461;, k ∈ j

This method is computationally extremely effective especially when partition includes hundreds/thousands

of categories/strata (see Suoperä & Vartia, 2011). After estimation of (1) for all j we may construct equations

(2) and (3) and estimate them using the OLS method. These estimated models, based on the mean-deviation

re-parameterization, are mathematically exactly equal in all arguments compared with the price equation (1)

together taken – even the residuals are equal observation by observation. This is a known result mentioned

shortly e.g., by Balestra and Nerlove in their introduction in Matyás and Sevestre (1996). They just simply

state that the total sum of squares of one large seemingly unrelated regression model (SUR) reduces to the

sum of squares summed over the equations. This means, that the separately estimated price equations by the

OLS method are in fact equivalent to one large SUR estimation with diagonal covariance matrix. Therefore,

minimizing the sum of squared residual first in the equation level is equivalent to the minimizing all of them

at the same time in the mean-deviation re-parameterized form for all observations as a whole. So, the

estimation of the price equation (3) reproduces exactly the average OLS-estimates and the unity coefficients

(i.e., 1̂&#x1d461; = 1&#x1d461;) for the covariances. The re-parameterization has a more central goal – the model (3) can be

used to estimate the variance-covariance matrix for the estimates of the model (2) or (3). We end our analysis

and show the variance-covariance matrix for the estimator of the model (3) by the OLS method. We know

that the slope coefficients or linear estimator &#x1d753;&#x1d461; is a linear function of disturbances. When we have no

stochastic &#x1d481;&#x1d461;, that is &#x1d438;(&#x1d73a;&#x1d461;|&#x1d481;&#x1d461;) = &#x1d7ce;, regardless of the distribution of &#x1d73a;&#x1d461;, the OLS estimator �̂�&#x1d461; is a best linear,

unbiased estimator of &#x1d753;&#x1d461; and its variance-covariance estimator is

(4) &#x1d449;&#x1d44e;&#x1d45f;(�̂�&#x1d461;) = &#x1d70e;&#x1d461; 2(&#x1d481;&#x1d461;′&#x1d481;&#x1d461;)

−1, where

= &#x1d70e;&#x1d461; 2 [

(&#x1d47f;&#x1d461; ′&#x1d47f;&#x1d495;)

−1(&#x1d470;&#x1d495; + &#x1d47f;&#x1d461; ′&#x1d46f;&#x1d495;&#x1d479;&#x1d495;&#x1d46f;&#x1d461;

′&#x1d47f;&#x1d495;(&#x1d47f;&#x1d461; ′&#x1d47f;&#x1d495;)

−1) (&#x1d47f;&#x1d461; ′&#x1d47f;&#x1d495;)

−1&#x1d47f;&#x1d461; ′&#x1d46f;&#x1d495;&#x1d479;&#x1d495;

−&#x1d479;&#x1d495;&#x1d46f;&#x1d461; ′&#x1d47f;&#x1d495;(&#x1d47f;&#x1d461;

′&#x1d47f;&#x1d495;) −1 (&#x1d47f;&#x1d461;

′&#x1d47f;&#x1d495; − &#x1d47f;&#x1d461; ′&#x1d46f;&#x1d495;(&#x1d46f;&#x1d461;

′&#x1d46f;&#x1d495;) −&#x1d7cf;&#x1d46f;&#x1d461;

′&#x1d47f;&#x1d495;) −1]

where &#x1d479;&#x1d495; = (&#x1d46f;&#x1d461; ′&#x1d46f;&#x1d495; − &#x1d46f;&#x1d461;

′&#x1d47f;&#x1d495;(&#x1d47f;&#x1d461; ′&#x1d47f;&#x1d495;)

−&#x1d7cf;&#x1d47f;&#x1d461; ′&#x1d46f;&#x1d495;)

−&#x1d7cf; . This is a new result by which we may look at not only

significance of parameters of representative behavior but also significance of any single heterogeneity

variables, categorial and behavioral covariates that otherwise is impossible. We show some important

properties of (4) when significant categorial or/and behavioral heterogeneity components are deleted. The

whole mathematical and statistical story of this chapter is shown in Suoperä and Vartia (2011).

3.3 Statistical inference of Price Models

Now we turn into empirical analysis where we use statistical inference in selection of the best price model

for hedonic quality adjusting. We proceed above mathematical/statistical analysis in spirit of the Table 3.1:

First, we make statistical inference about partition/categorization of observations restricting behavioral slope

heterogeneity &#x1d737;&#x1d457;&#x1d461; = �̅�&#x1d461; for all j. We get four hierarchical tests about five different partitions and select the

best one. Second, we relax the restriction &#x1d737;&#x1d457;&#x1d461; = �̅�&#x1d461; and estimate price models according to three slope

heterogeneity categories using the best partition/categorization selected in the first stage. We get two

hierarchical tests about three different slope heterogeneity modelling and select the best one.

The statistical inference - estimation and hypothesis testing - is based on the OLS estimation and hypothesis

test on the well-known loss of fit test. We already know that the OLS estimator �̂�&#x1d461; is a best linear, unbiased

estimator of &#x1d753;&#x1d461; that is chosen to minimize the sum of squared errors, SSE. Because the coefficient of

determination &#x1d445;2 equals with 1 – SSE/SST, where the SST = ∑ (&#x1d466;&#x1d456;&#x1d461; − �̅�&#x1d461;) 2

&#x1d456; , the OLS estimator is in fact

selected to maximize &#x1d445;2. This is the reason for our test – loss of fit.

Now we go back to Table 3.1 and give necessary statistics for testing equality of price models, that is,

number of observations (&#x1d441;&#x1d461;), categories (&#x1d458;), equations (J), restrictions (R), decrees of freedom of free

model (&#x1d437;&#x1d453;&#x1d461;) and the sum of squared errors (SSE). Our tests are based of hierarchic nested price models

meaning that the models are nested with each other so that they can be obtained from each other by imposing

suitable linear restrictions on parameters. Our test is

&#x1d439;~ {(&#x1d446;&#x1d446;&#x1d438;0 − &#x1d446;&#x1d446;&#x1d438;1)/&#x1d445;} (&#x1d446;&#x1d446;&#x1d438;1 &#x1d437;&#x1d453;&#x1d461;⁄ )⁄

where &#x1d446;&#x1d446;&#x1d438;0 is the sum of squared errors of the restricted model, &#x1d446;&#x1d446;&#x1d438;1 is the sum of squared errors of the free

model, &#x1d437;&#x1d453;&#x1d461; is the degrees of freedom of the free model and R is the number of linear restrictions. When the

degrees of freedom for free model becomes large the F-statistics reduced into &#x1d712;&#x1d445; 2-test, where R corresponds

number of linear restrictions (see Greene 1997, p. 344 and p. 657). For example, a 1% critical value of &#x1d712;60 2 =

1.46 and becomes closer to one when R > 60. Table 3.3 shows necessary statistics for nested price models

results for testing the significance of additional partition.

Table 3.3: Testing the hypothesis of the categorial and behavioral homogeneity using hierarchical nested price

models in year 2022.

Intercept/categorical heterogeneity

Model 1 Model 2 Model 3 Model 4 Model 5 Model 6

No

categori-

zation

Size of a

car

Size of a

car ×

Make

Size of a car

× Make ×

Model

Size of a car × Make

× Model × Driving

Power

Size of a car × Make ×

Model × Driving Power

× Type of a car

&#x1d441;&#x1d461; 269663 269663 269663 269663 269663 269663

&#x1d458; 1 4 103 516 1189 1691

J 1 1 1 1 1 1

Parameters 12 12 12 12 12 12

SSE 26886 22855 13545 6476 5928 5812

Model 1

vs 2

Model 2

vs 3

Model 3

vs 4

Model 5

vs 4

Model 6

vs 5

Test statistic 11896 1872 711 36.8 10.7

Slope heterogeneity categories

Model 6 ‘Naïve’ Model 7 ‘Typical’ Model 8 ‘Good or Best’

No heterogeneity Size of a car Size of a car × Make

&#x1d441;&#x1d461; 269663 269663 269663

&#x1d458; 1691 1691 1691

J 1 4 74

Parameters 12 48 888

SSE 5812 5605 4908

Model 7

vs 6

Model 8

vs 7

Test statistic 206.5 45

Table 3.4: Estimation results for model 7 and 8.

Model 8 Model 8 Model 7 Model 7

Year 2020 2021 2020 2021

Number of observations 287936 269663 287936 269663

Number of equations 72 74 4 4

Number of stratums/categories 1594 1691 1594 1691

Degrees of freedom 285478 267084 286294 267924

SSE 5401.6405077 4908.43633 6096.4446791 5604.5913163

R2 0.9645034599 0.9675392005 0.9600517847 0.9630515476

RMSE 0.1375550427 0.1355650208 0.1459258378 0.1446325907

Constant 9.9126394001 9.8211262087 9.6028720349 9.6497628502

(0.0125144633) (0.0118472501) (0.0132567809) (0.0126661687)

If automatic gearbox &#x1d465;1 = 1, else

&#x1d465;1 =0 0.0902673948 0.0923941505 0.0935819809 0.0986927146

(0.0006280357) (0.0006591217) (0.0006661904) (0.0007021883)

If towing hook &#x1d465;2 = 1, else &#x1d465;2 = 0 0.0118209506 0.0113174535 0.0101699236 0.010722559

(0.0005717011) (0.0005829585) (0.0006070502) (0.0006220419)

If service history is available &#x1d465;3 = 1,

else &#x1d465;3 = 0 -0.010492392 -0.008856039 -0.009808606 -0.009576151

(0.0006760757) (0.0006586455) (0.0007173066) (0.0007027478)

If cruise control &#x1d465;4 = 1, else &#x1d465;4 = 0 0.017682513 0.0190084745 0.0159907088 0.0161078885

(0.0006925544) (0.0006978619) (0.0007368138) (0.0007456235)

Selling time of a car, &#x1d465;5 -0.000386744 0.0036841099 -0.000090959 0.0045121389

(0.0008966894) (0.0004936162) (0.0009512569) (0.0005266493)

&#x1d465;6 = &#x1d465;5 1/2

0.0054383443 -0.012634214 0.0047894653 -0.015270555

(0.0030867169) (0.0019822649) (0.0032745562) (0.0021148394)

Age of a car, &#x1d465;7 -0.138809764 -0.135251635 -0.144926668 -0.140582936

(0.0004627876) (0.0004667166) (0.0004908363) (0.0004980448)

&#x1d465;8 = &#x1d465;7 1/2

0.2915511757 0.2950576677 0.3143214419 0.312142484

(0.0027085731) (0.0027962898) (0.0028720215) (0.0029842413)

Mileage, &#x1d465;9 -0.033047764 -0.033221364 -0.029542445 -0.03080527

(0.0001519705) (0.0001555112) (0.0001611581) (0.000165791)

&#x1d465;10 = &#x1d465;9 1/2

0.0180405738 0.026330353 -0.001833825 0.0129272658

(0.0011911371) (0.0012313394) (0.0012646921) (0.0013158057)

Power/Weight ratio of a car, &#x1d465;11 12.089654612 9.8976375615 9.3307834547 9.2220969294

(0.1461774499) (0.1356128354) (0.1550967155) (0.1448799132)

&#x1d465;12 = &#x1d465;11 1/2

-2.549090343 -1.520907481 -0.631702081 -0.671611542

(0.083681855) (0.0786039287) (0.0887347781) (0.0840297929)

HE(&#x1d450;&#x1d458;&#x1d461;), Categorial heterogeneity 1 1 1 1

(0.0009034596) (0.0009179413) (0.0009825843) (0.0010226122)

HE(&#x1d483;&#x1d457;&#x1d461;), Behavioral heterogeneity 1 1 1 1

(0.0009001723) (0.0009163475) (0.0014366229) (0.0015525605)

Parameters for heterogeneity components - HE(&#x1d450;&#x1d458;&#x1d461;) and HE(&#x1d483;&#x1d457;&#x1d461;), - are presented by unity parameter. This

operation is allowed, because all elements of the (k + E)-vector of covariates will estimate into ones and

linear combinations of k- and E-vectors of ones may present by single unity.

Some notes about the Table 3.3 and estimation of equations (1) and (3):

1. A typical FE model is inadequate (model with detailed categories, no slope heterogeneity) and leads

into biased estimates and biased quality adjusting in hedonic index numbers. Statistical inference for

equations (1) to (3) suggest using most detailed categorial heterogeneity (1691 categories) and slope

heterogeneity based on categorization of size of a car and make (74 equations). We call this model as

heterogeneously behaving FE model.

2. All parameters for explanatory variables in estimation of all j equations (1) will not estimate to

statistically significant parameters. We do not exclude these variables because insignificant variables

have no systematic significant effects on log-prices and on hedonic quality adjusting (estimation

efficiency from exclusion of variables is minimal when decrees of freedom in estimation are large).

3. Statistically and mathematically a single equation (3) coincides precisely the set of J equations –

simply saying (3) is precise representation of the set of J equations (1), but now we may derive

variance-covariance estimator for �̂�&#x1d461;, which is a new result.

4. Equation (3) is mathematically equal with (being different representation of (1)) the set of J equations

in (1), where �̂�&#x1d461; = (�̂�&#x1d461; , �̂�&#x1d461; ′ , �̂�&#x1d461;

′)′. This means: First, that parameters for representative behavior �̂�&#x1d461; , �̂�&#x1d461; ′

are necessarily weighted averages (relative shares as weights) of �̂�&#x1d458;&#x1d461;, �̂�&#x1d457;&#x1d461; ′ . Second, that parameters for

the covariates (&#x1d450;&#x1d456;&#x1d458;&#x1d461;, &#x1d483;&#x1d456;&#x1d457;&#x1d461;) must estimate into (k + E)-vector of ones.

5. Estimation of (4) enables us to evaluate standard errors for any parameter of �̂�&#x1d461; – we may estimate

separate t-statistic for each categorial variable (separate 1691 test for the partition) and for each

behavioral covariate variable (here 12) to find significance ones. All behavioral covariate variables

may be analyzed in isolation to find ‘winners’ and ‘losers’ compared with average representative

behavior. This is fine property of (3) and (4), but hard to derive otherwise for heterogeneously

behaving cross-sections (heterogeneously behaving slopes).

6. According to the variance-covariance estimator (4) – one may, by exclusion of behavioral

heterogeneity, lead to more efficient estimation of parameters, but omitting relevant variables

(covariates) leads to estimates being efficient but biased.

Interpretation of estimation results in Table 3.4 are familiar to most statisticians but we repeat them here.

Estimate of four first indicator-type x-variables, accessories, directly itself tells their effect on log-prices. In

equation (1) (or (3)) log-prices are specified for rest of the x-variables as non-linear with respect to selling

time (&#x1d465;5), age (&#x1d465;7), mileage (&#x1d465;9) and power/weight ratio (&#x1d465;11) and additional interpretations are needed. We

do this applying partial derivates for the equation (3) with respect to &#x1d465;&#x1d452;-variables where e = 5, 7, 9, 11; that

is for example for &#x1d465;5 (other x-variables similarly)

&#x1d715;&#x1d466;&#x1d456;&#x1d461; &#x1d715;&#x1d465;&#x1d456;5&#x1d461;⁄ = &#x1d715;&#x1d481;&#x1d461;&#x1d753;&#x1d461; &#x1d715;&#x1d465;&#x1d456;5&#x1d461;⁄ = �̂�&#x1d457;5&#x1d461; + 0.5 ∗ �̂�&#x1d457;6&#x1d461;/&#x1d465;&#x1d456;6&#x1d461; 1/2

, for all i ∈ j

These partial derivates are evaluated for all observations i and variable &#x1d465;&#x1d452;. We sort these partial derivates

according to &#x1d465;&#x1d452;-variables and classify them equidistantly into ordered cohorts. Then we average derivatives

cohort by cohort and calculate cumulative sums of them. The results are presented in Figures 3.1 to 3.4 for

the &#x1d465;&#x1d452;-variables where e = 5, 7, 9, 11. The approach takes account slope heterogeneity of ‘size of a car ×

Make’-categorization and partial derivates are evaluated at realized points of &#x1d465;&#x1d452;-variables so that we have

together more than million partial derivates. The method is transparently interpreted and is based on standard

economics.

Figure 3.1: The price effect of selling time (months) Figure 3.2: The price effect of age (years) on the

on the average log-prices in year 2020 and 2021. average log-prices in year 2020 and 2021.

Figure 3.3: The price effect of mileage (ten thousand) Figure 3.4: The price effect of power/weight ratio

on the average log-prices in year 2020 and 2021. (kW/kg) on the average log-prices in year 2020 and

2021.

Figures tell us: Selling time (&#x1d465;5), age (&#x1d465;7) and mileage (&#x1d465;9) behave almost similarly for the years 2020 and

2021 but power/weight ratio (&#x1d465;11) not. This is caused by new markets for “plug hybrids” and fully electric

cars that are still developing and find more stable practices – it seems that the price effects from high

power/weight cars will be declined in time.

We have analyzed the first part of hedonic method – the data generating process of log-prices in

heterogeneously behaving gross-sections. Next step in this study continues into the hedonic quality adjusting.

4 Combining Regression Analysis and Index Numbers

Classical index calculation is based on bilateral price-links between commodities being comparable in

quality – prices and quantities are measured for the same set of commodities and outlets. This means that the

price modelling in chapter 3 is unnecessary for bilateral price-links because measured quality characteristics

&#x1d499;&#x1d456;0 = &#x1d499;&#x1d456;&#x1d461; for all 0, t and quality adjusting is not needed. In our case of used cars &#x1d499;&#x1d456;0 ≠ &#x1d499;&#x1d456;&#x1d461; and quality

adjusting is necessary. Some notes about our price modelling in Chapter 3 combined with quality adjusting

must be done. First, our price modelling is based on optimal solution, the best linear unbiased estimator

(BLUE) under homoscedastic errors for heterogeneously behaving cross-sections. Second, this optimal

solution does not only include slope heterogeneity but also optimal solution for partition of observations. The

optimal OLS solution does not restrict into the correct size BLU estimates, but other optimal solutions may

produce aggregating observations into category/stratum level. These optimal algebraic properties of the OLS

are

1. The residuals sum up to zero for all category/stratum.

2. The conditional average equals with unconditional average for all category/stratum.

3. The regression hyperplane passes through the means of dependent and independent variables.

These three properties lead us into the optimal unbiased estimates of unconditional and conditional averages

meaning that they both are estimated into the correct size without systematic errors. In our empirical analysis

we use two averages – unweighted geometric and arithmetic averages. The aggregation rule for unweighted

geometric average is trivial and is presented in most statistical and econometric textbooks. The conditional

arithmetic average is more complicated and is presented first in Suoperä (2006, Annex 5, pp.31) and later in

Vartia, Suoperä and Vuorio (2019), Suoperä and Vuorio (2019): Suoperä and Auno (2021) and Kaila,

Luomaranta and Suoperä (2023). Both averages are unbiased and based on transparent algebra being

consistent in aggregation, even aggregation for arithmetic averages are not independent of units of

measurement. Our hedonic quality adjusting is based on these conditional and unconditional averages

together with a well-known decomposition developed by Oaxaca (1973). Because our price modelling is

applied for previous year data, our construction of hedonic index numbers, based on the Oaxaca

decomposition, is based on the base strategy which is free of chain drift.

We rely on: First the BLU estimates decided by statistical inference, second, unbiased conditional and

unconditional averages, third, mathematically consistent and transparent Oaxaca decomposition even it is not

unambiguous, four, consistent aggregation rules, fifth, drift free construction strategy of indices that are

based on hedonic quality adjusting. A well-known time-dummy hedonic regression (see Summers (1973);

Rao (2004)) or its weighted version in the sense of Diewert and Fox (2018) have little to do with above

mentioned properties – first their link with the traditional index number theory is missing and second the

weighted version of Diewert and Fox (2018) leads to parameter estimates whose statistical properties are

unknown. We show transparently how these shortcomings may be corrected using well-known basic

statistics, consistent aggregation clauses, some algebra, hedonic quality adjusting and several index number

formulas and of course unbiased estimators. In our view these are preferable for statistical offices, since the

methods are transparent, minimizes modeling assumptions, and are consistent with index number tradition.

Our analysis herein follows the tradition of Koev (2003); Suoperä (2004, 2006); Vartia, Suoperä & Vuorio

(2021): Suoperä & Auno (2021); Kaila, Luomaranta and Suoperä (2023).

Our focus in the study is three-fold: In the first step, we aggregate estimated equations from observations

into category level, stratums. In the second step we make for category/stratum aggregates and their

econometric relations a well-known decomposition introduced by Oaxaca (1973). The last step is similar as

traditional index numbers – the averaged category/stratum-level price decompositions are summed up using

weights of index number formulas, that is ‘weights-by-economic-importance’-variable. We analyze two sets

of index number formulae. The first set is based on formulas using old or new weights (asymmetrical

weights) and are called as a basic set of index numbers (old weights: Laspeyres (L), Log-Laspeyres (l) and

new weights: Log-Paasche (p) and Paasche (P)). The second set of index numbers include four formulae

using symmetrical weights: Montgomery-Vartia (MV), Törnqvist (T), Fisher (F) and Sato-Vartia (SV). We

call these index number formulae as excellent. For the fundamental analysis of these index number formulae

see Vartia & Suoperä, 2018. The analysis therein is in logarithmic form.

4.1 Algebra of Price-Ratio Decompositions

We simplify our analysis into two-time case, the base period (t = 0, a previous year) and the observation

month of a current year (t) analyzing only one stratum &#x1d434;&#x1d458; belonging into equation j. We use vector notations

for our conditional and unconditional average prices and calculate the difference between two price models

(0, t) in spirit of Oaxaca. The algebra for unweighted arithmetic average is based on logarithmic mean, L,

developed by Leo Törnqvist (1935, p. 35) (see also Y. Vartia, 1976; L. Törnqvist, P. Vartia and Y. Vartia,

1985, p. 44). We use logarithmic mean for aggregation of observations for unweighted arithmetic average

(see Suoperä, 2006, pp.31). The algebra is presented here only for unweighted geometric average and its

difference but is analogously presented also for unweighted arithmetic average in log-form (see Suoperä

(2006, pp.31). We show first necessary weights in aggregation of unconditional and conditional averages and

then their Oaxaca decompositions for estimated price models, that is (&#x1d45b;&#x1d458; is number of observations in

stratum k)

Table 4.1: Important statistics for hedonic quality adjusting for category/stratum k.

Statistics Unweighted geometric average Unweighted arithmetic average

Weights &#x1d464;&#x1d456;&#x1d458;&#x1d461; =

1

&#x1d45b;&#x1d458; , ∀&#x1d456; ∈ &#x1d434;&#x1d458; &#x1d464;&#x1d456;&#x1d458;&#x1d461; =

&#x1d43f;(&#x1d45d;&#x1d456;&#x1d458;&#x1d461; ,1 )

&#x1d43f;(∑ &#x1d45d;&#x1d456;&#x1d458;&#x1d461;&#x1d456; , &#x1d45b;&#x1d458;) , ∀&#x1d456; ∈ &#x1d434;&#x1d458; ,

&#x1d43f; means logarithmic mean

Unconditional �̅�&#x1d458;&#x1d461; = ∏ &#x1d45d;&#x1d456;&#x1d458;&#x1d461; &#x1d464;&#x1d456;&#x1d458;&#x1d461; =&#x1d452;&#x1d465;&#x1d45d;{∑ &#x1d464;&#x1d456;&#x1d458;&#x1d461;&#x1d459;&#x1d45c;&#x1d454;(&#x1d45d;&#x1d456;&#x1d458;&#x1d461;)&#x1d456; } �̅�&#x1d458;&#x1d461;=&#x1d452;&#x1d465;&#x1d45d;{∑ &#x1d464;&#x1d456;&#x1d458;&#x1d461;&#x1d459;&#x1d45c;&#x1d454;(&#x1d45d;&#x1d456;&#x1d458;&#x1d461;)&#x1d456; } ≡

1

&#x1d45b;&#x1d458; ∑ &#x1d45d;&#x1d456;&#x1d458;&#x1d461;&#x1d456;

Conditional &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461;) = �̂�&#x1d458;&#x1d461; + &#x1d499;′ &#x1d458;&#x1d461;�̂�&#x1d457;&#x1d461; &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461;) = �̂�&#x1d458;&#x1d461;

∗ + &#x1d499;&#x1d458;&#x1d461; ′ �̂�&#x1d457;&#x1d461; ,

where &#x1d499;&#x1d458;&#x1d461; ′ = ∑ &#x1d464;&#x1d456;&#x1d458;&#x1d461;&#x1d499;

′ &#x1d456;&#x1d458;&#x1d461;&#x1d456;

Oaxaca decomposition:

(5a) &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461;) − &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d45c;) = �̂�&#x1d458;&#x1d461; + �̅�′ &#x1d458;&#x1d461;�̂�&#x1d457;&#x1d461; − �̂�&#x1d458;0 + �̅�′

&#x1d458;0�̂�&#x1d457;0 ↔

(5b) &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461; �̅�&#x1d458;0⁄ ) = {(�̂�&#x1d458;0 + �̅�′ &#x1d458;&#x1d461;�̂�&#x1d457;0) − (�̂�&#x1d458;0 + �̅�′

&#x1d458;0�̂�&#x1d457;0)} + {( �̂�&#x1d458;&#x1d461; + �̅�′ &#x1d458;&#x1d461;�̂�&#x1d457;&#x1d461;) − (�̂�&#x1d458;0 + �̅�′

&#x1d458;&#x1d461;�̂�&#x1d457;0)} ↔

(5c) Price-ratio = {Quality Corrections } + {Quality Adjusted Price Change conditional on �̅�′ &#x1d458;&#x1d461;}.

Table 4.1 and equations (5a) to (5c) reveals what we have spoken about - our transparent simple algebra

using optimal unbiased statistics. First, both averages satisfy three basic algebraic properties of the OLS

method without systematic errors. Second, the slope estimates are BLUE under homoscedastic errors. Third,

both averages are unbiased and consistent in aggregation. Fourth, the Oaxaca decomposition in (5b) is

consistent and surprisingly the most optimal for our empirical application. Fifth, true price-ratio of averaged

prices is decomposed into two parts: quality corrections and quality adjusted price change with comparable

in quality, that is �̅�′ &#x1d458;&#x1d461;. Sixth, the Oaxaca decomposition in (5b) tell that the OLS estimation is necessary to

apply only for time period 0 because unconditional and conditional averages equal for any category/stratum k

because of algebraic property of OLS.

Using unconditional and conditional averages in suitable manner, the equations (5) may represent by simple

logarithmic price ratios as

(6) &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461; �̅�&#x1d458;0⁄ ) = &#x1d459;&#x1d45c;&#x1d454;(�̃�&#x1d458;&#x1d461; �̅�&#x1d458;0⁄ ) + &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461; �̃�&#x1d458;&#x1d461;⁄ ), ∀ &#x1d458;, 0, &#x1d461;

It is very simple and holds as an identity. On the left, we have the price-ratio of actual average prices. On the

right, the first term is quality correction (QC) estimated using the base period valuation of characteristics

(i.e., &#x1d459;&#x1d45c;&#x1d454;(�̃�&#x1d458;&#x1d461;) = �̂�&#x1d458;0 + �̅�′ &#x1d458;&#x1d461;�̂�&#x1d457;0 and &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;0) = �̂�&#x1d458;0 + �̅�′

&#x1d458;0�̂�&#x1d457;0) and the second term is quality adjusted

(QA) price change (i.e., &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461;) = �̂�&#x1d458;&#x1d461; + �̅�′ &#x1d458;&#x1d461;�̂�&#x1d457;&#x1d461; and (&#x1d459;&#x1d45c;&#x1d454;(�̃�&#x1d458;&#x1d461;) = �̂�&#x1d458;0 + �̅�′

&#x1d458;&#x1d461;�̂�&#x1d457;0) estimated using the

base period valuation of characteristics (�̂�&#x1d457;0) with characteristics being comparable in quality (i.e., �̅�′ &#x1d458;&#x1d461;, for

all k and t). We construct the equation (6) for unweighted arithmetic and geometric averages.

4.2 Index Number Formulas

In price modelling all used cars are grouped together to form K categories, &#x1d434;&#x1d458; , &#x1d458; = 1,… , &#x1d43e;, which define our

partition of observations, that is &#x1d434; = &#x1d434;1 ∪ &#x1d434;2 ∪ …&#x1d434;&#x1d43e;, where different &#x1d434;&#x1d458; categories are disjoint. Previous

chapter ends our analysis into equation (6), where logarithmic price ratio of true actual averages (A) is

decomposed into log-price ratios for quality corrections (QC) and quality adjusted (QA) price change. This is

done for all categories, for which we define an index number formulas. We use a simple notation here for an

index number

&#x1d443;&#x1d453; &#x1d461; 0⁄

= &#x1d443;&#x1d453;(�̅�0, &#x1d492;0, �̅�&#x1d461;, &#x1d492;&#x1d461;),

where �̅�0 and �̅�&#x1d461; are K-vector of average prices (geometric or arithmetic) and &#x1d492;0 and &#x1d492;&#x1d461; K-vector of

corresponding quantities of sold cars. We define above price index for equation (6), that is

(7a) &#x1d452;&#x1d465;&#x1d45d;{∑ &#x1d464;&#x1d458;,&#x1d453;&#x1d458; &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461; �̅�&#x1d458;0⁄ )} = &#x1d452;&#x1d465;&#x1d45d;{∑ &#x1d464;&#x1d458;,&#x1d453;&#x1d458; &#x1d459;&#x1d45c;&#x1d454;(�̃�&#x1d458;&#x1d461; �̅�&#x1d458;0⁄ ) + ∑ &#x1d464;&#x1d458;,&#x1d453;&#x1d458; &#x1d459;&#x1d45c;&#x1d454;(�̅�&#x1d458;&#x1d461; �̃�&#x1d458;&#x1d461;⁄ )} ↔

(7b) &#x1d443;&#x1d453;,&#x1d434; &#x1d461; 0⁄

= &#x1d443;&#x1d453;,&#x1d444;&#x1d436; &#x1d461; 0⁄

∙ &#x1d443;&#x1d453;,&#x1d444;&#x1d434; &#x1d461; 0⁄

The left side is the price index for average prices (A) for formula f for price-link from base period 0 to the

period t. The first term in the right side is the price index for quality corrections (QC) and the last term price

index for quality adjusted price changes (QA). Weights in equation (7a) for formulas are presented in Table

4.2.

Table 4.2: Weights for index number formulae (logarithmic forms).

Basic formulae, see Vartia & Suoperä, 2017, 2018, &#x1d43f; means logarithmic mean, see Vartia, 1976a, p. 128

Symbol and name of formula Weights of the formula

Laspeyres, f = L &#x1d464;&#x1d458;,&#x1d453; = &#x1d464;&#x1d458;,&#x1d43f;

0 = &#x1d43f;(�̅�

&#x1d458;&#x1d461; &#x1d45e;

&#x1d458;0 , �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;0 )

&#x1d43f;(∑ �̅� &#x1d458;&#x1d461;

&#x1d45e; &#x1d458;0&#x1d458; , ∑ �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;0&#x1d458; )

log-Laspeyres, f = LL &#x1d464;&#x1d458;,&#x1d453; = &#x1d464;&#x1d458;,&#x1d459; 0 = &#x1d463;&#x1d458;

0 &#x1d449;0⁄

log-Paasche, f = LP &#x1d464;&#x1d458;,&#x1d453; = &#x1d464;&#x1d458;,&#x1d45d; &#x1d461; = &#x1d463;&#x1d458;

&#x1d461; &#x1d449;&#x1d461;⁄

Paasche, f = P &#x1d464;&#x1d458;,&#x1d453; = &#x1d464;&#x1d458;,&#x1d443;

&#x1d461; = &#x1d43f;(�̅�

&#x1d458;&#x1d461; &#x1d45e;

&#x1d458;&#x1d461; , �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;&#x1d461; )

&#x1d43f;(∑ �̅� &#x1d458;&#x1d461;

&#x1d45e; &#x1d458;&#x1d461;&#x1d458; , ∑ �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;&#x1d461;&#x1d458; )

Excellent formula, see Vartia & Suoperä, 2017, 2018), &#x1d43f; means logarithmic mean, see Vartia, 1976

Törnqvist, f = T &#x1d464;&#x1d458;,&#x1d453; = �̅�&#x1d458;,&#x1d447; = 0.5 · (&#x1d464;&#x1d458;,&#x1d459; 0 + &#x1d464;&#x1d458;,&#x1d45d;

&#x1d461; )

Sato-Vartia, f = SV &#x1d464;&#x1d458;,&#x1d453; = �̅�&#x1d458;,&#x1d446;&#x1d449; =

&#x1d43f;(&#x1d464;&#x1d458; &#x1d461; , &#x1d464;&#x1d458;

0)

∑&#x1d43f;(&#x1d464;&#x1d458; &#x1d461; , &#x1d464;&#x1d458;

0)

Montgomery-Vartia, f = MV &#x1d464;&#x1d458;,&#x1d453; = �̅�&#x1d458;,&#x1d440;&#x1d449; =

&#x1d43f;(�̅� &#x1d458;&#x1d461;

&#x1d45e; &#x1d458;&#x1d461; , �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;0 )

&#x1d43f;(∑ �̅� &#x1d458;&#x1d461;

&#x1d45e; &#x1d458;&#x1d461;&#x1d458; , ∑ �̅�

&#x1d458;0 &#x1d45e;

&#x1d458;0&#x1d458; )

Fisher, f = F &#x1d464;&#x1d458;,&#x1d453; = �̅�&#x1d458;,&#x1d439; = 0.5 · (&#x1d464;&#x1d458;,&#x1d43f; 0 + &#x1d464;&#x1d458;,&#x1d443;

&#x1d461; )

Some notes are necessary:

1. We define price-link form 0 → t meaning that we use the base strategy that is free of the chain drift.

The base period is a previous year normalized as an average month and t a month of a current year.

2. Our aggregation means here always ‘a weighted-by-economic-importance’-variable familiar to index

numbers, i.e., weighting by &#x1d464;&#x1d458;,&#x1d453;.

3. Price index is based on transparent and familiar traditional theory of index numbers.

4. Quality corrections can be decomposed for E dimensional x variable-by-variable such that &#x1d443;&#x1d453;,&#x1d444;&#x1d436; &#x1d461; 0⁄

=

&#x1d443;&#x1d453;,&#x1d444;&#x1d436;,&#x1d465;1

&#x1d461; 0⁄ ∙ &#x1d443;&#x1d453;,&#x1d444;&#x1d436;,&#x1d465;2

&#x1d461; 0⁄ ∙ … ∙ &#x1d443;&#x1d453;,&#x1d444;&#x1d436;,&#x1d465;&#x1d438;

&#x1d461; 0⁄ holds as an identity.

5. We may construct index series not only for average prices (true averages and quality adjusted) but

also for any single quality corrections or any combinations of them consistently.

6. We use ‘a flexible basket’-approach that states ‘when the expenditure on a category tends to zero,

then its effect on the index should vanish’ (Pursiainen, 2006, pp32). We make comparison’s only for

categories having expenditures for both 0 and t.

In Table 4.2 we gather all information that is necessary for calculation of hedonic price indices for equations

(7). We analyze all index number formulae in logarithmic form, including Laspeyres, Paasche and Fisher

(see Vartia, 1976, p.128). The aggregation of price changes or their decompositions in (6) and (7) are much

simpler in additive form using ‘log’s’ – as in (7), they may simply transform back to indices. In empirical

part we use two set of formulas – basic and excellent.

5 Empirical Results for Category Averages and Hedonic Index Numbers

The empirical results for price models are presented in chapter three. Now we proceed into empirical analyze

of elementary aggregates, unweighted geometric and arithmetic averages, and their index number solutions

based on Oaxaca decompositions. First, we show which average (arithmetic or geometric) should be selected

as average statistics of relative change and second, does the formula matter.

5.1 Arithmetic or Geometric Average as Mean Statistic

Table 5.1 shows how much arithmetic and geometric averages deviate in aggregate level.

Table 5.1: Arithmetic and geometric average prices (Euro) in year 2020, 2021 and 2022.

Year Arithmetic average Geometric average

2020 15416 11990

2021 17214 13622

2022 18742 14280

Average prices are estimated from category averages using their frequencies as weights (i.e., relative shares).

Averages deviate substantially being about 30 log-%. For more expensive makes and models the difference

become even bigger indicating that geometric average is poor as official statistic as averages.

5.2 Arithmetic or Geometric Average as Statistic of Relative Change

We get back to equation (6) and show how closely relative changes of arithmetic and geometric averages are

related. First, we regress relative change of arithmetic averages on relative changes of geometric averages

(left side of eq. (6)). Second, we do the same for relative changes of quality adjusted average prices (second

term right hand in eq. (6)). The model is the simplest regression

&#x1d466;&#x1d458;&#x1d461; = &#x1d70c; ∙ &#x1d465;&#x1d458;&#x1d461; + &#x1d700;&#x1d458;&#x1d461;,

where &#x1d466;&#x1d458;&#x1d461;stands for relative changes of arithmetic averages and &#x1d465; for relative changes of geometric averages

for price-links 0 → t and categories k = 1,… , K. Similar equation are applied also for corresponding relative

changes of quality adjusted price changes. The estimator for &#x1d70c; is also nicely interpreted as

�̂� = &#x1d45f;(&#x1d466;, &#x1d465;) ∙ &#x1d460;&#x1d466;

&#x1d460;&#x1d465;

When the standard deviations of x and y are closely related, the estimator �̂� practically equals to correlation

coefficient between x and y. In both OLS estimation we have 17935 observations (total number of categories

in years 2020, 2021 and 2022) from price ratios and Table 5.2 presents the results.

Table 5.2: Linear relation between price ratios of arithmetic and geometric averages.

&#x1d460;&#x1d466; &#x1d460;&#x1d465; �̂� &#x1d45f;&#x1d465;&#x1d466; &#x1d445;2 Actual price ratio left side of (6) 0,103 0,106 0,966 0,995 0,991

Quality adjusted price ratio, second right term of (6) 0,182 0,179 0,9998 0,986 0,973

Empirical results show that price ratios using unweighted arithmetic or geometric average prices are very

closely related. Both 95 % fit plots for y include complete linear dependence meaning that statistically the

choice between arithmetic or geometric average have no matter. The correlation coefficient tells the same

story – they are close to one. Quite amazingly, although the arithmetic and geometric average prices deviate

largely (see Table 5.1), their price ratios go ‘hand-to-hand’ – at least statistically. Next, we analyze

differences between these averages using index numbers.

5.3 Does Formula and Average matter in Index Compilation?

All index numbers and index series are based on base strategy, where the base period is a previous year

normalized as an average month and the observation period is a month of a current year. The strategy is free

of chain drift. Our empirical analyze turns into two questions - ‘Does the formula matter in index

compilation?’ and ‘Does the average matter in index compilation?’. We compare two sets of formulas, the

basic and excellent (Vartia and Suoperä, 2017, see Table 4.2 and eq. (7)). All formulas are examined in log-

form. In this study our basic formulas are Laspeyres (L), log-Laspeyres (LL), Paasche (P) and log-Paasche

(LP). L and LL formulas use asymmetric old weights and formulas P and LP new ones. The second set of

formulas – excellent ones – uses symmetrical weights and are Fisher (F), Törnqvist (T), Montgomery-Vartia

(MV) and Sato-Vartia (SV) (see Vartia & Suoperä, 2017, 2018). The following graphs show why they are

excellent.

The Figures 5.1-5.4 present all that is needed to make decisions about the formula and the average used in

index compilation. Index series in Figures 5.2 and 5.4 are made using arithmetic and geometric average price

ratios. Index series based on arithmetic and geometric averages deviate seriously but excellent formulas go

‘hand-in-hand’ for both index series (both index series includes four excellent formulas). Our empirical

results in previous chapter show that price changes based on arithmetic and geometric average prices are

statistically almost ‘equal’ (95 % fit plots for y includes complete linear dependence) and correlation

between them was &#x1d45f;&#x1d465;&#x1d466; = 0.995. Simple econometric modelling concludes: ‘statistically the choice between

arithmetic or geometric average have no matter’.

Figure 5.1: Index series for actual average prices Figure 5.2: Index series for actual average prices

for ‘Small Cars’ make ‘Honda’. Basic formulas: for ‘Small Cars’ make ‘Honda’. Excellent

indices based on geometric are dotted and formulas: indices based on geometric are dotted

arithmetic solid lines. and arithmetic solid lines.

Figure 5.3: Index series for actual average Figure 5.4: Index series for actual average

prices for ‘Small Cars’ make ‘MB’. Basic prices for ‘Small Cars’ make ‘MB’. Excellent

formulas: indices based on geometric are dotted formulas: indices based on geometric are dotted

and arithmetic solid lines. and arithmetic solid lines.

Figures 5.2 and 5.4 tell that because of contingent nature of data, the index series based on arithmetic and

geometric averages may occasionally seriously deviate. Statistically they are almost equal but not

mathematically. Our selection for price concept of average statistic and index compilation is more

interpretable using arithmetic average (see also Table 5.1). In Figure 5.1 and 5.3 we see that basic formulas

are contingently biased (see Vartia and Suoperä, 2017, 2018) deviating seriously from each other. Basic

formulas for complete data should never be used.

5.4 Hedonic Index Numbers for Used Cars in Finland

Next, we aggregate decomposition in equation (7) from K-category into total using only excellent formulas.

In our empirical analysis excellent formulas are very closely related. This happens because all excellent

formulas are quadratic approximations of Fisher for small changes in log-prices and log-quantities (Vartia

and Suoperä, 2017, 2018, pp. 17-21). This seems to happen here also quite closely for moderate changes of

log-prices and log-quantities. The same happens extremely closely for quality adjusted indices (solid lines in

Figure 5.5).

Figure 5.5: Hedonic index series for actual average Figure 5.6: Hedonic index series for quality correc-

prices (arithmetic) and quality adjusted prices for tions for quality characteristics x (T_Qc = all) by excellent formulas F, T, MV and SV (solid lines). Törnqvist formula.

Figures 5.5 and 5.6 must be looked at together: For any excellent formula (F, T, MV and SV) difference

between index series for actual average prices and quality adjusted prices equals with total quality correction.

The most part the difference is explained by quality corrections of age of a car (&#x1d465;7) and mileage (&#x1d465;9) – sold

cars are simply older and more driven at observation period. Other quality corrections

(&#x1d465;1, &#x1d465;2, &#x1d465;3, &#x1d465;4, &#x1d465;5 and &#x1d465;11) have minor role (index series close to one in Figure 5.6). The Figures 5.5 and 5.6

together are graphical presentation of equation (7b) for Törnqvist ideal formula, that is &#x1d443;&#x1d447;,&#x1d434; &#x1d461; 0⁄

= &#x1d443;&#x1d447;,&#x1d444;&#x1d436; &#x1d461; 0⁄

∙ &#x1d443;&#x1d447;,&#x1d444;&#x1d434; &#x1d461; 0⁄

.

6 Conclusion

We show, using statistical inference, how two sources of heterogeneity – categorial and behavioral – may be

chosen hierarchically for the best price models for hedonic quality adjusting. By this statistical inference we

empirically decide first the ‘best’ partition of observations and second the ‘best’ categorization of behavioral

‘beta’ heterogeneity. The decision-making leads us into the optimal best linear unbiased estimates, BLUE,

for fixed categorical and beta effects.

We combine the BLU estimates with consistent aggregation rules and get unbiased parametric presentations

for categorical averages. These K-categorical averages - arithmetic and geometric – both satisfy the well-

known algebraic properties the OLS method being also unbiased and optimal for making of hedonic index

numbers. The price modelling ends to aggregation of relations from observations into K-category level with

these averages.

Oaxaca decomposition divides changes of actual average (arithmetic or geometric) price ratios into two

parts: first, quality correction of quality characteristics and second, quality adjusted price changes. In the

Oaxaca decomposition the base period is the previous year normalized as an average month. This enables us

to use base strategy which is free of chain drift.

For the base strategy we select ‘flexible basket approach’ to verify the principle of Pursiainen that states

‘when the expenditure on a category tends to zero, then its effect on the index should vanish (Pursiainen,

2006, pp32). In we combine heterogeneously behaving cross-sections with classical index number theory.

This representation of ‘index numbers’ makes it possible to control quality changes of quality characteristics

and remove quality differences from unbiased actual average price ratios.

The making of hedonic index numbers, we use two set of formulas, the basic and excellent ones. We show

that basic formulas using asymmetric weighting, are contingently biased and should not be used. Excellent

formulas in the study uses symmetrical weighting giving excellent results. Using symmetric weights of these

excellent formulas satisfies the principle of ‘a weighted-by-economic-importance’-variable optimally being

mathematically transparent. According to the study, any excellent formula with arithmetic average can be

selected for official statistics.

References:

Bailey M. J., Muth, R. F. and Nourse, H. O. ‘A Regression Model for Real Estate Price Index

Construction’., JASA, vol. 58, 933-942, 1963.

Case, K. E. and Shiller, R. J. ‘Efficiency of the Market for Single Family Homes’, American Economic

Review, vol. 79, 125-137, 1989.

Davidson & MacKinnon ‘Estimation and Inference in Econometrics’, New York, Oxford University Press,

1993.

Diewert E. and Fox K. ‘Substitution Bias in Multilateral Methods for CPI Construction using Scanner Data’

2018

Greene, W. “Econometric Analysis”, Prentice-Hall International, Inc. (third ed.), 1997.

Griliches Z. ‘Hedonic Price Indices for Automobiles: An Econometric Analysis

of Quality Change’, Zvi Griliches (ed.) Price Indexes ad Quality Changes, 55-97, 1971.

Hsiao, C. ‘Analysis of Panel Data’., Cambridge University Press, 1986.

Kaila, J., Luomaranta, H. and Suoperä, A. Hedonic Price Index Number for Blocks of Flats and Terraced

Houses in Finland’, 2023 (http://www.stat.fi/meta/menetelmakehitystyo/index_en.html).

Koev, E. ‘Combining Classification and Hedonic Quality Adjustment in Constructing a House Price Index’,

Licentiate thesis, Helsinki, 2003.

Koev, E. & Suoperä A. ’Pientalokiinteistöjen (omakotitalojen ja rakentamattomien pientalotonttien)

hintaindeksit 1985=100’, Helsinki, 2002. (in Finnish, Statistics Finland).

Matyás, L. and Sevestre, P., Eds. “The Econometrics of Panel Data: Handbook of Theory and Applications,

2nd ed. Dordrecht: Kluwer-Nijoff, 1996.

Oaxaca, R. ‘Male-Female Wage Differentials in Urban Labour Markets’, International Economic Review,

14, pp. 693-709, 1973.

Practical Guide on Multilateral Methods in the HICP (2020, WTPD-model), EuroStat.

Pursiainen, H. ‘Consistent Aggregation Methods and Index Number Theory’, 2005.

Quigley, R. ‘A Simple Hybrid Model for Estimating Real Estate Price Indexes’, Journal of Housing

Economics vol. 4, p. 1-12, 1995.

Rao, D.S. P. ‘On the Equivalence of the Weighted Country Product Dummy (CPD) Method and the Rao

System for Multilateral Price Comparisons’, Review of Income and Wealth 51:4, 2005, 571-580.

Summers R. ‘International Comparisons with Incomplete Data", Review of Income and Wealth 29:1, 1973,

pp. 1-16.

Suoperä, A. ’Some new perspectives on price aggregation and hedonic index methods: Empirical

application to rents of office and shop premises’, 2004, 2006 (unpublished, Statistics Finland).

Suoperä A. & Auno V. ‘Hedonic Index Numbers for Rents of Office and Shop Premises in Finland’, 2021

(https://www.researchgate.net/publication/350460207_Hedonic_Index_Numbers_for_Rents_of_Office_and_

Shop_Premises_in_Finland).

Suoperä, A., Nieminen, K., Montonen, S. and Markkanen H. “Comparing Basic Averages, Index

Numbers and Hedonic Methods as Price Change Statistic”, 2021

(http://www.stat.fi/meta/menetelmakehitystyo/index_en.html).

Suoperä, A. & Vartia, Y. ‘Analysis and Synthesis of Wage Determination in Heterogeneous Cross-

sections’, Discussion Paper No. 331, 2011.

Vartia, Y., Suoperä, A. and Vuorio, J. ’Hedonic Price Index Number for New Blocks of Flats and

Terraced Houses in Finland’, 2021 (http://www.stat.fi/meta/menetelmakehitystyo/index_en.html).

Vartia, Y. ‘Relative Changes and Index Numbers’, Ser. A4, Helsinki, Research Institute of

Finnish Economy, 1976.

Vartia, Y. ‘Ideal Log-Change Index Numbers’, Scandinavian Journal of Statistics., 3, pp. 121-

126,1976.

Vartia, Y. ’Kvadraattisten mikroyhtälöiden aggregoinnista’, ETLA, Discussion Papers no. 25,1979.

Vartia, Y. & Suoperä, A. “Index number theory and construction of CPI for complete micro data”, 2017

(http://www.stat.fi/meta/menetelmakehitystyo/index_en.html).

Vartia, Y. & Suoperä, A. “Contingently biased, permanently biased and excellent index numbers for

complete micro data”, 2018 (http://www.stat.fi/meta/menetelmakehitystyo/index_en.html).

Vartia, Y. and Vartia, P. ‘Descriptive Index Number Theory and the Bank of Finland Currency

Index’, Scandinavian Journal of Economics, vol. 3, pp. 352 . 364, 1985.

Törnqvist, L. ‘A Memorandum Concerning the Calculation of Bank of Finland Consumption

Price Index’, unpublished memo, Bank of Finland, 1935.

Törnqvist, L. ’Levnadskostnadsindexerna i Finland och Sverige, Deras Tillförlitlighet och

Jämförbarhet’, Ekonomiska Samfundets Tidskrift, vol. 37, 1–35, 1936.

Törnqvist, L. & Vartia, P. & Vartia, Y. ‘How Should Relative Changes be Measured’? The

American Statistician, Vol. 39, No. 1. pp. 43 - 46, 1985.

The Making of Hedonic Index Numbers, Finland

Languages and translations
English

The Making of Hedonic Index Numbers Ville Auno, Henri Luomaranta-Helmivuo, Hannele Markkanen, Satu Montonen, Kristiina Nieminen, Antti Suoperä

Presenter: Satu Montonen Meeting of the Group of Experts on Consumer Price Indices 07 - 09 June 2023, Geneva

Content 1. Background 2. Data and data pre-processing 3. Steps of the process for producing the hedonic price index 4. Results 5. Conclusions

17 May, 2023 Statistics Finland | [email protected]

1. Background • Previously, the price index for second-hand cars was calculated by Autovista Group for the purpose of CPI

• From the beginning of 2023, Statistics Finland has done the calculation itself

• The same second-hand car is not sold every month, so it is impossible to follow the price of the same car over time

• In this study, we combine hedonic quality adjusting and traditional index calculation

• In Finland, the same method is used for the prices of houses as well as for the rents of offices and shops

17 May, 2023 Statistics Finland | [email protected]

2. Data and data pre-processing • Data is received on a daily basis from one major selling portal for second-hand cars in Finland

• Only the latest sales announcement of the month is considered

• The sales announcement data is supplemented with additional characteristics information from the vehicle register data from Finnish Transport and Communications Agency

• The monthly data contains approximately 75 000 individual sales announcements of second-hand cars

• For index calculation purposes, only the following are taken into account: - Second-hand cars with ”sold”-status purchased from car dealers - Passenger cars - Cars aged between one and twenty years - Cars with price greater than 2000 euros - Mileage needs to be less than one million kilometers

17 May, 2023 Statistics Finland | [email protected]

3. Steps of the process for producing the hedonic price index

Definition and estimation of price

model incl. statistical tests

Aggregation and Oaxaca-

decomposition

Index calculation

17 May, 2023 Statistics Finland | [email protected]

3.1 Definition and estimation of price model 1/5

• The price model is semilogarithmic:

&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; &#x1d45d;&#x1d45d;&#x1d456;&#x1d456;&#x1d456;&#x1d456; = &#x1d6fc;&#x1d6fc;01&#x1d456;&#x1d456; + ⋯+ &#x1d6fc;&#x1d6fc;0&#x1d458;&#x1d458;1&#x1d456;&#x1d456; + &#x1d465;&#x1d465;&#x1d465;&#x1d456;&#x1d456;&#x1d456;&#x1d456;&#x1d6fd;&#x1d6fd;&#x1d456;&#x1d456; + &#x1d700;&#x1d700;&#x1d456;&#x1d456;&#x1d456;&#x1d456;,

where &#x1d45d;&#x1d45d; is the unit price of a second-hand car, parameters &#x1d6fc;&#x1d6fc; represent stratum effects and term &#x1d700;&#x1d700; is random error term

• The unknown parameters &#x1d6fd;&#x1d6fd; and &#x1d6fc;&#x1d6fc; are estimated using the ordinary least squares method (OLS)

The explanatory variables used in the price model

17 May, 2023 Statistics Finland | [email protected]

Variable Description

&#x1d465;&#x1d465;1 Gearbox type: If automatic &#x1d465;&#x1d465;1 = 1, else &#x1d465;&#x1d465;1 = 0.

&#x1d465;&#x1d465;2 Towing hook: If towing hook &#x1d465;&#x1d465;2 = 1, else &#x1d465;&#x1d465;2 = 0.

&#x1d465;&#x1d465;3 Service history: If service history is available &#x1d465;&#x1d465;3 = 1, else &#x1d465;&#x1d465;3 = 0.

&#x1d465;&#x1d465;4 Cruise control: If cruise control &#x1d465;&#x1d465;4 = 1, else &#x1d465;&#x1d465;4 = 0.

&#x1d465;&#x1d465;5 Selling time of a car, months.

&#x1d465;&#x1d465;6 = &#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;(&#x1d465;&#x1d465;5) Square root of the selling time of a car.

&#x1d465;&#x1d465;7 Age of a car, years.

&#x1d465;&#x1d465;8 = &#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;(&#x1d465;&#x1d465;7) Square root of the age of a car.

&#x1d465;&#x1d465;9 Mileage (ten thousand).

&#x1d465;&#x1d465;10 = &#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;(&#x1d465;&#x1d465;9) Square root of mileage.

&#x1d465;&#x1d465;11 Power/Weight ratio of a car.

&#x1d465;&#x1d465;12 = &#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;&#x1d460;(&#x1d465;&#x1d465;11 ) Square root of Power/Weight of a car.

3.1 Definition and estimation of price model 2/5 • We define several hierarchical partitions of second-hand cars (homogenous stratums)

• Using the F-test, we select the suitable partition: model 6

17 May, 2023 Statistics Finland | [email protected]

Model 1 Model 2 Model 3 Model 4 Model 5 Model 6

No categori-

zation

Size of a car

Size of a car × Make

Size of a car × Make ×

Model

Size of a car × Make × Model × Driving

Power

Size of a car × Make × Model × Driving Power × Type of a car

Model 1 vs 2

Model 2 vs 3

Model 3 vs 4

Model 5 vs 4

Model 6 vs 5

Test statistic 11896 1872 711 36.8 10.7

Model 1

Model 2

Model 3

Model 4

Model 5

Model 6

No categori-zation

Size of a car

Size of a car × Make

Size of a car × Make × Model

Size of a car × Make × Model × Driving Power

Size of a car × Make × Model × Driving Power × Type of a car

Model 1 vs 2

Model 2 vs 3

Model 3

vs 4

Model 5

vs 4

Model 6

vs 5

Test statistic

11896

1872

711

36.8

10.7

3.1 Definition and estimation of price model 3/5 • We define several classifications of price models

• Using the F-test, we select the suitable classification of price model: model 8

17 May, 2023 Statistics Finland | [email protected]

Model 6 Model 7 Model 8

No heterogeneity Size of a car Size of a car × Make

Model 7 vs 6

Model 8 vs 7

Test statistic 206.5 45

Model 6

Model 7

Model 8

No heterogeneity

Size of a car

Size of a car × Make

Model 7

vs 6

Model 8

vs 7

Test statistic

206.5

45

3.1 Definition and estimation of price model 4/5 • The price model is estimated for each year

• Estimation results for model 8 - Selling time of a car has little effect on price - Age of a car and mileage have a negative effect

on price - Power/Weight ratio of a car has a positive

effect on price

17 May, 2023 Statistics Finland | [email protected]

Year 2020 2021 Number of observations 287936 269663 Number of equations 72 74 Number of stratums/categories 1594 1691 Degrees of freedom 285478 267084 SSE 5401.6405077 4908.43633 R2 0.9645034599 0.9675392005 RMSE 0.1375550427 0.1355650208

2020 2021 Constant 9.9126394001 9.8211262087 If automatic gearbox &#x1d465;&#x1d465;1 = 1, else &#x1d465;&#x1d465;1 =0 0.0902673948 0.0923941505 If towing hook &#x1d465;&#x1d465;2 = 1, else &#x1d465;&#x1d465;2 = 0 0.0118209506 0.0113174535 If service history is available &#x1d465;&#x1d465;3 = 1, else &#x1d465;&#x1d465;3 = 0 -0.010492392 -0.008856039 If cruise control &#x1d465;&#x1d465;4 = 1, else &#x1d465;&#x1d465;4 = 0 0.017682513 0.0190084745 Selling time of a car, &#x1d465;&#x1d465;5 -0.000386744 0.0036841099 &#x1d465;&#x1d465;6 = &#x1d465;&#x1d465;5

1/2 0.0054383443 -0.012634214 Age of a car, &#x1d465;&#x1d465;7 -0.138809764 -0.135251635 &#x1d465;&#x1d465;8 = &#x1d465;&#x1d465;7

1/2 0.2915511757 0.2950576677 Mileage, &#x1d465;&#x1d465;9 -0.033047764 -0.033221364 &#x1d465;&#x1d465;10 = &#x1d465;&#x1d465;9

1/2 0.0180405738 0.026330353 Power/Weight ratio of a car, &#x1d465;&#x1d465;11 12.089654612 9.8976375615 &#x1d465;&#x1d465;12 = &#x1d465;&#x1d465;11

1/2 -2.549090343 -1.520907481

Year

2020

2021

Number of observations

287936

269663

Number of equations

72

74

Number of stratums/categories

1594

1691

Degrees of freedom

285478

267084

SSE

5401.6405077

4908.43633

R2

0.9645034599

0.9675392005

RMSE

0.1375550427

0.1355650208

2020

2021

Constant

9.9126394001

9.8211262087

If automatic gearbox , else 0

0.0902673948

0.0923941505

If towing hook , else

0.0118209506

0.0113174535

If service history is available , else

-0.010492392

-0.008856039

If cruise control , else

0.017682513

0.0190084745

Selling time of a car,

-0.000386744

0.0036841099

0.0054383443

-0.012634214

Age of a car,

-0.138809764

-0.135251635

0.2915511757

0.2950576677

Mileage,

-0.033047764

-0.033221364

0.0180405738

0.026330353

Power/Weight ratio of a car,

12.089654612

9.8976375615

-2.549090343

-1.520907481

3.1 Definition and estimation of price model 5/5 The price effect of selling time (months) on the average log-prices in year 2020 and 2021

17 May, 2023 Statistics Finland | [email protected]

The price effect of mileage (ten thousand) on the average log-prices in year 2020 and 2021

The price effect of power/weight ratio (kW/kg) on the average log-prices in year 2020 and 2021

3.2 Aggregation and Oaxaca-decomposition • We aggregate price models from observations into stratums of the partition

• We test unweighted geometric and arithmetic averages in aggregation

• The quality adjusting is performed using decomposition introduced by Oaxaca (1973) - The decomposition splits the actual average price change into quality corrections and quality adjusted price changes

for any stratum

(1) Price-ratio = Quality corrections + Quality adjusted price change conditional on �&#x1d499;&#x1d499;′&#x1d458;&#x1d458;&#x1d456;&#x1d456;

A = QC + QA

• The equation (1) can be represented as

&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�̅�&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �̅�&#x1d45d;&#x1d458;&#x1d458;0 = &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�&#x1d45d;&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �̅�&#x1d45d;&#x1d458;&#x1d458;0 + &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�̅�&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �&#x1d45d;&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; ,

where &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; �̅�&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; is the average price for the current month, &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; �̅�&#x1d45d;&#x1d458;&#x1d458;0 is the average price for the base period and

&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; �&#x1d45d;&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; = �&#x1d6fc;&#x1d6fc;&#x1d458;&#x1d458;0 + �&#x1d499;&#x1d499;′&#x1d458;&#x1d458;&#x1d456;&#x1d456;�&#x1d737;&#x1d737;&#x1d457;&#x1d457;0 is the current month's estimated price using the base period valuation of characteristics �&#x1d737;&#x1d737;&#x1d457;&#x1d457;0

• The price model estimates used are always from the base period 17 May, 2023 Statistics Finland | [email protected]

3.3 Index calculation • The averaged stratum-level price decompositions are summed up to COICOP7-level using weights &#x1d464;&#x1d464;&#x1d458;&#x1d458;,&#x1d453;&#x1d453; of

index number formula &#x1d453;&#x1d453;

&#x1d452;&#x1d452;&#x1d465;&#x1d465;&#x1d45d;&#x1d45d; ∑&#x1d458;&#x1d458; &#x1d464;&#x1d464;&#x1d458;&#x1d458;,&#x1d453;&#x1d453; &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�̅�&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �̅�&#x1d45d;&#x1d458;&#x1d458;0 = &#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d434;&#x1d434; ⁄&#x1d456;&#x1d456; 0 is the price index for average prices (A)

&#x1d452;&#x1d452;&#x1d465;&#x1d465;&#x1d45d;&#x1d45d; ∑&#x1d458;&#x1d458; &#x1d464;&#x1d464;&#x1d458;&#x1d458;,&#x1d453;&#x1d453; &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�&#x1d45d;&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �̅�&#x1d45d;&#x1d458;&#x1d458;0 = &#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d444;&#x1d444;&#x1d444;&#x1d444; ⁄&#x1d456;&#x1d456; 0 is the price index for quality corrections (QC)

&#x1d452;&#x1d452;&#x1d465;&#x1d465;&#x1d45d;&#x1d45d; ∑&#x1d458;&#x1d458; &#x1d464;&#x1d464;&#x1d458;&#x1d458;,&#x1d453;&#x1d453; &#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459;&#x1d459; ⁄�̅�&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; �&#x1d45d;&#x1d45d;&#x1d458;&#x1d458;&#x1d456;&#x1d456; = &#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d444;&#x1d444;&#x1d434;&#x1d434; ⁄&#x1d456;&#x1d456; 0 is price index for quality adjusted price changes (QA)

that satisfy the following equation

&#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d434;&#x1d434; ⁄&#x1d456;&#x1d456; 0 = &#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d444;&#x1d444;&#x1d444;&#x1d444;

⁄&#x1d456;&#x1d456; 0 � &#x1d443;&#x1d443;&#x1d453;&#x1d453;,&#x1d444;&#x1d444;&#x1d434;&#x1d434; ⁄&#x1d456;&#x1d456; 0

• In our case the base period is a previous year normalized as an average month - We use the flexible basket approach

• We test different index number formulas

17 May, 2023 Statistics Finland | [email protected]

4. Results 1/3 • Index series for actual average prices for ‘Small cars’ make ‘Honda’. Indices based on geometric are dotted

lines and arithmetic are solid lines

• Basic formulas are contingently biased, deviating from each other

• Price ratios using unweighted arithmetic or geometric average prices are closely related

17 May, 2023 Statistics Finland | [email protected]

4. Results 2/3 • Hedonic index series for actual arithmetic average prices (A), quality adjusted prices (QA) and quality

corrections (Qc_x)

• Age of a car (x7) and mileage (x9) have a negative effect on actual average prices - Sold cars are older and more driven in the current period

• Index series for actual prices must be corrected upwards, which is index series for quality adjusted prices

17 May, 2023 Statistics Finland | [email protected]

4. Results 3/3

• The differences between the series are due to the data source, regression model variables, index formula and strategy

17 May, 2023 Statistics Finland | [email protected]

Things to consider when designing a hedonic application (HICP Manual) • How many and which quality-related variables to include in the regression equation: Our model has 12 variables

(slide 6)

• Whether to use another (finer or coarser) stratification when estimating the regression coefficients than when computing the index: We use a coarser stratification for estimation (slide 8)

• How frequently to re-estimate the regression coefficients: We re-estimate every year

• Whether to weight the prices when estimating the regression coefficients: We use equal weights

• Which function form to use; semi-logarithmic, double-logarithmic or other: Our model is semi-logarithmic (slide 6)

• Whether valid or spurious results are obtained: Statistical inference leads to selection of the best price models. Estimators of the price models are the best linear unbiased estimates (BLUE)

• Whether the method improves the accuracy of the index so much that it outweighs the often relatively high cost for design work and for collection of quality-related data: Yes, see slide 14

17 May, 2023 Statistics Finland | [email protected]

5. Conclusions • Our proposal for producing a hedonic price index is as follows:

1. Use suitable partition in estimation of price models

2. Aggregate price models into stratum-level by using arithmetic average - Arithmetic average is more interpretable than geometric average

1. Form price decompositions for stratums (Oaxaca)

2. Aggregate stratum-level price decompositions into COICOP-level using Törnqvist formula and base strategy with a flexible basket, that is free of chain drift

• This method is widely used in Statistics Finland

17 May, 2023 Statistics Finland | [email protected]

Thank You!

Satu Montonen [email protected]

  • The Making of Hedonic Index Numbers
  • Content
  • 1. Background
  • 2. Data and data pre-processing
  • 3. Steps of the process for producing the hedonic price index
  • 3.1 Definition and estimation of price model 1/5
  • 3.1 Definition and estimation of price model 2/5
  • 3.1 Definition and estimation of price model 3/5
  • 3.1 Definition and estimation of price model 4/5
  • 3.1 Definition and estimation of price model 5/5
  • 3.2 Aggregation and Oaxaca-decomposition�
  • 3.3 Index calculation
  • 4. Results 1/3
  • 4. Results 2/3
  • 4. Results 3/3
  • Things to consider when designing a hedonic application (HICP Manual)
  • 5. Conclusions
  • Thank You!