Source: EURLEX
Language: en
Format: md

|  |  |  |  |
| --- | --- | --- | --- |
| 6.5.2008 | EN | Official Journal of the European Union | L 119/1 |

---

Only the original UNECE texts have legal effect under international public law. The status and date of entry into force of this Regulation should be checked in the latest version of the UN/ECE status document TRANS/WP.29/343, available at: http://www.unece.org/trans/main/wp29/wp29wgs/wp29gen/wp29fdocstts.html.

Regulation No 83 of the Economic Commission for Europe of the United Nations (UNECE) — Uniform provisions concerning the approval of vehicles with regard to the emission of pollutants according to engine fuel requirements

Revision 3

Supplement 6 to the 05 series of amendments — Date of entry into force: 2 February 2007

CONTENTS

REGULATION

|  |  |  |
| --- | --- | --- |
| 1. | Scope |  |

|  |  |  |
| --- | --- | --- |
| 2. | Definitions |  |

|  |  |  |
| --- | --- | --- |
| 3. | Application for approval |  |

|  |  |  |
| --- | --- | --- |
| 4. | Approval |  |

|  |  |  |
| --- | --- | --- |
| 5. | Specifications and tests |  |

|  |  |  |
| --- | --- | --- |
| 6. | Modifications of the vehicle type |  |

|  |  |  |
| --- | --- | --- |
| 7. | Extension of approval |  |

|  |  |  |
| --- | --- | --- |
| 8. | Conformity of production (COP) |  |

|  |  |  |
| --- | --- | --- |
| 9. | Penalties for non-conformity of production |  |

|  |  |  |
| --- | --- | --- |
| 10. | Production definitely discontinued |  |

|  |  |  |
| --- | --- | --- |
| 11. | Transitional provisions |  |

|  |  |  |
| --- | --- | --- |
| 12. | Names and addresses of technical services responsible for conducting approval tests, and of administrative departments |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | Procedure for verifying the conformity of production requirements if the production standard deviation given by the manufacturer is satisfactory |  |

|  |  |  |
| --- | --- | --- |
| Appendix 2 — | Procedure for verifying the conformity of production requirements if the production standard deviation given by the manufacturer is either not satisfactory or not available |  |

|  |  |  |
| --- | --- | --- |
| Appendix 3 — | In-service conformity check |  |

|  |  |  |
| --- | --- | --- |
| Appendix 4 — | Statistical procedure for in-service conformity testing |  |

ANNEXES

|  |  |  |
| --- | --- | --- |
| Annex 1 — | ENGINE AND VEHICLE CHARACTERISTICS |  |

|  |  |  |
| --- | --- | --- |
| Annex 2 — | COMMUNICATION |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | OBD related information. |  |

|  |  |  |
| --- | --- | --- |
| Annex 3 — | ARRANGEMENTS OF THE APPROVAL MARK |  |

|  |  |  |
| --- | --- | --- |
| Annex 4 — | TYPE I TEST (Verifying exhaust emissions after a cold start) |  |

|  |  |  |
| --- | --- | --- |
| 1. | Introduction |  |

|  |  |  |
| --- | --- | --- |
| 2. | Operating cycle on the chassis dynamometer |  |

|  |  |  |
| --- | --- | --- |
| 3. | Vehicle and fuel |  |

|  |  |  |
| --- | --- | --- |
| 4. | Test equipment |  |

|  |  |  |
| --- | --- | --- |
| 5. | Preparing the test |  |

|  |  |  |
| --- | --- | --- |
| 6. | Procedure for bench test |  |

|  |  |  |
| --- | --- | --- |
| 7. | Procedure for sampling and analysis |  |

|  |  |  |
| --- | --- | --- |
| 8. | Determination of the quantity of gaseous and particulate pollutants emitted |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | Breakdown of the operating cycle used for the Type I Test |  |

|  |  |  |
| --- | --- | --- |
| 1. | Operating cycle |  |

|  |  |  |
| --- | --- | --- |
| 2. | Elementary urban cycle (Part One) |  |

|  |  |  |
| --- | --- | --- |
| 3. | Extra-urban cycle (Part Two) |  |

|  |  |  |
| --- | --- | --- |
| Appendix 2 — | Chassis dynamometer |  |

|  |  |  |
| --- | --- | --- |
| 1. | Definition of chassis dynamometer with fixed load curve |  |

|  |  |  |
| --- | --- | --- |
| 2. | Method of calibrating the dynamometer |  |

|  |  |  |
| --- | --- | --- |
| 3. | Setting of the dynamometer |  |

|  |  |  |
| --- | --- | --- |
| Appendix 3 — | Resistance to progress of a vehicle — Measurement method on the road — Simulation on a chassis dynamometer |  |

|  |  |  |
| --- | --- | --- |
| 1. | Object of the methods |  |

|  |  |  |
| --- | --- | --- |
| 2. | Definition of the road |  |

|  |  |  |
| --- | --- | --- |
| 3. | Atmospheric conditions |  |

|  |  |  |
| --- | --- | --- |
| 4. | Vehicle preparation |  |

|  |  |  |
| --- | --- | --- |
| 5. | Methods |  |

|  |  |  |
| --- | --- | --- |
| Appendix 4 — | Verification of inertias other than mechanical |  |

|  |  |  |
| --- | --- | --- |
| 1. | Object |  |

|  |  |  |
| --- | --- | --- |
| 2. | Principle |  |

|  |  |  |
| --- | --- | --- |
| 3. | Specification |  |

|  |  |  |
| --- | --- | --- |
| 4. | Verification procedure |  |

|  |  |  |
| --- | --- | --- |
| Appendix 5 — | Definition of gas-sampling systems |  |

|  |  |  |
| --- | --- | --- |
| 1. | Introduction |  |

|  |  |  |
| --- | --- | --- |
| 2. | Criteria relating to the variable-dilution device for measuring exhaust gas emissions |  |

|  |  |  |
| --- | --- | --- |
| 3. | Description of the devices |  |

|  |  |  |
| --- | --- | --- |
| Appendix 6 — | Method of calibrating the equipment |  |

|  |  |  |
| --- | --- | --- |
| 1. | Establishment of the calibration curve |  |

|  |  |  |
| --- | --- | --- |
| 2. | Checking for FID Hydrocarbon response |  |

|  |  |  |
| --- | --- | --- |
| 3. | Efficiency test of the NOx converter |  |

|  |  |  |
| --- | --- | --- |
| 4. | Calibration of the CVS system |  |

|  |  |  |
| --- | --- | --- |
| Appendix 7 — | Total system verification |  |

|  |  |  |
| --- | --- | --- |
| Appendix 8 — | Calculation of the mass emissions of pollutants |  |

|  |  |  |
| --- | --- | --- |
| 1. | General provisions |  |

|  |  |  |
| --- | --- | --- |
| 2. | Special provisions for vehicles equipped with compression-ignition engine. |  |

|  |  |  |
| --- | --- | --- |
| Annex 5 — | TYPE II TEST (Carbon monoxide e n test at idling speed) |  |

|  |  |  |
| --- | --- | --- |
| Annex 6 — | TYPE III TEST (Verifying emissions of crankcase gases) |  |

|  |  |  |
| --- | --- | --- |
| Annex 7 — | TYPE IV TEST (Determination of evaporative emissions from vehicles with positive-ignition engines) |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | Calibration frequency and methods |  |

|  |  |  |
| --- | --- | --- |
| Appendix 2 — | Diurnal ambient temperature profile for the diurnal emission test |  |

|  |  |  |
| --- | --- | --- |
| Annex 8 — | TYPE VI TEST (Verifying the average low ambient temperature carbon monoxide and hydrocarbon exhaust emissions after a cold start) |  |

|  |  |  |
| --- | --- | --- |
| Annex 9 — | TYPE V TEST (Description of the endurance test for verifying the durability of pollution control devices) |  |

|  |  |  |
| --- | --- | --- |
| Annex 10 — | SPECIFICATIONS OF REFERENCE FUELS |  |

|  |  |  |
| --- | --- | --- |
| 1. | Technical data of the reference fuel to be used for testing vehicles equipped with positive-ignition engines |  |

|  |  |  |
| --- | --- | --- |
| 2. | Technical data of the reference fuel to be used for testing vehicles equipped with compression-ignition engines |  |

|  |  |  |
| --- | --- | --- |
| 3. | Technical data of the reference fuel to be used for testing vehicles equipped with positive-ignition engine at low ambient temperature |  |

|  |  |  |
| --- | --- | --- |
| Annex 10a — | SPECIFICATIONS OF GASEOUS REFERENCE FUELS |  |

|  |  |  |
| --- | --- | --- |
| Annex 11 — | ON-BOARD DIAGNOSTICS (OBD) FOR MOTOR VEHICLES |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | Functional aspects of OBD systems |  |

|  |  |  |
| --- | --- | --- |
| Appendix 2 — | Essential characteristics of the vehicle family |  |

|  |  |  |
| --- | --- | --- |
| Annex 12 — | GRANTING OF AN ECE TYPE APPROVAL FOR A VEHICLE FUELLED BY LPG OR NATURAL GAS |  |

|  |  |  |
| --- | --- | --- |
| Annex 13 — | EMISSIONS TEST PROCEDURE FOR A VEHICLE EQUIPPED WITH A PERIODICALLY REGENERATING SYSTEM |  |

|  |  |  |
| --- | --- | --- |
| Annex 14 — | EMISSIONS TEST PROCEDURE FOR HYBRID ELECTRIC VEHICLES |  |

|  |  |  |
| --- | --- | --- |
| Appendix 1 — | Electric energy/power storage device SOC profile for OVC HEV Type I test |  |

1.   SCOPE

This Regulation applies to vehicles of categories M and N [(1)](#ntr1-L_2008119EN.01000101-E0001) as shown by Table A, with regard to the tests foreseen for these vehicles in Table B.

Table A

Applicability

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| Vehicle category[(1)](#ntr1-L_2008119EN.01000101-E0001) | Max. mass | Positive-ignition engined vehicles including hybrid vehicles | | | Compression-ignition engined vehicles including hybrid vehicles |
| Petrol | NG[(1)](#ntr1-L_2008119EN.01000101-E0002) | LPG[(2)](#ntr2-L_2008119EN.01000101-E0003) | Diesel |
| M1 | ≤ 3,5 t | R83 | R83 | R83 | R83 |
| > 3,5 t | R83 | — | — | — |
| M2 | — | R83 | — | — | R49 or R83[(3)](#ntr3-L_2008119EN.01000101-E0004) |
| M3 | — | R83 | — | — | — |
| N1 | — | R83 | R49 or R83 | R49 or R83 | R49 or R83 |
| N2 | — | R83 | — | — | R49 or R83[(3)](#ntr3-L_2008119EN.01000101-E0004) |
| N3 | — | R83 | — | — | — |

Table B

Requirements

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Requirements | Positive-ignition engined vehicles of categories M and N including hybrid vehicles[(1)](#ntr1-L_2008119EN.01000101-E0001) | | | Compression-ignition engined vehicles of categories M1 and N1 including hybrid vehicles[(1)](#ntr1-L_2008119EN.01000101-E0001) |
| Petrol fuelled vehicle | Bi-fuel vehicle | Mono-fuel vehicle | Diesel fuelled vehicles |
| Gaseous pollutants | Yes  (max. mass ≤ 3,5 t) | Yes  (test with both fuel types)  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) |
| Particulates | — | — | — | Yes  (max. mass ≤ 3,5 t) |
| Idle emissions | Yes | Yes  (test with both fuel types) | Yes | — |
| Crankcase emissions | Yes | Yes  (test only with petrol) | Yes | — |
| Evaporative emissions | Yes  (max. mass ≤ 3,5 t) | Yes  (test only with petrol)  (max. mass ≤ 3,5 t) | — | — |
| Durability | Yes  (max. mass ≤ 3,5 t) | Yes  (test only with petrol)  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) |
| Low temperature emissions | Yes  (max. mass ≤ 3,5 t) | Yes  (test only with petrol)  (max. mass ≤ 3,5 t) | — | — |
| In-use conformity | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) | Yes.  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) |
| On-board diagnostics | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) | Yes  (max. mass ≤ 3,5 t) |

1.1.1.   Exhaust emissions at normal and low ambient temperature, evaporative emissions, emissions of crankcase gases, the durability of pollution control exhaust devices and on-board diagnostic (OBD) systems of motor vehicles equipped with positive-ignition (P.I.) engines which have at least 4 wheels.

1.1.2.   Exhaust emissions, the durability of anti-pollution devices and on-board diagnostic (OBD) systems of vehicles of categories M1 and N1 equipped with compression-ignition (C.I.) engines which have at least 4 wheels and a maximum mass not exceeding 3 500 kg.

1.1.3.   Exhaust emissions at normal and low ambient temperature, evaporative emissions, emissions of crankcase gases, the durability of pollution control exhaust devices and on-board diagnostic (OBD) systems of hybrid electric vehicles (HEV) equipped with positive-ignition (P.I.) engines and having at least four wheels.

1.1.4.   Exhaust emissions, the durability of anti-pollution devices and on-board diagnostic (OBD) systems of hybrid electric vehicles (HEV) of categories M1 and N1 equipped with compression-ignition (C.I.) engines, having at least four wheels and a maximum mass not exceeding 3 500 kg.

1.1.5.   It does not apply to:

|  |  |
| --- | --- |
| — | vehicles with a maximum mass of less than 400 kg and to vehicles having a maximum design speed of less than 50 km/h; |

|  |  |
| --- | --- |
| — | vehicles whose unladen mass is not more than 400 kg if they are intended for carrying passengers or 550 kg if they are intended for carrying goods and whose maximum engine power does not exceed 15 kW. |

1.1.6.   At the request of the manufacturer, type approval pursuant to this Regulation may be extended from M1 or N1 vehicles equipped with compression-ignition engines which have already been typed approved to M2 and N2 vehicles having a reference mass not exceeding 2 840 kg and meeting the conditions of paragraph 7. (extension of approval).

1.1.7.   Vehicles of category N1 equipped with compression-ignition engines or equipped with positive-ignition engines fuelled with NG or LPG are not subject to this Regulation provided they have been type-approved pursuant to Regulation No 49 as amended by the last series of amendments.

1.2.   This Regulation does not apply to vehicles equipped with positive-ignition engines fuelled with NG or LPG used for driving motor vehicles of M1 category having a maximum mass exceeding 3 500 kg, M2, M3, N2, N3 to which Regulation No 49 is applicable.

2.   DEFINITIONS

For the purposes of this Regulation:

‘Vehicle type’ means a category of power-driven vehicles that do not differ in such essential respects as:

2.1.1.   the equivalent inertia determined in relation to the reference mass as prescribed in Annex 4, paragraph 5.1. and

2.1.2.   the engine and vehicle characteristics as defined in Annex 1;

‘Reference mass’ means the ‘unladen mass’ of the vehicle increased by a uniform figure of 100 kg for test according to Annexes 4 and 8,

2.2.1.   
‘Unladen mass’ means the mass of the vehicle in running order without driver, passengers or load, but with the fuel tank 90 per cent full and the usual set of tools and spare wheel on board, where applicable;

2.3.   
‘Maximum mass’ means the technically permissible maximum mass declared by the vehicle manufacturer (this mass may be greater than the maximum mass authorised by the national administration);

2.4.   
‘Gaseous pollutants’ means the exhaust gas emissions of carbon monoxide, oxides of nitrogen, expressed in nitrogen dioxide (NO2) equivalent and hydrocarbons assuming ratio of:

|  |  |
| --- | --- |
| — | C1H1,85 for petrol, |

|  |  |
| --- | --- |
| — | C1H1,86 for diesel, |

|  |  |
| --- | --- |
| — | C1H2,525 for LPG, |

|  |  |
| --- | --- |
| — | C1H4 for NG. |

2.5.   
‘Particulate pollutants’ means components of the exhaust gas which are removed from the diluted exhaust gas at a maximum temperature of 325 K (52 °C) by means of the filters described in Annex 4;

2.6.   
‘Exhaust emissions’ means:

|  |  |
| --- | --- |
| — | for positive-ignition (P.I.) engines, emissions of gaseous pollutants; |

|  |  |
| --- | --- |
| — | for compression-ignition (C.I.) engines, emissions of gaseous and particulate pollutants; |

‘Evaporative emissions’ means the hydrocarbon vapours lost from the fuel system of a motor vehicle other than those from exhaust emissions;

2.7.1.   
‘Tank breathing losses’ are hydrocarbon emissions caused by temperature changes in the fuel tank (assuming a ratio of C1H2,33).

2.7.2.   
‘Hot soak losses’ are hydrocarbon emissions arising from the fuel system of a stationary vehicle after a period of driving (assuming a ratio of C1 H2,20);

2.8.   
‘Engine crankcase’ means the spaces in or external to an engine which are connected to the oil sump by internal or external ducts through which gases and vapour can escape;

2.9.   
‘Cold start device’ means a device that temporarily enriches the air/fuel mixture of the engine thus assisting the engine to start;

2.10.   
‘Starting aid’ means a device which assists engine start up without enrichment of the air/fuel mixture of the engine, e.g. glow plug, injection timing change, etc.;

‘Engine capacity’ means:

2.11.1.   For reciprocating piston engines, the nominal engine swept volume;

2.11.2.   For rotary piston engines (Wankel), twice the nominal swept volume of a combustion chamber per piston;

2.12.   
‘Pollution control devices’ means those components of a vehicle that control and/or limit exhaust and evaporative emissions.

2.13.   
‘OBD’ means an on-board diagnostic system for emission control, which has the capability of identifying the likely area of malfunction by means of fault codes stored in computer memory;

2.14.   
‘In-service test’ means the test and evaluation of conformity conducted in accordance with paragraph 8.2.1. of this Regulation;

2.15.   
‘Properly maintained and used’ means, for the purpose of a test vehicle, that such a vehicle satisfies the criteria for acceptance of a selected vehicle laid down in paragraph 2. of Appendix 3 to this Regulation;

‘Defeat device’ means any element of design which senses temperature, vehicle speed, engine rotational speed, transmission gear, manifold vacuum or any other parameter for the purpose of activating, modulating, delaying or deactivating the operation of any part of the emission control system, that reduces the effectiveness of the emission control system under conditions which may reasonably be expected to be encountered in normal vehicle operation and use. Such an element of design may not be considered a defeat device if:

2.16.1.   the need for the device is justified in terms of protecting the engine against damage or accident and for safe operation of the vehicle, or

2.16.2.   the device does not function beyond the requirements of engine starting, or

2.16.3.   conditions are substantially included in the Type I or Type VI test procedures.

2.17.   
‘Family of vehicles’ means a group of vehicle types identified by a parent vehicle for the purpose of Annex 12;

2.18.   
‘Fuel requirement by the engine’ means the type of fuel normally used by the engine:

|  |  |
| --- | --- |
| — | petrol, |

|  |  |
| --- | --- |
| — | LPG (liquefied petroleum gas), |

|  |  |
| --- | --- |
| — | NG (natural gas), |

|  |  |
| --- | --- |
| — | either petrol or LPG, |

|  |  |
| --- | --- |
| — | either petrol or NG, |

|  |  |
| --- | --- |
| — | diesel fuel; |

‘Approval of a vehicle’ means the approval of a vehicle type with regard to the limitation of the following conditions [(2)](#ntr2-L_2008119EN.01000101-E0005):

2.19.1.   Limitation of exhaust emissions by the vehicle, evaporative emissions, crankcase emissions, durability of pollution control devices, cold start pollutant emissions and on-board diagnostics of vehicles fuelled with unleaded petrol, or which can be fuelled with either unleaded petrol and LPG or NG (Approval B);

2.19.2.   Limitation of emissions of gaseous and particulate pollutants, durability of pollution control devices and on-board diagnostics of vehicles fuelled with diesel fuel (Approval C);

2.19.3.   Limitation of emissions of gaseous pollutants by the engine, crankcase emissions, durability of pollution control devices, cold start emissions and on-board diagnostics of vehicles fuelled with LPG or NG (Approval D);

2.20.   
‘Periodically regenerating system’ means an anti-pollution device (e.g. catalytic converter, particulate trap) that requires a periodical regeneration process in less than 4 000 km of normal vehicle operation. During cycles where regeneration occurs, emission standards can be exceeded. If a regeneration of an anti-pollution device occurs at least once per Type I test and that has already regenerated at least once during vehicle preparation cycle, it will be considered as a continuously regenerating system which does not require a special test procedure. Annex 13 does not apply to continuously regenerating systems.

At the request of the manufacturer, the test procedure specific to periodically regenerating systems will not apply to a regenerative device if the manufacturer provides data to the type approval authority that, during cycles where regeneration occurs, emissions remain below the standards given in paragraph 5.3.1.4. applied for the concerned vehicle category after agreement of the technical service.

2.21.   Hybrid vehicles (HV)

2.21.1.   General definition of hybrid vehicles (HV):

‘Hybrid vehicle (HV)’ means a vehicle with at least two different energy converters and two different energy storage systems (on vehicle) for the purpose of vehicle propulsion.

2.21.2.   Definition of hybrid electric vehicles (HEV):

‘Hybrid electric vehicle (HEV)’ means a vehicle that, for the purpose of mechanical propulsion, draws energy from both of the following on-vehicle sources of stored energy/power:

|  |  |
| --- | --- |
| — | a consumable fuel |

|  |  |
| --- | --- |
| — | an electrical energy/power storage device (e.g.: battery, capacitor, flywheel/generator etc.) |

2.22.   
‘Mono-fuel vehicle’ means a vehicle that is designed primarily for permanent running on LPG or NG, but may also have a petrol system for emergency purposes for starting only, where the petrol tank does not contain more than 15 litres of petrol;

2.23.   
‘Bi-fuel vehicle’ means a vehicle that can run part-time on petrol and also part-time on either LPG or NG.

3.   APPLICATION FOR APPROVAL

The application for approval of a vehicle type with regard to exhaust emissions, crankcase emissions, evaporative emissions and durability of pollution control devices, as well as to its on-board diagnostic (OBD) system shall be submitted by the vehicle manufacturer or by his authorized representative.

Should the application concern an on-board diagnostic (OBD) system, it shall be accompanied by the additional information required in paragraph 4.2.11.2.7. of Annex 1, together with:

a declaration by the manufacturer of:

3.1.1.1.1.   in the case of vehicles equipped with positive-ignition engines, the percentage of misfires out of a total number of firing events that would result in emissions exceeding the limits given in paragraph 3.3.2. of Annex 11, if that percentage of misfire had been present from the start of a Type I test as described in paragraph 5.3.1. of Annex 4;

3.1.1.1.2.   in the case of vehicles equipped with positive-ignition engines, the percentage of misfires out of a total number of firing events that could lead to an exhaust catalyst, or catalysts, overheating prior to causing irreversible damage;

3.1.1.2.   detailed written information fully describing the functional operation characteristics of the OBD system, including a listing of all relevant parts of the vehicle's emission control system, i.e. sensors, actuators and components, that are monitored by the OBD system;

3.1.1.3.   a description of the malfunction indicator (MI) used by the OBD system to signal the presence of a fault to a driver of the vehicle;

copies of other type approvals with the relevant data to enable extensions of approvals;

3.1.1.4.   if applicable, the particulars of the vehicle family as referred to in Annex 11, Appendix 2.

3.1.2.   For the tests described in paragraph 3. of Annex 11, a vehicle representative of the vehicle type or vehicle family fitted with the OBD system to be approved shall be submitted to the technical service responsible for the type approval test. If the technical service determines that the submitted vehicle does not fully represent the vehicle type or vehicle family described in Annex 11, Appendix 2, an alternative and if necessary an additional vehicle shall be submitted for test in accordance with paragraph 3. of Annex 11.

A model of the information document relating to exhaust emissions, evaporative emissions, durability and the on-board diagnostic (OBD) system is given in Annex 1. The information mentioned under paragraph 4.2.11.2.7.6. of Annex 1 is to be included in Appendix 1 ‘OBD — RELATED INFORMATION’ to the type-approval communication given in Annex 2.

3.2.1.   Where appropriate, copies of other type approvals with the relevant data to enable extensions of approvals and establishment of deterioration factors shall be submitted.

3.3.   For the tests described in paragraph 5. of this Regulation a vehicle representative of the vehicle type to be approved shall be submitted to the technical service responsible for the approval tests.

4.   APPROVAL

4.1.   If the vehicle type submitted for approval following this amendment meets the requirements of paragraph 5. below, approval of that vehicle type shall be granted.

4.2.   An approval number shall be assigned to each type approved.

Its first two digits shall indicate the series of amendments according to which the approval was granted. The same Contracting Party shall not assign the same number to another vehicle type.

Notice of approval or of extension or refusal of approval of a vehicle type pursuant to this Regulation shall be communicated to the Parties to the Agreement which apply this Regulation by means of a form conforming to the model in Annex 2 to this Regulation.

4.3.1.   In the event of amendment to the present text, for example, if new limit values are prescribed, the Parties to the Agreement shall be informed which vehicle types already approved comply with the new provisions.

There shall be affixed, conspicuously and in a readily accessible place specified on the approval form, to every vehicle conforming to a vehicle type approved under this Regulation, an international approval mark consisting of:

4.4.1.   a circle surrounding the letter ‘E’ followed by the distinguishing number of the country that has granted approval [(3)](#ntr3-L_2008119EN.01000101-E0006);

4.4.2.   the number of this Regulation, followed by the letter ‘R’, a dash and the approval number to the right of the circle described in paragraph 4.4.1.

4.4.3.   However, the approval mark shall contain an additional character after the letter ‘R’, the purpose of which is to distinguish the emission limit values for which the approval has been granted. For those approvals issued to indicate compliance with the limits for the Type I test detailed in Row A of the table in paragraph 5.3.1.4.1. of this Regulation, the letter ‘R’ will be followed by the roman number ‘I’. For those approvals issued to indicate compliance with the limits for the Type I test detailed in Row B in the table to paragraph 5.3.1.4.1. of this Regulation, the letter ‘R’ will be followed by the roman number ‘II’.

4.5.   If the vehicle conforms to a vehicle type approved, under one or more other Regulations annexed to the Agreement, in the country which has granted approval under this Regulation, the symbol prescribed in paragraph 4.4.1. need not be repeated; in such a case, the Regulation and approval numbers and the additional symbols of all the Regulations under which approval has been granted in the country which has granted approval under this Regulation shall be placed in vertical columns to the right of the symbol prescribed in paragraph 4.4.1.

4.6.   The approval mark shall be clearly legible and be indelible.

4.7.   The approval mark shall be placed close to or on the vehicle data plate.

4.8.   Annex 3 to this Regulation gives examples of arrangements of the approval mark.

5.   SPECIFICATIONS AND TESTS

Note: As an alternative to the requirements of this paragraph, vehicle manufacturers whose world-wide annual production is less than 10 000 units may obtain approval on the basis of the corresponding technical requirements specified in: the California Code of Regulations, Title 13, Paragraphs 1960.1 (f) (2) or (g) (1) and (g) (2), 1960.1 (p) applicable to 1996 and later model-year vehicles, 1968.1, 1976 and 1975, applicable to 1995 and later model year light-duty vehicles (California Code of Regulations is published by Barclays Publishing).

5.1.   General

5.1.1.   The components liable to affect the emission of pollutants shall be so designed, constructed and assembled as to enable the vehicle, in normal use, despite the vibration to which they may be subjected, to comply with the provisions of this Regulation.

The technical measures taken by the manufacturer shall be such as to ensure that in conformity with the provisions of this Regulation, exhaust gas and evaporative emissions are effectively limited throughout the normal life of the vehicle and under normal conditions of use. This will include the security of those hoses and their joints and connections, used within the emission control systems, which shall be so constructed as to conform with the original design intent. For exhaust emissions, these provisions are deemed to be met if the provisions of paragraphs 5.3.1.4. and 8.2.3.1. respectively are complied with. For evaporative emissions, these conditions are deemed to be met if the provisions of paragraphs 5.3.1.4. and 8.2.3.1. respectively are complied with.

5.1.2.1.   The use of a defeat device is prohibited.

Inlet orifices of petrol tanks

5.1.3.1.   Subject to paragraph 5.1.3.2., the inlet orifice of the petrol tank shall be so designed as to prevent the tank from being filled from a petrol pump delivery nozzle which has an external diameter of 23,6 mm or greater.

Paragraph 5.1.3.1. shall not apply to a vehicle in respect of which both of the following conditions are satisfied, i.e.:

5.1.3.2.1.   the vehicle is so designed and constructed that no device designed to control the emission of gaseous pollutants shall be adversely affected by leaded petrol, and;

5.1.3.2.2.   the vehicle is conspicuously, legibly and indelibly marked with the symbol for unleaded petrol, specified in ISO 2575:1982, in a position immediately visible to a person filling the petrol tank. Additional markings are permitted.

Provision shall be made to prevent excess evaporative emissions and fuel spillage caused by a missing fuel filler cap.

This may be achieved by using one of the following:

5.1.4.1.   an automatically opening and closing, non-removable fuel filler cap,

5.1.4.2.   design features which avoid excess evaporative emissions in the case of a missing fuel filler cap,

5.1.4.3.   any other provision which has the same effect. Examples may include, but are not limited to, a tethered filler cap, a chained filler cap or one utilising the same locking key for the filler cap as for the vehicle's ignition. In this case, the key shall be removable from the filler cap only in the locked condition.

Provisions for electronic system security

5.1.5.1.   Any vehicle with an emission control computer shall include features to deter modification, except as authorised by the manufacturer. The manufacturer shall authorise modifications if these modifications are necessary for the diagnosis, servicing, inspection, retrofitting or repair of the vehicle. Any reprogrammable computer codes or operating parameters shall be resistant to tampering and afford a level of protection at least as good as the provisions in ISO DIS 15031-7, dated October 1998 (SAE J2186 dated October 1996), provided that the security exchange is conducted using the protocols and diagnostic connector as prescribed in paragraph 6.5. of Annex 11, Appendix 1. Any removable calibration memory chips shall be potted, encased in a sealed container or protected by electronic algorithms and shall not be changeable without the use of specialised tools and procedures.

5.1.5.2.   Computer-coded engine operating parameters shall not be changeable without the use of specialised tools and procedures (e. g. soldered or potted computer components or sealed (or soldered) computer enclosures).

5.1.5.3.   In the case of mechanical fuel-injection pumps fitted to compression-ignition engines, manufacturers shall take adequate steps to protect the maximum fuel delivery setting from tampering while a vehicle is in service.

5.1.5.4.   Manufacturers may apply to the approval authority for an exemption to one of these requirements for those vehicles which are unlikely to require protection. The criteria that the approval authority will evaluate in considering an exemption will include, but are not limited to, the current availability of performance chips, the high-performance capability of the vehicle and the projected sales volume of the vehicle.

5.1.5.5.   Manufacturers using programmable computer code systems (e.g. Electrical Erasable Programmable Read-Only Memory, EEPROM) shall deter unauthorised reprogramming. Manufacturers shall include enhanced tamper protection strategies and write protect features requiring electronic access to an off-site computer maintained by the manufacturer. Methods giving an adequate level of tamper protection will be approved by the authority.

5.1.6.   It shall be possible to inspect the vehicle for roadworthiness test in order to determine its performance in relation to the data collected in accordance with paragraph 5.3.7. of this Regulation. If this inspection requires a special procedure, this shall be detailed in the service manual (or equivalent media). This special procedure shall not require the use of special equipment other than that provided with the vehicle

5.2.   Test procedure

Table 1 illustrates the various possibilities for type approval of a vehicle.

5.2.1.   Positive ignition engine-powered vehicles and hybrid electric vehicles equipped with a positive-ignition engine shall be subject to the following tests:

|  |  |
| --- | --- |
|  | Type I (verifying the average exhaust emissions after a cold start), |

|  |  |
| --- | --- |
|  | Type II (carbon monoxide emission at idling speed), |

|  |  |
| --- | --- |
|  | Type III (emission of crankcase gases), |

|  |  |
| --- | --- |
|  | Type IV (evaporation emissions), |

|  |  |
| --- | --- |
|  | Type V (durability of anti-pollution devices), |

|  |  |
| --- | --- |
|  | Type VI (verifying the average low ambient temperature carbon monoxide and hydrocarbon exhaust emissions after a cold start, |

|  |  |
| --- | --- |
|  | OBD-test. |

5.2.2.   Positive ignition engine-powered vehicle and hybrid electric vehicles equipped with positive-ignition engine fuelled with LPG or NG (mono or bi-fuel) shall be subjected to the following tests (according to Table 1):

|  |  |
| --- | --- |
|  | Type I (verifying the average exhaust emissions after a cold start), |

|  |  |
| --- | --- |
|  | Type II (carbon monoxide emissions at idling speed), |

|  |  |
| --- | --- |
|  | Type III (emission of crankcase gases), |

|  |  |
| --- | --- |
|  | Type IV (evaporative emissions), where applicable, |

|  |  |
| --- | --- |
|  | Type V (durability of anti-pollution devices), |

|  |  |
| --- | --- |
|  | Type VI (verifying the average low ambient temperature carbon monoxide and hydrocarbon exhaust emissions after a cold start), where applicable, |

|  |  |
| --- | --- |
|  | OBD test, where applicable. |

5.2.3.   Compression ignition engine-powered vehicles and hybrid electric vehicles equipped with a compression ignition engine shall be subject to the following tests:

|  |  |
| --- | --- |
|  | Type I (verifying the average exhaust emissions after a cold start) |

|  |  |
| --- | --- |
|  | Type V (durability of anti-pollution control devices) |

|  |  |
| --- | --- |
|  | and, where applicable, OBD test. |

Table 1

Different routes for type approval and extensions

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Type-approval test | Positive-ignition engined vehicles of categories M and N | | | Compression-ignition engined vehicles of categories M1 and N1 |
| Petrol fuelled vehicle | Bi-fuel vehicle | Mono-fuel vehicle |
| Type I | Yes  (maximum mass ≤ 3,5 t) | Yes  (test with both fuel types)  (maximum mass ≤ 3,5 t) | Yes  (maximum mass ≤ 3,5 t) | Yes  (maximum mass ≤ 3,5 t) |
| Type II | Yes | Yes  (test with both fuel types) | Yes | — |
| Type III | Yes | Yes  (test only with petrol) | Yes | — |
| Type IV | Yes  (maximum mass ≤ 3,5 t) | Yes  (test only with petrol)  (maximum mass ≤ 3,5 t) | — | — |
| Type V | Yes  (maximum mass ≤ 3,5 t) | Yes  (test only with petrol)  (maximum mass ≤ 3,5 t) | Yes  (maximum mass ≤ 3,5 t) | Yes  (maximum mass ≤ 3,5 t) |
| Type VI | Yes  (maximum mass ≤ 3,5 t) | Yes  (maximum mass ≤ 3,5 t)  (test only with petrol) | — | — |
| Extension | Paragraph 7. | Paragraph 7. | Paragraph 7. | Paragraph 7.; M2 and N2 with a reference mass ≤ 2 840 kg. |
| On-board diagnostics | Yes, in accordance with paragraph 11.1.5.1.1. or 11.1.5.3. | Yes, in accordance with paragraph 11.1.5.1.2. or 11.1.5.3. | Yes, in accordance with paragraph 11.1.5.1.2. or 11.1.5.3. | Yes, in accordance with paragraph 11.1.5.2..1 or 11.1.5.2.2. or 11.1.5.2.3. or 11.1.5.3. |

5.3.   Description of tests

Type I test (Simulating the average exhaust emissions after a cold start).

5.3.1.1.   Figure 1 illustrates the routes for Type I test. This test shall be carried out on all vehicles referred to in paragraph 1., having a maximum mass not exceeding 3,5 tonnes.

The vehicle is placed on a chassis dynamometer equipped with a means of load and inertia simulation.

A test lasting a total of 19 minutes and 40 seconds, made up of two parts, One and Two, is performed without interruption. An unsampled period of not more than 20 seconds may, with the agreement of the manufacturer, be introduced between the end of Part One and the beginning of Part Two in order to facilitate adjustment of the test equipment.

5.3.1.2.1.1.   Vehicles that are fuelled with LPG or NG shall be tested in the Type I test for variation in the composition of LPG or NG, as set out in Annex 12. Vehicles that can be fuelled either with petrol or LPG or NG shall be tested on both the fuels, tests on LPG or NG being performed for variation in the composition of LPG or NG, as set out in Annex 12.

5.3.1.2.1.2.   Notwithstanding the requirement of paragraph 5.3.1.2.1.1., vehicles that can be fuelled with either petrol or a gaseous fuel, but where the petrol system is fitted for emergency purposes or starting only and which the petrol tank cannot contain more than 15 litres of petrol will be regarded for the test Type I as vehicles that can only run on a gaseous fuel.

5.3.1.2.2.   Part One of the test is made up of four elementary urban cycles. Each elementary urban cycle comprises fifteen phases (idling, acceleration, steady speed, deceleration, etc.).

5.3.1.2.3.   Part Two of the test is made up of one extra-urban cycle. The extra-urban cycle comprises 13 phases (idling, acceleration, steady speed, deceleration, etc.).

5.3.1.2.4.   During the test, the exhaust gases are diluted and a proportional sample collected in one or more bags. The exhaust gases of the vehicle tested are diluted, sampled and analysed, following the procedure described below, and the total volume of the diluted exhaust is measured. Not only the carbon monoxide, hydrocarbon and nitrogen oxide emissions but also the particulate pollutant emissions from vehicles equipped with compression-ignition engines are recorded.

5.3.1.3.   The test is carried out using the procedure described in Annex 4. The methods used to collect and analyse the gases and to remove and weigh the particulates shall be as prescribed.

Subject to the requirements of paragraph 5.3.1.5. the test shall be repeated three times. The results are multiplied by the appropriate deterioration factors obtained from paragraph 5.3.6. and, in the case of periodically regenerating systems as defined in paragraph 2.20., also must be multiplied by the factors Ki obtained from Annex 13. The resulting masses of gaseous emissions and, in the case of vehicles equipped with compression-ignition engines, the mass of particulates obtained in each test shall be less than the limits shown in the table below:

Limit Values

|  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  | | | Reference mass  (RW)  (kg) | Mass of carbon monoxide  (CO) | | Mass of hydrocarbons  (HC) | | Mass of oxides of nitrogen  (NOx) | | Combined mass of hydrocarbons and oxides of nitrogen  (HC + NOx) | | Mass of particulates[(4)](#ntr4-L_2008119EN.01000101-E0007)  (PM) |
| L1  (g/km) | | L2  (g/km) | | L3  (g/km) | | L2 + L3  (g/km) | | L4  (g/km) |
| Category | | Class |  | Petrol | Diesel | Petrol | Diesel | Petrol | Diesel | Petrol | Diesel | Diesel |
| A(2000) | M[(5)](#ntr5-L_2008119EN.01000101-E0008) | — | All | 2,3 | 0,64 | 0,20 | — | 0,15 | 0,50 | — | 0,56 | 0,05 |
| N1 [(6)](#ntr6-L_2008119EN.01000101-E0009) | I | RW ≤ 1 305 | 2,3 | 0,64 | 0,20 | — | 0,15 | 0,50 | — | 0,56 | 0,05 |
| II | 1 305 < RW ≤ 1 760 | 4,17 | 0,80 | 0,25 | — | 0,18 | 0,65 | — | 0,72 | 0,07 |
| III | 1 760 < RW | 5,22 | 0,95 | 0,29 | — | 0,21 | 0,78 | — | 0,86 | 0,10 |
| B(2005) | M[(5)](#ntr5-L_2008119EN.01000101-E0008) | — | All | 1,0 | 0,50 | 0,10 | — | 0,08 | 0,25 | — | 0,30 | 0,025 |
| N1 [(6)](#ntr6-L_2008119EN.01000101-E0009) | I | RW ≤ 1 305 | 1,0 | 0,50 | 0,10 | — | 0,08 | 0,25 | — | 0,30 | 0,025 |
| II | 1 305 < RW ≤ 1 760 | 1,81 | 0,63 | 0,13 | — | 0,10 | 0,33 | — | 0,39 | 0,04 |
| III | 1 760 < RW | 2,27 | 0,74 | 0,16 | — | 0,11 | 0,39 | — | 0,46 | 0,06 |

5.3.1.4.1.   Notwithstanding the requirements of paragraph 5.3.1.4., for each pollutant or combination of pollutants, one of the three resulting masses obtained may exceed, by not more than 10 per cent, the limit prescribed, provided the arithmetical mean of the three results is below the prescribed limit. Where the prescribed limits are exceeded for more than one pollutant, it is immaterial whether this occurs in the same test or in different tests.

5.3.1.4.2.   When the tests are performed with gaseous fuels, the resulting mass of gaseous emissions shall be less than the limits for petrol-engined vehicles in the above table.

The number of tests prescribed in paragraph 5.3.1.4. is reduced in the conditions hereinafter defined, where V1 is the result of the first test and V2 the result of the second test for each pollutant or for the combined emission of two pollutants subject to limitation.

5.3.1.5.1.   Only one test is performed if the result obtained for each pollutant or for the combined emission of two pollutants subject to limitation, is less than or equal to 0,70 L (i.e. V1 ≤ 0,70 L).

5.3.1.5.2.   If the requirement of paragraph 5.3.1.5.1. is not satisfied, only two tests are performed if, for each pollutant or for the combined emission of two pollutants subject to limitation, the following requirements are met:

V1 ≤ 0,85 L and V1 + V2 ≤ 1,70 L and V2 ≤ L.

Type II test (Carbon monoxide emission test at idling speed)

This test is carried out on all vehicles powered by positive-ignition engines having maximum mass exceeding 3,5 tonnes.

5.3.2.1.1.   Vehicles that can be fuelled either with petrol or with LPG or NG shall be tested in the test Type II on both fuels.

5.3.2.1.2.   Notwithstanding the requirement of paragraph 5.3.2.1.1., vehicles that can be fuelled with either petrol or a gaseous fuel, but where the petrol system is fitted for emergency purposes or starting only and which the petrol tank cannot contain more than 15 litres of petrol will be regarded for the test Type II as vehicles that can only run on a gaseous fuel.

5.3.2.2.   When tested in accordance with Annex 5, the carbon monoxide content by volume of the exhaust gases emitted with the engine idling shall not exceed 3,5 per cent at the setting specified by the manufacturer and shall not exceed 4,5 per cent within the range of adjustments specified in that annex.

Type III test (verifying emissions of crankcase gases)

This test shall be carried out on all vehicles referred to in paragraph 1. except those having compression-ignition engines.

5.3.3.1.1.   Vehicles that can be fuelled either with petrol or with LPG or NG should be tested in the Type III test on petrol only.

5.3.3.1.2.   Notwithstanding the requirement of paragraph 5.3.3.1.1., vehicles that can be fuelled with either petrol or a gaseous fuel, but where the petrol system is fitted for emergency purposes or starting only and which the petrol tank cannot contain more than 15 litres of petrol will be regarded for the test Type III as vehicles that can only run on a gaseous fuel.

When tested in accordance with Annex 6, the engine's crankcase ventilation system shall not permit the emission of any of the crankcase gases into the atmosphere.

Figure 1

Flow chart for Type I type approval

(see paragraph 5.3.1.)

![Image 1](data:image/jpg;base64,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)

One test

yes

granted

no

yes

no

Two tests

and

and

yes

granted

no

yes

or

and

no

Three tests

yes

and

and

granted

no

yes

no

yes

and

or

no

yes

granted

no

refused

Type IV test (Determination of evaporative emissions)

This test shall be carried out on all vehicles referred to in paragraph 1. except those vehicles having a compression-ignition engine, vehicles fuelled with LPG or NG and those vehicles with a maximum mass greater than 3 500kg.

5.3.4.1.1.   Vehicles that can be fuelled either with petrol or with LPG or with NG should be tested in the Type IV test on petrol only.

5.3.4.2.   When tested in accordance with Annex 7, evaporative emissions shall be less than 2 g/test.

Type VI test (Verifying the average low ambient temperature carbon monoxide and hydrocarbon exhaust emissions after a cold start).

This test shall be carried out on all M1 and N1 Class I vehicles equipped with a positive-ignition engine, except vehicles designed to carry more than six occupants and vehicles whose maximum mass exceeds 2 500 kg.

5.3.5.1.1.   The vehicle is placed on a chassis dynamometer equipped with a means of load an inertia simulation.

5.3.5.1.2.   The test consists of the four elementary urban driving cycles of Part One of the Type I test. The Part One test is described in Annex 4, Appendix 1 and illustrated in figures 1/1, 1/2 and 1/3 of the Appendix. The low ambient temperature test lasting a total of 780 seconds shall be carried out without interruption and start at engine cranking.

5.3.5.1.3.   The low ambient temperature test shall be carried out at an ambient test temperature of 266 K (–7 °C). Before the test is carried out, the test vehicles shall be conditioned in a uniform manner to ensure that the test results may be reproducible. The conditioning and other test procedures are carried out as described in Annex 8.

5.3.5.1.4.   During the test, the exhaust gases are diluted and a proportional sample collected. The exhaust gases of the vehicle tested are diluted, sampled and analysed, following the procedure described in Annex 8, and the total volume of the diluted exhaust is measured. The diluted exhaust gases are analysed for carbon monoxide and hydrocarbons.

Subject to the requirements in paragraphs 5.3.5.2.2. and 5.3.5.3. the test shall be performed three times. The resulting mass of carbon monoxide and hydrocarbon emission shall be less than the limits shown in the table below:

|  |  |  |
| --- | --- | --- |
| Test temperature | Carbon monoxide L1  (g/km) | Hydrocarbons L2  (g/km) |
| 266 K (–7 °C) | 15 | 18 |

5.3.5.2.1.   Notwithstanding the requirements of paragraph 5.3.5.2., for each pollutant, not more than one of the three results obtained may exceed the limit prescribed by not more than 10 per cent, provided the arithmetical mean value of the three results is below the prescribed limit. Where the prescribed limits are exceeded for more than one pollutant, it is immaterial whether this occurs in the same test or in different tests.

5.3.5.2.2.   The number of tests prescribed in paragraph 5.3.5.2. may, at the request of the manufacturer, be increased to 10 if the arithmetical mean of the first three results is lower than 110 per cent of the limit. In this case, the requirement after testing is only that the arithmetical mean of all 10 results shall be less than the limit value.

The number of tests prescribed in paragraph 5.3.5.2. may be reduced according to paragraphs 5.3.5.3.1. and 5.3.5.3.2.

5.3.5.3.1.   Only one test is performed if the result obtained for each pollutant of the first test is less than or equal to 0,70 L.

5.3.5.3.2.   If the requirement of paragraph 5.3.5.3.1. is not satisfied, only two tests are performed if for each pollutant the result of the first test is less than or equal to 0,85 L and the sum of the first two results is less than or equal to 1,70 L and the result of the second test is less than or equal to L.

(V1 ≤ 0,85 L and V1 + V2 ≤ 1,70 L and V2 ≤ L).

Type V test (Durability of anti-pollution devices)

This test shall be carried out on all vehicles referred to in paragraph 1 to which the test specified in paragraph 5.3.1. applies. The test represents an ageing test of 80 000 kilometres driven in accordance with the programme described in Annex 9 on a test track, on the road or on a chassis dynamometer.

5.3.6.1.1.   Vehicles that can be fuelled either with petrol or with LPG or NG should be tested in the Type V test on petrol only. In that case the deterioration factor found with unleaded petrol will also be taken for LPG or NG.

5.3.6.2.   Notwithstanding the requirement of paragraph 5.3.6.1., a manufacturer may choose to have the deterioration factors from the following table used as an alternative to testing to paragraph 5.3.6.1.

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
|  | | Deterioration factors | | | | |
|  | Pollutant | CO | HC | NO× | HC + NO× [(7)](#ntr7-L_2008119EN.01000101-E0010) | Particulates |
| Engine Category | Positive-ignition engine | 1,2 | 1,2 | 1,2 | — | — |
| Compression-ignition engine | 1,1 | — | 1 | 1 | 1,2 |

At the request of the manufacturer, the technical service may carry out the Type I test before the Type V test has been completed using the deterioration factors in the table above. On completion of the Type V test, the technical service may then amend the type approval results recorded in Annex 2 by replacing the deterioration factors in the above table with those measured in the Type V test.

5.3.6.3.   Deterioration factors are determined using either procedure in paragraph 5.3.6.1. or using the values in the table in paragraph 5.3.6.2. The factors are used to establish compliance with the requirements of paragraphs 5.3.1.4. and 8.2.3.1.

Emission data required for roadworthiness testing

5.3.7.1.   This requirement applies to all vehicles powered by a positive-ignition engine for which type approval is sought in accordance with this amendment.

5.3.7.2.   When tested in accordance with Annex 5 (Type II test) at normal idling speed:

|  |  |
| --- | --- |
| (a) | the carbon monoxide content by volume of the exhaust gases emitted shall be recorded, |

|  |  |
| --- | --- |
| (b) | the engine speed during the test shall be recorded, including any tolerances. |

5.3.7.3.   When tested at ‘high idle’ speed (i. e. > 2 000 min.–1)

|  |  |
| --- | --- |
| (a) | the carbon monoxide content by volume of the exhaust gases emitted shall be recorded, |

|  |  |
| --- | --- |
| (b) | the Lambda value (\*) shall be recorded. |

|  |  |
| --- | --- |
| (c) | the engine speed during the test shall be recorded, including any tolerances. |

|  |  |  |
| --- | --- | --- |
|  | (\*) | The Lambda value shall be calculated using the simplified Brettschneider equation as follows: Formula |

where:

|  |  |  |  |
| --- | --- | --- | --- |
| [ ] | = | Concentration in per cent volume | |
| K1 | = | Conversion factor for NDIR measurement to FID measurement (provided by manufacturer of measuring equipment) | |
| Hcv | = | Atomic ratio of hydrogen to carbon | |
| |  |  | | --- | --- | | — | for petrol | | 1,73 |
| |  |  | | --- | --- | | — | for LPG | | 2,53 |
| |  |  | | --- | --- | | — | for NG | | 4,0 |
| Ocv | = | Atomic ratio of oxygen to carbon | |
| |  |  | | --- | --- | | — | for petrol | | 0,02 |
| |  |  | | --- | --- | | — | for LPG | | 0,0 |
| |  |  | | --- | --- | | — | for NG | | 0,0 |

5.3.7.4.   The engine oil temperature at the time of the test shall be measured and recorded.

5.3.7.5.   The table in item 17 to Annex 2 shall be completed.

5.3.7.6.   The manufacturer shall confirm the accuracy of the Lambda value recorded at the time of type approval in paragraph 5.3.7.3. as being representative of typical production vehicles within 24 months of the date of the granting of type approval by the competent authority. An assessment shall be made based on surveys and studies of production vehicles.

5.3.8.   OBD — test

This test shall be carried out on all vehicles referred to in paragraph 1. The test procedure described in Annex 11, paragraph 3. shall be followed.

6.   MODIFICATIONS OF THE VEHICLE TYPE

Every modification of the vehicle type shall be notified to the administrative department that approved the vehicle type. The department may then either:

6.1.1.   consider that the modifications made are unlikely to have an appreciable adverse effect and that in any case the vehicle still complies with the requirement; or

6.1.2.   require a further test report from the technical service responsible for conducting the tests.

6.2.   Confirmation or refusal of approval, specifying the alterations, shall be communicated by the procedure specified in paragraph 4.3. above to the Parties to the Agreement which apply this Regulation.

6.3.   The competent authority issuing the extension of approval shall assign a series number to the extension and inform thereof the other Parties to the 1958 Agreement applying this Regulation by means of a communication form conforming to the model in Annex 2 to this Regulation.

7.   EXTENSION OF APPROVAL

In the case of modifications of the type approval pursuant to this Regulation, the following special provisions shall apply, if applicable.

Exhaust emission related extensions (Type I, Type II and Type VI tests).

Vehicle types of different reference masses

7.1.1.1.   Approval granted to a vehicle type may be extended only to vehicle types of a reference mass requiring the use of the next two higher equivalent inertia categories or any lower equivalent inertia category.

7.1.1.2.   In the case of vehicles of category N1 and vehicles of category M referred to in note 2 of paragraph 5.3.1.4., if the reference mass of the vehicle type for which extension of the approval is requested requires the use of equivalent inertia lower than that used for the vehicle type already approved, extension of the approval is granted if the masses of the pollutants obtained from the vehicle already approved are within the limits prescribed for the vehicle for which extension of the approval is requested.

Vehicle types with different overall gear ratios

Approval granted to a vehicle type may under the following conditions be extended to vehicle types which differ from the type approved only in respect of their transmission ratios:

7.1.2.1.   For each of the transmission ratios used in the Type I and Type VI test, it is necessary to determine the proportion,

![Formula](data:image/jpg;base64,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)

where, at an engine speed of 1 000 min–1, V1 is the speed of the vehicle type approved and V2 is the speed of the vehicle type for which extension of the approval is requested.

7.1.2.2.   If, for each gear ratio, E ≤ 8 per cent, the extension is granted without repeating the Type I and Type VI tests.

7.1.2.3.   If, for at least one gear ratio, E > 8 per cent and if for each gear ratio E ± 13 per cent the Type I and Type VI test shall be repeated, but may be performed in a laboratory chosen by the manufacturer subject to the approval of the technical service. The report of the tests shall be sent to the technical service responsible for the type approval tests.

7.1.3.   Vehicle types of different reference masses and different overall transmission ratios

Approval granted to a vehicle type may be extended to vehicle types differing from the approved type only in respect of their reference mass and their overall transmission ratios, provided that all the conditions prescribed in paragraphs 7.1.1. and 7.1.2. are fulfilled.

Note: When a vehicle type has been approved in accordance with paragraphs 7.1.1. to 7.1.3., such approval may not be extended to other vehicle types.

Evaporative emissions (Type IV test)

Approval granted to a vehicle type equipped with a control system for evaporative emissions may be extended under the following conditions:

7.2.1.1.   The basic principle of fuel/air metering (e.g. single point injection, carburetor) shall be the same.

7.2.1.2.   The shape of the fuel tank and the material of the fuel tank and liquid fuel hoses shall be identical. The worst-case family with regard to the cross-paragraph and approximate hose length shall be tested. Whether non-identical vapour/liquid separators are acceptable is decided by the technical service responsible for the type approval tests. The fuel tank volume shall be within a range of ±10 per cent. The setting of the tank relief valve shall be identical.

7.2.1.3.   The method of storage of the fuel vapour shall be identical, i.e. trap form and volume, storage medium, air cleaner (if used for evaporative emission control), etc.

7.2.1.4.   The carburetor bowl fuel volume shall be within a ±10 millilitre range.

7.2.1.5.   The method of purging of the stored vapour shall be identical (e.g. air flow, start point or purge volume over driving cycle).

7.2.1.6.   The method of sealing and venting of the fuel metering system shall be identical.

7.2.2.   Further notes:

|  |  |
| --- | --- |
| (i) | different engine sizes are allowed; |

|  |  |
| --- | --- |
| (ii) | different engine powers are allowed; |

|  |  |
| --- | --- |
| (iii) | automatic and manual gearboxes, two and four wheel transmissions are allowed; |

|  |  |
| --- | --- |
| (iv) | different body styles are allowed: |

|  |  |
| --- | --- |
| (v) | different wheel and tyre sizes are allowed; |

Durability of anti-pollution devices (Type V test)

Approval granted to a vehicle type may be extended to different vehicle types, provided that the engine/pollution control system combination is identical to that of the vehicle already approved. To this end, those vehicle types whose parameters described below are identical or remain within the limit values prescribed are considered to belong to the same engine/pollution control system combination.

7.3.1.1.   Engine:

|  |  |
| --- | --- |
| — | number of cylinders, |

|  |  |
| --- | --- |
| — | engine capacity(±15 per cent), |

|  |  |
| --- | --- |
| — | configuration of the cylinder block, |

|  |  |
| --- | --- |
| — | number of valves, |

|  |  |
| --- | --- |
| — | fuel system, |

|  |  |
| --- | --- |
| — | type of cooling system, |

|  |  |
| --- | --- |
| — | combustion process, |

|  |  |
| --- | --- |
| — | cylinder bore centre to centre dimensions. |

7.3.1.2.   Pollution control system:

|  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| — | Catalytic converters:   |  |  | | --- | --- | | — | number of catalytic converters and elements, |  |  |  | | --- | --- | | — | size and shape of catalytic converters (volume of monolith ±10 per cent), |  |  |  | | --- | --- | | — | type of catalytic activity (oxidising, three-way, …), |  |  |  | | --- | --- | | — | precious metal load (identical or higher), |  |  |  | | --- | --- | | — | precious metal ratio (±15 per cent), |  |  |  | | --- | --- | | — | substrate (structure and material), |  |  |  | | --- | --- | | — | cell density, |  |  |  | | --- | --- | | — | type of casing for the catalytic converter(s), |  |  |  | | --- | --- | | — | location of catalytic converters (position and dimension in the exhaust system, that does not produce a temperature variation of more than 50 K at the inlet of the catalytic converter).  This temperature variation shall be checked under stabilised conditions at a speed of 120 km/h and the load setting of Type I test. | |

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| — | Air injection:   |  |  | | --- | --- | | — | with or without |  |  |  | | --- | --- | | — | type (pulsair, air pumps, …). | |

|  |  |  |  |
| --- | --- | --- | --- |
| — | Exhaust gas recirculation (EGR):   |  |  | | --- | --- | | — | with or without. | |

7.3.1.3.   Inertia category: the two inertia categories immediately above and any inertia category below.

7.3.1.4.   The durability test may be achieved by using a vehicle, the body style, gear box (automatic or manual) and size of the wheels or tyres of which are different from those of the vehicle type for which the type approval is sought.

On-board diagnostics

7.4.1.   Approval granted to a vehicle type with respect to the OBD system may be extended to different vehicle types belonging to the same vehicle-OBD family as described in Annex 11, Appendix 2. The engine emission control system shall be identical to that of the vehicle already approved and comply with the description of the OBD engine family given in Annex 11, Appendix 2, regardless of the following vehicle characteristics:

|  |  |
| --- | --- |
|  | engine accessories, |

|  |  |
| --- | --- |
|  | tyres, |

|  |  |
| --- | --- |
|  | equivalent inertia, |

|  |  |
| --- | --- |
|  | cooling system, |

|  |  |
| --- | --- |
|  | overall gear ratio, |

|  |  |
| --- | --- |
|  | transmission type, |

|  |  |
| --- | --- |
|  | type of bodywork. |

8.   CONFORMITY OF PRODUCTION (COP)

8.1.   Every vehicle bearing an approval mark as prescribed under this Regulation shall conform, with regard to components affecting the emission of gaseous and particulate pollutants by the engine, emissions from the crankcase and evaporative emissions, to the vehicle type approved. The conformity of production procedures shall comply with those set out in the 1958 Agreement, Appendix 2 (E/ECE/324-E/ECE/TRANS/505/Rev.2), with the following requirements:

As a general rule, conformity of production with regard to limitation of emissions from the vehicle (test Types I, II, III and IV) is checked based on the description given in the communication form and its annexes.

Conformity of in-service vehicles

With reference to type approvals granted for emissions, these measures shall also be appropriate for confirming the functionality of the emission control devices during the normal useful life of the vehicles under normal conditions of use (conformity of in-service vehicles properly maintained and used). For the purpose of this Regulation these measures shall be checked for a period of up to 5 years of age or 80 000 km, whichever is the sooner, and from 1 January 2005, for a period of up to five years of age or 100 000 km, whichever is the sooner.

Audit of in-service conformity by the administrative department is conducted on the basis of any relevant information that the manufacturer has, under procedures similar to those defined in Appendix 2 of the 1958 Agreement (E/ECE/324-E/ECE/TRANS/505/Rev.2).

Figures 4/1 and 4/2, in Appendix 4, illustrate the procedure for in-service conformity checking.

8.2.1.1.   Parameters defining the in-service family

The in-service family may be defined by basic design parameters which must be common to vehicles within the family. Accordingly, those vehicle types which have in common, or within the stated tolerances, at least the parameters described below, can be considered as belonging to the same in-service family:

|  |  |
| --- | --- |
| — | combustion process (2-stroke, 4-stroke, rotary); |

|  |  |
| --- | --- |
| — | number of cylinders; |

|  |  |
| --- | --- |
| — | configuration of the cylinder block (in-line, V, radial, horizontally opposed, other). The inclination or orientation of the cylinders is not a criteria; |

|  |  |
| --- | --- |
| — | method of engine fuelling (e.g. indirect or direct injection); |

|  |  |
| --- | --- |
| — | type of cooling system (air, water, oil); |

|  |  |
| --- | --- |
| — | method of aspiration (naturally aspirated, pressure charged); |

|  |  |
| --- | --- |
| — | fuel for which the engine is designed (petrol, diesel, NG, LPG, etc). Bi-fuelled vehicles may be grouped with dedicated fuel vehicles providing one of the fuels is common; |

|  |  |
| --- | --- |
| — | type of catalytic converter (three-way catalyst or other(s)); |

|  |  |
| --- | --- |
| — | type of particulate trap (with or without); |

|  |  |
| --- | --- |
| — | exhaust gas recirculation (with or without); |

|  |  |
| --- | --- |
| — | engine cylinder capacity of the largest engine within the family minus 30 per cent. |

An audit of in-service conformity will be conducted by the administrative department on the basis of information supplied by the manufacturer. Such information must include, but is not limited to, the following:

8.2.1.2.1.   The name and address of the manufacturer.

8.2.1.2.2.   The name, address, telephone and fax numbers and e-mail address of his authorised representative within the areas covered by the manufacturer's information.

8.2.1.2.3.   The model name(s) of the vehicles included in the manufacturer's information.

8.2.1.2.4.   Where appropriate, the list of vehicle types covered within the manufacturer's information, i.e. the in-service family group in accordance with paragraph 8.2.1.1.

8.2.1.2.5.   The vehicle identification number (VIN) codes applicable to these vehicle types within the in-service family (VIN prefix).

8.2.1.2.6.   The numbers of the type approvals applicable to these vehicle types within the in-service family, including, where applicable, the numbers of all extensions and field fixes/recalls (re-works).

8.2.1.2.7.   Details of extensions, field fixes/recalls to those type approvals for the vehicles covered within the manufacturer's information (if requested by the administrative department).

8.2.1.2.8.   The period of time over which the manufacturer's information was collected.

8.2.1.2.9.   The vehicle build period covered within the manufacturer's information (e.g. ‘vehicles manufactured during the 2001 calendar year’).

The manufacturer's in-service conformity checking procedure, including:

8.2.1.2.10.1.   Vehicle location method;

8.2.1.2.10.2.   Vehicle selection and rejection criteria;

8.2.1.2.10.3.   Test types and procedures used for the programme;

8.2.1.2.10.4.   The manufacturer's acceptance/rejection criteria for the in-service family group;

8.2.1.2.10.5.   Geographical area(s) within which the manufacturer has collected information.

8.2.1.2.10.6.   Sample size and sampling plan used.

The results from the manufacturer's in-service conformity procedure, including:

8.2.1.2.11.1.   Identification of the vehicles included in the programme (whether tested or not). The identification will include:

|  |  |
| --- | --- |
| — | model name; |

|  |  |
| --- | --- |
| — | vehicle identification number (VIN); |

|  |  |
| --- | --- |
| — | vehicle registration number; |

|  |  |
| --- | --- |
| — | date of manufacture; |

|  |  |
| --- | --- |
| — | region of use (where known); |

|  |  |
| --- | --- |
| — | tyres fitted. |

8.2.1.2.11.2.   The reason(s) for rejecting a vehicle from the sample.

8.2.1.2.11.3.   Service history for each vehicle in the sample (including any re-works).

8.2.1.2.11.4.   Repair history for each vehicle in the sample (where known).

8.2.1.2.11.5.   Test data, including:

|  |  |
| --- | --- |
| — | date of test; |

|  |  |
| --- | --- |
| — | location of test; |

|  |  |
| --- | --- |
| — | distance indicated on vehicle odometer; |

|  |  |
| --- | --- |
| — | test fuel specifications (e.g. test reference fuel or market fuel); |

|  |  |
| --- | --- |
| — | test conditions (temperature, humidity, dynamometer inertia weight); |

|  |  |
| --- | --- |
| — | dynamometer settings (e.g. power setting); |

|  |  |
| --- | --- |
| — | test results (from at least three different vehicles per family). |

8.2.1.2.12.   Records of indication from the OBD system.

8.2.2.   The information gathered by the manufacturer must be sufficiently comprehensive to ensure that in-service performance can be assessed for normal conditions of use as defined in paragraph 8.2. and in a way representative of the manufacturer's geographic penetration.

For the purpose of this Regulation, the manufacturer shall not be obliged to carry out an audit of in-service conformity for a vehicle type if he can demonstrate to the satisfaction of the type-approval authority that the annual worldwide sales of that vehicle type are less than 10 000 per annum.

In the case of vehicles to be sold within the European Union, the manufacturer shall not be obliged to carry out an audit in-service conformity for a vehicle type if he can demonstrate to the satisfaction of the type-approval authority that the annual sales of that vehicle type is less than 5 000 per annum within the European Union.

If a Type I test is to be carried out and a vehicle type approval has one or several extensions, the tests will be carried out either on the vehicle described in the initial information package or on the vehicle described in the information package relating to the relevant extension.

Checking the conformity of the vehicle for a Type I test.

After selection by the authority, the manufacturer shall not undertake any adjustment to the vehicles selected.

For hybrid electric vehicles (HEV), the tests shall be carried out under the conditions determined in Annex 14:

|  |  |
| --- | --- |
| — | For OVC vehicles, the measurements of emissions of pollutants shall be carried out with the vehicle conditioned according to condition B of the Type I test for OVC hybrid vehicles. |

|  |  |
| --- | --- |
| — | For NOVC vehicles, the measurements of emissions of pollutants shall be carried out under the same conditions as in the Type I test for NOVC vehicles. |

Three vehicles are selected at random in the series and are tested as described in paragraph 5.3.1. The deterioration factors are used in the same way. The limit values are given in paragraph 5.3.1.4.

8.2.3.1.1.1.   In the case of periodically regenerating systems as defined in paragraph 2.20., the results shall be multiplied by the factors Ki obtained by the procedure specified in Annex 13 at the time when type approval was granted.

At the request of the manufacturer, testing may be carried out immediately after a regeneration has been completed.

8.2.3.1.2.   If the authority is satisfied with the production standard deviation given by the manufacturer in accordance with paragraph 8.2.1. above, the tests are carried out according to Appendix 1.

If the authority is not satisfied with the production standard deviation given by the manufacturer in accordance with paragraph 8.2.1. above, the tests are carried out according to Appendix 2.

8.2.3.1.3.   The production of a series is deemed to conform or not to conform on the basis of a sampling test of the vehicles once a pass decision is reached for all the pollutants or a fail decision is reached for one pollutant, according to the test criteria applied in the appropriate Appendix.

When a pass decision has been reached for one pollutant, that decision will not be changed by any additional tests carried out to reach a decision for the other pollutants.

If no pass decision is reached for all the pollutants and no fail decision is reached for one pollutant, a test is carried out on another vehicle (see Figure 2 below).

Figure 2

![Image 2](data:image/jpg;base64,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)

Test of three engines

Computation of the test statistic result

According to the appropriate appendix does the test statistic result agree with the criteria for failing the series for a least one pollutant?

YES

Series rejected

NO

NO

According to the appropriate appendix does the test statistic result agree with the criteria for passing the series for a least one pollutant?

YES

A pass decision is reached for one or more pollutants

YES

Series accepted

Is a pass decision reached for all the pollutants?

NO

Test of an additional engine

Notwithstanding the requirements of paragraph 3.1.1. of Annex 4, the tests will be carried out on vehicles coming straight off the production line.

8.2.3.2.1.   However, at the request of the manufacturer, the tests may be carried out on vehicles which have completed:

|  |  |
| --- | --- |
| — | a maximum of 3 000 km for vehicles equipped with a positive-ignition engine, |

|  |  |
| --- | --- |
| — | a maximum of 15 000 km for vehicles equipped with a compression-ignition engine. |

In both these cases, the running-in procedure will be conducted by the manufacturer, who shall undertake not to make any adjustments to these vehicles.

8.2.3.2.2.   If the manufacturer wishes to run-in the vehicles, (‘x’ km, where x ≤ 3 000 km for vehicles equipped with a positive-ignition engine and x ≤ 15 000 km for vehicles equipped with a compression-ignition engine), the procedure will be as follows:

|  |  |
| --- | --- |
| (a) | the pollutant emissions (Type I) will be measured at zero and at ‘x’ km on the first tested vehicle, |

|  |  |
| --- | --- |
| (b) | the evolution coefficient of the emissions between zero and ‘x’ km will be calculated for each of the pollutants:  Emissions ‘x’ km / Emissions zero km  This may be less than 1, |

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| (c) | the other vehicles will not be run-in, but their zero km emissions will be multiplied by the evolution coefficient.  In this case, the values to be taken will be:   |  |  | | --- | --- | | (i) | the values at ‘x’ km for the first vehicle, |  |  |  | | --- | --- | | (ii) | the values at zero km multiplied by the evolution coefficient for the other vehicles. | |

8.2.3.2.3.   All these tests may be conducted with commercial fuel. However, at the manufacturer's request, the reference fuels described in Annex 10 may be used.

|  |  |
| --- | --- |
| (i) | If a Type III test is to be carried out, it shall be conducted on all vehicles selected for the Type I COP test. The conditions laid down in paragraph 5.3.3.2. shall be complied with. For hybrid electric vehicles (HEV), the tests shall be carried out under the conditions determined in Annex 14, paragraph 5. |

|  |  |
| --- | --- |
| (ii) | If a Type IV test is to be carried out, it shall be conducted in accordance with paragraph 7. of Annex 7. |

8.2.4.   When tested in accordance with Annex 7, the average evaporative emissions for all production vehicles of the type approved shall be less than the limit value in paragraph 5.3.4.2.

8.2.5.   For routine end-of-production-line testing, the holder of the approval may demonstrate compliance by sampling vehicles which meet the requirements in paragraph 7. of Annex 7.

On-board diagnostics (OBD)

If a verification of the performance of the OBD system is to be carried out, it shall be conducted in accordance with the following:

8.2.6.1.   When the approval authority determines that the quality of production seems unsatisfactory a vehicle is randomly taken from the series and subjected to the tests described in Annex 11, Appendix 1.

For hybrid electric vehicles (HEV), the tests shall be carried out under the conditions determined in Annex 14, paragraph 9.

8.2.6.2.   The production is deemed to conform if this vehicle meets the requirements of the tests described in Annex 11, Appendix 1.

8.2.6.3.   If the vehicle taken from the series does not satisfy the requirements of paragraph 8.2.6.1., a further random sample of four vehicles shall be taken from the series and subjected to the tests described in Annex 11, Appendix 1. The tests may be carried out on vehicles which have been run in for no more than 15 000 km.

8.2.6.4.   The production is deemed to conform if at least 3 vehicles meet the requirements of the tests described in Annex 11, Appendix 1.

On the basis of the audit referred to in paragraph 8.2.1., the administrative department must either:

|  |  |
| --- | --- |
| — | decide that the in-service conformity of a vehicle type or a vehicle in-service family is satisfactory and not take any further action; |

|  |  |
| --- | --- |
| — | decide that the data provided by the manufacturer is insufficient to reach a decision and request additional information or test data from the manufacturer, or |

|  |  |
| --- | --- |
| — | decide that the in-service conformity of a vehicle type, or vehicle type(s) that is/are part of an in-service family, is unsatisfactory and proceed to have such vehicle type(s) tested in accordance with Appendix 3. |

In the case that the manufacturer has been permitted to not carry out an audit for a particular vehicle type in accordance with paragraph 8.2.2., the administrative department may proceed to have such vehicle types tested in accordance with Appendix 3.

8.2.7.1.   Where Type I tests are considered necessary to check the conformity of emission control devices with the requirements for their performance while in service, such tests shall be carried out using a test procedure meeting the statistical criteria defined in Appendix 4.

8.2.7.2.   The type approval authority, in co-operation with the manufacturer, shall select a sample of vehicles with sufficient mileage whose use under normal conditions can be reasonably assured. The manufacturer shall be consulted on the choice of the vehicles in the sample and be allowed to attend the confirmatory checks of the vehicles.

The manufacturer is authorised, under the supervision of the type approval authority, to carry out checks, even of a destructive nature, on those vehicles with emission levels in excess of the limit values with a view to establishing possible causes of deterioration which cannot be attributed to the manufacturer himself (e.g. use of leaded petrol before the test date). Where the results of the checks confirm such causes, those test results are excluded from the conformity check.

8.2.7.3.1.   The test results shall also be excluded from the conformity check of vehicles within the sample:

|  |  |
| --- | --- |
| (i) | that been issued an approval certificate indicating compliance with the emission limits of category A in paragraph 5.3.1.4. of the 05 series of amendments to Regulation provided that those vehicles have been regularly operated on fuel having a sulphur level exceeding 150 mg/kg (petrol fuel) or 350 mg/kg (diesel fuel), or |

|  |  |
| --- | --- |
| (ii) | that have been issued with an approval certificate indicating compliance with the emission limits of category B in paragraph 5.3.1.4. of the 05 series of amendments to Regulation provided that those vehicles have been regularly operated on petrol or diesel fuel having a sulphur level exceeding 50 mg/kg. |

8.2.7.4.   Where the type approval authority is not satisfied with the results of the tests in accordance with the criteria defined in Appendix 4, the remedial measures referred to in Appendix 2 of the 1958 Agreement (E/ECE/324-E/ECE/TRANS/505/Rev.2) are extended to vehicles in service belonging to the same vehicle type which are likely to be affected with the same defects in accordance with paragraph 6. of Appendix 3.

The plan of remedial measures presented by the manufacturer shall be approved by the type approval authority. The manufacturer is responsible for the execution of the remedial plan as approved.

The type approval authority shall notify its decision to all Parties to the Agreement within 30 days. The Parties to the Agreement may require the same plan of remedial measures be applied to all vehicles of the same type registered in their territory.

8.2.7.5.   If a Party to the Agreement has established that a vehicle type does not conform to the applicable requirements of Appendix 3, it shall notify without delay the Party to the Agreement which granted the original type approval in accordance with the requirements of the Agreement.

Then, subject to the provision of the Agreement, the competent authority of the Party to the Agreement which granted the original type approval shall inform the manufacturer that a vehicle type fails to satisfy the requirements of these provisions and that certain measures are expected of the manufacturer. The manufacturer shall submit to the authority, within two months after this notification, a plan of measures to overcome the defects, the substance of which should correspond to the requirements of paragraphs 6.1. to 6.8. of Appendix 3. The competent authority which granted the original type approval shall, within two months, consult the manufacturer in order to secure agreement on a plan of measures and on carrying out the plan. If the competent authority which granted the original type approval establishes that no agreement can be reached, the relevant procedures to the Agreement shall be initiated.

9.   PENALTIES FOR NON-CONFORMITY OF PRODUCTION

9.1.   The approval granted in respect of a vehicle type pursuant to this amendment, may be withdrawn if the requirements laid down in paragraph 8.1. above are not complied with or if the vehicle or vehicles taken fail to pass the tests prescribed in paragraph 8.2. above.

9.2.   If a Party to the Agreement which applies this Regulation withdraws an approval it has previously granted, it shall forthwith so notify the other Contracting Parties applying this Regulation, by means of a communication form conforming to the model in Annex 2 to this Regulation.

10.   PRODUCTION DEFINITELY DISCONTINUED

If the holder of the approval completely ceases to manufacture a type of vehicle approved in accordance with this Regulation, he shall so inform the authority which granted the approval. Upon receiving the relevant communication, that authority shall inform thereof the other Parties to the 1958 Agreement applying this Regulation by means of copies of the communication form conforming to the model in Annex 2 to this Regulation.

11.   TRANSITIONAL PROVISIONS

11.1.   General

11.1.1.   As from the official date of entry into force of the 05 series of amendments, no Contracting Party applying this Regulation shall refuse to grant approval under this Regulation as amended by the 05 series of amendments.

11.1.2.   New type approvals

11.1.2.1.   Subject to the provisions of paragraphs 11.1.4., 11.1.5. and 11.1.6., Contracting Parties applying this Regulation shall grant approvals only if the vehicle type to be approved meets the requirements of this Regulation as amended by the 05 series of amendments.

For vehicles of category M or vehicles of category N1 these requirements shall apply from the date of entry into force of the 05 series of amendments.

Vehicles shall satisfy the limits for the Type I test detailed in either Row A or Row B of the table in paragraph 5.3.1.4. of this Regulation.

11.1.2.2.   Subject to the provisions of paragraphs 11.1.4., 11.1.5., 11.1.6. and 11.1.7., Contracting Parties applying this Regulation shall grant approvals only if the vehicle type to be approved meets the requirements of this Regulation as amended by the 05 series of amendments.

For vehicles of category M having a maximum mass less than or equal to 2 500 kg or vehicles of category N1 (Class I) these requirements shall apply from 1 January 2005.

For vehicles of category M having a maximum mass greater than 2 500 kg or vehicles of category N1 (Classes II or III) these requirements shall apply from 1 January 2006.

Vehicles shall satisfy the limits for the Type I test detailed in Row B of the table in paragraph 5.3.1.4. of this Regulation.

11.1.3.   Limit of validity of existing type approvals

11.1.3.1.   Subject to the provisions of paragraphs 11.1.4., 11.1.5. and 11.1.6., approvals granted to this Regulation, as amended by the 04 series of amendments, shall cease to be valid from the date of entry into force of the 05 series of amendments for vehicles of category M having a maximum mass less than or equal to 2 500 kg or vehicles of category N1 (Class I) and on 1 January 2002 for vehicles of category M having a maximum mass greater than 2 500 kg or vehicles of category N1 (Classes II or III), unless the Contracting Party which granted the approval notifies the other Contracting Parties applying this Regulation that the vehicle type approved meets the requirements of this Regulation as required by paragraph 11.1.2.1. above.

11.1.3.2.   Subject to the provisions of paragraphs 11.1.4., 11.1.5., 11.1.6. and 11.1.7., approvals granted to this Regulation, as amended by the 05 series of amendments and to the limit values of Row A of the table in paragraph 5.3.1.4. of this Regulation, shall cease to be valid on 1 January 2006 for vehicles of category M having a maximum mass less than or equal to 2 500 kg or vehicles of category N1 (Class I) and on 1 January 2007 for vehicles of category M having a maximum mass greater than 2 500 kg or vehicles of category N1 (Classes II or III), unless the Contracting Party which granted the approval notifies the other Contracting Parties applying this Regulation that the vehicle type approved meets the requirements of this Regulation as required by paragraph 11.1.2.2. above.

11.1.4.   Special provisions

11.1.4.1.   Until 1 January 2003, vehicles of category M1, fitted with compression-ignition engines and having a maximum mass greater than 2 000 kg, which:

|  |  |
| --- | --- |
| (i) | are designed to carry more than six occupants (including the driver), or |

|  |  |
| --- | --- |
| (ii) | are off-road vehicles as defined in Annex 7 of the Consolidated Resolution on the Construction of Vehicles (R.E.3) [(8)](#ntr8-L_2008119EN.01000101-E0011) |

shall be considered, for the purposes of paragraphs 11.1.3.1. and 11.1.3.2. as vehicles in category N1.

11.1.4.2.   In the case of vehicles equipped with direct-injection compression-ignition engines and designed to carry more than six occupants (including the driver), approvals granted in accordance with the provision of paragraph 5.3.1.4.1. of this Regulation, as amended by the 04 series of amendments, shall continue to be valid until 1 January 2002.

11.1.4.3.   Type approval and conformity of production verification provisions, as specified in this Regulation as amended by the 04 series of amendments, remain applicable until the dates referred to in paragraphs 11.1.2.1. and 11.1.3.1.

11.1.4.4.   As from 1 January 2002, the Type VI test defined in Annex 8 is applicable to new types of vehicle of category M1 and of category N1 Class 1 and which are equipped with a positive-ignition engine. This requirement shall not apply to such vehicles equipped to carry more than six occupants (including the driver) or to vehicles whose maximum mass exceeds 2 500 kg.

11.1.5.   On-board diagnostic (OBD) system

Vehicles equipped with positive ignition engines

11.1.5.1.1.   Vehicles of category M1 and N1 fuelled with petrol shall be equipped with on-board diagnostic systems, as specified in paragraph 3.1. to Annex 11 of this Regulation, on the dates shown in paragraph 11.1.2.

11.1.5.1.2.   Vehicles of category M1, other than vehicles whose maximum mass exceeds 2 500 kg, and N1 class I, running permanently or part-time on either LPG or NG fuel shall be equipped with on-board diagnostic system from 1 October 2004 for new types and from 1 July 2005 for all types.

Vehicles of category M1 whose maximum mass exceeds 2 500 kg and N1 classes II and III, running permanently or part-time on either LPG or NG fuel shall be equipped with on-board diagnostic system from 1 January 2006 for new types and from 1 January 2007 for all types.

Vehicles equipped with compression-ignition engines

11.1.5.2.1.   Vehicles of category M1, other than vehicles designed to carry more than six occupants (including the driver) or vehicles whose maximum mass exceeds 2 500 kg, shall be equipped with on-board diagnostic system from 1 October 2004 for new types and from 1 July 2005 for all types.

11.1.5.2.2.   Vehicles of category M1 not covered by paragraph 11.1.5.2.1., except vehicles whose maximum mass exceeds 2 500 kg, and vehicles of category N1 class I, shall be equipped with on-board diagnostic system from 1 January 2005 for new types and from 1 January 2006 for all types.

11.1.5.2.3.   Vehicles of category N1, classes II and III, and vehicles of category M1 whose maximum mass exceeds 2 500 kg, shall be equipped with on-board diagnostic system from 1 January 2006 for new types and from 1 January 2007 for all vehicles.

11.1.5.2.4.   Where compression-ignition engined vehicles entering into service prior to the dates given in the paragraphs above are fitted with on-board diagnostic systems the provisions of paragraphs 6.5.3. to 6.5.3.6. of Annex 11, Appendix 1, are applicable.

Hybrid electric vehicles (HEV) shall comply with the requirements for on-board diagnostic systems as follows:

11.1.5.3.1.   Hybrid electric vehicles (HEV) equipped with positive-ignition engines, hybrid electric vehicles (HEV) of category M1 equipped with compression-ignition engines and whose maximum mass does not exceed 2 500 kg, and hybrid electric vehicles (HEV) of category N1 (Class I) equipped with compression ignition engines, from 1 January 2005 for new types and from 1 January 2006 for all types.

11.1.5.3.2.   Hybrid electric vehicles (HEV) of category N1 (Classes II and III), equipped with compression-ignition engines, and hybrid electric vehicles (HEV) of category M1 equipped with compression-ignition engines and whose maximum mass exceeds 2 500 kg, from 1 January 2006 for new types and from 1 January 2007 for all types.

11.1.5.4.   Vehicles of other categories or vehicles of category M1 or N1 not cover by the above may be equipped with an on-board diagnostic system. In this case, they shall comply with the OBD provisions laid down in paragraphs 6.5.3. to 6.5.3.6. of Annex 11, Appendix 1.

11.1.6.   Approvals to the Regulation as amended by the 04 series of amendments

11.1.6.1.   By exception to the requirements of paragraphs 11.1.2. and 11.1.3. Contracting Parties may continue to approve vehicles and may continue to recognise the validity of existing approvals that indicate compliance with:

|  |  |
| --- | --- |
| (i) | the requirements of paragraph 5.3.1.4.1. of the 04 series of amendments to this Regulation provided that the vehicles are intended for export to, or for first use in, countries where the use of unleaded petrol is not widely available, and |

|  |  |
| --- | --- |
| (ii) | the requirements of paragraph 5.3.1.4.2. of the 04 series of amendments to this Regulation provided that the vehicles are intended for export to, or for first use in, countries where unleaded petrol having a maximum sulphur level of 50 mg/kg or less is not widely available, and |

|  |  |
| --- | --- |
| (iii) | the requirements of paragraph 5.3.1.4.3. of the 04 series of amendments to this Regulation provided that the vehicles are intended for export to, or for first use in, countries where diesel fuel having a maximum sulphur level of 350 mg/kg or less is not widely available. |

11.1.6.2.   By way of derogation to the obligations of Contracting Parties to this Regulation, approvals granted to this Regulation, as amended by the 04 series of amendments, shall cease to be valid in the European Community from:

|  |  |
| --- | --- |
| (i) | 1 January 2001 for vehicles of category M having a maximum mass less than or equal to 2 500 kg or vehicles of category N1 (Class I), and on |

|  |  |
| --- | --- |
| (ii) | 1 January 2002 for vehicles of category M having a maximum mass greater than 2 500 kg or vehicles of category N1 (Classes II or III), |

unless the Contracting Party which granted the approval notifies the other Contracting Parties applying this Regulation that the vehicle type approved meets the requirements of this Regulation as required by paragraph 11.1.2.1. above.

11.1.7.   Approvals to Regulation as amended by 05 series of amendments

11.1.7.1.   By exception to the requirements of paragraphs 11.1.2.2. and 11.1.3.2. Contracting Parties may continue to approve vehicles and may continue to recognize the validity of approvals granted to vehicles to the requirements of paragraph 5.3.1.4. (concerning category A emissions) of the 05 series of amendments to this Regulation provided that the vehicles are intended for export to, or for first use in, countries where unleaded petrol or diesel fuels having maximum sulphur levels of 50 mg/kg or less are not widely available.

11.1.7.2.   By way of derogation to the obligations of Contracting Parties to this Regulation, approvals granted indicating compliance with the emission limits of category A in paragraph 5.3.1.4. of the 05 series of amendments to this Regulation, shall cease to be valid in the European Community from:

|  |  |
| --- | --- |
| (i) | 1 January 2006 for vehicles of category M having a maximum mass less than or equal to 2 500 kg or vehicles of category N1 (Class I), and on |

|  |  |
| --- | --- |
| (ii) | 1 January 2007 for vehicles of category M having a maximum mass greater than 2 500 kg or vehicles of category N1 (Class II or III), |

unless the Contracting Party which has granted the approval notifies other Contracting Parties applying this Regulation that the vehicle type approved meets the requirements of this Regulation as required by paragraph 11.1.2.2. above.

12.   NAMES AND ADDRESSES OF TECHNICAL SERVICES RESPONSIBLE FOR CONDUCTING APPROVAL TESTS, AND OF ADMINISTRATIVE DEPARTMENTS

The Parties to the 1958 Agreement which apply this Regulation shall communicate to the United Nations Secretariat the names and addresses of the technical services responsible for conducting approval tests and of the administrative departments which grant approval and to which forms certifying approval or extension or refusal or withdrawal of approval, issued in other countries, are to be sent.

---

---

Appendix 1

Procedure for verifying the conformity of production requirements if the production standard deviation given by the manufacturer is satisfactory

1.   This Appendix describes the procedure to be used to verify the production conformity for the Type I test when the manufacturer's production standard deviation is satisfactory.

2.   With a minimum sample size of 3, the sampling procedure is set so that the probability of a lot passing a test with 40 per cent of the production defective is 0,95 (producer's risk = 5 per cent) while the probability of a lot being accepted with 65 per cent of the production defective is 0,10 (consumer's risk = 10 per cent).

3.   For each of the pollutants given in paragraph 5.3.1.4. of this Regulation, the following procedure is used (see Figure 2 of this Regulation). Taking:

|  |  |  |
| --- | --- | --- |
| L | = | the natural logarithm of the limit value for the pollutant, |
| xi | = | the natural logarithm of the measurement for the i-th vehicle of the sample, |
| s | = | an estimate of the production standard deviation (after taking the natural logarithm of the measurements), |
| n | = | the current sample number. |

4.   Compute for the sample the test statistic quantifying the sum of the standard deviations from the limit and defined as:

![Formula](data:image/jpg;base64,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)

Then:

5.1.   If the test statistic is greater than the pass decision number for the sample size given in Table (1/1 below), the pollutant is passed,

5.2.   If the test statistic is less than the fail decision number for the sample size given in Table (1/1 below), the pollutant is failed; otherwise, an additional vehicle is tested and the calculation reapplied to the sample with a sample size one unit greater.

Table 1/1

|  |  |  |
| --- | --- | --- |
| Cumulative number of tested vehicles (current sample size) | Pass decision threshold | Fail decision threshold |
| 3 | 3,327 | –4,724 |
| 4 | 3,261 | –4,790 |
| 5 | 3,195 | –4,856 |
| 6 | 3,129 | –4,922 |
| 7 | 3,063 | –4,988 |
| 8 | 2,997 | –5,054 |
| 9 | 2,931 | –5,120 |
| 10 | 2,865 | –5,185 |
| 11 | 2,799 | –5,251 |
| 12 | 2,733 | –5,317 |
| 13 | 2,667 | –5,383 |
| 14 | 2,601 | –5,449 |
| 15 | 2,535 | –5,515 |
| 16 | 2,469 | –5,581 |
| 17 | 2,403 | –5,647 |
| 18 | 2,337 | –5,713 |
| 19 | 2,271 | –5,779 |
| 20 | 2,205 | –5,845 |
| 21 | 2,139 | –5,911 |
| 22 | 2,073 | –5,977 |
| 23 | 2,007 | –6,043 |
| 24 | 1,941 | –6,109 |
| 25 | 1,875 | –6,175 |
| 26 | 1,809 | –6,241 |
| 27 | 1,743 | –6,307 |
| 28 | 1,677 | –6,373 |
| 29 | 1,611 | –6,439 |
| 30 | 1,545 | –6,505 |
| 31 | 1,479 | –6,571 |
| 32 | –2,112 | –2,112 |

---

Appendix 2

Procedure for verifying the conformity of production requirements if the production standard deviation given by the manufacturer is either not satisfactory or not available

1.   This Appendix describes the procedure to be used to verify the production conformity requirements for the Type I test when the manufacturer's evidence of production standard deviation is either not satisfactory or not available.

2.   With a minimum sample size of 3, the sampling procedure is set so that the probability of a lot passing a test with 40 per cent of the production defective is 0,95 (producer's risk = 5 per cent) while the probability of a lot being accepted with 65 per cent of the production defective is 0,10 (consumer's risk = 10 per cent).

3.   The measurements of the pollutants given in paragraph 5.3.1.4. of this Regulation are considered to be log normally distributed and shall first be transformed by taking their natural logarithms. Let m0 and m denote the minimum and maximum sample sizes respectively (m0 = 3 and m = 32) and let n denote the current sample number.

4.   If the natural logarithms of the measurements in the series are x1, x2, …, xi and L is the natural logarithm of the limit value for the pollutant, then define:

di = xi – L

![Formula](data:image/jpg;base64,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)

and

![Formula](data:image/jpg;base64,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)

5.   Table 1/2 shows values of the pass (An) and fail (Bn) decision numbers against current sample number. The test statistic is the ratio 
![Formula](data:image/jpg;base64,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)
 and shall be used to determine whether the series has passed or failed as follows:

For mo ≤ n ≤ m

|  |  |
| --- | --- |
| (i) | Pass the series if Formula |

|  |  |
| --- | --- |
| (ii) | Fail the series if Formula |

|  |  |
| --- | --- |
| (iii) | Take another measurement if Formula |

6.   Remarks

The following recursive formulae are useful for computing successive values of the test statistic:

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

(n = 2,3 …; 
![Formula](data:image/jpg;base64,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)
; V1 = 0)

Table 1/2

Minimum sample size = 3

|  |  |  |
| --- | --- | --- |
| Sample size (n) | Pass decision threshold (An) | Fail decision threshold (Bn) |
| 3 | –0,80381 | 16,64743 |
| 4 | –0,76339 | 7,68627 |
| 5 | –0,72982 | 4,67136 |
| 6 | –0,69962 | 3,25573 |
| 7 | –0,67129 | 2,45431 |
| 8 | –0,64406 | 1,94369 |
| 9 | –0,61750 | 1,59105 |
| 10 | –0,59135 | 1,33295 |
| 11 | –0,56542 | 1,13566 |
| 12 | –0,53960 | 0,97970 |
| 13 | –0,51379 | 0,85307 |
| 14 | –0,48791 | 0,74801 |
| 15 | –0,46191 | 0,65928 |
| 16 | –0,43573 | 0,58321 |
| 17 | –0,40933 | 0,51718 |
| 18 | –0,38266 | 0,45922 |
| 19 | –0,35570 | 0,40788 |
| 20 | –0,32840 | 0,36203 |
| 21 | –0,30072 | 0,32078 |
| 22 | –0,27263 | 0,28343 |
| 23 | –0,24410 | 0,24943 |
| 24 | –0,21509 | 0,21831 |
| 25 | –0,18557 | 0,18970 |
| 26 | –0,15550 | 0,16328 |
| 27 | –0,12483 | 0,13880 |
| 28 | –0,09354 | 0,11603 |
| 29 | –0,06159 | 0,09480 |
| 30 | –0,02892 | 0,07493 |
| 31 | –0,00449 | 0,05629 |
| 32 | –0,03876 | 0,03876 |

---

Appendix 3

In-service conformity check

1.   INTRODUCTION

This Appendix sets out the criteria referred to in paragraph 8.2.7. of this Regulation regarding the selection of vehicles for testing and the procedures for the in-service conformity control.

2.   SELECTION CRITERIA

The criteria for acceptance of a selected vehicle are defined in paragraphs 2.1. to 2.8. of this Appendix. Information is collected by vehicle examination and an interview with the owner/driver.

2.1.   The vehicle shall belong to a vehicle type that is type approved under this Regulation and covered by a certificate of conformity in accordance with the 1958 Agreement. It shall be registered and used in a country of the Contracting Parties.

2.2.   The vehicle shall have been in service for at least 15 000 km or 6 months, whichever is the later, and for no more than 80 000 km or 5 years, whichever is the sooner.

2.3.   There shall be a maintenance record to show that the vehicle has been properly maintained, e.g. has been serviced in accordance with the manufacturer's recommendations.

2.4.   The vehicle shall exhibit no indications of abuse (e.g. racing, overloading, misfuelling, or other misuse), or other factors (e.g. tampering) that could affect emission performance. In the case of vehicles fitted with an OBD system, the fault code and mileage information stored in the computer is taken into account. A vehicle shall not be selected for testing if the information stored in the computer shows that the vehicle has operated after a fault code was stored and a relatively prompt repair was not carried out.

2.5.   There shall have been no unauthorised major repair to the engine or major repair of the vehicle.

2.6.   The lead content and sulphur content of a fuel sample from the vehicle tank shall meet applicable standards and there shall be no evidence of misfuelling. Checks may be done in the exhaust, etc.

2.7.   There shall be no indication of any problem that might jeopardise the safety of laboratory personnel.

2.8.   All anti-pollution system components on the vehicle shall be in conformity with the applicable type approval.

3.   DIAGNOSIS AND MAINTENANCE

Diagnosis and any normal maintenance necessary shall be performed on vehicles accepted for testing, prior to measuring exhaust emissions, in accordance with the procedure laid down in paragraphs 3.1. to 3.7. below.

3.1.   The following checks shall be carried out: checks on air filter, all drive belts, all fluid levels, radiator cap, all vacuum hoses and electrical wiring related to the anti-pollution system for integrity; checks on ignition, fuel metering and anti-pollution device components for maladjustments and/or tampering. All discrepancies shall be recorded.

3.2.   The OBD system shall be checked for proper functioning. Any malfunction indications in the OBD memory shall be recorded and the requisite repairs shall be carried out. If the OBD malfunction indicator registers a malfunction during a preconditioning cycle, the fault may be identified and repaired. The test may be re-run and the results of that repaired vehicle used.

3.3.   The ignition system shall be checked and defective components replaced, for example spark plugs, cables, etc.

3.4.   The compression shall be checked. If the result is unsatisfactory the vehicle is rejected.

3.5.   The engine parameters shall be checked to the manufacturer's specifications and adjusted if necessary.

3.6.   If the vehicle is within 800 km of a scheduled maintenance service, that service shall be performed according to the manufacturer's instructions. Regardless of odometer reading, the oil and air filter may be changed at the request of the manufacturer.

3.7.   Upon acceptance of the vehicle, the fuel shall be replaced with appropriate emission test reference fuel, unless the manufacturer accepts the use of market fuel.

In the case of vehicles equipped with periodically regenerating systems as defined in paragraph 2.20., it shall be established that the vehicle is not approaching a regeneration period. (The manufacturer must be given the opportunity to confirm this).

3.8.1.   If this is the case, the vehicle must be driven until the end of the regeneration. If a regeneration occurs during emissions measurement, then a further test must be carried out to ensure that regeneration has been completed. A complete new test shall then be performed, and the first and second test results not taken into account.

3.8.2.   As an alternative to paragraph 3.8.1., if the vehicle is approaching a regeneration the manufacturer may request that a specific conditioning cycle is used to ensure that regeneration (e.g. this may involve high speed, high load driving).

The manufacturer may request that testing may be carried out immediately after regeneration or after the conditioning cycle specified by the manufacturer and normal test preconditioning.

4.   IN-SERVICE TESTING

4.1.   When a check on vehicles is deemed necessary, emission tests in accordance with Annex 4 to this Regulation are performed on pre-conditioned vehicles selected in accordance with the requirements of paragraphs 2. and 3. of this Appendix.

4.2.   Vehicles equipped with an OBD system may be checked for proper in-service functionality of the malfunction indication, etc., in relation to levels of emissions (e.g. the malfunction indication limits defined in Annex 11 to this Regulation) for the type approved specifications.

4.3.   The OBD system may be checked, for example, for levels of emissions above the applicable limit values with no malfunction indication, systematic erroneous activation of the malfunction indication and identified faulty or deteriorated components in the OBD system.

4.4.   If a component or system operates in a manner not covered by the particulars in the type approval certificate and/or information package for such vehicle types and such deviation has not been authorised under the 1958 Agreement, with no malfunction indication by the OBD, the component or system shall not be replaced prior to emission testing, unless it is determined that the component or system has been tampered with or abused in such a manner that the OBD does not detect the resulting malfunction.

5.   EVALUATION OF RESULTS

5.1.   The test results are submitted to the evaluation procedure in accordance with Appendix 4.

5.2.   Test results shall not be multiplied by deterioration factors.

5.3.   In the case of periodically regenerating systems as defined in paragraph 2.20., the results shall be multiplied by the factors Ki obtained at the time when type approval was granted.

6.   PLAN OF REMEDIAL MEASURES

6.1.   When more than one vehicle is found to be an outlying emitter that either,

|  |  |
| --- | --- |
| — | meets the conditions of paragraph 3.2.3. of Appendix 4 and where both the administrative department and the manufacturer agree that the excess emission is due to the same cause, or |

|  |  |
| --- | --- |
| — | meets the conditions of paragraph 3.2.4. of Appendix 4 where the administrative department has determined that the excess emission is due to the same cause, |

the administrative department must request the manufacturer to submit a plan of remedial measures to remedy the non-compliance.

6.2.   The plan of remedial measures shall be filed with the type approval authority not later than 60 working days from the date of the notification referred to in paragraph 6.1. above. The type approval authority shall within 30 working days declare its approval or disapproval of the plan of remedial measures. However, where the manufacturer can demonstrate, to the satisfaction of the competent type approval authority, that further time is required to investigate the non-compliance in order to submit a plan of remedial measures, an extension is granted.

6.3.   The remedial measures shall apply to all vehicles likely to be affected by the same defect. The need to amend the type approval documents shall be assessed.

6.4.   The manufacturer shall provide a copy of all communications related to the plan of remedial measures, and shall also maintain a record of the recall campaign, and supply regular status reports to the type approval authority.

The plan of remedial measures shall include the requirements specified in paragraphs 6.5.1. to 6.5.11. The manufacturer shall assign a unique identifying name or number to the plan of remedial measures.

6.5.1.   A description of each vehicle type included in the plan of remedial measures.

6.5.2.   A description of the specific modifications, alterations, repairs, corrections, adjustments, or other changes to be made to bring the vehicles into conformity including a brief summary of the data and technical studies which support the manufacturer's decision as to the particular measures to be taken to correct the non-conformity.

6.5.3.   A description of the method by which the manufacturer informs the vehicle owners.

6.5.4.   A description of the proper maintenance or use, if any, which the manufacturer stipulates as a condition of eligibility for repair under the plan of remedial measures, and an explanation of the manufacturer's reasons for imposing any such condition. No maintenance or use conditions may be imposed unless it is demonstrably related to the non-conformity and the remedial measures.

6.5.5.   A description of the procedure to be followed by vehicle owners to obtain correction of the non-conformity. This shall include a date after which the remedial measures may be taken, the estimated time for the workshop to perform the repairs and where they can be done. The repair shall be done expediently, within a reasonable time after delivery of the vehicle.

6.5.6.   A copy of the information transmitted to the vehicle owner.

6.5.7.   A brief description of the system which the manufacturer uses to assure an adequate supply of component or systems for fulfilling the remedial action. It shall be indicated when there will be an adequate supply of components or systems to initiate the campaign.

6.5.8.   A copy of all instructions to be sent to those persons who are to perform the repair.

6.5.9.   A description of the impact of the proposed remedial measures on the emissions, fuel consumption, derivability, and safety of each vehicle type, covered by the plan of remedial measures with data, technical studies, etc. which support these conclusions.

6.5.10.   Any other information, reports or data the type approval authority may reasonably determine is necessary to evaluate the plan of remedial measures.

6.5.11.   Where the plan of remedial measures includes a recall, a description of the method for recording the repair shall be submitted to the type approval authority. If a label is used, an example of it shall be submitted.

6.6.   The manufacturer may be required to conduct reasonably designed and necessary tests on components and vehicles incorporating a proposed change, repair, or modification to demonstrate the effectiveness of the change, repair, or modification.

6.7.   The manufacturer is responsible for keeping a record of every vehicle recalled and repaired and the workshop which performed the repair. The type approval authority shall have access to the record on request for a period of 5 years from the implementation of the plan of remedial measures.

6.8.   The repair and/or modification or addition of new equipment shall be recorded in a certificate supplied by the manufacturer to the vehicle owner.

---

Appendix 4

Statistical procedure for in-service conformity testing

1.   This Appendix describes the procedure to be used to verify the in-service conformity requirements for the Type I test.

2.   Two different procedures are to be followed:

|  |  |
| --- | --- |
| (i) | One dealing with vehicles identified in the sample, due to an emission-related defect, causing outliers in the results (paragraph 3. below). |

|  |  |
| --- | --- |
| (ii) | The other deals with the total sample (paragraph 4. below). |

3.   PROCEDURE TO BE FOLLOWED WITH OUTLYING EMITTERS IN THE SAMPLE [(1)](#ntr1-L_2008119EN.01004301-E0001)

3.1.   With a minimum sample size of three and a maximum sample size as determined by the procedure of paragraph 4., a vehicle is taken at random from the sample and the emissions of the regulated pollutants are measured to determine if it is an outlying emitter.

A vehicle is said to be an outlying emitter when the conditions given in either paragraph 3.2.1. or paragraph 3.2.2. are met.

3.2.1.   In the case of a vehicle that has been type-approved according to the limit values given in row A of the table in paragraph 5.3.1.4., an outlying emitter is a vehicle where the applicable limit value for any regulated pollutant is exceeded by a factor of 1,2.

3.2.2.   In the case of a vehicle that has been type-approved according to the limit values given in row B of the table in paragraph 5.3.1.4., an outlying emitter is a vehicle where the applicable limit value for any regulated pollutant is exceeded by a factor of 1,5.

In the specific case of a vehicle with a measured emission for any regulated pollutant within the ‘intermediate zone’
 [(2)](#ntr2-L_2008119EN.01004301-E0002).

3.2.3.1.   If the vehicle meets the conditions of this paragraph, the cause of the excess emission must be determined and another vehicle is then taken at random from the sample.

Where more than one vehicle meets the condition of this paragraph, the administrative department and the manufacturer must determine if the excess emission from both vehicles is due to the same cause or not.

3.2.3.2.1.   If the administrative department and the manufacturer both agree that the excess emission is due to the same cause, the sample is regarded as having failed and the plan of remedial measures outlined in paragraph 6. of Appendix 3 applies.

3.2.3.2.2.   If the administrative department and the manufacturer can not agree on either the cause of the excess emission from an individual vehicle or whether the causes for more than one vehicle are the same, another vehicle is taken at random from the sample, unless the maximum sample size has already been reached.

3.2.3.3.   When only one vehicle meeting the conditions of this paragraph has been found, or when more than one vehicle has been found and the administrative department and the manufacturer agree it is due to different causes, another vehicle is taken at random from the sample, unless the maximum sample size has already been reached.

3.2.3.4.   If the maximum sample size is reached and not more than one vehicle meeting the requirements of this paragraph has been found where the excess emission is due to the same cause, the sample is regarded as having passed with regard to the requirements of paragraph 3. of this Appendix.

3.2.3.5.   If, at any time, the initial sample has been exhausted, another vehicle is added to the initial sample and that vehicle is taken.

3.2.3.6.   Whenever another vehicle is taken from the sample, the statistical procedure of paragraph 4. of this Appendix is applied to the increased sample.

In the specific case of a vehicle with a measured emission for any regulated pollutant within the ‘failure zone’
 [(3)](#ntr3-L_2008119EN.01004301-E0003)

3.2.4.1.   If the vehicle meets the conditions of this paragraph, the administrative department shall determine the cause of the excess emission and another vehicle is then taken at random from the sample.

3.2.4.2.   Where more than one vehicle meets the condition of this paragraph, and the administrative department determines that the excess emission is due to the same cause, the manufacturer shall be informed that the sample is regarded as having failed, together with the reasons for that decision, and the plan of remedial measures outlined in paragraph 6. of Appendix 3 applies.

3.2.4.3.   When only one vehicle meeting the conditions of this paragraph has been found, or when more than one vehicle has been found and the administrative department has determined that it is due to different causes, another vehicle is taken at random from the sample, unless the maximum sample size has already been reached.

3.2.4.4.   If the maximum sample size is reached and not more than one vehicle meeting the requirements of this paragraph has been found where the excess emission is due to the same cause, the sample is regarded as having passed with regard to the requirements of paragraph 3. of this Appendix.

3.2.4.5.   If, at any time, the initial sample has been exhausted, another vehicle is added to the initial sample and that vehicle is taken.

3.2.4.6.   Whenever another vehicle is taken from the sample, the statistical procedure of paragraph 4. of this Appendix is applied to the increased sample.

3.2.5.   Whenever a vehicle is not found to be an outlying emitter, another vehicle is taken at random from the sample.

3.3.   When an outlying emitter is found, the cause of the excess emission shall be determined.

3.4.   When more than one vehicle is found to be an outlying emitter, due to the same cause, the sample is regarded as having failed.

When only one outlying emitter has been found, or when more than one outlying emitter is found, but due to different causes, the sample is increased by one vehicle, unless the maximum sample size has already been reached.

3.5.1.   When in the increased sample more than one vehicle is found to be an outlying emitter, due to the same cause, the sample is regarded as having failed.

3.5.2.   When in the maximum sample size not more than one outlying emitter is found, where the excess emission is due to the same cause, the sample is regarded as having passed with regard to the requirements of paragraph 3. of this appendix.

3.6.   Whenever a sample is increased due to the requirements of paragraph 3.5., the statistical procedure of paragraph 4. below is applied to the increased sample.

4.   PROCEDURE TO BE FOLLOWED WITHOUT SEPARATE EVALUATION OF OUTLYING EMITTERS IN THE SAMPLE

4.1.   With a minimum sample size of three the sampling procedure is set so that the probability of a batch passing a test with 40 per cent of the production defective is 0,95 (producer's risk = 5 per cent) while the probability of a batch being accepted with 75 per cent of the production defective is 0,15 (consumer's risk = 15 per cent).

4.2.   For each of the pollutants given in the table of paragraph 5.3.1.4. of this Regulation, the following procedure is used (see Figure 4/2 below).

where:

|  |  |  |
| --- | --- | --- |
| L | = | the limit value for the pollutant, |
| xi | = | the value of the measurement for the i-th vehicle of the sample, |
| n | = | the current sample number. |

4.3.   The test statistic quantifying the number of non-conforming vehicles, i.e. xi > L, is computed for the sample.

4.4.   Then:

|  |  |
| --- | --- |
| (i) | If the test statistic does not exceed the pass decision number for the sample size given in the following table, a pass decision is reached for the pollutant, |

|  |  |
| --- | --- |
| (ii) | If the test statistic equals or exceeds the fail decision number for the sample size given in the following table, a fail decision is reached for the pollutant, |

|  |  |
| --- | --- |
| (iii) | Otherwise, an additional vehicle is tested and the procedure is applied to the sample with one extra unit. |

In the following table the pass and fail decision numbers are computed in accordance with the International Standard ISO 8422:1991.

A sample is regarded as having passed the test when it has passed both the requirements of paragraphs 3. and 4. of this appendix.

Table 4/1

Table for acceptance/rejection sampling plan by attributes

|  |  |  |
| --- | --- | --- |
| Cumulative sample size (n) | Pass decision number | Fail decision number |
| 3 | 0 | — |
| 4 | 1 | — |
| 5 | 1 | 5 |
| 6 | 2 | 6 |
| 7 | 2 | 6 |
| 8 | 3 | 7 |
| 9 | 4 | 8 |
| 10 | 4 | 8 |
| 11 | 5 | 9 |
| 12 | 5 | 9 |
| 13 | 6 | 10 |
| 14 | 6 | 11 |
| 15 | 7 | 11 |
| 16 | 8 | 12 |
| 17 | 8 | 12 |
| 18 | 9 | 13 |
| 19 | 9 | 13 |
| 20 | 11 | 12 |

Figure 4/1

In-service conformity checking — audit procedure

![Image 3](data:image/jpg;base64,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)

START

Vehicle manufacturer and administrative department complete vehicle approval for the new vehicle type. Administrative department (TAA) grants type-approval.

Manufacture and sales of approved vehicle type.

Vehicle manufacturer develops own in-service conformity procedure

Vehicle manufacturer carries out own in-service conformity procedure (vehicle type or family)

In-house in-service conformity report for approved vehicle type or family

Vehicle manufacturer compiles report of the in-house procedure (including all data required by paragraph 8.2.1.)

Manufacturer files report for future reference

NO

Does the TAA (1) decide to audit the manufacturer’s compliance data for this vehicle type or family?

YES

TAA (1) reviews manufacturer’s in-service conformity report

Manufacturer submits in-service conformity report to TAA (1) for audit

Manufacturer provides or obtains additional information or test data.

Does the TAA (1) accept that manufacturer’s in-service conformity report confirms acceptability of a vehicle type within the family? (paragraph 8.2.1.)

NO

Does TAA (1) decide that information is insufficient to reach a decision?

YES

Manufacturer compiles new in-service conformity report.

NO

YES

Process Completed.

No further action required.

TAA (1) begins formal in-service compliance surveillance programme on suspect vehicle type (as described in Appendix 3)

go to Figure 4/2

(1) In this case, TAA means the administrative department that granted the type-approval.

Figure 4/2

In-service conformity testing — selection and test of vehicles

![Image 4](data:image/jpg;base64,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)

Test minimum 3 vehicles

Increase sample by 1

NO

(one test)

Outlying emitters?

Increase sample by 1

YES

(two tests)

Apply test statistics

More than 1?

NO

YES

Fail?

YES

Sample failed

YES

Same cause?

NO

NO, or UNCERTAIN

NO

Pass?

YES

Sample passed (\*)

YES

Max. sample size?

NO

(\*) If it fulfils both tests.

---

[(1)](#ntc1-L_2008119EN.01004301-E0001)  On the basis of actual in-service data to be supplied before 31 December 2003, the requirements of this paragraph may be reviewed and consider (a) whether the definition of outlying emitter needs to be revised with respect to vehicles that have been type-approved according to the limit values given in row B of the table in paragraph 5.3.1.4., (b) whether the procedure for identifying outlying emitters should be amended and (c) whether the procedures for in-service conformity testing should be replaced at an appropriate time by a new statistical procedure. If appropriate it will be proposed the necessary amendments.

[(2)](#ntc2-L_2008119EN.01004301-E0002)  For any vehicle, the ‘intermediate zone’ is determined as follows: The vehicle shall meet the conditions given in either paragraph 3.2.1. or paragraph 3.2.2. and, in addition, the measured value for the same regulated pollutant shall be below a level that is determined from the product of the limit value for the same regulated pollutant given in row A of the table in paragraph 5.3.1.4. multiplied by a factor of 2,5.

[(3)](#ntc3-L_2008119EN.01004301-E0003)  For any vehicle, the ‘failure zone’ is determined as follows. The measured value for any regulated pollutant exceeds a level that is determined from the product of the limit value for the same regulated pollutant given in row A of the table in paragraph 5.3.1.4. multiplied by a factor of 2,5.

---

ANNEX 1

Engine and vehicle characteristics and information concerning the conduct of tests

The following information, when applicable, shall be supplied in triplicate.

If there are drawings, they shall be to an appropriate scale and show sufficient detail; they shall be presented in A4 format or folded to that format. In the case of microprocessor-controlled functions, appropriate operating information shall be supplied.

1.   GENERAL

1.1.   Make (name of undertaking): …

1.2.   Type and commercial description (mention any variants): …

Means of identification of type, if marked on the vehicle: …

1.3.1.   Location of that mark: …

1.4.   Category of vehicle: …

1.5.   Name and address of manufacturer: …

1.6.   Name and address of manufacturer's authorized representative where appropriate: …

2.   GENERAL CONSTRUCTION CHARACTERISTICS OF THE VEHICLE

2.1.   Photographs and/or drawings of a representative vehicle: …

2.2.   Powered axles (number, position, interconnection): …

MASSES (kilograms) (refer to drawing where applicable) …

3.1.   Mass of the vehicle with bodywork in running order, or mass of the chassis with cab if the manufacturer does not fit the bodywork (including coolant, oils, fuel, tools, spare wheel and driver): …

3.2.   Technically permissible maximum laden mass as stated by the manufacturer: …

4.   DESCRIPTION OF ENERGY CONVERTERS

Engine Manufacturer: …

4.1.1.   Manufacturer's engine code (as marked on the engine, or other means of identification): …

Internal combustion engine …

Specific engine information: …

4.2.1.1.   Working principle: positive-ignition/compression-ignition, four-stroke/two-stroke [(1)](#ntr1-L_2008119EN.01004801-E0001)

Number, arrangement and firing order of cylinders: …

4.2.1.2.1.   Bore [(2)](#ntr2-L_2008119EN.01004801-E0002): … mm

4.2.1.2.2.   Stroke [(2)](#ntr2-L_2008119EN.01004801-E0002): … mm

4.2.1.3.   Engine capacity [(3)](#ntr3-L_2008119EN.01004801-E0003): … cm3

4.2.1.4.   Volumetric compression ratio [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.1.5.   Drawings of combustion chamber and piston crown: …

4.2.1.6.   Normal engine idling speed [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.1.7.   High idle engine speed [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.1.8.   Carbon monoxide content by volume in the exhaust gas with the engine idling (according to the manufacturer's specifications) [(4)](#ntr4-L_2008119EN.01004801-E0004) … per cent

4.2.1.9.   Maximum net power [(4)](#ntr4-L_2008119EN.01004801-E0004): … kW at … min–1

4.2.2.   Fuel: diesel/petrol/LPG/NG [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.3.   Research octane number (RON): …

Fuel feed …

By carburettor(s): yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.4.1.1.   Make(s): …

4.2.4.1.2.   Type(s): …

4.2.4.1.3.   Number fitted: …

Adjustments [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.4.1.4.1.   Jets: …

4.2.4.1.4.2.   Venturis: …

4.2.4.1.4.3.   Float-chamber level: …

4.2.4.1.4.4.   Mass of float: …

4.2.4.1.4.5.   Float needle: …

Cold start system: manual/automatic [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.4.1.5.1.   Operating principle: …

4.2.4.1.5.2.   Operating limits/settings [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): …

By fuel injection (compression-ignition only): yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.4.2.1.   System description: …

4.2.4.2.2.   Working principle: direct-injection/pre-chamber/swirl chamber [(1)](#ntr1-L_2008119EN.01004801-E0001)

Injection pump …

4.2.4.2.3.1.   Make(s): …

4.2.4.2.3.2.   Type(s): …

4.2.4.2.3.3.   Maximum fuel delivery [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): … mm3/stroke or cycle at a pump speed of [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): … min–1 or characteristic diagram: …

4.2.4.2.3.4.   Injection timing [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.4.2.3.5.   Injection advance curve [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.4.2.3.6.   Calibration procedure: test bench/engine [(1)](#ntr1-L_2008119EN.01004801-E0001) …

Governor …

4.2.4.2.4.1.   Type: …

Cut-off point: …

4.2.4.2.4.2.1.   Cut-off point under load: … min–1

4.2.4.2.4.2.2.   Cut-off point without load: … min–1

4.2.4.2.4.3.   Idling speed: … min–1

4.2.4.2.5.   Injector(s): …

4.2.4.2.5.1.   Make(s): …

4.2.4.2.5.2.   Type(s): …

4.2.4.2.5.3.   Opening pressure [(4)](#ntr4-L_2008119EN.01004801-E0004): … kPa

or characteristic diagram: …

Cold start system …

4.2.4.2.6.1.   Make(s): …

4.2.4.2.6.2.   Type(s): …

4.2.4.2.6.3.   Description: …

Auxiliary starting aid …

4.2.4.2.7.1.   Make(s): …

4.2.4.2.7.2.   Type(s): …

4.2.4.2.7.3.   Description: …

By fuel injection (positive-ignition only): yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.4.3.1.   System description: …

4.2.4.3.2.   Working principle: intake manifold (single/multi-point)/direct injection/other (specify)

|  |  |
| --- | --- |
| Control unit — type (or No): | information to be given in the case of continuous injection; in the case of other systems, equivalent details |
| Fuel regulator — type: |
| Air-flow sensor — type: |
| Fuel distributor — type: |
| Pressure regulator — type: |
| Micro-switch — type: |
| Idle adjusting screw — type: |
| Throttle housing — type: |
| Water temperature sensor — type: |
| Air temperature sensor — type: |
| Air temperature switch — type: |

Electromagnetic interference protection.

Description and/or drawing [(1)](#ntr1-L_2008119EN.01004801-E0001): …

4.2.4.3.3.   Make(s): …

4.2.4.3.4.   Type(s): …

4.2.4.3.5.   Injectors: Opening pressure [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): … kPa

or characteristic diagram: …

4.2.4.3.6.   Injection timing: …

Cold start system: …

4.2.4.3.7.1.   Operating principle(s): …

4.2.4.3.7.2.   Operating limits/settings [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): …

Feed pump

4.2.4.4.1.   Pressure [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): … kPa

or characteristic diagram: …

Ignition …

4.2.5.1.   Make(s): …

4.2.5.2.   Type(s): …

4.2.5.3.   Working principle: …

4.2.5.4.   Ignition advance curve [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.5.5.   Static ignition timing [(4)](#ntr4-L_2008119EN.01004801-E0004): … degrees before TDC …

4.2.5.6.   Contact-point gap [(4)](#ntr4-L_2008119EN.01004801-E0004): …

4.2.5.7.   Dwell-angle [(4)](#ntr4-L_2008119EN.01004801-E0004): …

Spark plugs

4.2.5.8.1.   Make: …

4.2.5.8.2.   Type: …

4.2.5.8.3.   Spark plug gap setting: … mm

Ignition coil

4.2.5.9.1.   Make: …

4.2.5.9.2.   Type: …

Ignition condenser

4.2.5.10.1.   Make: …

4.2.5.10.2.   Type: …

4.2.6.   Cooling system: liquid/air [(1)](#ntr1-L_2008119EN.01004801-E0001)

Intake system: …

Pressure charger: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.7.1.1.   Make(s): …

4.2.7.1.2.   Type(s): …

4.2.7.1.3.   Description of the system (maximum charge pressure: … kPa, waste-gate) …

4.2.7.2.   Inter-cooler: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

Description and drawings of inlet pipes and their accessories (plenum chamber, heating device, additional air intakes, etc.): …

4.2.7.3.1.   Intake manifold description (drawings and/or photographs): …

Air filter, drawings: …, or

4.2.7.3.2.1.   Make(s): …

4.2.7.3.2.2.   Type(s): …

Intake silencer, drawings: …, or

4.2.7.3.3.1.   Make(s): …

4.2.7.3.3.2.   Type(s): …

Exhaust system …

4.2.8.1.   Description and drawings of the exhaust system: …

Valve timing or equivalent data:

4.2.9.1.   Maximum lift of valves, angles of opening and closing, or timing details of alternative distribution systems, in relation to dead centres: …

4.2.9.2.   Reference and/or setting ranges [(1)](#ntr1-L_2008119EN.01004801-E0001)
 [(4)](#ntr4-L_2008119EN.01004801-E0004): …

Lubricant used: …

4.2.10.1.   Make: …

4.2.10.2.   Type: …

Measures taken against air pollution: …

4.2.11.1.   Device for recycling crankcase gases (description and drawings): …

Additional pollution control devices (if any, and if not covered by another heading: …

Catalytic converter: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.11.2.1.1.   Number of catalytic converters and elements: …

4.2.11.2.1.2.   Dimensions and shape of the catalytic converter(s) (volume, …): …

4.2.11.2.1.3.   Type of catalytic action: …

4.2.11.2.1.4.   Total charge of precious metal: …

4.2.11.2.1.5.   Relative concentration: …

4.2.11.2.1.6.   Substrate (structure and material): …

4.2.11.2.1.7.   Cell density: …

4.2.11.2.1.8.   Type of casing for catalytic converter(s): …

4.2.11.2.1.9.   Positioning of the catalytic converter(s) (place and reference distances in the exhaust system): …

Regeneration systems/method of exhaust after-treatment systems, description:

4.2.11.2.1.10.1.   The number of Type I operating cycles, or equivalent engine test bench cycles, between two cycles where regenerative phases occur under the conditions equivalent to Type I test (Distance ‘D’ in figure 1 in Annex 13: …

4.2.11.2.1.10.2.   Description of method employed to determine the number of cycles between two cycles where regenerative phases occur: …

4.2.11.2.1.10.3.   Parameters to determine the level of loading required before regeneration occurs (i.e. temperature, pressure etc.): …

4.2.11.2.1.10.4.   Description of method used to load system in the test procedure described in paragraph 3.1., Annex 13: …

Oxygen sensor: type …

4.2.11.2.1.11.1.   Location of oxygen sensor: …

4.2.11.2.1.11.2.   Control range of oxygen sensor [(4)](#ntr4-L_2008119EN.01004801-E0004): …

Air injection: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.11.2.2.1.   Type (pulse air, air pump, …): …

Exhaust gas recirculation (EGR): yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.11.2.3.1.   Characteristics (flow, …): …

4.2.11.2.4.   Evaporative emission control system.

Complete detailed description of the devices and their state of tune: …

Drawing of the evaporative control system: …

Drawing of the carbon canister: …

Drawing of the fuel tank with indication of capacity and material: …

Particulate trap: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.11.2.5.1.   Dimensions and shape of the particulate trap (capacity): …

4.2.11.2.5.2.   Type of particulate trap and design: …

4.2.11.2.5.3.   Location of the particulate trap (reference distances in the exhaust system): …

Regeneration system/method. Description and drawing: …

4.2.11.2.5.4.1.   The number of Type I operating cycles, or equivalent engine test bench cycle, between two cycles where regeneration phases occur under the conditions equivalent to Type I test (Distance ‘D’ in figure 1 in Annex 13): …

4.2.11.2.5.4.2.   Description of method employed to determine the number of cycles between two cycles where regenerative phases occur: …

4.2.11.2.5.4.3.   Parameters to determine the level of loading required before regeneration occurs (i.e. temperature, pressure, etc.): …

4.2.11.2.5.4.4.   Description of method used to load system in the test procedure described in paragraph 3.1., Annex 13: …

4.2.11.2.6.   Other systems (description and working principle): …

On-board-diagnostic (OBD) system

4.2.11.2.7.1.   Written description and/or drawing of the malfunction indicator (MI): …

4.2.11.2.7.2.   List and purpose of all components monitored by the OBD system: …

Written description (general working principles) for: …

Positive-ignition engines

4.2.11.2.7.3.1.1.   Catalyst monitoring: …

4.2.11.2.7.3.1.2.   Misfire detection: …

4.2.11.2.7.3.1.3.   Oxygen sensor monitoring: …

4.2.11.2.7.3.1.4.   Other components monitored by the OBD system: …

Compression-ignition engines

4.2.11.2.7.3.2.1.   Catalyst monitoring: …

4.2.11.2.7.3.2.2.   Particulate trap monitoring: …

4.2.11.2.7.3.2.3.   Electronic fuelling system monitoring: …

4.2.11.2.7.3.2.4.   Other components monitored by the OBD system: …

4.2.11.2.7.4.   Criteria for MI activation (fixed number of driving cycles or statistical method): …

4.2.11.2.7.5.   List of all OBD output codes and formats used (with explanation of each): …

The following additional information must be provided by the vehicle manufacturer for the purposes of enabling the manufacture of OBD-compatible replacement or service parts and diagnostic tools and test equipment, unless such information is covered by intellectual property rights or constitutes specific know-how of the manufacturer or the OEM supplier(s).

4.2.11.2.7.6.1.   A description of the type and number of the pre-conditioning cycles used for the original type approval of the vehicle.

4.2.11.2.7.6.2.   A description of the type of the OBD demonstration cycle used for the original type-approval of the vehicle for the component monitored by the OBD system.

4.2.11.2.7.6.3.   A comprehensive document describing all sensed components with the strategy for fault detection and MI activation (fixed number of driving cycles or statistical method), including a list of relevant secondary sensed parameters for each component monitored by the OBD system. A list of all OBD output codes and format used (with an explanation of each) associated with individual emission related power-train components and individual non-emission related components, where monitoring of the component is used to determine MI activation. In particular, a comprehensive explanation for the data given in service $05 Test ID $21 to FF and the data given in service $06 must be provided. In the case of vehicle types that use a communication link in accordance with ISO 15765-4 ‘Road vehicles — Diagnostics on Controller Area Network (CAN) — Part 4: Requirements for emissions-related systems’, a comprehensive explanation for the data given in service $06 Test ID $00 to FF, for each OBD monitor ID supported, must be provided.

4.2.11.2.7.6.4.   The information required by this paragraph may, for example, be defined by completing a table as follows, which shall be attached to this annex:

|  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- |
| Component | Fault code | Monitoring strategy | Fault detection criteria | MI activation criteria | Secondary parameters | Preconditioning | Demonstration test |
| Catalyst | P0420 | Oxygen sensor 1 and 2 signals | Difference between sensor 1 and sensor 2 signals | 3rd cycle | Engine speed, engine load, A/F mode, catalyst temperature | Two Type I cycles | Type I |

LPG fuelling system: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.12.1.   Approval number: …

Electronic engine management control unit for LPG fuelling

4.2.12.2.1.   Make(s): …

4.2.12.2.2.   Type(s): …

4.2.12.2.3.   Emission-related adjustment possibilities: …

Further documentation: …

4.2.12.3.1.   Description of the safeguarding of the catalyst at switch-over from petrol to LPG or back: …

4.2.12.3.2.   System layout (electrical connections, vacuum connections, compensation hoses, etc.): …

4.2.12.3.3.   Drawing of the symbol: …

NG fuelling system: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.2.13.1.   Approval number: …

Electronic engine management control unit for NG fuelling

4.2.13.2.1.   Make(s): …

4.2.13.2.2.   Type(s): …

4.2.13.2.3.   Emission-related adjustment possibilities: …

Further documentation: …

4.2.13.3.1.   Description of the safeguarding of the catalyst at switch-over from petrol to NG or back: …

4.2.13.3.2.   System layout (electrical connections, vacuum connections, compensation hoses, etc.): …

4.2.13.3.3.   Drawing of the symbol: …

Hybrid Electric Vehicle: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.3.1.   Category of Hybrid Electric vehicle: Off Vehicle Charging/Not Off Vehicle Charging [(1)](#ntr1-L_2008119EN.01004801-E0001)

Operating mode switch: with/without [(1)](#ntr1-L_2008119EN.01004801-E0001)

Selectable modes

4.3.2.1.1.   Pure electric: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.3.2.1.2.   Pure fuel consuming: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.3.2.1.3.   Hybrid modes: yes/no [(1)](#ntr1-L_2008119EN.01004801-E0001)

(if yes, short description) …

Description of the energy storage device: (battery, capacitor, flywheel/generator …) …

4.3.3.1.   Make: …

4.3.3.2.   Type: …

4.3.3.3.   Identification number: …

4.3.3.4.   Kind of electrochemical couple: …

4.3.3.5.   Energy: (for battery: voltage and capacity Ah in 2 h, for capacitor: J, …) …

4.3.3.6.   Charger: on board/external/without [(1)](#ntr1-L_2008119EN.01004801-E0001)

Electric machines (describe each type of electric machine separately)

4.3.4.1.   Make: …

4.3.4.2.   Type: …

Primary use: traction motor/generator …

4.3.4.3.1.   When used as traction motor: monomotor/multimotors (number): …

4.3.4.4.   Maximum power: … kW

Working principle: …

4.3.4.5.1.   direct current/alternating current/number of phases: …

4.3.4.5.2.   separate excitation/series/compound [(1)](#ntr1-L_2008119EN.01004801-E0001)

4.3.4.5.3.   synchronous/asynchronous [(1)](#ntr1-L_2008119EN.01004801-E0001)

Control unit …

4.3.5.1.   Make: …

4.3.5.2.   Type: …

4.3.5.3.   Identificatio n number: …

Power controller …

4.3.6.1.   Make: …

4.3.6.2.   Type: …

4.3.6.3.   Identification number: …

4.3.7.   Vehicle electric range … km (according Annex 7 of Regulation No 101): …

4.3.8.   Manufacturer’s recommendation for preconditioning: …

5.   TRANSMISSION

Clutch (type): …

5.1.1.   Maximum torque conversion: …

Gearbox: …

5.2.1.   Type: …

5.2.2.   Location relative to the engine: …

5.2.3.   Method of control: …

5.3.   Gear ratios …

|  |  |  |  |
| --- | --- | --- | --- |
| Index | Gearbox ratios | Final drive ratios | Total ratios |
| Maximum for CVT[(\*1)](#ntr*1-L_2008119EN.01004801-E0005) |  |  |  |
| 1 |  |  |  |
| 2 |  |  |  |
| 3 |  |  |  |
| 4, 5, others |  |  |  |
| Minimum for CVT[(\*1)](#ntr*1-L_2008119EN.01004801-E0005) |  |  |  |
| Reverse |  |  |  |

Hybrid electric vehicle …

5.4.1.   Drawing of the hybrid powertrain system layout (engine/motor/transmission combination): …

5.4.2.   Description of the general hybrid powertrain working principle: …

6.   SUSPENSION

Tyres and wheels …

Tyre/wheel combination(s) (for tyres indicate size designation, minimum load-capacity index, minimum speed category symbol; for wheels, indicate rim size(s) and off-set(s): …

Axles …

6.1.1.1.1.   Axle 1: …

6.1.1.1.2.   Axle 2: …

6.1.1.1.3.   Axle 3: …

6.1.1.1.4.   Axle 4: … etc.

Upper and lower limit of rolling circumference: …

Axles …

6.1.2.1.1.   Axle 1: …

6.1.2.1.2.   Axle 2: …

6.1.2.1.3.   Axle 3: …

6.1.2.1.4.   Axle 4: … etc.

6.1.3.   Tyre pressure(s) recommended by the manufacturer: … kPa

7.   BODYWORK

7.1.   Number of seats: …

---

[(1)](#ntc1-L_2008119EN.01004801-E0001)  Strike out what does not apply.

[(2)](#ntc2-L_2008119EN.01004801-E0002)  This value shall be rounded-off to the nearest tenth of a millimetre.

[(3)](#ntc3-L_2008119EN.01004801-E0003)  This value shall be calculated with π = 3,1416 and rounded-off to the nearest cm3.

[(4)](#ntc4-L_2008119EN.01004801-E0004)  Specify the tolerance.

[(\*1)](#ntc*1-L_2008119EN.01004801-E0005)  CVT — Continuously variable transmission.

---

ANNEX 2

COMMUNICATION

![Image 5](data:image/jpg;base64,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)

[Text of image](javascript:void(0);)

[maximum format: A4 (210 × 297 mm)]

issued by:

Name of administration:

concerning: (2)

APPROVAL GRANTED

APPROVAL EXTENDED

APPROVAL REFUSED

APPROVAL WITHDRAWN

PRODUCTION DEFINITELY DISCONTINUED

of a vehicle type with regard to the emission of gaseous pollutants by the engine pursuant to Regulation No 83

Approval No

Extension No

1. Category of the vehicle type (M1, N1, etc.):

1.1. Hybrid electric vehicle: yes/no (2)

1.1.1. Category of Hybrid Electric vehicle:

Off Vehicle Charging/Not Off Vehicle Charging (2)

1.1.2. Operating mode switch: with/without (2)

2. Engine fuel requirements: petrol/diesel/LPG/CNG: (2)

3. Trade name or mark of the vehicle:

4. Vehicle type:

Engine type:

5. Manufacturer’s name and address:

6. If applicable, name and address of manufacturer’s representative:

7. Unladen mass of the vehicle:

7.1. Reference mass of the vehicle:

8. Maximum mass of the vehicle:

9. Number of seats (including the driver):

10. Transmission:

10.1. Manual or automatic or continuously variable transmission: (2) (3)

10.2. Number of gear ratios:

10.3. Transmission ratio of gearbox: (2)

First gear N/V:

Second gear N/V:

Third gear N/V:

Fourth gear N/V:

Fifth gear N/V:

Final drive ratio:

Range of tyre sizes:

Rolling circumference of tyres used for the Type I test:

Wheel drive: front, rear, 4 × 4: (2)

(1) Distinguishing number of the country which has granted/extended/refused/withdrawn the approval (see approval provisions in the Regulation).

(2) Strike out what does not apply.

(3) In the case of vehicles equipped with automatic-shift gearboxes, give all pertinent technical data.

![Image 6](data:image/jpg;base64,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)

[Text of image](javascript:void(0);)

11. Vehicle submitted for test on:

12. Technical service conducting approval tests:

13. Date of report issued by that service:

14. Number of report issued by that service:

15. Approval granted/refused/extended/withdrawn: (2)

16. Test results

16.1. Test Type I:

Pollutant in g/km

CO

HC (\*\*\*)

NOx

HC + NOx (\*)

Particulates (\*)

Measured

With factor Ki (\*\*)

With deterioration factor

(\*) For compression-ignition engined vehicles only.

(\*\*) For vehicles equipped with periodically regenerating systems as defined in paragraph 2.20. of this Regulation, the measured values must be multiplied by the factors Ki obtained from Annex 13.

(\*\*\*) For positive-ignition engined vehicles only.

16.1.1. In the case of vehicles fuelled with LPG or NG:

16.1.1.1. Repeat the table for all reference gases of LPG or NG, showing if results are measured or calculated. In the case of vehicles designed to run either on petrol or on LPG or NG: repeat for petrol and all reference gases of LPG or NG.

16.1.1.2. Approval number of the parent vehicle, if the vehicle is a member of a family:

16.1.1.3. Ratios ‘r’ of emission results for the family in the case of gaseous fuels for each pollutant:

16.1.2. In the case of externally chargeable (OVC) Hybrid Electric Vehicle:

16.1.2.1. Repeat the table for the both test conditions specified in paragraphs 3.1. and 3.2. of Annex 14.

16.1.2.2. Repeat the table for the weighted values determined according to paragraphs 3.1.4. or 3.2.4. of Annex 14.

16.2. Test Type II: (2)

CO: per cent at idling speed: min–1

(measured at the exhaust).

16.3. Test Type III: (2)

16.4. Test Type IV: (2) g/test

16.5. Test Type V: Durability

16.5.1. Type of durability test: 80 000 km/not applicable: (2)

16.5.2. Deterioration factors (DF): calculated/fixed (2)

Specify the values:

16.6. Test Type VI: (2)

CO (g/km)

HC (g/km)

Measured value

16.7. OBD test

16.7.1. Written description and/or drawing of the malfunction indicator (MI):

16.7.2. List and function of all components monitored by the OBD system:

(2) Strike out what does not apply.

![Image 7](data:image/jpg;base64,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)

[Text of image](javascript:void(0);)

16.7.3. Written description (general working principles) for:

16.7.3.1. Misfire detection:.

16.7.3.2. Catalyst monitoring:

16.7.3.3. Oxygen sensor monitoring:

16.7.3.4. Other components monitored by the OBD system:

16.7.3.5. Particulate trap monitoring:

16.7.3.6. Electronic fuelling system actuator monitoring:

16.7.3.7. Other components monitored by the OBD system:

16.7.4. Criteria for MI activation (fixed number of driving cycles or statistical method):

16.7.5. List of all OBD output codes and formats used (with explanation of each):

17. Emissions data required for roadworthiness testing

Test

CO value (per cent vol.)

Lambda (\*)

Engine speed (min –1)

Engine oil temperature (°C)

Low idle test

N/A

High idle test

(\*) Lambda formula: see paragraph 5.3.7.3. of this Regulation.

18. Make and type of catalytic converters (s) as listed in item 4.2.11.2.1. of Annex 1 to this Regulation.

19. Position of approval mark on vehicle:

20. Place:

21. Date:

22. Signature:

Appendix 1

OBD — Related information

As noted in item 4.2.11.2.7.6. of the information document in Annex 1 of this Regulation, the information in this appendix is provided by the vehicle manufacturer for the purposes of enabling the manufacture of OBD-compatible replacement or service parts and diagnostic tools and test equipment. Such information need not be supplied by the vehicle manufacturer if it is covered by intellectual property rights or constitutes specific know-how of the manufacturer or the OEM supplier(s).

Upon request, this appendix will be made available to any interested component, diagnostic tools or test equipment manufacturer, on a non-discriminatory basis.

|  |  |
| --- | --- |
| 1. | A description of the type and number of the pre-conditioning cycles used for the original type approval of the vehicle. |

|  |  |
| --- | --- |
| 2. | A description of the type of the OBD demonstration cycle used for the original type approval of the vehicle for the component monitored by the OBD system. |

|  |  |
| --- | --- |
| 3. | A comprehensive document describing all sensed components with the strategy for fault detection and MI activation (fixed number of driving cycles or statistical method), including a list of relevant secondary sensed parameters for each component monitored by the OBD system. A list of all OBD output codes and format used (with an explanation of each) associated with individual emission related power-train components and individual non-emission related components, where monitoring of the component is used to determine MI activation. In particular, a comprehensive explanation for the data given in service $05 Test ID $21 to FF and the data given in service $06 must be provided. In the case of vehicle types that use a communication link in accordance with ISO 15765-4 ‘Road vehicles — Diagnostics on Controller Area Network (CAN) — Part 4: Requirements for emissions-related systems’, a comprehensive explanation for the data given in service $06 Test ID $00 to FF, for each OBD monitor ID supported, must be provided. |

This information may be defined in the form of a table, as follows:

|  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- |
| Component | Fault code | Monitoring strategy | Fault detection criteria | MI activation criteria | Secondary parameters | Preconditioning | Demonstration test |
| Catalyst | P0420 | Oxygen sensor 1 and 2 signals | Difference between sensor 1 and sensor 2 signals | 3rd cycle | Engine speed, engine load, A/F mode, catalyst temperature | Two Type I cycles | Type I |

---

ANNEX 3

ARRANGEMENTS OF THE APPROVAL MARK

Approval B (Row A)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with petrol (unleaded) or with unleaded petrol and either LPG or NG.

![Image 8](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row A (2000) of the table in paragraph 5.3.1.4. of this Regulation.

Approval B, (Row B)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with petrol (unleaded) or with either unleaded petrol or LPG or NG.

![Image 9](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row B (2005) of the table in paragraph 5.3.1.4. of this Regulation.

Approval C (Row A)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with diesel fuel.

![Image 10](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row A (2000) of the table in paragraph 5.3.1.4. of this Regulation.

Approval C (Row B)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with diesel fuel.

![Image 11](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row B (2005) of the table in paragraph 5.3.1.4. of this Regulation.

Approval D, (Row A)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with LPG or NG.

![Image 12](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row A (2000) of the table in paragraph 5.3.1.4. of this Regulation.

Approval D, (Row B)
 [(1)](#ntr1-L_2008119EN.01006301-E0001) — Vehicles approved to the emission levels of gaseous pollutants required for feeding the engine with LPG or NG.

![Image 13](data:image/jpg;base64,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)

a = 8 mm min.

The above approval mark affixed to a vehicle in conformity with paragraph 4. of this Regulation shows that the vehicle type concerned has been approved in the United Kingdom (E11), pursuant to Regulation No. 83 under approval number 052439. This approval indicates that the approval was given in accordance with the requirements of Regulation No. 83 with the 05 series of amendments incorporated and satisfying the limits for the Type I test detailed in Row B (2005) of the table in paragraph 5.3.1.4. of this Regulation.

---

[(1)](#ntc1-L_2008119EN.01006301-E0001)  See paras. 2.19. and 5.3.1.4. of this Regulation.

---

ANNEX 4

TYPE I TEST

(Verifying exhaust emissions after a cold start)

1.   INTRODUCTION

This annex describes the procedure for the Type I test defined in paragraph 5.3.1. of this Regulation. When the reference fuel to be used is LPG or NG, the provisions of Annex 12 shall apply additionally.

When the vehicle is equipped with a periodically regenerating system as defined in paragraph 2.20., the provisions of Annex 13 shall apply.

2.   OPERATING CYCLE ON THE CHASSIS DYNAMOMETER

2.1.   Description of the cycle

The operating cycle on the chassis dynamometer shall be that indicated in the Appendix 1 to this annex.

2.2.   General conditions under which the cycle is carried out

Preliminary testing cycles should be carried out if necessary to determine how best to actuate the accelerator and brake controls so as to achieve a cycle approximating to the theoretical cycle within the prescribed limits.

2.3.   Use of the gearbox

2.3.1.   If the maximum speed which can be attained in first gear is below 15 km/h, the second, third and fourth gears shall be used for the urban cycle (Part One) and the second, third, fourth and fifth gears for the extra-urban cycle (Part Two). The second, third and fourth gears may also be used for the urban cycle (Part One) and the second, third, fourth and fifth gears for the extra-urban cycle (Part Two) when the manufacturer's instructions recommend starting in second gear on level ground, or when first gear is therein defined as a gear reserved for cross-country driving, crawling or towing.

Vehicles which do not attain the acceleration and maximum speed values required in the operating cycle shall be operated with the accelerator control fully depressed until they once again reach the required operating curve. Deviations from the operating cycle shall be recorded in the test report.

2.3.2.   Vehicles equipped with semi-automatic-shift gearboxes shall be tested by using the gears normally employed for driving, and the gear shift is used in accordance with the manufacturer's instructions.

2.3.3.   Vehicles equipped with automatic-shift gearboxes shall be tested with the highest gear (‘Drive’) engaged. The accelerator shall be used in such a way as to obtain the steadiest acceleration possible, enabling the various gears to be engaged in the normal order. Furthermore, the gear-change points shown in Appendix 1 to this annex shall not apply; acceleration shall continue throughout the period represented by the straight line connecting the end of each period of idling with the beginning of the next following period of steady speed. The tolerances given in paragraph 2.4. below shall apply.

2.3.4.   Vehicles equipped with an overdrive which the driver can actuate shall be tested with the overdrive out of action for the urban cycle (Part One) and with the overdrive in action for the extra-urban cycle (Part Two).

2.3.5.   At the request of the manufacturer, for a vehicle type where the idle speed of the engine is higher than the engine speed that would occur during operations 5, 12 and 24 of the elementary urban cycle (Part One), the clutch may be disengaged during the previous operation.

2.4.   Tolerances

2.4.1.   A tolerance of ±2 km/h shall be allowed between the indicated speed and the theoretical speed during acceleration, during steady speed, and during deceleration when the vehicle's brakes are used. If the vehicle decelerates more rapidly without the use of the brakes, only the provisions of paragraph 6.5.3. below shall apply. Speed tolerances greater than those prescribed shall be accepted during phase changes provided that the tolerances are never exceeded for more than 0,5 s on any one occasion.

2.4.2.   The time tolerances shall be ±1,0 s. The above tolerances shall apply equally at the beginning and at the end of each gear-changing period [(1)](#ntr1-L_2008119EN.01006501-E0001)

2.4.3.   The speed and time tolerances shall be combined as indicated in Appendix 1 to this annex.

3.   VEHICLE AND FUEL

3.1.   Test vehicle

3.1.1.   The vehicle shall be presented in good mechanical condition. It shall have been run-in and driven at least 3 000 km before the test.

3.1.2.   The exhaust device shall not exhibit any leak likely to reduce the quantity of gas collected, which quantity shall be that emerging from the engine.

3.1.3.   The tightness of the intake system may be checked to ensure that carburation is not affected by an accidental intake of air.

3.1.4.   The settings of the engine and of the vehicle's controls shall be those prescribed by the manufacturer. This requirement also applies, in particular, to the settings for idling (rotation speed and carbon monoxide content of the exhaust gases), for the cold start device and for the exhaust gas cleaning system.

3.1.5.   The vehicle to be tested, or an equivalent vehicle, shall be fitted, if necessary, with a device to permit the measurement of the characteristic parameters necessary for chassis dynamometer setting, in conformity with paragraph 4.1.1. of this annex.

3.1.6.   The technical service responsible for the tests may verify that the vehicle's performance conforms to that stated by the manufacturer, that it can be used for normal driving and, more particularly, that it is capable of starting when cold and when hot.

3.2.   Fuel

When testing a vehicle against the emission limit values given in row A of the table in paragraph 5.3.1.4. of this Regulation, the appropriate reference fuel must comply with the specifications given in paragraph 1. of Annex 10 or, in the case of gaseous reference fuels, either paragraph 1.1.1. or paragraph 1.2. of Annex 10a.

When testing a vehicle against the emission limit values given in row B of the table in paragraph 5.3.1.4. of this Regulation, the appropriate reference fuel must comply with the specifications given in paragraph 2. of Annex 10 or, in the case of gaseous reference fuels, either paragraph 1.1.2. or paragraph 1.2. of Annex 10a.

3.2.1.   Vehicles that are fuelled either with petrol or with LPG or NG shall be tested according to Annex 12 with the appropriate reference fuel(s) as defined in Annex 10a.

4.   TEST EQUIPMENT

4.1.   Chassis dynamometer

4.1.1.   The dynamometer shall be capable of simulating road load within one of the following classifications:

dynamometer with fixed load curve, i.e. a dynamometer whose physical characteristics provide a fixed load curve shape,

dynamometer with adjustable load curve, i.e. a dynamometer with at least two road load parameters that can be adjusted to shape the load curve.

4.1.2.   The setting of the dynamometer shall not be affected by the lapse of time. It shall not produce any vibrations perceptible to the vehicle and likely to impair the vehicle's normal operations.

4.1.3.   It shall be equipped with means to simulate inertia and load. These simulators are connected to the front roller in the case of a two-roller dynamometer.

Accuracy

4.1.4.1.   It shall be possible to measure and read the indicated load to an accuracy of ±5 per cent.

4.1.4.2.   In the case of a dynamometer with a fixed load curve, the accuracy of the load setting at 80 km/h shall be ±5 per cent. In the case of a dynamometer with adjustable load curve, the accuracy of matching dynamometer load to road load shall be ±5 per cent at 120, 100, 80, 60, and 40 km/h and ±10 per cent at 20 km/h. Below this, dynamometer absorption shall be positive.

4.1.4.3.   The total inertia of the rotating parts (including the simulated inertia where applicable) shall be known and shall be within ±20 kg of the inertia class for the test.

4.1.4.4.   The speed of the vehicle shall be measured by the speed of rotation of the roller (the front roller in the case of a two-roller dynamometer). It shall be measured with an accuracy of ±1 km/h at speeds above 10 km/h.

4.1.4.5.   The distance actually driven by the vehicle shall be measured by the movement of rotation of the roller (the front roller in the case of a two-roller dynamometer).

Load and inertia setting

4.1.5.1.   Dynamometer with fixed load curve: the load simulator shall be adjusted to absorb the power exerted on the driving wheels at a steady speed of 80 km/h and the absorbed power at 50 km/h shall be noted. The means by which this load is determined and set are described in Appendix 3 to this annex.

4.1.5.2.   Dynamometer with adjustable load curve: the load simulator shall be adjusted in order to absorb the power exerted on the driving wheels at steady speeds of 120, 100, 80, 60 and 40 and 20 km/h. The means by which these loads are determined and set are described in Appendix 3 to this annex.

4.1.5.3.   Inertia

Dynamometers with electric inertia simulation shall be demonstrated to be equivalent to mechanical inertia systems. The means by which equivalence is established are described in Appendix 4 to this annex.

4.2.   Exhaust gas-sampling system

4.2.1.   The exhaust gas sampling system shall be able to measure the actual quantities of pollutants emitted in the exhaust gases to be measured. The system that shall be used is the constant volume sampler (CVS) system. This requires that the vehicle exhaust be continuously diluted with ambient air under controlled conditions. In the constant volume sampler concept of measuring mass emissions, two conditions shall be satisfied, the total volume of the mixture of exhaust and dilution air shall be measured and a continuously proportional sample of the volume shall be collected for analysis. The quantities of pollutants are determined from the sample concentrations, corrected for the pollutant content of the ambient air and the totalised flow over the test period.

The particulate pollutant emission level is determined by using suitable filters to collect the particulates from a proportional part flow throughout the test and determining the quantity thereof gravimetrically in accordance with paragraph 4.3.1.1.

4.2.2.   The flow through the system shall be sufficient to eliminate water condensation at all conditions which may occur during a test, as defined in Appendix 5 to this annex.

4.2.3.   Appendix 5 gives examples of three types of constant volume sampler system which satisfy the requirements of this annex.

4.2.4.   The gas and air mixture shall be homogeneous at point S2 of the sampling probe.

4.2.5.   The probe shall extract a true sample of the diluted exhaust gases.

4.2.6.   The system shall be free of gas leaks. The design and materials shall be such that the system does not influence the pollutant concentration in the diluted exhaust gas. Should any component (heat exchanger, blower, etc.) change the concentration of any pollutant gas in the diluted gas, the sampling for that pollutant shall be carried out before that component if the problem cannot be corrected.

4.2.7.   If the vehicle being tested is equipped with an exhaust pipe comprising several branches, the connecting tubes shall be connected as near as possible to the vehicle without adversely affecting his operation.

4.2.8.   Static pressure variations at the exhaust(s) of the vehicle shall remain within ±1,25 kPa of the static pressure variations measured during the dynamometer driving cycle and with no connection to the exhaust(s). Sampling systems capable of maintaining the static pressure to within ±0,25 kPa are used if a written request from a manufacturer to the administration granting the approval substantiates the need for the closer tolerance. The back-pressure shall be measured in the exhaust pipe as near as possible to its end or in an extension having the same diameter.

4.2.9.   The various valves used to direct the exhaust gases shall be of a quick-adjustment, quick-acting type.

4.2.10.   The gas samples are collected in sample bags of adequate capacity. These bags shall be made of such materials as will not change the pollutant gas by more than ±2 per cent after 20 minutes of storage.

4.3.   Analytical equipment

Provisions

4.3.1.1.   Pollutant gases shall be analysed with the following instruments:

Carbon monoxide (CO) and carbon dioxide (CO2) analysis:

Analysers shall be of the non-dispersive infra-red (NDIR) absorption type.

Hydrocarbons (HC) analysis — spark-ignition engines:

The analyser shall be of the flame ionisation (FID) type calibrated with propane gas expressed equivalent to carbon atoms (C1).

Hydrocarbons (HC) analysis — compression-ignition engines:

The analyser shall be of the flame ionisation type with detector, valves, pipework, etc., heated to 463 K (190 °C) ± 10 K (HFID). It shall be calibrated with propane gas expressed equivalent to carbon atoms (C1).

Nitrogen oxide (NOx) analysis:

The analyser shall be either of the chemi-luminescent (CLA) or of the non-dispersive ultra-violet resonance absorption (NDUVR) type, both with an NOx-NO converter.

Particulates — Gravimetric determination of the particulates collected:

These particulates shall in each case be collected by two series-mounted filters in the sample gas flow. The quantity of particulates collected by each pair of filters shall be as follows:

![Formula](data:image/jpg;base64,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)
 → 
![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| Vep | : | flow through filters; |
| Vmix | : | flow through tunnel; |
| M | : | particulate mass (g/km); |
| Mlimit | : | limit mass of particulates (limit mass in force, g/km); |
| m | : | mass of particulates collected by filters (g); |
| d | : | distance corresponding to the operating cycle (km). |

The particulates sample rate (Vep/Vmix) shall be adjusted so that for M = Mlimit, 1 ≤ m ≤ 5 mg (when 47 mm diameter filters are used).

The filter surface shall consist of a material that is hydrophobic and inert towards the components of the exhaust gas (fluorocarbon coated glass fibre filters or equivalent).

4.3.1.2.   Accuracy

The analysers shall have a measuring range compatible with the accuracy required to measure the concentrations of the exhaust gas sample pollutants.

Measurement error shall not exceed ±2 per cent (intrinsic error of analyser) disregarding the true value for the calibration gases.

For concentrations of less than 100 ppm the measurement error shall not exceed ±2 ppm.

The ambient air sample shall be measured on the same analyser with an appropriate range.

The microgram balance used to determine the weight of all filters shall have accuracy of 5 μg (standard deviation) and readability of 1 μg.

4.3.1.3.   Ice-trap

No gas drying device shall be used before the analysers unless shown to have no effect on the pollutant content of the gas stream.

4.3.2.   Particular requirements for compression-ignition engines

A heated sample line for a continuous HC-analysis with the flame ionisation detector (HFID), including recorder (R) shall be used. The average concentration of the measured hydrocarbons shall be determined by integration. Throughout the test, the temperature of the heated sample line shall be controlled at 463 K (190 °C) ±10 K. The heated sampling line shall be fitted with a heated filter (FH) 99 per cent efficient with particles ≥ 0,3 μm, to extract any solid particles from the continuous flow of gas required for analysis.

The sampling system response time (from the probe to the analyser inlet) shall be no more than four seconds.

The HFID shall be used with a constant flow (heat exchanger) system to ensure a representative sample, unless compensation for varying CFV or CFO flow is made.

The particulate sampling unit shall consist of a dilution tunnel, a sampling probe, a filter unit, a partial-flow pump, and flow rate regulators and measuring units. The particulate-sampling part flow is drawn through two series-mounted filters. The sampling probe for the test gas flow for particulates shall be so arranged within the dilution tract that a representative sample gas flow can be taken from the homogeneous air/exhaust mixture and an air/exhaust gas mixture temperature of 325 K (52 °C) is not exceeded immediately before the particulate filter. The temperature of the gas flow in the flow metre may not fluctuate by more than ±3 K, nor may the mass flow rate fluctuate by more than ±5 per cent. Should the volume of flow change unacceptably as a result of excessive filter loading, the test shall be stopped. When it is repeated, the rate of flow shall be decreased and/or a larger filter used. The filters shall be removed from the chamber no earlier than an hour before the test begins.

The necessary particle filters shall be conditioned (as regards temperature and humidity) in an open dish which has been protected against dust ingress for at least 8 and for not more than 56 hours before the test in an air-conditioned chamber. After this conditioning the uncontaminated filters will be weighed and stored until they are used. If the filters are not used within one hour of their removal from the weighing chamber they shall be re-weighed.

The one-hour limit may be replaced by an eight-hour limit if one or both of the following conditions are met;

|  |  |
| --- | --- |
| — | a stabilised filter is placed and kept in a sealed filter holder assembly with the ends plugged, or; |

|  |  |
| --- | --- |
| — | a stabilised filter is placed in a sealed filter holder assembly which is then immediately placed in a sample line through which there is no flow. |

4.3.3.   Calibration

Each analyser shall be calibrated as often as necessary and in any case in the month before type approval testing and at least once every six months for verifying conformity of production.

The calibration method to be used is described in Appendix 6 to this annex for the analysers referred to in paragraph 4.3.1. above.

4.4.   Volume measurement

4.4.1.   The method of measuring total dilute exhaust volume incorporated in the constant volume sampler shall be such that measurement is accurate to ±2 per cent.

4.4.2.   Constant volume sampler calibration

The constant volume sampler system volume measurement device shall be calibrated by a method sufficient to ensure the prescribed accuracy and at a frequency sufficient to maintain such accuracy.

An example of a calibration procedure which will give the required accuracy is given in Appendix 6 to this annex. The method shall utilise a flow metering device which is dynamic and suitable for the high flow-rate encountered in constant volume sampler testing. The device shall be of certified accuracy traceable to an approved national or international standard.

4.5.   Gases

4.5.1.   Pure gases

The following pure gases shall be available, if necessary, for calibration and operation:

|  |  |
| --- | --- |
|  | purified nitrogen:  (purity: ±1 ppm C, ±1 ppm CO, ± 400 ppm CO2, ±0,1 ppm NO); |

|  |  |
| --- | --- |
|  | purified synthetic air:  (purity: ±1 ppm C, ±1 ppm CO, ± 400 ppm CO2, ±0,1 ppm NO); oxygen content between 18 and 21 per cent volume; |

|  |  |
| --- | --- |
|  | purified oxygen: (purity > 99,5 per cent vol. O2); |

|  |  |
| --- | --- |
|  | purified hydrogen (and mixture containing helium):  (purity ±1 ppm C, ± 400 ppm CO2). |

|  |  |
| --- | --- |
|  | carbon monoxide: (minimum purity 99,5 per cent) |

|  |  |
| --- | --- |
|  | propane: (minimum purity 99,5 per cent). |

4.5.2.   Calibration and span gases

Mixtures of gases having the following chemical compositions shall be available:

|  |  |
| --- | --- |
|  | C8 H8 and purified synthetic air (see paragraph 4.5.1. of this annex); |

|  |  |
| --- | --- |
|  | CO and purified nitrogen; |

|  |  |
| --- | --- |
|  | CO2 and purified nitrogen; |

|  |  |
| --- | --- |
|  | NO and purified nitrogen. (The amount of NO2 contained in this calibration gas shall not exceed 5 per cent of the NO content.) |

The true concentration of a calibration gas shall be within ±2 per cent of the stated figure.

The concentrations specified in Appendix 6 to this annex may also be obtained by means of a gas divider, diluting with purified N2 or with purified synthetic air. The accuracy of the mixing device shall be such that the concentrations of the diluted calibration gases may be determined to within ±2 per cent.

4.6.   Additional equipment

4.6.1.   Temperatures

The temperatures indicated in Appendix 8 shall be measured with an accuracy of ±1,5 K.

4.6.2.   Pressure

The atmospheric pressure shall be measurable to within ±0,1 kPa.

4.6.3.   Absolute humidity

The absolute humidity (H) shall be measurable to within ±5 per cent.

4.7.   The exhaust gas-sampling system shall be verified by the method described in paragraph 3. of Appendix 7 to this annex. The maximum permissible deviation between the quantity of gas introduced and the quantity of gas measured is 5 per cent.

5.   PREPARING THE TEST

5.1.   Adjustment of inertia simulators to the vehicle's translatory inertias

An inertia simulator shall be used enabling a total inertia of the rotating masses to be obtained proportional to the reference mass within the following limits:

|  |  |
| --- | --- |
| Reference mass of vehicle RW (kg) | Equivalent inertia I (kg) |
| RW ≤ 480 | 455 |
| 480 < RW ≤ 540 | 510 |
| 540 < RW ≤ 595 | 570 |
| 595 < RW ≤ 650 | 625 |
| 650 < RW ≤ 710 | 680 |
| 710 < RW ≤ 765 | 740 |
| 765 < RW ≤ 850 | 800 |
| 850 < RW ≤ 965 | 910 |
| 965 < RW ≤ 1 080 | 1 020 |
| 1 080 < RW ≤ 1 190 | 1 130 |
| 1 190 < RW ≤ 1 305 | 1 250 |
| 1 305 < RW ≤ 1 420 | 1 360 |
| 1 420 < RW ≤ 1 530 | 1 470 |
| 1 530 < RW ≤ 1 640 | 1 590 |
| 1 640 < RW ≤ 1 760 | 1 700 |
| 1 760 < RW ≤ 1 870 | 1 810 |
| 1 870 < RW ≤ 1 980 | 1 930 |
| 1 980 < RW ≤ 2 100 | 2 040 |
| 2 100 < RW ≤ 2 210 | 2 150 |
| 2 210 < RW ≤ 2 380 | 2 270 |
| 2 380 < RW ≤ 2 610 | 2 270 |
| 2 610 < RW | 2 270 |

If the corresponding equivalent inertia is not available on the dynamometer, the larger value closest to the vehicle reference mass will be used.

5.2.   Setting of dynamometer

The load shall be adjusted according to methods described in paragraph 4.1.5. above.

The method used and the values obtained (equivalent inertia — characteristic adjustment parameter) shall be recorded in the test report.

5.3.   Conditioning of vehicle

For compression-ignition engined vehicles for the purpose of measuring particulates, at most 36 hours and at least 6 hours before testing, the Part Two cycle described in Appendix 1 to this annex shall be used. Three consecutive cycles shall be driven. The dynamometer setting shall be indicated in paragraphs 5.1. and 5.2. above.

At the request of the manufacturer, vehicles fitted with positive-ignition engines may be preconditioned with one Part One and two Part Two driving cycles.

After this preconditioning, specific for compression-ignition engines, and before testing, compression-ignition and positive-ignition engined vehicles shall be kept in a room in which the temperature remains relatively constant between 293 and 303 K (20 and 30 °C). This conditioning shall be carried out for at least six hours and continue until the engine oil temperature and coolant, if any, are within ±2 K of the temperature of the room.

5.3.1.1.   If the manufacturer so requests, the test shall be carried out not later than 30 hours after the vehicle has been run at its normal temperature.

5.3.1.2.   For positive-ignition engined vehicles fuelled with LPG or NG or so equipped that they can be fuelled with either petrol or LPG or NG, between the tests on the first gaseous reference fuel and the second gaseous reference fuel, the vehicle shall be preconditioned before the test on the second reference fuel. This preconditioning is done on the second reference fuel by driving a preconditioning cycle consisting of one Part One (urban part) and two times Part Two (extra-urban part) of the test cycle described in Appendix 1 to this annex. On the manufacturer's request and with the agreement of the technical service this preconditioning may be extended. The dynamometer setting shall be the one indicated in paragraphs 5.1. and 5.2. of this annex.

5.3.2.   The tyre pressures shall be the same as that specified by the manufacturer and used for the preliminary road test for brake adjustment. The tyre pressure may be increased by up to 50 per cent from the manufacturer's recommended setting in the case of a two-roller dynamometer. The actual pressure used shall be recorded in the test report.

6.   PROCEDURE FOR BENCH TESTS

6.1.   Special conditions for carrying out the cycle

6.1.1.   During the test, the test cell temperature must be between 293 K and 303 K (20° and 30° C). The absolute humidity (H) of either the air in the test cell or the intake air of the engine shall be such that:

|  |  |
| --- | --- |
| 5,5 ≤ H ≤ 12,2 | (g H2O/kg dry air) |

6.1.2.   The vehicle shall be approximately horizontal during the test so as to avoid any abnormal distribution of the fuel.

6.1.3.   A current of air of variable speed shall be blown over the vehicle. The blower speed shall be such that, within the operating range of 10 km/h to at least 50 km/h, the linear velocity of the air at the blower outlet is within ±5 km/h of the corresponding roller speed. The final selection of the blower shall have the following characteristics:

|  |  |
| --- | --- |
| — | Area: at least 0,2 m2; |

|  |  |
| --- | --- |
| — | Height of the lower edge above ground: approximately 20 cm; |

|  |  |
| --- | --- |
| — | Distance from the front of the vehicle: approximately 30 cm. |

s an alternative the blower speed shall be fixed at an air speed of at least 6 m/s (21,6 km/h).

For special vehicles (e. g. vans, off-road), the height of the cooling fan can also be modified at the request of the manufacturer.

6.1.4.   During the test the speed is recorded against time or collected by the data-acquisition system so that the correctness of the cycles performed can be assessed.

6.2.   Starting-up the engine

6.2.1.   The engine shall be started up by means of the devices provided for this purpose according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles.

6.2.2.   The first cycle starts on the initiation of the engine start-up procedure.

6.2.3.   In the case of the use of LPG or NG as a fuel it is permissible that the engine is started on petrol and switched to LPG or NG after a predetermined period of time which cannot be changed by the driver.

6.3.   Idling

6.3.1.   Manual-shift or semi-automatic gearbox, see Appendix 1 to this annex, tables 1.2 and 1.3.

6.3.2.   Automatic-shift gearbox

After initial engagement the selector shall not be operated at any time during the test except in the case specified in paragraph 6.4.3. below or if the selector can actuate the overdrive, if any.

6.4.   Accelerations

6.4.1.   Accelerations shall be so performed that the rate of acceleration is as constant as possible throughout the operation.

6.4.2.   If an acceleration cannot be carried out in the prescribed time, the extra time required shall be deducted from the time allowed for changing gear, if possible, but otherwise from the subsequent steady-speed period.

6.4.3.   Automatic-shift gearboxes

If an acceleration cannot be carried out in the prescribed time, the gear selector shall operate in accordance with requirements for manual-shift gearboxes.

6.5.   Decelerations

6.5.1.   All decelerations of the elementary urban cycle (Part One) shall be effected by removing the foot completely from the accelerator, the clutch remaining engaged. The clutch shall be disengaged, without use of the gear lever, at the higher of the following speeds: 10 km/h or the speed corresponding to the engine idle speed.

All decelerations of the extra-urban cycle (Part Two) shall be effected by removing the foot completely from the accelerator, the clutch remaining engaged. The clutch shall be disengaged, without use of the gear lever, at a speed of 50 km/h for the last deceleration.

6.5.2.   If the period of deceleration is longer than that prescribed for the corresponding phase, the vehicle's brakes shall be used to enable the timing of the cycle to be complied with.

6.5.3.   If the period of deceleration is shorter than that prescribed for the corresponding phase, the timing of the theoretical cycle shall be restored by constant speed or idling period merging into the following operation.

6.5.4.   At the end of the deceleration period (halt of the vehicle on the rollers) of the elementary urban cycle (Part One) the gears shall be placed in neutral and the clutch engaged.

6.6.   Steady speeds

6.6.1.   
‘Pumping’ or the closing of the throttle shall be avoided when passing from acceleration to the following steady speed.

6.6.2.   Periods of constant speed shall be achieved by keeping the accelerator position fixed.

7.   PROCEDURE FOR SAMPLING AND ANALYSIS

7.1.   Sampling

Sampling shall begin (BS) before or at the initiation of the engine start up procedure and end on conclusion of the final idling period in the extra-urban cycle (Part Two, end of sampling (ES) or, in the case of test Type VI, on conclusion of the final idling period of the last elementary urban cycle (Part One).

7.2.   Analysis

7.2.1.   The exhaust gases contained in the bag shall be analysed as soon as possible and in any event not later than 20 minutes after the end of the test cycle. The spent particulate filters shall be taken to the chamber no later than one hour after conclusion of the test on the exhaust gases and shall there be conditioned for between 2 and 36 hours and then be weighed.

7.2.2.   Prior to each sample analysis, the analyser range to be used for each pollutant shall be set to zero with the appropriate zero gas.

7.2.3.   The analysers shall then be set to the calibration curves by means of span gases of nominal concentrations of 70 to 100 per cent of the range.

7.2.4.   The analysers’ zeros shall then be rechecked. If the reading differs by more than 2 per cent of the range from that set in paragraph 7.2.2. above, the procedure shall be repeated.

7.2.5.   The samples shall then be analysed.

7.2.6.   After the analysis, zero and span points shall be rechecked using the same gases. If these rechecks are within ±2 per cent of those in paragraph 7.2.3. above, the analysis shall be considered acceptable.

7.2.7.   At all points in this paragraph, the flow-rates and pressures of the various gases shall be the same as those used during calibration of the analysers.

7.2.8.   The figure adopted for the content of the gases in each of the pollutants measured shall be that read off after stabilisation of the measuring device. Hydrocarbon mass emissions of compression-ignition engines shall be calculated from the integrated HFID reading, corrected for varying flow if necessary, as shown in Appendix 5 to this annex.

8.   DETERMINATION OF THE QUANTITY OF GASEOUS AND PARTICULATE POLLUTANTS EMITTED

8.1.   The volume considered

The volume to be considered shall be corrected to conform to the conditions of 101,33 kPa and 273,2 K.

8.2.   Total mass of gaseous and particulate pollutants emitted

The mass M of each pollutant emitted by the vehicle during the test shall be determined by obtaining the product of the volumetric concentration and the volume of the gas in question, with due regard for the following densities under above-mentioned reference conditions:

|  |  |
| --- | --- |
| In the case of carbon monoxide (CO): | d = 1,25 g/l |
| In the case of hydrocarbons: |  |
| |  |  | | --- | --- | | — | for petrol (CH1,85) | | d = 0,619 g/l |
| |  |  | | --- | --- | | — | for diesel (CH1,86) | | d = 0,619 g/l |
| |  |  | | --- | --- | | — | for LPG (CH2,525) | | d = 0,649 g/l |
| |  |  | | --- | --- | | — | or NG (CH4) | | d = 0,714 g/l |
| In the case of nitrogen oxides (NOx): | d = 2,05 g/l |

The mass m of particulate pollutant emissions from the vehicle during the test shall be defined by weighing the mass of particulates collected by the two filters, m1 by the first filter, m2 by the second filter:

|  |  |  |  |
| --- | --- | --- | --- |
| |  |  | | --- | --- | | — | if 0,95 (m1 + m2) ≤ m1, | | m = m1, |
| |  |  | | --- | --- | | — | if 0,95 (m1 + m2) > m1, | | m = m1 + m2, |
| |  |  | | --- | --- | | — | if m2 > m1, | | the test is cancelled. |

Appendix 8 to this annex gives calculations, followed by examples, used to determine the mass emissions of gaseous and particulate pollutants.

---

[(1)](#ntc1-L_2008119EN.01006501-E0001)  It should be noted that the time of two seconds allowed includes the time for changing gear and, if necessary, a certain amount of latitude to catch up with the cycle.

Appendix 1

Breakdown of the operating cycle used for the Type I test

1.   OPERATING CYCLE

The operating cycle, made up of a Part One (urban cycle) and Part Two (extra-urban cycle), is illustrated in Figure 1/1.

2.   ELEMENTARY URBAN CYCLE (Part One)

(See figure 1/2 and table 1.2.)

2.1.   Breakdown by phases:

|  |  |  |  |
| --- | --- | --- | --- |
|  | Time (s) | per cent | |
| Idling | 60 | 30,8 | 35,4 |
| Idling, vehicle moving, clutch engaged on one combination | 9 | 4,6 | |
| Gear-changing | 8 | 4,1 | |
| Accelerations | 36 | 18,5 | |
| Steady-speed periods | 57 | 29,2 | |
| Decelerations | 25 | 12,8 | |
|  | 195 | 100 | |

2.2.   Breakdown by use of gears

|  |  |  |  |
| --- | --- | --- | --- |
|  | Time (s) | per cent | |
| Idling | 60 | 30,8 | 35,4 |
| Idling, vehicle moving, clutch engaged on one combination | 9 | 4,6 | |
| Gear-changing | 8 | 4,1 | |
| First gear | 24 | 12,3 | |
| Second gear | 53 | 27,2 | |
| Third gear | 41 | 21 | |
|  | 195 | 100 | |

General information:

|  |  |
| --- | --- |
| Average speed during test: | 19 km/h |
| Effective running time: | 195 s |
| Theoretical distance covered per cycle: | 1 013 km |
| Equivalent distance for the four cycles: | 4 052 km |

Figure 1/1

Operating cycle for the Type I test

![Image 14](data:image/jpg;base64,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)

Speed (km/h)

Part One

Part Two

Elementary urban cycle

BS

ES

Time (s)

BS: Beginning of sampling, engine start

ES: End of sampling

Table 1.2

Elementary urban operating cycle on the chassis dynamometer (Part One)

|  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
| No of operation | Operation | Phase | Acceleration (m/s2) | Speed (km/h) | Duration of each | | Cumulative time (s) | Gear to be used in the case of a manual gearbox |
| Operation (s) | Phase (s) |
| 1 | Idling | 1 |  |  | 11 | 11 | 11 | 6 s PM + 5 s K1 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 2 | Acceleration | 2 | 1,04 | 0-15 | 4 | 4 | 15 | 1 |
| 3 | Steady speed | 3 |  | 15 | 9 | 8 | 23 | 1 |
| 4 | Deceleration | 4 | –0,69 | 15-10 | 2 | 5 | 25 | 1 |
| 5 | Deceleration, clutch disengaged |  | –0,92 | 10-0 | 3 |  | 28 | K1 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 6 | Idling | 5 |  |  | 21 | 21 | 49 | 16 s PM + 5 s K1 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 7 | Acceleration | 6 | 0,83 | 0-15 | 5 | 12 | 54 | 1 |
| 8 | Gear change |  |  |  | 2 |  | 56 |  |
| 9 | Acceleration |  | 0,94 | 15-32 | 5 |  | 61 | 2 |
| 10 | Steady speed | 7 |  | 32 | 24 | 24 | 85 | 2 |
| 11 | Deceleration | 8 | –0,75 | 32-10 | 8 | 11 | 93 | 2 |
| 12 | Deceleration, clutch disengaged |  | –0,92 | 10-0 | 3 |  | 96 | K 2 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 13 | Idling | 9 | 0-15 | 0-15 | 21 |  | 117 | 16 s PM + 5 s K1 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 14 | Acceleration | 10 |  |  | 5 | 26 | 122 | 1 |
| 15 | Gear change |  |  |  | 2 |  | 124 |  |
| 16 | Acceleration |  | 0,62 | 15-35 | 9 |  | 133 | 2 |
| 17 | Gear change |  |  |  | 2 |  | 135 |  |
| 18 | Acceleration |  | 0,52 | 35-50 | 8 |  | 143 | 3 |
| 19 | Steady speed | 11 |  | 50 | 12 | 12 | 155 | 3 |
| 20 | Deceleration | 12 | –0,52 | 50-35 | 8 | 8 | 163 | 3 |
| 21 | Steady speed | 13 |  | 35 | 13 | 13 | 176 | 3 |
| 22 | Gear change | 14 |  |  | 2 | 12 | 178 |  |
| 23 | Deceleration |  | –0,99 | 35-10 | 7 |  | 185 | 2 |
| 24 | Deceleration clutch disengaged |  | –0,92 | 10-0 | 3 |  | 188 | K2 [(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |
| 25 | Idling | 15 |  |  | 7 | 7 | 195 | 7 s PM[(\*1)](#ntr*1-L_2008119EN.01007601-E0001) |

Figure 1/2

Elementary urban cycle for the Type I test

![Image 15](data:image/jpg;base64,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)

= gear changing

KEY

= speed (± 2 km/h) and time (± 1,0 seconds) tolerances are combined geometrically for each point as shown in the inset

Theoretical graph of cycle

K = declutching

1 = first gear

PM = neutral

K1 K2 = declutching first or second gear engaged

2 = second gear

R = idling

3 = third gear

END OF CYCLE: 195 seconds

Seconds

Sequence times

Sequence number

Partial phase time

3.   EXTRA-URBAN CYCLE (Part Two)

(See Figure 1/3 and Table 1.3.)

3.1.   Breakdown by phases:

|  |  |  |
| --- | --- | --- |
|  | Time (s) | per cent |
| Idling: | 20 | 5,0 |
| Idling, vehicle moving, clutch engaged on one combination: | 20 | 5,0 |
| Gear-shift: | 6 | 1,5 |
| Accelerations: | 103 | 25,8 |
| Steady-speed periods: | 209 | 52,2 |
| Decelerations: | 42 | 10,5 |
|  | 400 | 100 |

3.2.   Breakdown by use of gears:

|  |  |  |
| --- | --- | --- |
|  | Time (s) | per cent |
| Idling: | 20 | 5,0 |
| Idling, vehicle moving, clutch engaged on one combination: | 20 | 5,0 |
| Gear-shift: | 6 | 1,5 |
| First gear: | 5 | 1,3 |
| Second-gear | 9 | 2,2 |
| Third gear: | 8 | 2 |
| Fourth gear: | 99 | 24,8 |
| Fifth gear: | 233 | 58,2 |
|  | 400 | 100 |

General information

|  |  |
| --- | --- |
| Average speed during test: | 62,6 km/h |
| Effective running time: | 400 s |
| Theoretical distance covered per cycle: | 6,955 km |
| Maximum speed: | 120 km/h |
| Maximum acceleration: | 0,833 m/s2 |
| Maximum deceleration: | –1,389 m/s2 |

Table 1.3

Extra-urban cycle (Part Two) for the Type I test

|  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
| No of operation | Operation | Phase | Acceleration (m/s2) | Speed (km/h) | Duration of each | | Cumulative time (s) | Gear to be used in the case of a manual gearbox |
| Operation (s) | Phase (s) |
| 1 | Idling | 1 |  |  | 20 | 20 | 20 | K1 [(1)](#ntr1-L_2008119EN.01007601-E0002) |
| 2 | Acceleration | 12 | 0,83 | 0 | 5 | 41 | 25 | 1 |
| 3 | Gear change |  |  | 2 | 27 | — |
| 4 | Acceleration | 0,62 | 15-35 | 9 | 36 | 2 |
| 5 | Gear change |  |  | 2 | 38 | — |
| 6 | Acceleration | 0,52 | 35-30 | 8 | 46 | 3 |
| 7 | Gear change |  |  | 2 | 48 | — |
| 8 | Acceleration |  | 0,43 | 50-70 | 13 |  | 61 | 4 |
| 9 | Steady speed | 3 |  | 70 | 50 | 50 | 111 | 5 |
| 10 | Deceleration | 4 | –0,69 | 70-50 | 8 | 8 | 119 | 4 s.5 + 4 s.4 |
| 11 | Steady speed | 5 |  | 50 | 69 | 69 | 188 | 4 |
| 12 | Acceleration | 6 | 0,43 | 50-70 | 13 | 13 | 201 | 4 |
| 13 | Steady speed | 7 |  | 70 | 50 | 50 | 251 | 5 |
| 14 | Acceleration | 8 | 0,24 | 70-100 | 35 | 35 | 286 | 5 |
| 15 | Steady speed[(2)](#ntr2-L_2008119EN.01007601-E0003) | 9 |  | 100 | 30 | 30 | 316 | 5[(2)](#ntr2-L_2008119EN.01007601-E0003) |
| 16 | Acceleration[(2)](#ntr2-L_2008119EN.01007601-E0003) | 10 | 0,28 | 100-120 | 20 | 20 | 336 | 5[(2)](#ntr2-L_2008119EN.01007601-E0003) |
| 17 | Steady speed[(2)](#ntr2-L_2008119EN.01007601-E0003) | 11 |  | 120 | 10 | 20 | 346 | 5[(2)](#ntr2-L_2008119EN.01007601-E0003) |
| 18 | Deceleration[(2)](#ntr2-L_2008119EN.01007601-E0003) | 12 | –0,69 | 120-80 | 16 | 34 | 362 | 5[(2)](#ntr2-L_2008119EN.01007601-E0003) |
| 19 | Deceleration[(2)](#ntr2-L_2008119EN.01007601-E0003) | –1,04 | 80-50 | 8 |  | 370 | 5[(2)](#ntr2-L_2008119EN.01007601-E0003) |
| 20 | Deceleration, clutch disengaged |  | 1,39 | 50-0 | 10 |  | 380 | K5[(1)](#ntr1-L_2008119EN.01007601-E0002) |
| 21 | Idle | 13 |  |  | 20 | 20 | 400 | PM[(1)](#ntr1-L_2008119EN.01007601-E0002) |

Figure 1/3

Extra-urban cycle (Part Two) for the Type I test

![Image 16](data:image/jpg;base64,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)

Speed (km/h)

Operation number

Time (s)

---

[(\*1)](#ntc*1-L_2008119EN.01007601-E0001)  PM = gearbox in neutral, clutch engaged.

K1, K2 = first or second gear engaged, clutch disengaged.

[(1)](#ntc1-L_2008119EN.01007601-E0002)  PM = gearbox on neutral, clutch engaged.

K1 K5 = first or fifth gear engaged, clutch disengaged

[(2)](#ntc2-L_2008119EN.01007601-E0003)  Additional gears can be used according to manufacturer recommendations if the vehicle is equipped with a transmission with more than five gears.

Appendix 2

Chassis dynamometer

1.   DEFINITION OF A CHASSIS DYNAMOMETER WITH FIXED LOAD CURVE

1.1.   Introduction

In the event that the total resistance to progress on the road cannot be reproduced on the chassis dynamometer between speeds of 10 km/h and 120 km/h, it is recommended that a chassis dynamometer having the characteristics defined below should be used.

1.2.   Definition

1.2.1.   The chassis dynamometer may have one or two rollers. The front roller shall drive, directly or indirectly, the inertial masses and the power absorption device.

1.2.2.   The load absorbed by the brake and the chassis dynamometer internal frictional effects between the speeds of 0 and 120 km/h is as follows:

F = (a + b · V2) ± 0,1 · F80 (without being negative)

where:

|  |  |  |
| --- | --- | --- |
| F | = | total load absorbed by the chassis dynamometer (N) |
| a | = | value equivalent to rolling resistance (N) |
| b | = | value equivalent to coefficient of air resistance (N/(km/h)2) |
| V | = | speed (km/h) |
| F80 | = | load at 80 km/h (N). |

2.   METHOD OF CALIBRATING THE DYNAMOMETER

2.1.   Introduction

This Appendix describes the method to be used to determine the load absorbed by a dynamometer brake. The load absorbed comprises the load absorbed by frictional effects and the load absorbed by the power-absorption device.

The dynamometer is brought into operation beyond the range of test speeds. The device used for starting up the dynamometer is then disconnected: the rotational speed of the driven roller decreases.

The kinetic energy of the rollers is dissipated by the power-absorption unit and by the frictional effects. This method disregards variations in the roller's internal frictional effects caused by rollers with or without the vehicle. The frictional effects of the rear roller shall be disregarded when the roller is free.

Calibration of the load indicator to 80 km/h as a function of the load absorbed.

The following procedure shall be used (see also Figure 2/1):

2.2.1.   Measure the rotational speed of the roller if this has not already been done. A fifth wheel, a revolution counter or some other method may be used.

2.2.2.   Place the vehicle on the dynamometer or devise some other method of starting-up the dynamometer.

Use the flywheel or any other system of inertia simulation for the particular inertia class to be used.

Figure 2/1

Diagram illustrating the power absorbed by the chassis dynamometer

![Image 17](data:image/jpg;base64,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)

Load (N)

Speed (Km/h)

|  |  |  |
| --- | --- | --- |
|  = F = a + b · V2 | • = (a + b · V2) – 0,1 · F80 | Δ = (a + b · V2) + 0,1 · F80 |

2.2.4.   Bring the dynamometer to a speed of 80 km/h.

2.2.5.   Note the load indicated Fi (N)

2.2.6.   Bring the dynamometer to a speed of 90 km/h.

2.2.7.   Disconnect the device used to start-up the dynamometer.

2.2.8.   Note the time taken by the dynamometer to pass from a speed of 85 km/h to a speed of 75 km/h.

2.2.9.   Set the power-absorption device at a different level.

2.2.10.   The requirements of paragraphs 2.2.4. to 2.2.9. shall be repeated sufficiently often to cover the range of loads used.

2.2.11.   Calculate the load absorbed using the formula:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| F | = | load absorbed (N) |
| Mi | = | equivalent inertia in kg (excluding the inertial effects of the free rear roller) |
| ΔV | = | Speed deviation in m/s (10 km/h = 2,775 m/s) |
| t | = | time taken by the roller to pass from 85 km/h to 75 km/h. |

Figure 2/2 shows the load indicated at 80 km/h in terms of load absorbed at 80 km/h.

Figure 2/2

Load indicated at 80 km/h in terms of load absorbed at 80 km/h

![Image 18](data:image/jpg;base64,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)

Load indicatd (N)

Load absorbed (N)

2.2.13.   The requirements of paragraphs 2.2.3. to 2.2.12. above shall be repeated for all inertia classes to be used.

2.3.   Calibration of the load indicator as a function of the absorbed load for other speeds. The procedures described in paragraph 2.2. above shall be repeated as often as necessary for the chosen speeds.

Verification of the load-absorption curve of the dynamometer from a reference setting at a speed of 80 km/h

2.4.1.   Place the vehicle on the dynamometer or devise some other method of starting-up the dynamometer.

2.4.2.   Adjust the dynamometer to the absorbed load (F) at 80 km/h.

2.4.3.   Note the load absorbed at 120, 100, 80, 60, 40 and 20 km/h.

2.4.4.   Draw the curve F(V) and verify that it corresponds to the requirements of paragraph 1.2.2. of this Appendix.

2.4.5.   Repeat the procedure set out in paragraphs 2.4.1. to 2.4.4. above for other values of power F at 80 km/h and for other values of inertias.

2.5.   The same procedure shall be used for force or torque calibration.

3.   SETTING OF THE DYNAMOMETER

3.1.   Setting method

3.1.1.   Introduction

This method is not a preferred method and shall be used only with fixed load curve shape dynamometers for determination of load setting at 80 km/h and cannot be used for vehicles with compression-ignition engines.

3.1.2.   Test instrumentation

The vacuum (or absolute pressure) in the vehicle’s intake manifold shall be measured to an accuracy of ±0,25 kPa. It shall be possible to record this reading continuously or at intervals of no more than one second. The speed shall be recorded continuously with a precision of ±0,4 km/h.

Road test

3.1.3.1.   Ensure that the requirements of paragraph 4. of Appendix 3 to this annex are met.

3.1.3.2.   Drive the vehicle at a steady speed of 80 km/h, recording speed and vacuum (or absolute pressure) in accordance with the requirements of paragraph 3.1.2. above.

3.1.3.3.   Repeat procedure set out in paragraph 3.1.3.2. above three times in each direction. All six runs must be completed within four hours.

Data reduction and acceptance criteria

3.1.4.1.   Review results obtained in accordance with paragraphs 3.1.3.2. and 3.1.3.3. above. (Speed must not be lower than 79,5 km/h or greater than 80,5 km/h for more than one second). For each run, read vacuum level at one second intervals, calculate mean vacuum and standard deviation (s). This calculation shall consist of no less than 10 readings of vacuum.

3.1.4.2.   The standard deviation must not exceed 10 per cent of the mean (
![Formula](data:image/jpg;base64,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)
) for each run.

3.1.4.3.   Calculate the mean value for the six runs (three runs in each direction).

Dynamometer setting

3.1.5.1.   Preparation

Perform the operations specified in paragraphs 5.1.2.2.1. to 5.1.2.2.4. of Appendix 3 to this annex.

3.1.5.2.   Load setting

After warm-up, drive the vehicle at a steady speed of 80 km/h and adjust dynamometer load to reproduce the vacuum reading (
![Formula](data:image/jpg;base64,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)
) obtained in accordance with paragraph 3.1.4.3. above. Deviation from this reading shall be no greater than 0,25 kPa. The same instruments shall be used for this exercise as were used during the road test.

3.2.   Alternative method

With the manufacturer’s agreement the following method may be used.

3.2.1.   The brake is adjusted so as to absorb the load exerted at the driving wheels at a constant speed of 80 km/h, in accordance with the following table:

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| Reference mass of vehicle | Equivalent inertia | Power and load absorbed by the dynamometer at 80 km/h | | Coefficients | |
| Rm (kg) | kg | kW | N | a | b |
| N | N/ (km/h) |
| Rm ≤ 480 | 455 | 3,8 | 171 | 3,8 | 0,0261 |
| 480 < Rm ≤ 540 | 510 | 4,1 | 185 | 4,2 | 0,0282 |
| 540 < Rm ≤ 595 | 570 | 4,3 | 194 | 4,4 | 0,0296 |
| 595 < Rm ≤ 650 | 625 | 4,5 | 203 | 4,6 | 0,0309 |
| 650 < Rm ≤ 710 | 680 | 4,7 | 212 | 4,8 | 0,0323 |
| 710 < Rm ≤ 765 | 740 | 4,9 | 221 | 5,0 | 0,0337 |
| 765 < Rm ≤ 850 | 800 | 5,1 | 230 | 5,2 | 0,0351 |
| 850 < Rm ≤ 965 | 910 | 5,6 | 252 | 5,7 | 0,0385 |
| 965 < Rm ≤ 1 080 | 1 020 | 6,0 | 270 | 6,1 | 0,0412 |
| 1 080 < Rm ≤ 1 190 | 1 130 | 6,3 | 284 | 6,4 | 0,0433 |
| 1 190 < Rm ≤ 1 305 | 1 250 | 6,7 | 302 | 6,8 | 0,0460 |
| 1 305 < Rm ≤ 1 420 | 1 360 | 7,0 | 315 | 7,1 | 0,0481 |
| 1 420 < Rm ≤ 1 530 | 1 470 | 7,3 | 329 | 7,4 | 0,0502 |
| 1 530 < Rm ≤ 1 640 | 1 590 | 7,5 | 338 | 7,6 | 0,0515 |
| 1 640 < Rm ≤ 1 760 | 1 700 | 7,8 | 351 | 7,9 | 0,0536 |
| 1 760 < Rm ≤ 1 870 | 1 810 | 8,1 | 365 | 8,2 | 0,0557 |
| 1 870 < Rm ≤ 1 980 | 1 930 | 8,4 | 378 | 8,5 | 0,0577 |
| 1 980 < Rm ≤ 2 100 | 2 040 | 8,6 | 387 | 8,7 | 0,0591 |
| 2 100 < Rm ≤ 2 210 | 2 150 | 8,8 | 396 | 8,9 | 0,0605 |
| 2 210 < Rm ≤ 2 380 | 2 270 | 9,0 | 405 | 9,1 | 0,0619 |
| 2 380 < Rm ≤ 2 610 | 2 270 | 9,4 | 423 | 9,5 | 0,0646 |
| 2 610 < Rm | 2 270 | 9,8 | 441 | 9,9 | 0,0674 |

3.2.2.   In the case of vehicles other than passenger cars, with a reference mass of more than 1 700 kg or vehicles with permanent all-wheel drive, the power values given in the table set out in paragraph 3.2.1. above are multiplied by the factor 1,3.

Appendix 3

Resistance to progress of a vehicle measurement method on the road simulation on a chassis dynamometer

1.   OBJECT OF THE METHODS

The object of the methods defined below is to measure the resistance to progress of a vehicle at stabilised speeds on the road and to simulate this resistance on a dynamometer, in accordance with the conditions set out in paragraph 4.1.5. of Annex 4.

2.   DEFINITION OF THE ROAD

The road shall be level and sufficiently long to enable the measurements specified below to be made. The slope shall be constant to within ±0,1 per cent and shall not exceed 1,5 per cent.

3.   ATMOSPHERIC CONDITIONS

3.1.   Wind

Testing shall be limited to wind speeds averaging less than 3 m/s with peak speeds of less than 5 m/s. In addition, the vector component of the wind speed across the test road shall be less than 2 m/s. Wind velocity shall be measured 0,7 m above the road surface.

3.2.   Humidity

The road shall be dry.

3.3.   Pressure — Temperature

Air density at the time of the test shall not deviate by more than ±7,5 per cent from the reference conditions, P = 100 kPa and T = 293,2 K.

4.   VEHICLE PREPARATION [(1)](#ntr1-L_2008119EN.01008801-E0001)

4.1.   Selection of the test vehicle

If not all variants of a vehicle type are measured, the following criteria for the selection of the test vehicle shall be used.

4.1.1.   Body

If there are different types of body, the test shall be performed on the least aerodynamic body. The manufacturer shall provide the necessary data for the selection.

4.1.2.   Tyres

The widest tyre shall be chosen. If there are more than three tyre sizes, the widest minus one shall be chosen.

4.1.3.   Testing mass

The testing mass shall be the reference mass of the vehicle with the highest inertia range.

4.1.4.   Engine

The test vehicle shall have the largest heat exchanger(s).

4.1.5.   Transmission

A test shall be carried out with each type of the following transmission:

|  |  |
| --- | --- |
| — | front-wheel drive |

|  |  |
| --- | --- |
| — | rear-wheel drive |

|  |  |
| --- | --- |
| — | full-time 4 x 4 |

|  |  |
| --- | --- |
| — | part-time 4 x 4 |

|  |  |
| --- | --- |
| — | automatic gearbox |

|  |  |
| --- | --- |
| — | manual gearbox |

4.2.   Running-in

The vehicle shall be in normal running order and adjustment after having been run-in for at least 3 000 km. The tyres shall be run-in at the same time as the vehicle or have a tread depth within 90 and 50 per cent of the initial tread depth.

4.3.   Verifications

The following checks shall be made in accordance with the manufacturer's specifications for the use considered:

|  |  |
| --- | --- |
|  | wheels, wheel trims, tyres (make, type, pressure), |

|  |  |
| --- | --- |
|  | front axle geometry, |

|  |  |
| --- | --- |
|  | brake adjustment (elimination of parasitic drag), |

|  |  |
| --- | --- |
|  | lubrication of front and rear axles, |

|  |  |
| --- | --- |
|  | adjustment of the suspension and vehicle level, etc. |

4.4.   Preparation for the test

4.4.1.   The vehicle shall be loaded to its reference mass. The level of the vehicle shall be that obtained when the centre of gravity of the load is situated midway between the ‘R’ points of the front outer seats and on a straight line passing through those points.

4.4.2.   In the case of road tests, the windows of the vehicle shall be closed. Any covers of air climatisation systems, headlamps, etc. shall be in the non-operating position.

4.4.3.   The vehicle shall be clean.

4.4.4.   Immediately prior to the test, the vehicle shall be brought to normal running temperature in an appropriate manner.

5.   METHODS

5.1.   Energy variation during coast-down method

On the road

5.1.1.1.   Test equipment and error

Time shall be measured to an error lower than ±0,1 s.

Speed shall be measured to an error lower than ±2 per cent.

Test procedure

5.1.1.2.1.   Accelerate the vehicle to a speed 10 km/h greater than the chosen test speed V.

5.1.1.2.2.   Place the gearbox in ‘neutral’ position

5.1.1.2.3.   Measure the time taken (t1) for the vehicle to decelerate from speed

V2 = V + ΔV km/h to V1 = V – ΔV km/h

5.1.1.2.4.   Perform the same test in the opposite direction: t2

5.1.1.2.5.   Take the average T of the two times t1 B t2

5.1.1.2.6.   Repeat these tests several times such that the statistical accuracy (p) of the average

![Formula](data:image/jpg;base64,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)

is not more than 2 per cent (p ≤ 2 per cent)

The statistical accuracy (p) is defined by:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| t | = | coefficient given by the table below, |
| n | = | number of tests, |
| s | = | standard deviation |

![Formula](data:image/jpg;base64,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)

|  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| n | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 |
| t | 3,2 | 2,8 | 2,6 | 2,5 | 2,4 | 2,3 | 2,3 | 2,2 | 2,2 | 2,2 | 2,2 | 2,2 |
| Formula | 1,6 | 1,25 | 1,06 | 0,94 | 0,85 | 0,77 | 0,73 | 0,66 | 0,64 | 0,61 | 0,59 | 0,57 |

5.1.1.2.7.   Calculate the power by the formula:

![Formula](data:image/jpg;base64,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)

where:

P is expressed in kW,

|  |  |  |
| --- | --- | --- |
| V | = | speed of the test in m/s, |
| ΔV | = | speed deviation from speed V, in m/s |
| M | = | reference mass in kg |
| T | = | time in seconds (s) |

5.1.1.2.8.   The power (P) determined on the track shall be corrected to the reference ambient conditions as follows:

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| RR | = | rolling resistance at speed V |
| RAERO | = | aerodynamic drag at speed V |
| RT | = | total driving resistance = RR + RAERO |
| KR | = | temperature correction factor of rolling resistance, taken to be equal to: 8,64 × 10–3/°C, or the manufacturer’s correction actor that is approved by the authority |
| t | = | road test ambient temperature in °C |
| t0 | = | reference ambient temperature = 20 °C |
| P | = | air density at the test conditions |
| P0 | = | air density at the reference conditions (20 °C, 100 kPa) |

The ratios RR/RT and RAERO/RT shall be specified by the vehicle manufacturer based on the data normally available to the company.

If these values are not available, subject to the agreement of the manufacturer and the technical service concerned, the figures for the rolling/total resistance given by the following formula may be used:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| M | = | vehicle mass in kg, |

and for each speed the coefficients a and b are shown in the following table:

|  |  |  |
| --- | --- | --- |
| V (km/h) | a | b |
| 20 | 7,24 × 10–5 | 0,82 |
| 40 | 1,59 × 10–4 | 0,54 |
| 60 | 1,96 × 10–4 | 0,33 |
| 80 | 1,85 × 10–4 | 0,23 |
| 100 | 1,63 × 10–4 | 0,18 |
| 120 | 1,57 × 10–4 | 0,14 |

On the dynamometer

5.1.2.1.   Measurement equipment and accuracy

The equipment shall be identical to that used on the road.

Test procedure

5.1.2.2.1.   Install the vehicle on the test dynamometer.

5.1.2.2.2.   Adjust the tyre pressure (cold) of the driving wheels as required by the dynamometer.

5.1.2.2.3.   Adjust the equivalent inertia of the dynamometer.

5.1.2.2.4.   Bring the vehicle and dynamometer to operating temperature in a suitable manner.

5.1.2.2.5.   Carry out the operations specified in paragraph 5.1.1.2. above (with the exception of paragraphs 5.1.1.2.4. and 5.1.1.2.5.), replacing M by I in the formula set out in paragraph 5.1.1.2.7.

5.1.2.2.6.   Adjust the brake to reproduce the corrected power (paragraph 5.1.1.2.8.) and to take into account the difference between the vehicle mass (M) on the track and the equivalent inertia test mass (I) to be used. This may be done by calculating the mean corrected road coast down time from V2 to V1 and reproducing the same time on the dynamometer by the following relationship:

![Formula](data:image/jpg;base64,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)

K = value specified in paragraph 5.1.1.2.8. above.

5.1.2.2.7.   The power Pa to be absorbed by the dynamometer shall be determined in order to enable the same power (paragraph 5.1.1.2.8.) to be reproduced for the same vehicle on different days.

5.2.   Torque measurements method at constant speed

On the road

5.2.1.1.   Measurement equipment and error

Torque measurement shall be carried out with an appropriate measuring device accurate to within ±2 per cent.

Speed measurement shall be accurate to within ±2 per cent.

Test procedure

5.2.1.2.1.   Bring the vehicle to the chosen stabilised speed V.

5.2.1.2.2.   Record the torque Ct and speed over a period of at least 20 seconds. The accuracy of the data recording system shall be at least ±1 Nm for the torque and ±0,2 km/h for the speed.

5.2.1.2.3.   Differences in torque Ct and speed relative to time shall not exceed 5 per cent for each second of the measurement period.

5.2.1.2.4.   The torque Ct1 is the average torque derived from the following formula:

![Formula](data:image/jpg;base64,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)

5.2.1.2.5.   The test shall be carried out three times in each direction. Determine the average torque from these six measurements for the reference speed. If the average speed deviates by more than 1 km/h from the reference speed. a linear regression shall be used for calculating the average torque.

5.2.1.2.6.   Determine the average of these two torques Ct1 and Ct2, i.e. Ct.

5.2.1.2.7.   The average torque CT determined on the track shall be corrected to the reference ambient conditions as follows:

CTcorrected = K · CTmeasured

where K has the value specified in paragraph 5.1.1.2.8. of this appendix.

On the dynamometer

5.2.2.1.   Measurement equipment and error.

The equipment shall be identical to that used on the road.

Test procedure

5.2.2.2.1.   Perform the operations specified in paragraphs 5.1.2.2.1. to 5.1.2.2.4. above.

5.2.2.2.2.   Perform the operations specified in paragraphs 5.2.1.2.1. to 5.2.1.2.4. above.

5.2.2.2.3.   Adjust the power absorption unit to reproduce the corrected total track torque indicated in paragraph 5.2.1.2.7. above.

5.2.2.2.4.   Proceed with the same operations as in paragraph 5.1.2.2.7., for the same purpose.

---

[(1)](#ntc1-L_2008119EN.01008801-E0001)  For HEV, and until uniform technical provisions have been established, the manufacturer will agree with the technical service concerning the status of the vehicle when performing the test as defined in this appendix.

Appendix 4

Verification of inertias other than mechanical

1.   OBJECT

The method described in this appendix makes it possible to check that the simulated total inertia of the dynamometer is carried out satisfactorily in the running phase of the operating cycle.

The manufacturer of the dynamometer shall specify a method for verifying the specifications according to paragraph 3. below.

2.   PRINCIPLE

2.1.   Drawing-up working equations

Since the dynamometer is subjected to variations in the rotating speed of the roller(s), the force at the surface of the roller(s) can be expressed by the formula:

F = I · γ = IM · γ + F1

where:

|  |  |  |
| --- | --- | --- |
| F | = | force at the surface of the roller(s), |
| I | = | total inertia of the dynamometer (equivalent inertia of the vehicle: see the table in paragraph 5.1.), |
| IM | = | inertia of the mechanical masses of the dynamometer, |
| γ | = | tangential acceleration at roller surface, |
| F1 | = | inertia force. |

Note: An explanation of this formula with reference to dynamometers with mechanically simulated inertia’s is appended.

Thus, total inertia is expressed as follows:

I = IM + F1 / γ

where:

|  |  |  |
| --- | --- | --- |
| Im | : | can be calculated or measured by traditional methods, |
| F1 | : | can be measured on the dynamometer, |
| γ | : | can be calculated from the peripheral speed of the rollers. |

The total inertia (I) will be determined during an acceleration or deceleration test with values higher than or equal to those obtained on an operating cycle.

2.2.   Specification for the calculation of total inertia

The test and calculation methods shall make it possible to determine the total inertia I with a relative error (ΔI/I) of less than ±2 per cent.

3.   SPECIFICATION

The mass of the simulated total inertia I shall remain the same as the theoretical value of the equivalent inertia (see paragraph 5.1. of Annex 4) within the following limits:

3.1.1.   
±5 per cent of the theoretical value for each instantaneous value;

3.1.2.   
±2 per cent of the theoretical value for the average value calculated for each sequence of the cycle.

3.2.   The limit given in paragraph 3.1.1. above is brought to ±50 per cent for one second when starting and, for vehicles with manual transmission, for two seconds during gear changes.

4.   VERIFICATION PROCEDURE

4.1.   Verification is carried out during each test throughout the cycle defined in paragraph 2.1. of Annex 4.

4.2.   However, if the requirements of paragraph 3. above are met, with instantaneous accelerations which are at least three times greater or smaller than the values obtained in the sequences of the theoretical cycle, the verification described above will not be necessary.

Appendix 5

Definition of gas-sampling systems

1.   INTRODUCTION

1.1.   There are several types of sampling devices capable of meeting the requirements set out in paragraph 4.2. of Annex 4.

The devices described in paragraphs 3.1. and 3.2. shall be deemed acceptable if they satisfy the main criteria relating to the variable dilution principle.

1.2.   In its communications, the laboratory shall mention the system of sampling used when performing the test.

2.   CRITERIA RELATING TO THE VARIABLE-DILUTION SYSTEM FOR MEASURING EXHAUST-GAS EMISSIONS

2.1.   Scope

This section shall specify the operating characteristics of an exhaust-gas sampling system intended to be used for measuring the true mass emissions of a vehicle exhaust in accordance with the provisions of this Regulation.

The principle of variable-dilution sampling for measuring mass emissions shall require three conditions to be satisfied:

2.1.1.   The vehicle exhaust gases shall be continuously diluted with ambient air under specified conditions;

2.1.2.   The total volume of the mixture of exhaust gases and dilution air shall be measured accurately;

2.1.3.   A continuously proportional sample of the diluted exhaust gases and the dilution air shall be collected for analysis.

Mass gaseous emissions shall be determined from the proportional sample concentrations and the total volume measured during the test. The sample concentrations shall be corrected to take account of the pollutant content of the ambient air.

In addition, where vehicles are equipped with compression-ignition engines, their particulate emissions shall be plotted.

2.2.   Technical summary

Figure 5/1 gives a schematic diagram of the sampling system.

2.2.1.   The vehicle exhaust gases shall be diluted with a sufficient amount of ambient air to prevent any water condensation in the sampling and measuring system.

2.2.2.   The exhaust-gas sampling system shall be so designed as to make it possible to measure the average volume concentrations of the CO2, CO, HC and NOx, and, in addition, in the case of vehicles equipped with compression-ignition engines, of the particulate emissions, contained in the exhaust gases emitted during the vehicle testing cycle.

2.2.3.   The mixture of air and exhaust gases shall be homogeneous at the point where the sampling probe is located (see paragraph 2.3.1.2. below).

2.2.4.   The probe shall extract a representative sample of the diluted gases.

2.2.5.   The system shall enable the total volume of the diluted exhaust gases to be measured.

2.2.6.   The sampling system shall be gas-tight. The design of the variable-dilution sampling system and the materials that go to make it up shall be such that they do not affect the pollutant concentration in the diluted exhaust gases. Should any component in the system (heat exchanger, cyclone separator, blower, etc.) change the concentration of any of the pollutants in the diluted exhaust gases and the fault cannot be corrected, then sampling for that pollutant shall be carried out upstream from that component.

2.2.7.   If the vehicle tested is equipped with an exhaust system with several outlets, the connecting tubes shall be connected by a manifold installed as near as possible to the vehicle.

The gas samples shall be collected in sampling bags of adequate capacity so as not to hinder the gas flow during the sampling period. These bags shall be made of materials which will not affect the concentration of pollutant gases (see paragraph 2.3.4.4. below).

Figure 5/1

Diagram of a variable-dilution system for measuring exhaust gas emissions

![Image 19](data:image/jpg;base64,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)

Air

Air filter (optional)

Ambient-air sampling bag (sample taken during test)

Measurement of the pressure and temperature of the mixture

Filter

Flow meter

Diluted exhaust-gases sampling bag (sample taken during test)

Filter

Flow meter

Flow control valve

Pump

Flow control valve

Pump

Vehicle exhaust gases

Mixing chamber

Conditioning of the mixture (if necessary)

Suction device/Volume measuring device

To the atmosphere

Sampling pre-heating position for diesel engines

2.2.9.   The variable-dilution system shall be so designed as to enable the exhaust gases to be sampled without appreciably changing the back-pressure at the exhaust pipe outlet (see paragraph 2.3.1.1. below).

2.3.   Specific requirements

Exhaust-gas collection and dilution device

2.3.1.1.   The connecting tube between the vehicle exhaust outlets and the mixing chamber shall be as short as possible; it shall in no event:

|  |  |
| --- | --- |
| (i) | cause the static pressure at the exhaust outlets on the vehicle being tested to differ by more than ±0,75 kPa at 50 km/h or more than ±1,25 kPa for the whole duration of the test from the static pressures recorded when nothing is connected to the vehicle exhaust outlets. The pressure shall be measured in the exhaust outlet or in an extension having the same diameter, as near as possible to the end of the pipe; |

|  |  |
| --- | --- |
| (ii) | change the nature of the exhaust gas. |

2.3.1.2.   Provision shall be made for a mixing chamber in which the vehicle exhaust gases and the dilution air are mixed so as to produce a homogeneous mixture at the chamber outlet.

The homogeneity of the mixture in any cross-paragraph at the location of the sampling probe shall not vary by more than ±2 per cent from the average of the values obtained for at least five points located at equal intervals on the diameter of the gas stream. In order to minimise the effects on the conditions at the exhaust outlet and to limit the drop in pressure inside the dilution-air conditioning device, if any, the pressure inside the mixing chamber shall not differ by more than ±0,25 kPa from atmospheric pressure.

2.3.2.   Suction device/volume measuring device

This device may have a range of fixed speeds as to ensure sufficient flow to prevent any water condensation. This result is generally obtained by keeping the concentration of CO2 in the dilute exhaust gas sampling bag lower than 3 per cent by volume.

Volume measurement

2.3.3.1.   The volume measuring device shall retain its calibration accuracy to within ±2 per cent under all operating conditions. If the device cannot compensate for variations in the temperature of the mixture of exhaust gases and dilution air at the measuring point, a heat exchanger shall be used to maintain the temperature to within ±6 K of the specified operating temperature.

If necessary, a cyclone separator may be used to protect the volume measuring device.

2.3.3.2.   A temperature sensor shall be installed immediately before the volume measuring device. This temperature sensor shall have an accuracy and a precision of ±1 K and a response time of 0,1 s at 62 per cent of a given temperature variation (value measured in silicone oil).

2.3.3.3.   The pressure measurements shall have a precision and an accuracy of ±0,4 kPa during the test.

2.3.3.4.   The measurement of the pressure difference from atmospheric pressure shall be taken upstream from and, if necessary, downstream from the volume measuring device.

Gas sampling

Dilute exhaust gases

2.3.4.1.1.   The sample of dilute exhaust gases shall be taken upstream from the suction device but downstream from the conditioning devices (if any).

2.3.4.1.2.   The flow rate shall not deviate from the average by more than ±2 per cent.

2.3.4.1.3.   The sampling rate shall not fall below 5 litres per minute and shall not exceed 0,2 per cent of the flow rate of the dilute exhaust gases.

Dilution air

2.3.4.2.1.   A sample of the dilution air shall be taken at a constant flow rate near the ambient air-inlet (after the filter if one is fitted).

2.3.4.2.2.   The air shall not be contaminated by exhaust gases from the mixing area.

2.3.4.2.3.   The sampling rate for the dilution air shall be comparable to that used in the case of the dilute exhaust gases.

Sampling operations

2.3.4.3.1.   The materials used for the sampling operations shall be such as not to change the pollutant concentration.

2.3.4.3.2.   Filters may be used in order to extract the solid particles from the sample.

2.3.4.3.3.   Pumps are required in order to convey the sample to the sampling bag(s).

2.3.4.3.4.   Flow control valves and flow-meters are needed in order to obtain the flow-rates required for sampling.

2.3.4.3.5.   Quick-fastening gas-tight connections may be used between the three-way valves and the sampling bags, the connections sealing themselves automatically on the bag side. Other systems may be used for conveying the samples to the analyser (three-way stop valves, for example).

2.3.4.3.6.   The various valves used for directing the sampling gases shall be of the quick-adjusting and quick-acting type.

2.3.4.4.   Storage of the sample

The gas samples shall be collected in sampling bags of adequate capacity so as not to reduce the sampling rate. The bags shall be made of a material such as will not change the concentration of synthetic pollutant gases by more than 2 per cent after 20 minutes.

2.4.   Additional sampling unit for the testing of vehicles equipped with a compression-ignition engine

2.4.1.   Unlike the taking of gas samples from vehicles equipped with spark-ignition engines, the hydrocarbon and particulate sampling points are located in a dilution tunnel.

2.4.2.   In order to reduce heat losses in the exhaust gases between the exhaust outlet and the dilution tunnel inlet, the pipe may not be more than 3,6 m long, or 6,1 m long if heat insulated. Its internal diameter may not exceed 105 mm.

2.4.3.   Predominantly turbulent flow conditions (Reynolds number ≥ 4 000) shall apply in the dilution tunnel, which shall consist of a straight tube of electrically-conductive material, in order to guarantee that the diluted exhaust gas is homogeneous at the sampling points and that the samples consist of representative gases and particulates. The dilution tunnel shall be at least 200 mm in diameter and the system shall be earthed.

2.4.4.   The particulate sampling system shall consist of a sampling probe in the dilution tunnel and two series-mounted filters.

Quick-acting valves shall be located both up and downstream of the two filters in the direction of flow. The configuration of the sample probe shall be as indicated in Figure 5/2.

2.4.5.   The particulate sampling probe shall meet the following conditions:

It shall be installed near the tunnel centreline, roughly ten tunnel diameters downstream of the gas inlet, and have an internal diameter of at least 12 mm.

The distance from the sampling tip to the filter mount shall be at least five probe diameters, but shall not exceed 1 020 mm.

2.4.6.   The sample gas flow measuring unit shall consist of pumps, gas flow regulators and flow measuring units.

2.4.7.   The hydrocarbon sampling system shall consist of a heated sampling probe, line, filter and pump. The sampling probe shall be installed at the same distance from the exhaust gas inlet as the particulate sampling probe, in such a way that neither interferes with samples taken by the other. It shall have a minimum internal diameter of 4 mm.

2.4.8.   All heated parts shall be maintained at a temperature of 463 K (190 °C) ± 10 K by the heating system.

If it is not possible to compensate for variations in the flow rate provision shall be made for a heat exchanger and a temperature control device as specified in paragraph 2.3.3.1. so as to ensure that the flow rate in the system is constant and the sampling rate accordingly proportional.

Figure 5/2

Particulate sampling probe configuration

![Image 20](data:image/jpg;base64,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)

CROSS-SECTION

Flow

(\*) minimum internal diameter

Wall thickness: ~ 1 mm — Material: stainless steel

3.   DESCRIPTION OF THE DEVICES

3.1.   Variable dilution device with positive displacement pump (PDP-CVS) (Figure 5/3)

3.1.1.   The positive displacement pump — constant volume sampler (PDP-CVS) satisfies the requirements of this Annex by metering the flow of gas through the pump at constant temperature and pressure. The total volume is measured by counting the revolutions made by the calibrated positive displacement pump. The proportional sample is achieved by sampling with pump, flow-meter and flow control valve at a constant flow rate.

3.1.2.   Figure 5/3 is a schematic drawing of such a sampling system. Since various configurations can produce accurate results, exact conformity with the drawing is not essential. Additional components such as instruments, valves, solenoids and switches may be used to provide additional information and co-ordinate the functions of the component system.

The sampling equipment consists of:

3.1.3.1.   A filter (D) for the dilution air, which can be preheated if necessary. This filter shall consist of activated charcoal sandwiched between two layers of paper, and shall be used to reduce and stabilise the hydrocarbon concentrations of ambient emissions in the dilution air;

3.1.3.2.   A mixing chamber (M) in which exhaust gas and air are mixed homogeneously;

3.1.3.3.   A heat exchanger (H) of a capacity sufficient to ensure that throughout the test the temperature of the air/exhaust-gas mixture measured at a point immediately upstream of the positive displacement pump is within 6 K of the designed operating temperature. This device shall not affect the pollutant concentrations of diluted gases taken off after for analysis;

3.1.3.4.   A temperature control system (TC), used to preheat the heat exchanger before the test and to control its temperature during the test, so that deviations from the designed operating temperature are limited to 6 K;

The positive displacement pump (PDP), producing a constant-volume flow of the air/exhaust-gas mixture; the flow capacity of the pump shall be large enough to eliminate water condensation in the system under all operating conditions which may occur during a test; this can be generally ensured by using a positive displacement pump with a flow capacity:

3.1.3.5.1.   twice as high as the maximum flow of exhaust gas produced by accelerations of the driving cycle, or

3.1.3.5.2.   sufficient to ensure that the CO2 concentration in the dilute-exhaust sample bag is less than 3 per cent by volume for petrol and diesel, less than 2,2 per cent by volume for LPG and less than 1,5 per cent by volume for NG.

3.1.3.6.   A temperature sensor (T1), (accuracy and precision ±1,0 K), fitted immediately upstream of the volume meter and used to register the pressure difference between the gas mixture and the ambient air;

3.1.3.7.   A pressure gauge (G1), (accuracy and precision ±0,4 kPa), fitted immediately upstream of the positive displacement pump and used to register the pressure gradient between the gas mixture and the ambient air;

3.1.3.8.   Another pressure gauge (G2), accuracy and precision ±0,4 kPa), fitted so that the differential pressure between pump inlet and pump outlet can be registered;

3.1.3.9.   Two sampling probes (S1 and S2) for continuous sampling of the dilution air and of the diluted exhaust-gas/air mixture;

3.1.3.10.   A filter (F), to extract solid particles from the flows of gas collected for analysis;

3.1.3.11.   Pumps (P), to collect a constant flow of the dilution air as well as of the diluted exhaust-gas/air mixture during the test;

3.1.3.12.   Flow controllers (N), to ensure a constant uniform flow of the gas samples taken during the course of the test from sampling probes S1 and S2 and flow of the gas samples shall be such that, at the end of each test, the quantity of the samples is sufficient for analysis (approx. 10 litres per minute);

3.1.3.13.   Flow meters (FL), for adjusting and monitoring the constant flow of gas samples during the test;

3.1.3.14.   Quick-acting valves (V), to divert a constant flow of gas samples into the sampling bags or to the outside vent;

3.1.3.15.   Gas-tight, quick-lock coupling elements (Q) between the quick-acting valves and the sampling bags; the coupling shall close automatically on the sampling-bag side; as an alternative, other ways of transporting the samples to the analyser may be used (three-way stopcocks, for instance);

3.1.3.16.   Bags (B), for collecting samples of the diluted exhaust gas and of the dilution air during the test; they shall be of sufficient capacity not to impede the sample flow; the bag material shall be such as to affect neither the measurements themselves nor the chemical composition of the gas samples (for instance: laminated polyethylene/polyamide films, or fluorinated polyhydrocarbons);

3.1.3.17.   A digital counter (C), to register the number of revolutions performed by the positive displacement pump during the test.

3.1.4.   Additional equipment required when testing compression-ignition-engined vehicles

To comply with the requirements of paragraphs 4.3.1.1. and 4.3.2. of Annex 4, the additional components within the dotted lines in Figure 5/3 shall be used when testing compression-ignition-engined vehicles:

|  |  |  |
| --- | --- | --- |
| Fh | : | is a heated filter, |
| S3 | : | is a hydrocarbon sampling point, |
| Vh | : | is a heated multi-way valve, |
| Q | : | is a quick connector to allow the ambient air sample BA to be analysed on the HFID, |
| HFID | : | is a heated flame ionisation analyser, |
| R and I | : | are a means of integrating and recording the instantaneous hydrocarbon concentrations, |
| Lh | : | is a heated sample line. |

All heated components shall be maintained at 463 K (190 °C) ± 10 K.

Particulate sampling system:

|  |  |  |
| --- | --- | --- |
| S4 | : | Sampling probe in the dilution tunnel, |
| Fp | : | Filter unit consisting of two series-mounted filters; switching arrangement for further parallel-mounted pairs of filters, |

Sampling line,

Pumps, flow regulators, flow measuring units.

3.2.   Critical-flow venturi dilution device (CFV-CVS) (Figure 5/4)

The use of a critical-flow venturi in connection with the CVS sampling procedure is based on the principles of flow mechanics for critical flow. The variable mixture flow rate of dilution and exhaust gas is maintained at sonic velocity which is directly proportional to the square root of the gas temperature. Flow is continually monitored, computed and integrated throughout the test.

The use of an additional critical-flow sampling venturi ensures the proportionality of the gas samples taken. As both pressure and temperature are equal at the two venturi inlets the volume of the gas flow diverted for sampling is proportional to the total volume of diluted exhaust-gas mixture produced, and thus the requirements of this annex are met.

Figure 5/3

Constant volume sampler with positive displacement pump (PDP-CVS)

![Image 21](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD//gA2IEltYWdlIGdlbmVyYXRlZCBieSBHTlUgR2hvc3RzY3JpcHQgKGRldmljZT1wbm1yYXcpCv/bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIA3sEIwMBIgACEQEDEQH/xAAdAAEAAQUBAQEAAAAAAAAAAAAABwECBQYIAwQJ/8QAcRAAAQMDAgMDBAgOCgwJCQYHAQACAwQFEQYHEiExCBNBFCJRYRUWFzJxgZHSGCM3QlJWkpOUlaGx0dMzNlRVV3R1srO0JCU0NThTYnJzdqLBJidDY4KkwuLjRUZkZYOWo+HwCShHhIXDxPFE1GZ3hv/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwDspERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAWg7j7Pbd7hXamuusdP+ydXTQCnif5XNFwx8Rdw4je0Hm48+vNb8qfpQcd9mfZHbLWEOujqPTXlxteqaq30R8tnj7qBgHCzzHjOM9Tk+tS9ZNzrlPSVNPtntvWai0tYD5B5f7JspzP3LeFzaVjwXT8IAHES3iI5ErXuyJFJNad1IYXcMkmsrgxh9BLQB+VZjsn32y2jYCkt9yq6W21Wmn1VNe4p5GsdSSsnkc4yA9Mgg5PVBKeg9V2fWulaLUthndNQVjC5he3hexwJa5j2/Wua4EEekLFVOvaak3bo9v6u3VEMtfa319DWl7TFOY3YkiA98HtHnejC0nsd99PtdcLr5NLT0V11DcK63tkaW5ppJBwEA+BIcvftQUU1tsVh3JoI3OrtF3WKvk4Rlz6N5EdSz4OAhx9TSg2+bXtIN2I9v4KGaeoZaXXStqxI0RUkfFwsDs8yXH5BzWmjem8XKhuGpdJ7d1+oNG0EkjX3aO4RxTVTYziWSmp3DMrG4PMuaXYOOfJYXaK21ms9JblbiwcYrdayVdPZ3OBaW0UMb4Kbr73Jy75Fq+xtNeBsVQ3ODe2u07brLSvhuVA+0UBFtkjLu8if3jC/OQSOLmeIelBKust79Kae0ZpjV8UdXdbNqKpEFNLSMzICY3uA7s8y7LODg68Rwsdp7ea8jW9n05rnbi66Pjv7nR2ernrI6hs0gGRHIGD6U8jwOTkjPpUT2i12eh292RbZZ7vVWqq16yppX3WljgmLXmU54GEgNLsuafEHKlTtHge2faQ8s+3al/o3oMPSax1q7tbV9lOmbtNbIrHFE2D2SgEUMLqrBr+Di5hwAHCMyYHQKflB9PcKC39sy5NrqympXVOi6aOBs0rWd6/ys+a3J84+oc1OCAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIqZHpHypkekfKgx9ksVmsgqhZ7VQ24Vc7qipFLTti76V3vpH8IHE4+JPNa/qfa7b3U16Zer/o6y3K4txmonpGl78dOM/X4/ysrcMj0j5UyPSPlQWU0MVPAyCCNkcUbQxjGNDWtaBgAAcgB6FZX0lLX0c1FW08VTTTsMc0MrA9kjCMFrmnkQR4Fe2R6QmR6R8qD5rVb6G1W+G322jp6Kjp2COGngiEccbR0a1o5AeoLVL9tRtxfr8b7edFWOuuRcHPqJqRpdIfS/wefW4FbpkekJkekfKgx9ZY7PWeQeWWuhqPY6Zs9F3tO13k0jRhr48jzHAHAIxgK+52i13OWjluNupKyShnFTSOnha8wSgECRhI81wBPMc+a+3I9I+VMj0j5UGA1BovSuoLtbrte7BbrhcLZIJKKpngDpIHA5Ba7ryIBx0yMrYFTI9I+VMj0j5UFUVOXpVUBERAREQEREBERAREQEREBERAREQEREBERAREQUUUas390Vpm8XK23Sh1OH22V8dRNHZZnwjh6uD+hb6+ilhaJ2hMjYnXWCf7wVnj/zLkGvaW7QWiNR3S20FrodUPdcpo4aaZ9lmbCS9wa1xf0Dcnm7oBzUt5HpUEaR1r7n/YzsWrRTCrmorDTCngc4hskz3CONpx4cThn1BWaqt+6WhdvZ9xZ9f116vNupxXXWy1VPC22yxDBlhiDWB8Ra0nD+Ik8PMc0E9ovg09dIL1YLfeaQHyeupYqmHi68EjA4Z+IhR3tnqu+t3V15oXVNw8qkt80VztEz42Rk2+Ye980DIjcOEuIzz5lBKapkelc6028OpaLZ7Vu59RJHXU9xvjqHSFFKxjImQ953Mb3OABcC4PeeInkzAIBXlqq/an220rFrn3WY9Z1dI+N99ss8tL5PPE5wa/yRsYD4nMLsjmcgcx4IOj0BB6KAdZal3C1PvrDoTRGpo7NZK7S1Pdpa11IyWWmYZnhz4gRzkeDG3zjwtGSBlfbtpXa6s+7WpNqNQavnvkZsTLvaLxPTRtqqcPk7otcAOF5DjkZB976DgBL2n9QWe/Gv9h7hBWi3Vj6GqdC7IinYAXxk9Mt4hnHQ8uoKyi587H9nvlPJrqrrNV1ddRxatudLLRvo4WNmqA+Piqi5o4g532APAM8gug0BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREFrzjmei88uceHnwOA4XDqvRzQ488/B4IGgdPTy9SCCbrtrutPcZ5qDcaqoqZ7yY4GUNG8Rj0AuYSfjXze5fvD/CjW/i6h/VroAKqDn4bYbvuZh26Vbxjnj2Oof1aDbPeNzuOTdKsDgMAi3UPwf4tT+Gjr4+lVIBGCg5+9zDeEtI91Ot/F1D+rRm2W8TGkt3SrBIOg9jqH9WugPiUZ9ojWd40PpW0XOyGBs9VfKailMsQkBjeJC4AE8j5o5oNMG2e8XUbp1pcfff2uof1aHbLd/BD9063zRxR/2uofffe1N+n6iStslvrJnN7yopYpX8Ix5zmAn8pWQ4QcEgIIAO2W8Jbl+6dblvJn9rqHoev/ACae5fvD/CjW/i6h+Yp/4RnPX4Vcg5+9y/eHB/40a38XUPzE9y/eHH1Ua38XUPzF0CiCNdqdK6x07W1U+qdSTXtr4eBjnwQxkHiBxiJo8AflUih3ntzyJaVeW5OclOAePP1lBUdOaqqDkMKqAiIgIiICIiAiIgIiICIiAiKiCqKwElp6Z9aF+CBy5+PrQXovAy8EhbI9gHCMZIHPxVzJWyA8D2E+GHA80Hqi8uM8QIPm9Dy6leqAtO3tttdeNn9XWm2U0lVXVlmqoKeCMZdI90bg1o9ZJW4qiCC/c4veoux9b9ATwOt19bZ6cRx1Hm93UwvbI1j+uAXMAJ8Mr4df6y1vrnbKs0FbdtNU0Gq7xSigrpK6k7q30Ydhs0vlOSyRuOLh4ck56eB6CRBitHWcaf0lZ7EJu+FtoIKMSYxx93G1nFjwzw5UN9qTR+tKq42nVm3VC+qvUtHVafrmx4DhSVLDwyk+Ajf53qLgfBT0qYQQ/uptMbj2faTQem4qWSpssdJLb4qloMVRJTkEsfnl9M88Enll3PllaFe6W03u101m0T2bqO16qqZY2VE970lBHb7e3I715lxwyjGQ0MPMc+vI9PKiCJbLpm7UPaelvjbY5ljZoeG2x1ccQjg79tVxd20A+b5oyB0AXvS2K8M7VtXqd1unFmfoyOhbWYHdmcVnGY8/ZcPNSngZyiCE+z8L/pfWuuNG3nSd5gjrdQ198pbx3QNDLDM5nAwSZ/ZDgnh8MHKm1UVUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFRVVEFFAHbKu9AbDpnTzapou01/o6mGn8XMHfNJ+DPJT+uNP/ALQuG4x6hsFfSRzd3FTMa17AeUneykAEDqg600iwjStpcW4kFDAHZ6/sbVmG9ORytI2VnnqNq9POrBKJzQQ8fGDn3jfSt2ZzaD6kFyIiAiIgIiICIqOzwnhPPwQVRefvDkNzn3xz6FRvNwcDyJzjog9UXk3Li4A9PBXxnzUFyIiAiIgIvOZzgAGe+PT0etYmv1FbKKpMUrpHS54fpbS4fHjogzSLxppWTQskhc10bhkEOyr+mW+koL1RUVshIYSOvwoLjzyMlRNv7uZXaNpqC2aZtLrpqK4vIpojDxs4GkNcT57TxZezHVbHu9rqj0DoStv07myTwtBjic8MMjiRy55xyz4Hooy7OOhrzd7rJuvrWtdXV1zif5FSzRnFKwuLSMZDeYjjOeEfpCyxaI3l1XSQ3XVuuLrpyre8jyC2VLY2NiwC3zXxvPeZJDueOQwqXHT29+goPZOzaki1TBH9Oq6e6zOlk4W5yIgxjBzAA5nqSugy0F7MAZbzKsMYcHMe1sjccgfzesINN2c17DuFpGK+wwy0sgnlgmgewNcHMcWnkC4YyD49Fva5ufbhtf2i7HBZW1D7HqRkzp6RhfwU8kceOLmXe+dJn63p4+HRwPCTyJBPUIL0VMpkIKoqZHr+RMj1/Igqit4hxAYOT6lYZgHOBwA0gZJwg9UVgkBdw4PTPqVS4A4wUFyKmQmQgqipkKgeCCRnkguRWtcHDI6K5AREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBR/vJu1pja2ltk+oorhObjM6OKOiibI9rWAGSVwLhhjQRkjJ5jkt/XMF2vmhdc7+629ueqbJbbLY7O/TdDDW18UJkmnB8qmYHkElvNmfg9CDpymmiqIGTwyNkikaHse05DmkZBB9BCvyoX7IGrjftqnWGquEFdctK1D7RPPDIJGTRx57mVrgSHNLMAHPPhKjrbSz7jbi7GN17dN19T264UsNWbVFQStjieYHyefUgDMpc5rhjkA0Dkg6tWsXLW1soNxLToeanq3XC6UU9ZDK1re5ayEgODjnOTnlgH4Qud7jLuNe9ghvjVbj3m23ymoRX0lqt/DHbREx3CWyRYzI5+C4knALsAYCz+5DdTan372zfpy5ssdVcdM1M1VWNjEj6aB/A6Tug7I4+Ya0kEAuzjkg6QBB6Fa/orVlJql97bS2+5UfsPdZrZL5ZB3ffPjxmSPmeKM55O5ZweSj+juN70JvZp/RtdqG5X6w6qo6p1Gbk5slRR1dM0PeBK1oLo3sPvXA4I5HHJaV7rOodM7Ybtaiqa03K4WzW1XabOKxw7una50TY2np5jOJzsH0dUHSqLlTU2qKDQujm6x09v5T6s1VQ93PcbZV6ihqKS6MJAliip2n6URklhj5gDnlbJq686x1tvpZNLaU1hX6e0/edGQ3eqfThrpmRmd3nQk8myuzGzj54bkgZQdELCaX1VZNS1F4hstYKp1nuD7dWlrCAyoY1rnsBPXHEASOWcjwUQ7dQ6m0lvld9qa7Wd81BZa7TZvFvq7jOJa2if33cuaJCOfUkZGOQ5dc/F2StOVNFqDcetfqi/1rKPV9woXU1TNG6GocBEfKZAGAmY9CQQ3/JQdDKi03eZ2rhoCuboqvt1suryxpr66RrI6OEu+mS+cMFzW9M8vHwXPmt9WWLQdx09dNDb43PVF3bdKenudrrLz7Iw18L3hsjuEZbE4Zz5uMZ5cwEHSjtW0rdxGaK9jrl5W61m5is7n+xQwS933fHn9kzz4cdOeVsOR6VFU9+vLe1jBpkXKo9hnaKfXGj4vpZqBWcAkx9lw8lovZht2vddabsu4epNxr//AGNWSwU9BE9vk9XTRyOa81Dcee9z8gO5cLWADryDpBFQdFVAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBU8FVEFuFB/bKYz2hacc4N5apoeePfebNyU5KDu2Z+0DTf8ArVQ/zZUEs6SZnSlpOXtzQQcgen0tqy7enj8axWkf2p2j+Iwf0bVlkBERAREQEREFCQBzVHOaAcuwrHO4Q4NGSMHCrnziXeDsBBqG6FTc6C1xXC3zcLYZ4XTNy4fSu8bxuOCOQbklXw3GW+VttntFew0z4G1JkYXcL2ODgCMeGcLYbtRNr7XV2+R2WzwvjccdOJpH+9YDbjSQ0rbpKR1QZ3BxbGfRHywPyFBtIac+gjGT6VfxAYBPM9PWit5ceSMBo5H4UF4IIyD1VVY0DHD9ir0FCcDKNcHN4gchUeSGEtGSvN3ncXQlrvE4QKviMD+E/WO6deh6KL9lzT1Vt1A66HjnirsSmoIc+PzG55lbbVa40VQVEsFbq2wUczDwvZLcI2uac9CHHkVp2s6zbS+xOMOv7BQy96ZHObcoSHuII55dy6+CDJ7BG5HRLW17Z2tD5BC6U5Lh3snMfkUhjmG+JHX4VrOj9QafuNPHSWe9WWvljZ9MZTVjZCAPHAJwtkZgDDTjiOTjmgva5pyM8xyPwrH6lu1JZLFWXatlZFT0sTpnuecDDQT/ALlfc7nRWukdV3Kugo6ZjuF8tQ9rGDPpJOFoG5OvdC1Wi7lSw6z0498jeHg9koiTk8+XEginS1rfvtu2/V15ttf7SaCLgoIKjhlpKyVpI4ix2QSWSk9AfNXTcMbIaeOGNojjY0NYByDQOQGFHG2OttvbXt/Z6Iay05A+OjZxx+ycWWnHMkF2Vtd/1PQ2jSFTqSlxcaGCnkmjNI4Sd41rXOcQc4I8088oM7V1UFFSyVdXLHFFG3L5HHAaPWtQsG5Omb/rqs0jZa6CvrKShNXUPp3/ALCONreE5HvvPDvjXF+ud6df723+LSWnqaOgttwd5P5JFH3peCS7ieeFzmnDR709Wrqfs6bMW3am2PcKgV16rGFtVUNcS0s4hgNHo81vgOaDK7nR41rpWXgbx8cgLwOnnMxlSVzyQMYUc7p89W6WjOeEyvJIHiHxkKSEFoB8SPiVcesqqIKY9ZTHrKqiDzwS17ePmXcj6FD/AGr7tcrPoK1VdrrKijmfqOgiL45C3iY5zgRyI5H0KYX55dOqgTts3e30O3NqZUTta+O/UNUWcQyWMe/J5n1IJl0jNLLpOzzTOkkfLRQve8nJyYwST8ayseQ0NyXcvfZWv7Z3CC57f2GspXAxyW+AjBB/5NvoWxY559SCoHrKY9ZVUQUx6yqEH4lciDzblxxwluD8q9ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREGK1bU3Wj0zcqqx0Jr7pFSyOoqbja3vZuE8DcuIAHFjmSot2T2R0zaNuLbDrnSNiu+p6jjq7pU11FDUy9/K4uczjIOQ3IHI4yCR1UzoghOxbd3TQ3aJfetG2Cmp9GagtPk91hpO6hioqqLPdyCLIJDhy80Hm9xK+3YjR+otM9m2m0je7caW9Mp7gx1N3rH4MsszmDiaS3mHt8eWeal9EEFw6F1U3sbnQRtR9snsC6l8i7+PPelxPDx8XB08c4Xzau01uLbNw9vNWac06y6Qaf06+jutMauON8hcGNdDGSecnIuafekswSMqfVRBDNitmp9e7z2bXt703X6YsWmKSoitdJcXR+V1VTUDhklcyNzgxjWjABJJI9fLXm7QajvO3O6On66GK2V941nVXuxyyvZJG9odE+F7+HOGuLC0gjIBzhdDgAdFVBzxeptdX2x0+ntP7L0+mtTzvjjrbxX0lDLbqIZHeSxEFxmyAcN4frvHC3Gj0ffabtKUOqfJWyWOn0T7EurGmNgNSKoP4e7ByMtGeQ4R0Uq4HoCIIyl0xfHdqOHWYoc2JujnW11V3rP7pNX3nBw54ve884x61htlrbq3SO5WurFctLVDrPe79V32lvcdQwwcMoYGxFueLj83/AOhgqZkwM5QRd2m9KXzV23dNRWOibc3Ud2pa+rtTphGLlTxOJfT8R5edkHn9j6cKNdzrJrPWujKa0aC2gOlLbRV9LWVUNaKSkqKsxSAiKGONxaGt98Xvc3OAAMkrpxUAA6BBGMumL4/tQU+sxQn2Dbo59tdUmRnKpNX3nd8OeL3vPOMetXdl/S980dsrZ9O6jovIrnTTVbpYe8bJwh9TI9vnNJBy1wPXxUmKqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKiBlQf2ycv0Hppg6nVdCP9mZTeo53+0Tc9eaVobRZqmigr6O6QXGI1T3NZ9LDxz4Wk/XBBuGlC5uk7SOHLhRQcs/5DVluNvpPyKKbbT740Vvp6OAaAe2niZCHO8q4nBo4c/DyX0gb8AYDtvMeHF5Xn40Em8bfT+RONvr+RRmPd59O3P8A1tB7vPp26/62gkzjb6T8icbfT+RRn/x8/Zbdf9bQe7z6duv+toJM42+n8icbfX8ijMe7z6duf+toPd59O3X/AFtBIVxqO4p5Ht5ubG9wGPfENJxnw6KAdvu0jQz2ukk1zp6u09TvpWSRVrYp6pk7+XICOL0ZOc+C3KtO+gpJu8G3r4ix4kEflXIcJ6Z8V8+jK3SFs2I0TLraejp6BtvpxC6qLhH3vdEjhx/k8XXwQb5p/Wemb9TGotN5o543YaAZQxxJ6DDsEfIs2x7Ws43FocBjm7kuL9V1O1dwuTqnauTUXs7CHSR0tg7jupJRzY54f5xAwTyPTK0aPdffGt1OzRsl/u9TcZ3mKSjpC01bHgElmHebxDh59eSDuXWG4ujtKUfld7vlNFEDwkQ5nkz/AJkYc4/Ioj1D2iDVXAUti0pW1NpfKwR3WQTQtfzH1j4gRz5dVpG1lbshbL93esK2udqR5Ac3Ujo+9pXnqz6V0LstPjyxzCljfWeCfYmSo0dLSyU4q6TyRzS8xY8oaHetBMrnEYHIk9Sq8bfT+RRfId9WnzDt0CeTO98r4ifXheg93rxdt1/1tBJfE0jGSrR4FrhgkdR1UaP93vgPA7bji9fleFcWb6F8eDt44ZHGHeVnlnwQQltTtzprXu8u4zNRR1kvk1VxRiKpLAM1Eo8P80LZdKbE6AuGttQ22pp7k6CmncYsVzhgAgY6esq3skm4+6puQ27Gi8uEze+FJxd0D5RN73i5/KpR0D9UzVX+lf8AzmoIi2HsFs0x2q9dWG0idtJRwsbE2WUvIBhicevXm4rp52Bjj5EdMBcr2v24P7YOvxo/2ANS1kfeeyve8GPJ4cY7vnlS8fd64AWu274/EHyvhQYXtlH/AIiLtguy6RuC08JHmvWoxbHaBfs3ar/JS17q6otNHM93lbsF7o2EnGPSSvn7Ubt2Rs7cTqV2h/Y7vW94aPynjxwv6cXL0qUKN7H9nSxFjo3D2EoQSzpxd1H0+NBEuutltC23s/1mpoKWuir22mJ3H5WS0Evbnlj1lYjZjRG4e5Wg6Kw6undZ9EQNL6J9K5nf1eHvGC9j+NrRl4II55B8FLW6ALeydXiXzj7Dw8Xr+mMUXbRaI3xuO3FprNP69p6G3Stc6midUPb3TBK4OaR3R6nn1KCcdutvdvNvpXtsvk0U5jZGX1NSx7xw5AIJ5g9Vv0Esc0TZI54Xxno9hBBHqIXD2p9ne0VU6kqKj2YfWF8jneUNlJBy4+PAPh6eKkbSW2vaIptMUkEevYaAMY4eTSVLg5vnOOMCI/D18UEtboZbq3Srjlo72TIxxZ89ikfjAODgHOBz6qK9ZRV9JctJwXWsbNV8ZD5eIkO8+PPgFuuuLlV2TTlddaeOB0lOzijDgT4/CEGfD+gcMH0dULyGcQbnmtFl1fcKG4Wqmrm0zm18bnHumuy0gtHif8r1reXZLTwoLwQc+pVVAAM48VVBY7mRy5A+lcjdv3Tl5ucNjuNFBI+hxHRkB4A758rywcz6vR8a63k4gS44LMcwoU7YfCNt7K4ScLRqa3OBz089/T5EG67FW+qte02nKOshMMrLbTggkO/5NvoW8tOcrEaKOdG2Uh3Fm3wcz/o2rL487r4ILkREBERAREQEREFjpADwjm5UEg5ZGA44b61htZ1N4o7FU1dmFI6ohZx8NQHFpa3m7p/kgrXrXqi6XbRNvuVuNH7K17A1kLg7uo5CCcEA5GAPSeqDfQcoF5UneGBhm4e84RxY6cWOf5V7ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqHpy6qqo7PCcdfBBYJQ5p4RzHIgnC0DcreDSe39dHR6hZdu+kaHN8loHzDBLgOY/wA0rf3N8w8XJvLkPSsZX2a1XKpEtxttvq3hmAZ6dr3AZ6ZI6c0ESfRS7Y/Yak/E0qp9FNtj9hqX8TSqVvalpjx07Z/wJn6E9qel/HTtn/A2foQRV9FLtj9hqX8TSp9FLtj9jqT8TSqVfanpf7XbP+Bs/Qg0npf7XbP+BM/Qgir6KXbH7DUn4mlQdqXbIkDu9S8//U0qlU6T0yAT7XLQfUKNgP5litWW3S9hs0lyfpq2ObGWjzaWPx+JBH/0Uu2P2GpeuP7zSp9FLtj9hqT8TSqSrNYNL3G0Ulc3TlqDamFsw4qSM++GfQvs9qWmPtds/wCBM/Qgin6KXbH7DUv4mlT6KXbH7DUv4mlUqjSemPtds/4Gz9CDSemPtds/4Gz9CCKj2pNshnMepeXX+0sqlTQ2q7XrDTtPfbQ2qFJUDLPKIDE/oDzaenUKrdK6a88O09bOE++4qZh/3LJ2+lpqKnbT0cENPTtGGRxMDWj4gg+pERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQUThGc4GemcKqILS1pGMKoGFVEBERAREQEREHzV0TpqWeJpDe8icziz0JBHT41z5o/s0wMpbZHrTUdTfG0AjaynD5Yo2saObQGS4Hjzxnmuh3Zzl3mjpjrlUP2ILQ7GXHh6oNQvVp0/pnRN2rrXZbdSPpLfPJERAxri5sbiPOIz1Hjlct2q3R6f0zp3eua1Bt5rr/LWVU5cSG08lM4tJBHAPPPoHVTp2pL4+m0VS2KAPE15raalbK13DwtfUMjdnx6PX3av0PR/Q7v0JcH9/FTW+GkcY5eF3mPZjmfgCDZrjpDSGrrQ1lzsdDOyojZJI9kQY9xLeokZh3p6FRRVdnN9FcQ7Tuqqqmt0tS6Sehl7yRnCHcTGjjlIHCfEAZUgdn2+M1BtPZK+OCeKIMcyJkkgLjwSyM5kdfeKQskZc7haT05c0BoLcu99jnzHUr1XmOY5kuc30csr1QUIyMA4VrjhuT09SudyB5ZXmCC1rmnAz0KDkLbjc7Te2+8W4U2o4LwyKtquCnNPbny8RbPKXZI9Tgth0x2g9AW/Wt7u00eohS1hc6PFnkJ5uB5/EF0PUaZ09PK6eqslrne9xL3yUrHOOT6SFZ7UdLBuHaetfC3nzpWfoQc67BaioNW9p/WupbTHXi318DXwOqKR0TjwwxsOQfW0rqNvIAY6jqsdbbHaba90ltt1DRyOGHOggazPyBZBp80j35HVBDnbFBfsTc4xHJxPla0COMynJa/wC0CPtAbfw7R2zTUo1AyupbZS00h9h5AzjjjY1xz0xkFdN1VJT1kXcVMENRTY5xysDgT8BWkbo6c01R6HulX7A2tgZGHucKRhIAOSenoyggzWG+2hrtsRU6RoW391xlt0cEbnWmTgc4PaevTGAVj9qNNa1262/odzbHeJ6+3VEMj62y1TjDwxh7yXtdIXcJDWO80NGeL1KftqLToy7beWC4U1mtU8M1HHwPNE0O4sZPUZ6LdKq02+ptRtM1HBLRuaWugcwFhac5GOnQn5UEPbQdpTR2vq6O1yUs9ous0vBDBI7jjczGWuMhAAJweWPD1qbWuPE1ocQ4+dzbjI9C5J3g7KUrr3Jf8AbSohoGRt74ULpHB/fcTie7dkNY3BAA8MLdOybufqHUVbcNBa1jndqCzU/lUk0jg7ijL29XAniP0wePQIJA3RafbdpXmGjvJMgji+vZhZzdASVGirjSQtkklezhwIzz5j9Cw26QJ1Xpdww5zZX/IXx/7lIZyC1oJI4sHJQQvV6fqrhe7BVafhnt9RBzqpJy+QPbxsJaA/kMgHmFutn1sK3cOv0z5FK0RRtMc5zwvdg8Q6eGPSfiW6Ajh5HkQvhZbKKKZs7KeJsrSXCQNGQXdT6eaD7YC4s4XO4i3kXY99616K2McLeEDAHIK5BaWjmfHGFCfbIAG21mIH/nPbj/tuU2noVCfbK+prZv8AWa3/AM96CVNE/tMsp/8AV9P6v+TaswsNolzfaXZfOb/e+n8f+basxxN+yHyoLkVOJv2Q+VOJv2Q+VBVFbxN+yb8qrxN+yHyoKoqcTfsh8qcTfsh8qC15IwfAdVYJD3ZeBy4SQDyJK8697hTvdE4cTWuIORgEA4yPFczbf7t7sjSlHqbU2no79ba0manntxp6XgjY5zHcQe7J5tPgg6YkDZo3wSZd3jSDlvLmCtK0hpKssmrbnWyTNNrkkfNT0zefdvJaARz5cgRjosftzvdofWjoKehrp6evlkfGaWaJ+WlufruHh8D4qSuJmQQ9oPFjJdnKC8P5e9OVa1ziTw+d6cjGFFOud/Nv9KRnym4z1Ti90bY4qeTiLgcEZ4fTyWiXzdHdSqoG6ut1lZbNHEsw6oMMk0jXkNYQWuyObgeY6ckHSLXEgE/Y9PWr2nJK82uGMFze8Lcq6NzSC7IyevNB6IqcTfsh8qcTfsh8qCqKiqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCh6Fahu7+0ir/0jPzrbz0Wobu/tJq/9Iz86DMaJ/afZ/wCJRfzQswsPon9p9o/iUX8wLMIKIqogIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiArX+9OM9PDqrlQnAOOaCMN29ntPblV1urr6+QGiY+NjTEHE8Rb6/8AJC5w0vsjpm6dovU2hZ56hlsorWKiICIEcXfhuME9MLtotxkYJDh6emFz1oFue2nrHDuE+18HBGc/2U1BJe0G2Nk21pLhR2N8hjrHRvf9LDccAcB0/wA4rfWe96EfCrSOIkkHzemD1VzBgY/3oLkREBERAREQEREBfFe7bS3e01NtrY2yU9RG6ORrhkEEEL7VR3Tqg5ot1/ptg9fzaSqqKWLSN3qH1cFY1vBFTzSDPCS4how2H0k+cuj6WWOaNsjMujc1rh6OYz/vWr7raIt+vNG1mnK9rWMqWhjJgwF8ZBzxA9QcAjw6qNNgda6gtN7uG22uDT09Zag1lvnkcGGriHNxzkjLQ+MY4iUE8NIcCGnp1Xx+xlCLz7KNpIhX+TmnFRw+d3RdxcGfRxAFfYHxh3CHN58x615zOiZHxvka1rPOLnHAHrKCPN0J4G6y0vAx0bql0jyxpdzaA5nF+RST6fhXO9Q/3S+0pa6+zzcdi0pE5stXC/ibNLPETwkciOF0ePHr4LonCA1VVAMKqAiIg8nuw52ebQ3oFoe+OgZdxtHxWKC5PtcsdfBWMqGtBcwxlxBGQefNb8W5JyAc/mVHM87iPM9PgCDnmm2N3Ihpm0tPvLf44IuTG8LAAPuV7HZTdBwBk3sv5cBj6zp9yugiHEYzj4lX4kHPY2R3P/hqv/yM+anuJbn/AMNd/wDkZ81dCc/QnP0IOe/cS3Q/hrv/AMjPmp7iW5/8Nd/+RnzV0Jz9Cc/Qg57GyO5/8NV/+RnzU9xLc/8Ahrv/AMjPmroTn6E5+hBztUbMbmRMIfvPqN4c0+9awgYBPnebyC+3Y/cfR2l9idMMvt/tsc8sFQ5jJauJpk/siTkA5wyfgU71LDLE6Ig8L2lpIPQEKK9G9n/bzS7HChoa2oa48mVlV34j5/Whw5c/QgiLc6to94YHe1DautbWVzX0777dqKSJsPckcJY+IuaRgOGT4Eelc/2i1bkT6xk2MpNWsiE1a6hkgNQ7yQyBuS44ZxcOGjnjPLov0Q1rX0eldCXSvj7mjipaSQxYj80ScJDBwtHi7hC5dda7pU7HUG7VfDBR3j2aN7q6iOFje8hdTlnIg5a3iI5ZPTogy23eqbftVcW0Wp9p6q2uiDaV19oqSQwyuPIudJKWjHjn0Ard9/NW6e1jsldoNK6noJJ3z04D6OqjkMeKhmT5pPXBCly0ii1DpqkfLHBVUlRSsIMkYe1+WAE8xyxzWjXTYXQldeI7j5NXQSRAYhp6oxRdMZcxow79PNBqR2U3MMAjfvVfm8B+lM8zAx/0UbspueTg71X/AIh6mYP+yp/axzWlp89ucD0gfD4r0blBz77iO5/8Nd/+RnzVqO6mktytubRa79PurfbrE+8UlI6nfwAOEkhH2Pq/KuseahTtjnh2vtjiCT7ZLaQAcf8AKnxQSnoyWap0jaZ6l7nzy0cL3ud1cSwHKzSwWgwfaTYiAWk26n5E5x9Las6gIiICIiAiIgIiICKgOUBz8SCqIiAiIgIiICIiAiIgIiICIiAiIgIiIKHotQ3d/aRV/wCkZ+dbetQ3d/aTUjmTxsOB8KDMaJ/adZ/4lF/NCzCw2iSPajZxg/3DCen+QFmUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBaeoXPGgv8ADV1h/q+3+tBdDnqFzxoL/DW1h/q+3+tNQdDN6uVw6K0fXK4IKoiICIiAiIgIiICtdkDkMq5UIyCM4ygs83i4QfO6hRXvRtHQ63ko7xbZ3W7UFFJ3lPUh4aDzBIceF3LLGdPQpWYzhaATkjxwqBmG8JcSOfgg51fqPtA6UPsVWaTodWzx/TYLjb4HyxNB83gc58jDxgNJOG484c/RjL/W9oncGZ9jo7AzSNDLCW1FTVRui42uPCQC10nnYOemMBdOmNpaWnGMY6Kj4w4nwyMdEGjbObeWDbqxSW2ywNFRO4SV0wOXSv5kcRwMgZdjl0K31eZhY5zXOGXN6FeiAiIgIiICIiAiIgIiICIiAiIgoVQKpTCCGO1bqKC3aIhskjQfZaspYXkjkI/KYmvyc8vNcfSvfVNu0NNs3VbcUl3hdSNoBRxxMk89rA8YOcerrhSPqHTFjvoabtReU8Hvfpjm45g+BHoC510rpmzHtnX21eSEUjLB3wj71/vvKWjrnKCTey7eKu57T2+KtcRPSOlh5jB4Wzytb/stClRvPJxzzjKxtksFts7ZY6CExRyEHg4icYz4k+srJgYcTnr4ICq1MIBgIKqE+2T9TC1/6yW3+lKmxQn2yfqYWv8A1ktv9KUEo6F/aTYf5Op/6Nqzawmhf2k2H+Tqf+jas2gIiICIiAiKiCqovN8vBjzSeI4aRzHx+habuRuZpfRFuqJrndaR1ZHju6GKQPqJCegEYPEfi9KDdgqqDIN19e3XyW5WPbypdZyJTUyV0E9PO0NGQWRkedlZTSW+diuFfT2y/UNx07XVT+CnbcqKSmjkyMgh8mORw77k+hBL6LygqIpmgxva8cIdlpyMEZBVpmI6tB59G8zj0gIPdFYH5eWgdPTyVxOBnmgqioDkZCIKoiICIiAiIgIiICIrHenny8MdUF6LyLnDGGuPEfR0Cpxng83LuZGXfCg9HkBhJOB4qA+2pdtQ2Pa195sld3ETKiCGQDOSXSEen1KeHSOAcHciBkcPoUKdsSz1V72fjtoZKBUXihjl8nYX8DDMQ5+PUDnnyQbxsHcau6bOaWra6TvKiW105e7HU921bytQ2jtLLFtnp6zw1Us7Ke3QsbI8AOwGAcwOWOS2l0jjxBmG8Jw5zuXyIPZF5t84cn5AxzHUqjn4PD5wyep8EHqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICK3KE8vBAPUfAueNBf4ausP5Ab/AFoKtV2l2G6V1BadA6ou81G8MlNJR96xuc+LXegE81Gem9x9QW3fu87hS7aawdSXG2ikbCLY/ja7vQ/J548PSg7RH1yuHRQht1v43U2tKTS1fonUllq6xjpIHVlJ3bXBpaCfOdnA4m9AVNgLjggj1jKD0ReYJOeYx6fQr+o5IKoqNzjmqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgofen4FzppP/AA5dQf6tf/xTV0W73pXOmk/8OXUH+rX/APFNQdGIiICIiAoT7ZP1MLX/AKyW3+lKmxQn2yfqYWv/AFktv9KUEo6F/aTYf5Op/wCjas2sJoX9pNh/k6D+jasw4uBGBnngoL0Ws3nUZorzDZaSM1VbI0yEE8mt5ejn4+hW2nVTZtRT6froWU9dHE2RoDuT2lzmgjPM82nwQbQishJLOZyfFXoCoeh5ZXm9+A4kgNA6g8wV89xrYaGjkq5544ooWF8j5HcLQ0AknPwAoNe3M1xZ9BaXqb1enP7qKNzxHG0lzsY5DkfSoh2K0HJrSrqtzdwrWysrauTFvpapzZYoY2t7snu+beLiZkH1rFWiC678bjO1CbhHSaJ05XOhjhbJxx1sjXOzJnBb5zHxnk7wXSrmBvnHLy0gYYM8KCtPBFHTiKGKMRgcIaxoa0Dp0Wj7s7ZWPXWnn2+Smio7jDwuo6+McEkLhkAhzRxYw53Ielb6Xjjc3AOAOTebhn0hUgaBhhOS3oD1PrQQ52b9RXSstF20dqCeWW76aljhqapzsmdsj5DFz5k4ja0cytr1fdJ6DWNugkrX01LPG8Et4sNcA44OPgCjXR1RURdtXWdMxxZDPRwulA6PLaWPhz8GT8qlfUdpvE+qKW60MNJLFTwljmTOeOLPEPAH05QYnaLUdzu8+ohcZ2y0VHXthoJSPOdGWcXPx6564UitPLPUHooRvOg7vap7rd6aeSWpu9wbU93A0kQAMLfRnGQPlUy2uNzLfTscACImcXLqeEf70H14PqRB0RBVERAREQEREBERAXwXy4xWq3yV07ZHxx4y2NpcTkgeHwr71htYVEdNYamaZ/dxx8Jc7PpcAgwrdf2Lu6FzxWRNuUjY4nPhIbxOOBzKiK6bn7o3XW+orZoe1WSejsdPBLUmtqWxEh/ee9y055Rlel3lglsGjpbZWPvb2XSmkbRkl4Zh7ueDgDny+NfHtdaxfdztzrfM/wAifPbKFgjhHCeJzarp15g9UGBqt6t6qfRHtwGmbILQZxTx8NS18rnFvEC1vBlwx4he153X3rg1lPo2v0zpqS4Q0EtdKw1bHx93GwSEh3BjIaRywsB7Y9Vaa03HtM+xNq7xpmYVtrEzCRWUzG8Iy3iySXyPGRwjzenp8YdV12r9zqLcmm09PFZbnbqiz1D2lvDTulAgD3nPMDhLsDngIPvqt/N2rZoP23VGnrELLFXS0BMdQ3vOOMhpAaGdMkc1l593t8YteM0T7XbDPeHEc46lpj4eJrSXENPCMvbzK0XVlm1BU7dXPbWjsNZVTx3ioudDURNHDXxSyAtbG0nOQ0F5J5YC3Wx6unh1jQb12qzT3CgvVK63VlFE4d7RulkY7ic7IbybAemffBBltbbm736HNsm1Zp7TsFHX1sNM11NWtlcMyNaeQYPsgumeI+eMcTh0GMflXOPbNqPKtK6JqeHAlu1O8D0AyRED8q6RH+8oLkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVMj0j5VR/vDjPxLzHAXkOe3LXcXL/eg9UyOmRn4Vq+q9f6R0tJDFqLUFvtskwLo2zvI4gCBywD6Qvhs+4ehb5cGWu16qt9VWVXnxRxynjx15cumAUG7ZHpCZHpXiS0EZLeD0jxVwOPAE580epB6oiICIiAiIgIiICIiAiIgtVDyaT44z0V6tfyYeYHLqUEL6braq39pjUtjba6aO3V9PSSQyNiDcllK4u8OfMqXXRU7GPDqePOOIgRg/7lB28lbdbX2hdFXVvlNNZoKKsNZUcZEWOBvXB8OfVbToverRmrtfTaUtVxD6mHIjkbOC2cg4IAxnOOfxINU0Xc6249rTVVBV08Lqez05joXshA4GPihe8Od6eLGOnRSDuXqGsstdZoKaZjI66WZr8xcRHA0Hkc+taD2W4LtU6j3B1BeqaRxuFfA6CaQZ7xjGyMOCSSR5oCkfX+nqm819lqY42yR0ckri3gzgPaAg+bUF4rqOx1lbbayN7WFzXCSD/JJ9K3a3h4pWPe4EuY05x6lrmt7FJWWKSgtVPHGZS4u4Y/S0jwX0Wya8msibPSlkDWBpODjkMelBsTTnorlQZycnkqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiChOEBB6K2THDknkOqo0gYwA1voQXu96crnTSZ/8Avyag/wBWv/4pq6FJaA3nxNJOSfSue9INc7tvaka9jWY00XNdjmR5U0ZQdFIvMSN6uezHpVW9QccWeYPoQeiIiAoT7ZX1MLX/AKyW3+lKmxQn2yfqYWv/AFktv9KUEo6G/aTYcfvdT/0bVlnc+EZ4T7445rE6F/aTYf5Op/6Nq979VSW6zVtdFHxOpaZ8jeL3pLQTz+RBqWpaWe068ptU92+Wg8kkgmaxpdICQ0AgDn4FfDp6mptUa8Gr6OR7KKhgZTMa/lI9zXPJy3rjDx8eVi6S9bq1Wkqy+RXHRTaSKKpkMc9BVOkIYCcZEuOg9C1zY2/bm6u0gdQ2s6Dtcb5y10ZtlT5/0tj+IcMv+V+RB0DTZ4XcYw/Pneheq0nZjUN41PoWlu18gp4q2Vzw8QNc2M4e4DAcSRyHiVuiDyk5PdJzLWjDm4/KoD7YVdUPtmmNIsqJaWlvNxYZp4nHj4WSRgt5YOCJCDzUi7jXzU9HebRadM1Nkjqaypax3l8EsgDS2Qk4Y5vi0KCe1BHrtuo9Di91+mzIK4imdS0k7BxGWHqHPOW54cgetB0po7TFr0lp+GyWenbHSxNaxrXY87haG8R5cyQ0L11LqC2WCzzXW6VIp6RhDXOcA05OcAZIyeXRR9qPUW5umq+2Ou1Zo+qo6mqdHIyloalkpAaXYYXSkB3w5Ci3Wl91P2jLdJpbTtjZa9Mx1kL6q51EZleHs87zS12AMEjm09OqCzV2/d33D1G/Q21Vue+CtZ5PLcalhYWE54zjHm4Adg8XPwU37I7eO0Bo+C01d5rbtXZMlTUTzPfxPIA80OceFuGjlnrlfNshtPYtsNPuoLe9lRVzScclW+NveP68uINBwMnGfSpEDwSWNLWvB+u8UHPWk3Z7burR4Cij/qsS6GLS+RpORwkkYPIgjC530qT9G9q3zBgUUeSB/wCixLo1p4mgjoQg8WN8xh6eGCOJXjpk59GAvREFGjhaB6EVUQEREBERAREQEREBeT2cTnAtBBA55XqiDw8niJZmNvmkEeo5XP8AszJNFvTuc6Bv05tFQuY0DPGQKvhHyroZc8bKPdHvluTI0hzmUtC5sZHnSEeVEAO6D40EcaguV+nter9X1LS3cSnmfQw0zIwZaW28Eby9sWPPAlJHE5vjjPIL4rfRaKhpNvrJSakrpNJ1VQ+oqal1OwPfVsrPpTHjPmNLi5uQegyt0l0/uHc9w9Sbnv07SCighfRU1naYBLUx+Y8GR3FwOySR53PzR4BYmzbbanse3mmNJUum6Wuq6u5Mq57jMYXtomMqiS1oceLJaeLzPEelBjaiqoqS77g3m032sfq+3NbTW6HyVhY2hbVNZDwdeM92XdQTjnleFXPbLHa9srLpfUbxpm6mNlwqJo4xlzpy3Dic8DuFz8DI5DK3KhsGqoNwr3fPaTb56O3UENCyFjadslwljf3b3lxOMc+Pz/R6VrlLt/rWg200ZpiPTdvrqiS408tTUythd5CwOka5g4nZ48PDg5mQMelBunbLZHHpTRMcLuKNl2p2Md9k0SRAH4wukh/vP51zZ2yIjT6P0PTuOTFdKZh5+LXwg/mXSf6SguREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFaHA5xk4Vy8gTlob48zlAne1sTnOIDQMkk4wFz1rbUet9z9W1+jNCvpmaahjdBcLrG5rhkvLSGFwLXO4S1wAI9Kk3fXU02mNubpW0MrI7jJG2Kl42cTS58jGHl8DyvPZ7RdLt7oOltTW93cJImGtne4yd7UBga52euDw5QajoXs07b2GgliqqOpu9RI4OdUzVMjCeuRhj+Hxx0X333s57XXG2z0tPZZKGWU58ojrJnuacjOA5+PDHxqSLzfbVYmx+yM/cNkcAzzS4OJOOgHpIV9su1FdRJ7G1LH8DyH5jI6fD8SDnjT991ZstroWXWMvlmiblUNp7fcu7aTCRjHelgAZnL/fHo1dI26qhraWGqpn8cEsbZYnj65rhkH5CtK3x0RDrjbi6WV8MZn7h0lG73pZUAEMeD4Y4itc7LGorjdtA+xN076Sps80tF3r3g8bYpnxAenkGAc0ExoiICIiAiIgKiqrUFSQOpwqcQxnBwvkvFfS2u2VFyrpRFS0rDLM/hLuFjeZOBzPxLQRvbtoHSNbqQl0ZOR5HP8xBJWRnCt7xgJBcAR6So492/bLl/wAJCx5HTyOc4/2FutouVHeLfHcLdPHPBKOJshjLcjJHQjPggyg5jIR2eE4OPiRowB06eCEZGOaCA+2BbbpXaZtwtb5oXyTR0kk7YwWxsmnjY8uJGG+aTzKh3bXYbVG32uH69uNwohZrWTUW+riqo5XT5dwAuaBjBa5x5egLpTtIUFwrtoryy2xu8pZ3U3FxgFjGPDnOBzyIaCVHmtjXVvYkonUNRUyXCWx0oikbPwvc/iYSS4kc8Z8UG+9mOO6M2ZsLby2aCrxM57ZIuAnNRKRyx6CPlUmMbh2W4IJPEcrWdsqaem0HaYpmSCo8mbxNkk4uF3P/APmtoi94OmfHHp8UFOFwPmgczz+BVw7pnl6cK9EFobgDn0VyIgIiICIiAiIgKh5BVVpIBGThBUHPgUQnA6ZRnvUFUREBERAREQEREBERAREQEREBERBa4ZGCMgq2biaxzmAOcByB6ZV5GVQdMHoggPWW8ev7Nret0rQaChutRSxRSuNM6aXzZAXN963mcAqMLTft1aLe2v3FbtXcnPrKI0ZiNLU4De8D+nDnwUuyW+42ztXG5S1fBQXeiiZDFkkEw08gdy8ObwprDuR4iRwu8EEDaN3r1pcdcU2m9QaAqbR5VG58Tn09Q1xDOHiPnAchxjmp5jIzhrvNHIY9S5/07ca269sXUVvqpTVUdpoy2maTyp+8ghcRz+yIzy9C6AhbgHLQ3nyACD1REQFCfbKbKdqaOWGmqKnye/0E0jIIjI/gbISSGjryU2L4bnQUdxjNNcaWmqqfIf3c0YeMjocFBCemO0Nomg01aqCotWrxNTUkUL+GwzEcTWAHB+EK3VPaK0LV6audIy36tDpqOWNrnWGYDJaRzJ6KXxpPSxHENO2fHX+4mfoWI1hpPTI0leC3TdqaRSS8JbSxg+8PjhBiNPSeUbJXKUcQ47fVkZGCAYnEfGtY7GvPZSFr3OJZKOHiHC7Pk8XgtqsRjGzF0MIDWNoawY9GI3Baj2MXf8SjXF3ek1R877H+x4vT/uQYHazejSejdJxWO62/UslbC9xldS2eWaLm4kcLxyPIhbV9EnoP969YfiCZfdsDp+wV+3lNU19poK2pc9/HLNTteT57gOZHowpAGktKfa5aPwNn6EEQW7c7Tuu91tPwWijvsEkUjXny+2yUzS0B45F3U+cOXw+hY7tdD/hLt05ziHNuDsYHIjvqdbzqazWm17n6anoLfSUgMrIz3MTWDGJT4D4Fo3a5P/CvbnoGeXPz9+p0EhbyuLZbBxy8DfL5Dk46cB5LzuG51FBbqmopdK6ydVRQvLSdOzjDsHAdy5eHxK7elpdJp/h+mAXCQkHn/wAmeS1HTm9tJYLi7Se6xbbb+WOe+WKn4oZ24y3lGHeBaOZQRZp/tPbjUc9c28aJnrgJT3DjSzNcxvE7kQ1o8MdfQt40Nv8Aa+1LWxMp9tajyZ8hY+cQVGAcZ68OM9FNVps2i7pRtr6GwWipgn5mQUTBnx5gjPisvbbXarWx0dBQUlJFxZ4YYAwcXp5D0BBAOiXOf2ztSVEkZimlt8TpIyDyPkkXLnzXSS5x0k5x7b2sAeYNFFw+r+xYl0aM4GeqCqIiAiIgIiICIiAiIgIiICIiCigLYk8e/e42OQ8ntw/LVKfVAGw3nb97jk8sQW789UgmXVt2p9PabrbtOzMVJCZHMAGOXqyPzrF2i+XWe+w09RT0stDUQvlZV0zXd2OHwcXHrnPQeCyurJYY7HUtqaPyyEsw+LBPGPQorslPV6W1ZJX2J1XLpqG3VNTVU9S14c2RjMhoMnE7nhx5EDn0KCRr7fKyhulLR00LJWVRw1zW5IIaXHxHLktic1pYO9aDxNweXpUcTXhl8q9O3yKknjily8xta53ADCcdB61I8bgc4yS4ZGQg577bTWDT+khn/wAtQcIHo72L/wCS6GB84t8ckj5Vzx23ABZNJkhgAvEPE90gAaBLF6VNw1Pp4OJ9sVoIDyXHy2Lk37pBnEWG9tOm/thtP4bF85PbTpv7YrR+GxfOQZlFhvbTpv7YbT+GxfOT21ab+2K0fhsXzkGZRYb206b+2G0/hsXzk9tOm/titH4bF85BmUWG9tOm/thtH4bF85PbTpv7YbT+GxfOQZpUWG9tOm/titH4bF85PbTpv7YbR+GxfOQZlVWF9tOm/titH4bF85PbTpr7YbR+GxfOQZlFhvbTpv7YbR+GxfOT206b+2G0/hsXzkGaVFhvbTpv7YrR+GxfOT206b+2G0fhsXzkGZVVhfbTpv7YrR+GxfOQap019sNo/DYvnIMyiw3tq039sNo/DYvnJ7adN/bDafw2L5yDNKiw3tp039sVo/DYvnJ7adN/bDaPw2L5yDMosN7adN/bDafw2L5ye2rTf2xWj8Ni+cgzKLDe2nTf2w2n8Ni+cntp039sVo/DYvnIMyiw3tp039sNp/DYvnJ7atN/bFaPw2L5yDMosN7adN/bDafw2L5ye2nTf2xWj8Ni+cgzKLDe2nTf2w2j8Ni+cntp039sNp/DYvnIM0vM8LSBnGRgLE+2nTf2w2j8Ni+crDqnTmAPbFaCQ4ZPlsXzkEM9tsH2i2xvHj+y2Z9Y7+BT9G0uY7JcA4nkeoUHdquTTt72srqxmoLbJLbuCaOOOpje9xE0RwAHf5PrUkbV6vpdb6ItmoqRpjNVDHLPEXZMbnNDi34s+gINe3ja6SqsZiEZkfVRDD88LvpzBzxzWa0bpWeyXy6XiqlBdWFx7mE/S25eD5oIyDy9Kxu9mqtJaK04y+6kp5agU5BgbHnOS8eg+nC+nZrcfT+4unY7rY2Txt5sfHKDlvDjI5/5wQbsWMBjLmNA5AcvScqN9nKKlt2p9U09ExkMPlBk7hv1r3yyOe7H+USStt1zqGk0npC6agry0w0VM+ofl/CXlozwtB8cDwUT9mm722n01X6hut/tzZLrXVMrI5KyPvAw1EjmAguyMNcEE9ZCZ9HNYb20ac+2K0/hsXzk9tGnCD/witHT92xfOQZgnPJpGU4uZBGMelfBQ3C33CAuo6ylqoh5rpIqhrhketpX1smhLQWyR8PgeIHKD14h6UyF597F/jY/ugnexf41n3QQXl3wKwuOMtHEB1wFR0sfCcPjccdOIc1C/aLm1rJqHQtv0FfI7Vc6ysqmd4eB7cthaQC12Wu5cXUeOUEw3eioblbqm23GGKopKmMxzQye9ewjBB+FQxvRtJtxb9sdQXOh0XbYq2GilkimjjPExwa4h3X1LATbsbj7eVEVv19pya9xMIbPc6Bwe6VxyR9Kjiw0YGM58PWs3uBuhpXWe0GoorZcTSVT7c4mKqAic0mNxLMOIOeo6Zyg+Xs77Vbc3vZfS9zuWj7bV1lTQROnmljJc95aCXE58VNtmt1utVvioLZBHTUsQwxkHvWgEnHP4VBW126+k9vuznpOpuc/fyx26Br6emeJJA4sHVoOR8iRbtbg62Z5Ft/pSWi4zgXCvl7gt4uQPdyREOwTnr4etB0MC7qMcPweCrxNcADjDh4rm/siXnV1VqrW9u1fe319VQ1Aa4u4Q0O76RruHGABlvhy9C6M76MEN72P3uc8QQYnXFDLcdF3y2UwYJqu3VFPHnkC58Tmtz8ZXKdJpurqNu9EbbS3Kjmvlt1PLTVMHeOw0Mo5AWjzegK68qJI30ssXesJc0tDg4dSMfkXH23ulbsO3Bdh7Id9SUNZPdntLzjhkLohgZxnLgg7Dt0T4qGCGct7xsbQQ3oMDHJfU3p4/GvJnGR5wAwMAg5Xq3ogqiIgIiICIiAiIgIiogZVrsuHDlwz4hV5q17ScDJBBBzhBF+mtX3C4XW9UdbcWwyUVZJDCGnALQ8tHF158vBSVbBUsoo21cjZJwDxubnB5laLobTMtHfr/NW0rHtq6h0sbs46yOKkJuSByQVyqq0clcgIiICIiAiIgIiICIiAiIgIiICoTyVVaehQQL2grdNS7taG1rUVUENos7Ks1mXHjw5rGg4xjGR6ei+fRnaTsuqN626KtlNLUW6oeYKWqZEMSSZzx8XH7zhB+tznwWU7X2n33jb+KrdIW0tHU07aoBxaTG+phDsYIPvQ5R5p7YLTGm6uPdXT+pvJrbHitoYHwOAgjJwAZXSnwJ5lBuXZdku9drfcm73h0tQK2upBTzy443tjErD9zgD4lPzMdQc+BKivsuWyrt+01vkrww1k8tQ+R4xl48qm4ST4+aQpTY3HX7IlB6IiICpjr488qqIKY59Svmq6OGqpZqZ4xHKwscB6CvqVqCPotqrbFQzUMepNRMpZRIHxCeLhIfkOH7H6yvn0/s5ZNP21ltst+1DQUQOXQQzxhjzgDn9L9AHyKSQgQYTQ2mLfpHT0Fktj5pKeEuIfMQXuy4u5kADx9CzqoCqoNY1jpGg1LLTvqa2vpJYJA6OSle1pBAcPEH7IrnXtRaTbbdT6Bh9nL3VCase0NmljL24lgGW4aByzn5F1YQ3mcc2uz8aiTtMaIr9VaTpa+w8Av1oqmVVNK/IHA1we9o8MngaOYPRBsLNt7bPcaWqqr9fazyOcyNjmmjLHu6HiwwH5MLF9onayLczQ9RbaR0EF2aWmkqZncIbjJ4C4NJ4CcZAGV7bA7i+3/S1RWVMLqO5W+XyK4U0mOLv2taZJMYB4S5xHQDkVI0rWvBY4Z5HxxkePPwQcG7V6y112fNWDTOs4JYrFLOHTRkcYDXFzeNmXN5EuBJPgPiXcGk9QWrUtjprxYquOrt9QzjhkZnDm5wvg1rorTesbTU2u+WqnqY5GNaXvZ52MggB4w7wHQrB7R7ZUu3UVbR224ySW2WpdNTUruMimYWsAjBc9xIHCTn19EEbaUBPbd1YeIkeRR8j4f2LEujAABgdFznpRp+jf1a/PWii5f/lYl0YgqiIgIiICIiAiIgIiICIiAiIgoufNlyKLtBa7gqXOgfU09AYWynzpMeUk49QC6EXPO+9HXaZ340Frq2Us07JHzU1d5hMbG8DY4+Ijpkyn0IOgC7Ja4Yc1xw3H5141dNDW0s1LMMslaWvaRkOBGCD6V7My1x8HHmQOno6r1GSPQg+O1W+C20jKamaGRsGGtaAA0egAL6/WhwBzOAPFEHOHbppYazTOmKSb3kt2ijwMcw6WMO/P+VZ8dmjbHhmZ3c+Hktd9LgzjPT9jTWdHQ607R9u0/WPm7rT9uNW+NrcAumGWHPjgxKbnOIIxgAnx6oIT+hf2x/c1V97p/wBUn0L+2P7nq/uKf9UpwRBB/wBC/tj+56v73T/qk+hf2x/c9X9xT/qlOCIIP+hf2x/c9V97p/1SfQv7Y/uer+4p/wBUpwRBB/0L+2P7nq/vdP8Aqk+hf2x/c9V97p/1SnBEEH/Qv7Y/uar+9wfqk+hf2x/c9V97p/1SnBEEH/Qv7Y/uer+4g/VJ9C/tj+56v73T/qlOCIIP+hf2x/c9X9xT/qk+hf2x/c1V9xB+qU4Igg/6F/bH9z1X3un/AFSfQv7Y/uer+4p/1SnBEEH/AEL+2P7nq/uIP1SfQv7Y/uer+90/6pTgiCD/AKF/bH9z1f3un/VJ9C/tj+56r73T/qlOCIIP+hf2x/c1X9xB+qT6F/bH9zVX3un/AFSnBEEH/Qv7Y/uer+90/wCqT6F/bH9z1f3FP+qU4Igg/wChf2x/c9V97p/1SfQv7Y/uer+4g/VKcEQQf9C/tj+56v73T/qk+hf2x/c9X9xT/qlOCIIP+hf2x/c9V97p/wBUn0L+2P7nq/uIP1SnBEEH/Qv7Y/uer+90/wCqT6F/bH9z1X3un/VKcEQQf9C/tj+5qv73B+qVB2YdsgTIymqjxHn9Lg+X9jU4rzBI4+R5dOSCDqvsx7Yw00snc1ILWlxJjgxyGf8AFqDNmtcai2w1tqEUNrrbnoeW9vomzOfkQ8PC7IOQ0HuwOjfH4l1B2gdQX6w7cXCXTVtr625TQlkYpaR07m5c0HzQD1a53UKGtrNwzo/b2h02Ns9XFzKaNlWDZKtwe4MDSQfiHRBtm7ls0tv7oSGi0xq+2Q1L3juHO4ns82QOeCAASfNxyVdn9MWLs/6GqotT6no3VL5Xvc/nHG4PLMYBGfrSo0u0mgrjqR99qNmtZeWcIa2RttuIz5uMlvFgYwPhXlWR7e1lfHcKzZ3WtTUwxhrOK2XFoGMjwdz5EoPo3l3IbunLZImWmvotvqS7RNvV1MjTG+M8XnA8wG4D88TT0+WS7L2ctr6+30dfTx1JhmgbLA/hgIex7QQ4fS/EEH41rWqtx4L9t5dNHnbnWlHR1dK6mZ3en6pxDSCOpHrUgdlau1DPt8y3Xyx1Vrho3PjpBVQvilfGJHBvExwGPNDT8aD4voYNsf3PV/cQfqlT6F/bH9z1f3uD9UpwRBFVk2N05ZKPySy37Ultpsl3dUlUyJmT1OGsA8F9rNpKFrQ1usdYtaOgFxAA/wBhSQiCN/cmovty1l+MR8xV9yaj+3LWX4xHzFI6II4G01GOfty1kPX7Ij5q0DXditWg90NuLnXagu81ILjWvlludUJGxAUx87k0YySAuhei1DXe3umNc+QHUtudUvtsz5qQtmezgLgAT5rhnPCORQRZeO0HPd62S07caPq9WThuWVVO9rqeRvLI4SWu8QtSm7Pt03NL9Qaxp7ZpI1Di91BbaEwTA5Jc6Unia5xPPI9J9K6eobfSUNvbTxMLadjSSCOZ5nr4rG6vvbrDQR1ncuNGcCSSNhe9mSA3DfEen0IOZYezneNvbjNqDStNZtXUVPAHx2650BqJ6hxOC1p8xvIEHn4AretD7/8Akda607labfo1sEZBq6ghtM2QHzYw0FxBI5j/ADSpZh1HFUW+31luMVTBUy8Er3HhLTwkkEDoeQ5LK3Cz2+60xirqRrwXNkc0EgFwHI5CDlrs52i1a/3H1/caTUV2p4DUBzX26q7tsrHTzEHm05GCCPhU5DaajLGsOsNY8gB51xBOPR7xZrROgNM6PuFxq7DQPpZrmQ6oPG94LuJzvricc3FbW0ZLc5zjqUEeN2logMDWOscej2RHzF9WitrrDpXUlZqKjqrjW3Osp/Jpp6x7HuczjD/fBoPUDxW+ogsY0AYV6IgIiICIiAiIgIiIC+DUNRJS2C4VURAkhpZZGk+kMJH5l9yxer2h2lLs0jINFNyzj/k3IIV2ZqtZbh2O8XafUM9vbS3qeiYxksvvGNjII84/Z/kW8+0zVTnHh1jVcX1w72XA/KoT7O27ugtCad1DZtS3UUVW7UdVO1hGfMcyIA5JHi0/IpOj7Sm07RiTURL/ABBiAI+EcSDPHRWrSMe3Kq++y/pSPRmq2SNJ1jPgEANMkuDz8eawf0Su0v2w/wDwx85UHaR2kke1rtRD3wLcsAA/2kHydmTV+o9S1WqbffnvmNtqomMlc9zuTu8+ycfsQpuXNfYnuFHeKvX1woZu+glraYtJGP8AHLpRAVFVWOPMtB5jqEFJH4GGuaHHplaHuPuvo/Q0Afd7vT+VyRvdBSCXD5i361vLGckDn6VhN79yLlpu523SOmad1RqO8MzTkQl4p2lxjEruRAaH8OS4Y5rz2x2O07pJtVcbhPU3e518jJpp5zwcDxk4a1hDcZcfBBqNP2pIJ4myM241GeIBwHlEPT09f/rCljRO5mh9YVBp9M6lobrURgl0UEhJwOp5gdMhbTHSRMjZFwBrGNw1gGQPj6qHN1djbPcIJ7/o2mdbtXU8fHR1PfucHvbzDC15LOEkNyccsIJrDnHJGMEAgJC3DnnjLuI55+HqCiHs8a/mv1mfpnUdZS+2yzyy01VA1zQ4iN5j4gBjOQwnIGFL7HA+OT1OOgQXqx+OTSSM9MK9eUrmh7QeRzyz4oPC5VTaKinrJv2OFpeQDjIAWlVu7mhaOnkqKy/0lOIsiVrpD5h6HPLwW9SRtIfxDi4xgg8gfDC03eYRs2p1Cx7GBzKCXhDeZHmHCD4aTeXb+opWz0mo6OohdGHNe2Qni/2VvFmulFdqBlZQTtmieOIFp+H9CjfsoMd9D/pTkMuomZJHhhSlxAjhaOJ3hnllBezJySeSuXnE4OJwc45Hl0KvQaJvxZZr9tZfbfTyiGTuBMHOBIxGe8cOXpDcKGrrX0ly7CbKC31MdRP7Cx0gZEffTgtcYgPSG88Lo3UtHFX2O40MjzG2rpJYXOHUBzHDI+DK5BuVttUGibNtTpq5trLzbtZvhZA9zRK8No3jvHNBOBzx0xlB1PtVST0O3djoqqN7ZY6RnHkYI8f962dhPoOMnKwzLrRWS10UVzqGwPEUcQDuWXcIGB6TlXHUdlhk7ua5U9PK48o55Gsd8hOUGaVV5wyNfEHhwLSMh3gVeAgqiIgIiICoqogIiIKcIzkgehByHLkqqngg5p3n0zW7a62j3V03U3B9DJK6S+W6GTg8paHuefe4By6Qe/z0U8aM1PZtXWCK9WO4QV9DIHNEkLiWuIJB6+sFZCvoaeupZaSpg72GQEOBJGSevToudaGTUuxGoLlFFYXv25c5sodA19Q+kJjAPMDi4OLjcS53LPowg6Vc4YIIOBhWSuDZBxktaDni8D6lH+nt5tuLvYjdWavslKAHZhqK2KKQ8Izya52VGOvN77zq6Bum9nbfUV9xrZhEbmaVxpoDgku7wh0fIhnX7JBktsaWDUPal1xqu33GlnpaGKCne2IEnidAGcz05GNy6CByMjxWg7K6HbofRsVA+eaetm+m1cz2gOfI973uGByADnuAx4ALfYxhjRyGB0ByguREQEREBERAREQEREBERAREQFFfaYs1fddrK2C2BzquOoppGFpwQBVROd4j61p8VKi1fcp7hom4uY4tkYGch1wZGj8yD6dBzyz6Wt0kr+8L4OJz/SeIrPrXNvGhui7RHgtLYAcfGeq2NBa7Bw0jIKtBxgk++IwFe44GcZVgaDgEY4XDCCA+zLeKm/7gbg19xZGaiCeKljfwDi4GS1DQM9eintnR3LBB5E81EPZkt9ubYNQXKKniNfPfq2OeQe+LWTu4AfgyflUv4wDlxJPQOQeiIiAiIgIiogqipnkreMcQbg5IygvRWh7ScA59KuQEREBFTPXkUJx4IKoreIYJPL4VUcwgqiIgIipnzsYPwoKorWva73pz8CBwIyMlBciIgIiICKgIPTmrS8ZwOZ9AQXorQ4FxA6jr6lVpBzg9EFUREBWgq5WHm0FoJz6EFXMa7qAR4gjqre6i/wAWz7kKpe0HgceZ8PSh4QcYGUFvdReEcfr80IIo/wDFM+5CvAHowq4CDy7mMnBhYB6cBXMYxnvRj4Ffj18lTBHRBcitycgcJ+FA4E4PInwKC5ERAREQEREFrvAcuvPK1rXQbPaGUr4Hy99VQgtZnkwSjiPIehbK4ZHLGfDKtLCS13LjHLP50EXP0rc7NrCCps7ZJbNJKZjE7BxI5rs9TyHvfBSewYBJPvgMj0cleGuByHE8881QMLc8PieeUF4GBhVREBERAREQEREBERAREQEREFqxergDpS7gk48hn+Tu3LK4Xx3qldW2iso2kA1EEkQJ6DiaR/vQQT2S7NZrjoTUEtbb7fWvbqSrjbJPRse7hDIcc3Ak+PyqZ26Z008ucdPWc9PO8ji5/wCyoEt2y+7unpa+HSev4bZQ1da+q7gVTg0OfwgkjuT9iPHwXxaI0vv3qnTFNe6bc50UM5kDA+qId5kjmHP0k+LTjn0QdE+1fTP2v2j8Ci+arTpnTfeBvtetBHp8ii9P+aoTO2vaB/hT/wCtn9QtE3jG+u3Vts9XWbkuqGXG5NoGiKoLnNe5jngnMTcDDfX8CDeexwAy7bgDuo4Witpg1kbQAMGbHRdFqHuzZtvedA0N5qbxdY7lU3d9PNxMlL8YD85yxuPf+tTBkIKP97z6ePNfPUSd3E97BxuYwuAzjIx4le0hZw+dg+jPpXzVWBBNg8RMTg4Ho3AKCAOzYxuqN09wtbPae7FxfRwxSy99wcXdy+Y4+9HLoBjxU/3WTubZVTNPNsLiD1AIBwoJ7GlTTzWLV8UdtoqOKkvTY2PhY4GXELcPfknLufUY+BTndIJJLVVQxeeZYXtAPpLSB8XNBFlFrPUENBDXsbFWNNyNE6NsfMNDOLizzUuHIcIh14SQ8jocrSdtNNPs9jnjudLT9+a18zZG54QC1oB/IVvEhwCC4Dln/wCvUg553NpKTb/fyz7ggtp4Lo2SkuMzmYiiDKchjsDxc9ylZm5uhGFwdqi3MOf8YOfrWr9oSksV7h0/pu8tiniuFTLw0rycVBjYHnA8cY4ldF2ednn8TfabbnFp5+afN9XVBtI3P0F9tds++hRXvpctN7iam0Hpe06tcxtfc54p3W+pc14b3BcPeEeLVt30Omz32l2/7k/pUb7uaW2y2Y1rt9qm32KltcTLrOamWAfTHNEBwBkgdXflQfRUW/fPbS408tmEWs7BFGZ6x7446eRjQfOYOORznHAJBAJ54wV8uvN/7JX6Cvll1Tb5tL3aoo3sp4ZY5Z+/c4EABwjAby59fFZGr3D3l1vdYKHQmlYLbZaiIxS3O5QOa6N5OOOJ0cjgCAeRLTzB5YX0Q9nmbVdTBcd1tUXa+VcEnGyKGpa6A+GCHRA4xyPNBqex+/GltO7Maf07bIai96looWxyWuNkzHchzPH3Zb6sLbaQb17niZ9Syn0LZi5pgaYI6uWRp5EcQexzeniPrh6FdduzZa7HdptTbX3uv09e5X4hjFQ1tLG09Q0CNzsfCSvn09rnevRUQh15peS+0Ydwx1VshMkmA45dIZJGjmCOg8EGudmm827Q+5uurPqbVMj+5cGRy1lS4teWzyNPC1ziAeWeRU/+6foL7a7Z99C5o2B0rondfdTXlfqSww1QZMZIKapA44uOokPEQ0kAnp18FOH0Ouz/ANpdv+Q/pQbJLuVoKSNzXaqtvnNLf2QePVcz6I05abt236u52K5NqaOma67OkjPG1zi/uy3r6HAqdW9nXZ8cxoq2uOOQc04/Os9obajQuirs676Z05RWyukh7iSSAEEsLg4jmfS1vyIMNvz3woLIynlZFMa+I5cziHKRvpVdZR1UDbfU3XyR0z6iRrSImNDgBy6E+C3u+aetd7gghulM2qbDIJGGTmQ4HIXlfdM2u8wQ09dSxyRU54oQR0OMH8gQZFlRE6QQwvhkHB0a8cl7wtxxHBBPhnKxttsNut88k1LA1r3DHP8A+vUso1oHPxPVBciIgIiICIiAiIgIiIC8K2CCppnwVMTJYnjhcx7A9pzy5g8ivdUOcHHXwQa2dGaZfXRVhsdtZJCC0NFLHwEEY5jhWTttpttv4nUFtpaXJ97DCxg+HzQPQF93B8niPDKuYCBzP/yQUbyyXeKuAwMBMI3OBnqgqiIgIiICIiAiIgIiICIiAiK0kklrcZA8UFyi/tLXupsO1lfXU4DmCWmY8hw4vOqYmchjn74qTQ48+WPQfSueu0TNNqndfRG3Nuk4WzSy1NwiJPdyMaGTM4h0P7E7rlBMu3jmu0fa+Fx/YMjIxy4itjXz00MNO0RQMjjjb5rWMbgN5k4A8F9CC1wHIk9FQ8XGABkHqqvaHsLT0KcPPOT0wg5/7L9JcrdrTcC13Co7vNZHUQwF3vWvmnJIHrGPkU/PHE4EfWnmoUuzoNNdqKGuqqk93qG0CGJoB4InUzTkuHiXd6MY6YOVNHHjvHFwDRyPLxQe6IiAiIgKhVVZI4MBc4gNHVBVa7qfVti08Y/ZW5xUZeAQ17mhxBz6SD4FZa5VworfPWObxRRQySucDjAa0u6fEuctuLFQ756/r9yb3QRVGmY6d1uoqGsjbNxnzJBLwuBA988dAUExN3O0O36aL9RgyDr38fh6uJV91PRH2wUf3+P5yw0exe1rnOI0dZXNf0zbafDSPR5iuGxO1x4f+Bti5cn/ANrKf8nmIMv7qeiPtgo/v8fzk91PRH2wUf3+P5yw0ux+1EQ4n6PsTW+k22n+YqDY/akg8Oj7C/kOQt1OP+wgzjNztE8WfZ6i5jOfKY/nLYtP3u3XyiNXbauKriBxxMc0jx9BPoK0Vuxu1PCc6OsIJHjbqbl/sLb9I6X0/pW1exlho6Whp+IuLYI2R5OSfrQB4lBXUWqbJp8sN3uMFM2Q4a2SRrc8s+JCwztz9FNceO/UII5AipjOf9pfXrHQej9XOidqG0W64mIgtNRTxS9AQPfA+la6djNqCSfahYeZ/e6n5f7CDLe6noj7YKP7/H85PdT0R9sFH9/j+csT7he1P2oWH8XU/wAxU9wvaj7UbD+Lqf5iDL+6noj7YKP7/H85H7o6IaG8V9pHFxwA2aMn8jlifcL2o+1Cw/i6m+Yg2N2rAHd6Uscbgch7LfTh3y8CCRKeeOqhZPTva+GQZaR9csNftaabsVUKW53OnpZD9a+VjfAHxI9IWYoKejoaSOlpRFFDE3hYxuAAPgC1bVe22h9U3EV9+sdsr5h4z0sMngBnzmnwAQWnc/RIy72eogM4yKmM5+LiVvup6I+2Cj+/x/OWJdsZtQST7ULCMnOBbqfH8xPcL2o+1Cw/i6n+Ygy3up6I+2Cj+/x/OVfdS0R9sFH9/j+csP7he1H2o2H8XU/zE9wvan7ULD+Lqb5iDYbZuBpO5V8dFSXWmmqXguayOdjsgc/By2h/Fw8mg8+Yzj8q0fT20u3dguUVxtGm7NSVcQcGyxUUDHYPXm1oK3kGIZ+mNIJzzcEGoVu4+j6aR8Ut+o4Xxu4ZI++jzn0c3ZXm3dLQ4Hm36kaDzwZ4/nLH12y22FbUS1FVpWySzzP43yvoKdzyfhLF5O2N2pPXSNh6Y/vdT/MQZX3U9EfbBR/f4/nKvupaI+2Cj+/x/OWH9wvaj7UbD+Lqf5itdsdtS1wHtPsJz/6vpvmIMz7qWiPtgo/v8fzlkdP6103fri6itFzp6mpbE55ZHMx3IY9BPpC1U7G7VjP/AAPsDvQBbqbP5WLM6P200VpW7vu2n9P2y3zuhdH3tNRxRnhJBIJa0E9Ag2m519PbaB9fWTRw08QzLI9wAZzx1PrK1Y7paHBIffqPLTj9mj+ctjvdott+tE9pudLDV0NQ3hmilja9kmCDza4EHmAeYWjN2I2tBc46Psri45522n+Ygyzd09E4/bBRn/20fzk91PRH2wUf3+P5yxQ2I2sI/abZPxbT/MVfcH2s+02yfi2n+Ygynup6I+2Cj+/R/OVRuloj7YKP7/H85Yr3B9q/tNsn4tp/mJ7g+1n2m2T8W0/zEGx2LWmmLzXmit91p6mckPa1k7ScE4HRx8VssZzjHUdRhcyt0fp7SHarsts09bKWgppbNHUObDAyPz/LS360AdAF040czzPgguREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQWnoPhH51oXZ8+pHaP8ASVf9alW+nwx6R+daH2e/qR2j/SVf9alQb4ud+3PJ3GjtJVPdVErKbUcc8ghgMhDGwy55BdEgYXy3C3UVfCYa6lhqY85DJWBwBxjkCghCh7T220NDDC6HUrZI4mNdiyynmAAvf6KLbX/E6n/EsqlkaW02M4sFsaT4ikZn8yv9rOnv3jtv4Mz9CCIndqHbQtP0rU3Tl/aSTqrH9qDbQwFj4NTPHDh59hZB15elS+7TOnMc7HbMZ/crP0Kx2mNNYw7T9rPF4GlZzx8SDkXafevRWgtzNYVdUbzRaXu1Q+ehh9jnkl+WBpIccjzWuHVS4e1Dtv5OXiLU0rw1xb/aaQA8uQ6/lWtdqHT1s1XqbTm2ljtVooK6pHlktWaUExQ8boCGlvQgvB+JYvTusHbWUr9Nbv6RonxPOKS4U8TZQYjkHibl7vFnLA6lB4aC7TldqTeunsEdDKLBXVZp6djy0Pa3BcHObwcXhjGV1iXNBAlIDsZz4YXJdtk7OFj1g/dSjvdzfXxuNU23iiIp2OPLzW9wCOvpW7HcfU+7tvfYtAWea2W2tjLJL3VzgFjOj+BrXNe13PkSMZCD4m3d+4Xag8mh8p9hdMMk7iUwks798T4ZQMcjzbjqfgC6Nh5PDeL63J83GTnqud+ydfqayXjUG1ta4VF6tlZUTvrS05qu8me45J55AaTz9K6JhyHOHE5w9JPT1IPVfBdLbQ3AsbX0dNVsb+xtmgbIGHxI4gccl96tLc55kZGOSD5IYaenYW09NFExoweCMNx8AAWm7lG7QtoKiyyyNndIXOZnGWMAc4ePUA+Hit94OWMnqCsRdbdW1d0pKqGohjjpnOOC13E7ibggkFBqml9QRakudFUwGaB7Hd1UU78jgkAJPLlkcxzwt6lgjlyySCKRh+zwfyFYCPSNFFrJ2pKWolgmkZwTwNwInnOS/AHN55DJPQLZ+FviAT6wg+G2W23UUkslFQUlM9/KR0MDWF+D4kAZ6r7lUADoAEQAqoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLze/h4iRgN8V6KyQcQLEHx3qtgtttqblWyCKko4nTyuyBhjAS4nPLoCoN7OtFPrPWF63PvLD3nf+SW1zgXERxGVmQfW17emVZ2vrrdxBpbSdBVMgpNR3eGgqZODLg2XijPiPBxPxKbtMWilsVjpbZTNY1kELI/NaG8RawNJwPE4QZFnDxABvLHFn1r1VrB5oVyAiIghbta6TqtRaIorlRQyTVFmroqpsccZeXMD2ueTjmAAzqt9261ZQa00lb77Q1VK59VTxyyx00wkMJe0OLHegji6LZKyGOeJ8E2DHKwscMdQRgj5Fz/2faaDTO+Gt9HWd+LMITXtjfzcyZ1S6IgHwaGsbyAwg6IREQEREBeecOPIYJA5dcq/otc3D1RR6P0ncNQVrQ5lLEXsZkjvXgEtaCAeZIwBjKCGu0tqq53jU9q2isUNHJUXksfXyyzOBhia9srfNaCeYjeOYwpu0pYqDTdjpLNbYY46aij7qENGAG8ROPyqJOzBpuvqKS5641RRPp7pd6txpoJ2iR8MLXOcxweckAtlxjljCnHqOeCQcjHigecchmWgc/hyvhvtzt9ntk1yr5209JEQZHPcGtOSAMknHUhfTUSsja6WWVjYgMk8XCG465PiucdaxXTfPX7tJ0vlFJou0ue+sradxaaiYOc0BrvNy3HduwOIIPiDW9o/VdRFUwVdBpe1cXk1SyPjZUklpHPJb04xyK2M9lrQBxKRK4tHBzpx8GevxqatJWG26csVNarXCyOmgjDGlrQC4DPM46nmssg5/b2Udu+HlxH19y39Kr9Cjt56HfeR+ldAAYGFVBz99Cjt36HfeR+lVHZR28+xcf8A2I/SugEQc/8A0KW3f2DvvI/SqDso7dn6133kfpXQKIOfvoUdvPQ77yP0p9Cjt59i77yP0roFEHP30KO3f2LvvI/Sn0KO3nod95H6V0CiDn8dlLbsfWuP/sR+lB2Utu/sHfeR+ldAIg5/+hS27H1jvvI/Sn0KW3f2DvvI/SugEQc/jspbd/YO+8j9KfQpbdj6x33kfpXQCIOf/oUtu/sHfeR+lB2Utu/sHfeR+ldAIg5/+hS27H1jvvI/SqHsp7d9MOHo+kt5/lXQKphBzneOyfoaotUtPQSvpanwlEIBPPn4+hV2S3Kv2ntVz7Y7jMnFzpgI6G4SOIhqgC0ea5/CTzkYPNHgV0Woq3/25qdaadgdaZo6e8W2rZW0UwiaXF8YcWxuJcMhzuHqcckEoxtLXnzuoGWjoPWrwoW2G3bkvvlGmdbRR2XVdFIIXU0uWd+wZa2RuQG+cWPPIn82Zly7hBBBx4DxQerfFVVrR6DkK5AREQQDrHl2wLBz/wDN6P8Ar7lPjf8AcFAWseXbAsH+r0f9fcp6kdwszxcPMDPDlB6ovIvPm8wCfDHX9CqCzid5xz4oPRFZxN9JTib6SgvRWBzPApxN8SgvRWBzPApxN8SgvRWBzPApxN8SgvRWBzPApxN8SgvRWBzPAq2QjA+mYbnny6j/AHIPVF48XDlx+AD0q6N44M8QPwIPRFRoHUeKqgIiICIiAiIgIrOXQnofSrScOABBIPTOM5QXnw+ELQ+z39SO0f6Sr/rUq3kEElozkOB/KtI2AGNprQOX7JVf1qVBvioVVEFo5K5EQWv971wvmmY8MkfE3EjmkYPvSfhX1KqCAtB7f7oaV1lqbUcMWi7hNdql0kbqivqWmKM8J4TiL0tyt8dUbrv4w2z6KJAGO8r6nB9OPpSkDAxjAx8CYQQ9DpTW0OpH6np9G7cMvsvOSqNfVh5aefM911z6lsXf7rsPdNtOiW4GQBX1PMfelv8AgehMDOcDKCCKLb/cN298G4tSzS9K50Bp6uKmq53GRgicxmC6MZIJyQcY9anOIYdjDRy87HTK9MD0IBhBVERAVmATlwHLoVeqIKAAnPI4VyoqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqKiDkguREQFa7PUZOPAeKuVB1KDnLtbMLda7XtaIgx2p6Lk7PXviuiogA0csEADl0XO/a5/bttb/rTRf0y6KZ70fAgDOT6FVFRBXKKiILZRlvvHO5jouftp28Pau1yZGt4vYhp83p/d0i6AcCXnhbz5Z87/cudNF3q0WHtSa1q71dKO1QSWgMZLWTNiY5wrZCcFxAKDpBFqo3D0H9u+m/xlD85V90PQf28ac/GUPzkG0qhIHUrVvdD0F9vGm/xlD85VG4WgycDW2nCfR7JQ/OQbPniblvPK5u3Ou1z3K3pt221qnhk05b5oK67SgEYkjLJ2M4ufMtzgY5+kdVMlTuBoSWCRkeudOM4m8IIuUPmn0++UebG0+htDWN4uuu9L116mle+er9kYuJ4JcGgnjPRpA+JBM9PB3EUUMPKJjAzzzzAAwMfEj3MjjL2ENyMMx4D1rX3bhaDBbnW+nBjr/bKHn/ALSizd/X9LrmrG1ugK+Wrr7qwCoulAO9go4SXB0hkZkeaeDlke+6oNf3J3B1DuVqubbnaiSWNtBL/bevaA2LhOMsDsk5yJWnLeoU9be6YoNJaYo7Fb4u6ipYmRvd4zOa0N4z6cgDngfAsdtPoKzaF01T2u30sPftZmoquHMk0hJc8uc4l3vnOPMnry5LcwgtjYW5aAA0e9A9CvwjfFVQUVURAREQEREBERAREQEREBERBQkAgZ5nomRnGV8tXO2nppajgJ4Guc5vU4AP6Fq2mdWOvZtdVS0pqaKtPKSOTLqbLC4d40DlywOZ6lBuYQHPRUDQOYVR6EFUREBeD4muIJaSMg+vPgV7oghzf3aKHWEkWq7JIKHV9uj/ALDrWv4eINIIa48LuWC8DGObvkzOym4lJrG1PoamUx6htTWw3Wme3EkUgA4+Lmejjjr1Ujyt4o3NyBkejK5/3j2yv1l1NHuJtc90N1YTLcLfHn+zQHOfnmXDJdwjHD4fEg6AjI5jPMHmFeoq2u3n0hqOwOnud3prHXQPMc9Pc5W0785OC3jwXDl1x4hbZ7oegvt205+MovnINpVFq/uh6D+3fTf4yh+cnuhaD+3fTn4yh+cgijWLmjtf6ePEMHT8YHrPl7lM2r9RWvS+nay+XiqbTUdGzjlefyAes9B6yFzLvBubp+1dpTT16tDfbJGLOynEdrf35Egq3v5cGcnHh61smntvNZ7japl1BuZLLR2HMfk9ibM53egN985zOA8nBpwQepCD6aXXm4u52pqSu23pX2zRzfpc9fcG8DpXYOTGWOcCPe9QOqkP2r63LQBq6qyPfZmHX72tt09ZbVp+0wWm0UcdLSQtDYoWcgMenx8B1WTYSW+cAHeOCgj/ANq+uftuqfvw/Vp7V9c/bbU/fh+rUhK5BHftW1z9t1V9+H6tPavrn7bqn78P1akREEdjS+uftuqvvw/Vp7Vtc/bdVffh+rUiIgjv2ra5+26q+/D9WntX1z9t1T9+H6tSIiCOxpfXP23VX34fq09q2uftuqvvw/VqREQR37Vtc/bdVffh+rQ6W1yeXtuqQPE9+P1akRWnPLln0oIO3P8Adc0pZI9RaduYvEdK/iqqSd5e98YySWhoaPDxI6raNot1NMazggtlPWRRX5sIdWW5wxLHIB9MJAJGC4OI59FIckccoLJOBzDycx7AQfiKiLdTZiK+XuDVGjLozS+ooePjqaeDjbM3g4Q0s4gwcgeeD1QTEHtyQCOXX1K9QBt1vLc7JjT+71DVWS5w1DaRl0mjApaxwA4n8fCxjATk8s8gpVG4egiMjW+nMeH9sofnINqRat7oWg/t305+MofnINw9B/bxpv8AGUPzkG0otWG4eg/t405+MofnKnuh6D+3fTf4yh+cg2pW8TeYDhlaw3cHQWS4a0064+q5RfOVHbh6BazidrXTbfWblCP+0g2Gd5NMHx/TDnlw+Ki+06trLpfZ7RJcI6S709c5oon8pHQiUgHAzyLBnr0WzRa80VdpJaC06103U1zmERwwXOF72+vhDs+j5Vg75pKvv9LSGqhgp6umq+/9kYXBrnxBwIbhmOLiaOHryzlBJQceh8CAXevK0fs+gjaW0Z695Vf1qVfZoqkmp7lcZCyqpqY1Ly1lQXHjOW+eC7oD6By5L4uz2CNpLQ0sLCJKrzSc4/sqVBvyIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiILS7qAMn0KhfgA8seknGEIIfkuHCRjHrUSdqagkuW3MVvhrJ6B012omd/CBnDpMHr8KCWe8YCBxDJ6c1XjaHecQOYAOeq5P3h01qjZrb0TaZ3O1AWS1cjnM4YmgYYPQDz5BbXuZpPdHTtHQ3iybq3etjZK01EVwMcQc0AuIPAw+aQOZQdDcR8WkD4VRkrX54eYHIn1rmbVO9O52h5bdWap0jbZLbO0NZ5BPUSSz+9a3Ae1oJLnt6HxWyae7RljM7abV1iu+kqh0hHBcYm0/wABIkeDg8/kKCeA4HoU6H4VhbBqWw6hpmz2S8Ude0tDj5LO2UgH08JOP/5rLMwc44CATnB8UHPHa35622u9WqaL+mK6IjkBZnHmgDmud+1tk622u5hrW6oosuP+mKnq53O3WmkFXc66mpKduMzVMgjaMkAczy5kgfGg+8vHBxDmD0WLj1BbH351jbMfLWt4yzhPTGeuMdCvqinjq4mS0dQx8TxxskjcHMeOmMjr8Sh/XtI+n3Dr9VUIf5RbJacytaOckXdtc/8AIMIJWrdQW2iuEVvqpu7qZSeBnCTkYJzkDHQLJteCxrugd0UJQy+zG4Vg1NVQv/sxzw2Fw/Y4+5eWn8qmxoJ4uPpkcKCpZxZzlvMdDgrA3LROkrnWSVly0xY66ok5PlqKCOR7m5JwSR6ST8a2BgIBBOVcg1f3O9BfaVpv8WQ/NT3O9BfaVpv8WQ/NW0K13vSg1gbeaCxn2kab/FkPzV41mhNAUtO+odozTcYjBLnG1xHA8ejfQFtQzxOd1xyAUNdpPWtzoILdo/S1HJWXq8yOZJ3OXGCFobxucG5IHDJnpjkgyW2MG1uu6O81dq0HYooLbc5LfI6S2Q/THMa13GPN6EOC3Bu3mgxz9penc+u2xfNXjthpOl0Xoq26fo+7d5LBGyeRowahzWBhkPrPCFtkQAZyBA9BQawNu9BnPHorTZ//AEyHp9yvqsujtLWSsNXZdO2i2TlhYZaSjZE8tJBLctAPDyHL1LPogs4Ty6etXYVUQUHJVREBERAREQEREBERAREQEREBERBjb097LdJLExsjveuHgW9COfqyopt8EVm1PQXXSc9VHa3OPsnRySOLImlruHhacAYdwDzc8ljNSb7320X6426PanWVYKeYxsqKe2SOjkAJHEDnoQM/GpD2o1qNcafddxaZbZJHMIZoKpnBI08AcRjJ5gu8UH1bdaodqSjqqh8b4u6cAGuxnnn0fAtsjGG59PNeFJTRU/EIY42Mdzw1e8YIBz6UFyIiAiIgteCWEAgFWtia3OMkkYyTkr0RBrMu3+hpJDJLo3Tz3u9851tiJP8Asqz3PNB/aVpv8WRfNW0FUQayNu9BY/aVps//AKZD81Pc70F9pWm/xZD81bOiDmjUeldO0Xa007S2+xW+lhZZ46h0cFOxjOPy1zePhAxnHL4F0gyPHC0uaDj60Y5er0LTblt/SVe51LruW6VLKmCiFEKcRt4C0TGXOevU4W5tyJWAcQAB5AeaUF5jaW45+o+PyqrGlrcE5PifSr0QUwqoiAiIgoThWuka04dkehJAC3BDSPWVjm3m295UwsrKTNK3Mo70ebyJ58+XQoMmDnPLCqvgtVyo7jTCooayCqiJ4S+GQPaCOoyPFfegIiICoQqogt4R4gE+nCsMeT1x8HL5V6qhQYS/aV0/fiwXux2q6MY7ja2spGTcLuYyOIHHUr4xt3oHH7SdN/iyH5q2ZXINX9zvQP2k6b/FkPzU9zvQX2lab/FkPzVtCINX9zvQX2lab/FkPzU9zvQX2lab/FkPzVtCINX9z3QYzjRenB/+mxfNXhV7Z6Bqad0L9HWAAgjLbfEMf7K24qg8UEL3Ds8aCp6d9RYYKqz3Hh4I6yGqcxwz62gH0fItYdqncDZ2726m1tXx37SMtR5M2siZmWFriBFxl5L3YLmg4HPBU7X/AFBYbBH398u9vtLHY+nVVQyJvyuIHh+RapqvVu1eprBVWS66y0lU0VVEWP7y5wkHlycPO5kHmg3GyXOivFviulvnbPQztDo3FpBPPrz5gepar2fHB20tpcH8YMlV5x8f7Kl+NQ5sRrzSm3+sL3tzJqazP08yV9fbLh5fHwOa58bGxAkhvIMJ5Z6qY+z87j2ms8jXsfG91Q5jmnIINTKQUG/ZVVaqhBVERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQWScQBLQHHHIetR1vxar/ddI08em7V7LV8FwppzS9+yLLWPDj5z+XQKQ5OIE8xgjAA99lebcOeeEjjb77j5nmg5o7RkW6WuNCOp5trn2zyN75jwXiCoL2kAdGgc/lXz6w3r1NfLU21TbWXKkpQcz1ZqXv7qPhLXO4O6y7AOcDrhdRfXDhALiPDqG+CtnYyVj45fOjILS3J55CDkHtCbpaS1Vp7TNus1XVyTUdVTd/31tqIWsxPTknikjaB7x3j4Lde1tPpnUujtKCjqbbVeVanhZJJC+N0nd9xUHmRzxnHq6KYtQ7eaOv1FJQXWwUFXTygcccocc88+n0gKMdc9mrSNwoG+1eSq03VQOD6QUxaIY5QDh7xwlxGCRyI8EGha625s1h1Dpe06G1BcrLerlTvlkL5ZJ43NYyJxwzLWj3/AKfFZOr1XvXpHWjdCWM2/WVfFC2plLaWOlLWvDiAS57gMFpGSea+Gu0bu7orXMWqK6P3QobdF5PSx+TuD2NkYxriwlzQPejOfQFjdud16Gx71aq1NrSGpstZcaZtOLdUPDXwsZI5zS7AIOQcckGB1TX7z7t6/pdM1lioqG4aWucU8745IXime1zTlwDwHgB4OAea1+o09d73tze9cX283Ge4228xUndCZ7YCG1kceTHxEc8n5FtGht4bJYt99dX2mopLgL5UltupWSAGpkcIw1rcjmS4ED4VsWl9H7k67ornY36fg0fpevrY6ioiqqd7pnPZN3xLXNeWjLmtHMeKDpjQj3O0rbWvjALoeYHIN853RZA2WgNXJUmNzpJG8LsnIIxjmPHkqWKhFBa6WjLw5sTfNyOecn9KySDFTaetk1ZDVuic2SFoazgPC0DBHT4Csq1oDQ0dB0VQqoLeh9XPKtD3ZIGHcst9aq4+cBkcweXpUZ1GvdST3y5W2y6XmrPIpXQF7cH3riM++CCTeIev5EcQWkE4UcjVG4WP2nu+9/8AfT2za/eC1+kOEHqXR8v56DatX6ioNM6dr73dZxDS0URnkeQSOEdTyBz8AyeShXs22u6at1pe90tROkM1U50Vsj7gxsjiDpIicH33ExkZzgfHla3udqjWW4+pXbV09iMNLC4SXN0DMu4QCHRe+OCQ9hz8Clew3fXNntVNa6TRkwgpYWQsy0YIaAM+/wDHGSglI8IGDgfEq59f5FHfto3A8dHP+4/76e2ncDPLR0n3H/fQSJk+B/IrDI8ODQ0OJ6jPQKPfbRuAf/M6T7j/AL6+LTW5VTJr86N1RZ5bDXzsMtC+VwHlLMhoAAJySeP0e9KCUWOLufT1YV68YHOcA4555HyfpXsgIiICIiAqHp1VVR3vSOSCnF6QMenKs4zyIe0tzzPTAXx3e3yV1EaaK4VlASf2Wkc1rv8AaBUL752XUOittL5qK1bk60mrKakkljbPUwGNpAyOQiBx8aCcpJ2xwSTOPmsaXdPQtcdrWgLnFjeONsjouJvE4F46g4HLHrXppiskuGi4664OE/FA8uP1xAByoxvbp7GZq3Sdeyvo6qqkfUWVzS575Hc3cJGACDwnn4AoJubLxObwcwQDj0D0r1ytZ0nfpblcK6iqaV1LPTyYLHEZPmNPyectlQVCqqNVUBERB808UfcvPA0kNd1HqK0HYwDuNUjAwL7LgY/5tikGo/ueT/NP5io+2M/YNU/y7L/MYgkZMc8qqICIiAiIgo7OORwrGPdl3eN4eeG885HpVzyQwkDJWJ1PqC16bss95u1XFTUcERkc+R2Bgczz+BBlGOc4HiAbjwByrvj/ACKEtuN3dVa4tlRd7DompNubKY4ql3C5s+CQS0hw6EEFbT7adwftOf8Acf8AfQSJn1/kTPr/ACKOvbTuB9p0n3H/AH09tO4GDnRsh/6A+eg3Ke+WuG9xWiariZXywiVkBPMtLuHi+UYWRjOXFpPMfFnK453Z3MrtI9orT191NYpIoxamQ91yaY2Cqe7iJyfQQuq9GaosGrbcLjYLtT3GBnml8Ls8JPUHl6j8iDPoiICIiAiIgteSMYbxcwDz6D0qMI2yezWrn0b4DF3J7zIaTnuX+v4VJ0gBbzxgHJysHDpiyRT18zaSNj68Yl5e+5EH5clBr2xbmO0W/m3La2QHhGBnhYpAWK07Y7fY6A0Vtpm08PGXua0cnOOMu+PAWUAwMIKoiICIiArCcE58eivXjPI2PDnYDWglzifejCC7iIHMji4enTJVwPLmoH1F2gaN+tYtLaPs79SVYqvJ5XwSBwYeLhzzx44+VbmNUbgkA+1B45dOD/voJFyPSmfX+RR17aNwRz9qDz/0P++ntp3B+06T7j/voJFz6/yJn1/kUde2ncH7TpPuP++ntp3Bxy0dJ9x/30EiEnOAfA+Co0+Djg+Cjn206/eyYO0dVscwgsLWjD+XQectKi39uFnvfkuudEXLTlLNL5PDWVEjGsc5pPEep5cx8qCVteaFsGtKFtJfqeWaIY81kvD0J/SVpbezxts1mBb644GMGrP6FKdHVQ1cPlFLMJWHpg5avcnDcgcz6EHKPaP2k2+0LpGh1XFba2VtFV5mpfKyDMzu3jgD+E8PMg5wenTmultEW6htWkrbQW2J0VJHTtMbHO4i0OHFgn4XFaJ2pbfR12xWpJaumbMaWn76Au+tdxNbxfISFI1gDRY6FgPvaaIf7AQfcqqnpVR0QVREQEREBERARFTI9IQVRUVUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFQ9FVEFuAeoB+JeT2AudmNmMDBABOfgXthWkHibj/AKSCEO05oDWGsJNM3LRkVE6vstfHWf2VO2FvmEuHUHPPCwjXdqwDzaXS+PVXRfq10SAeXEASRgq/HLGSg504+1f+5dMfh0X6tU4+1d+5dMfh0X6tdGY9ZTHrKDnPj7V37m0x+HRfq1Xj7V/7l0x+HRfq10Xj1lMesoOcy/tWjzvJtMZHprosf0a3LYGw69tRvlbuBFbo7hX1bpWeSVDZQQeEnoBjnxKVy0kHJ5eCcIBHmjI58XrQW8DXS8eObRgH4eq0/eDWdJobRFXfKl7mvY5rII44+8kkcXgENb1PIk/AMrccgNeDkBnPOevioB1PQ3nc/e6PTtzo5hpCyOdPMWzNZ3zyx8eMA5I4uE8wgzvZi0xcKLSkmrtSxSx6jvz31dWydnduZxBrccOBjlG3wHVTHFgtyOnwLyp4GxxNYxnCAAMO54HoXrG3hLjk4OOXgEF2B6EwPQqogpgKLd+9rqPcGwuFMJINQUbQ+31IcQ1rm8XCDk8OPPJ5gqU1Zh2efQ/KEED7EbmXOC4HbjX9MbffaFhZTSyRljatjCeYJw04Z3Z80fXKdQWhjg/qebgFHW8O3dNqKjF7txjotQ0R72nrWAteWgDiYS3mQ4MDeZx6Viuz9uzBryKvsl1hfS6jtLQ2vhe0cscLXEOb5pHGSORKCXmdXHOc+HoVy82OAA4hwud4K7iGSM8wMlBcitY4PbxNOQeiqgqrHhpAyD15Y9KvVruLhPDjPgg83Fx4uAtceQwT8qintYu4ditStZyBoJs4/wA0K7cnXWuNPanNBp/Q1VeqE07HCpiq6aId4c8TcSODuXL1c1He5Gv7nq/YbXkF5sM1oraCnnpnxSyxSEkNbkh0ZI6nHxIJ325c2TRtHJwjz2kHn1GcLO9xGHNkiaHcPIBQbXbi3/SlPp3T2n9L1V+lqaSad4jqIYscLgespHgVt21GtNY6ivVZDqHR1TYaJkAdBJLVU8vHJxAFuInE9OfPkg3y3Wmioqh01PEWP4SzJcTkHn4lZBWsBxgkkt8c9Vcgq1VVAiCqKiqg8aj+55P80/mKj7Yz9g1T/Lsv8xikGp5QSD/IP5io+2N5U+qD4G+S4+9sQSOioqoCKiZHP1IKryy0tyQTz5DHRX8QxnK+aonhpYZqmZ5ZGAXPcefCAPV6uaClfVQUFLLWVczIoYml8ksjuFrAPX0XMs1BJ2itwHvmrZToWxVBEbomBoq5eL3od1LTE8HLSqaw1Xqje/WT9G6BrKii07QSd3e6zjMRLS5wwMEPOTERyB998K6F0Vo+w6PsUVm05QR0FIxjRhrRlxADQ5xHV2ABnqgydno6ahoWUtJCIqeMcLBk55deq+zA9AVIQeEktLSfDPRX4QAAhHLlhVVCg581mSO17p0RN4SbFGJeIcnf2c7plYfWO12tNttVTaw2jZFJRvhfNcKOolae8cGEZbxBzicF5AGMkrNayDndr/TwceTLBHjHj/ZzlPcjQ6NzJGhzXjBB5t58uiCMtlt1rVrSwQU1wrIqDUcBEFwoKgdzN34A4uFjuZGc88eBUnwEuaTzz6xz+Ncv9rrSts03R0WqdLiWyXyapcH1dDIYMvc+NvE4MwXH6Y75VmWbL7usYGneGtJHIu8oqufP/PQdFc/X8irn1H5Fzqdmt3AcHeKuyen9k1Xz1T3Gt3OZ92Ku5dc1FV89B0Xn1H5Ez6j8i5zGzW7uM+7FXY/jFV89UGzm7ZcWDeOt4gASBUVXL/bQdG/L8ipz9fyLnN2ze7bWkneStAHX+yar56r7je7fm/8AHHXecMjNTVfPQdF8/X8ic/X8i50Gzm7WeH3Y638Iqvnqo2b3bLg0bxVuTz/umq+eg6Lz6j8iZ9RXOh2c3bBIO8VZkf8ApVV89UGzu7TmgjeStAPQmpqh/wBtB0Zn1H5Fa/JHCC5pPiB0XOnuO7tcBeN5KzhHU+U1WP56odm92XtI92WuOBnzaqqH/bQThqvUlk0tbfZK+3KG30/GIxJM8N43HOGgE8ycHkFA1de9c73ahumnLLFUWbQrC0uur6YNlnLScd2JGlrwXt5kHkHZ9C1i5aA1BFvRpLSe4Gs6zVNqqxLW+TGpmLGPhfGBxiQkO/ZDyXVWnrNQ2a3xUVupYKWmjbhkcMYY0jw5Dx9J8Sg13azQlk0BpmmsdkY57W8HfyPcXF8jW8PGeZwcAchyW64HoC8DE4HLGBmTnA5YPpPpX0AckFAB6FXA9CAYVUFMD0JgehVRB5OychoGQ4Z5LAa/07Ram0lc7LXAiKogd5w5EEEOH5WhbCW+ccDkepXjXt/sCdpGR3Th/slBDfZFv1bc9vZ7XdJ2T1djqPI3ztxg8be98OX14U0cWPE+HMDqoA7GDWew2s+Bjmtdeo8scclv9ixeK6BAIwMZH5kEc9pdx9wvVwcQ1ooeoOT+yN8FvNi4vYaiwAR5NFz9PmBaJ2nYhJsJq5h4hmh6h2D+yM8VfbttKCpoqepdqnWsbpYIiWRahqGsb5gHJoOAEEjef9iEy77FaF7l9B9tuuv/AHjqP0qvuXUH2266/wDeSp/Sg3zz/sQnn/YhaH7l1B9tuuv/AHjqP0p7l1B9tuuv/eOo/Sg3zLvsU8/7ELQ/cuoPtt11/wC8lT+lPcuoPtt11/7x1H6UG+ef9iEy77FaH7l1B9tuuv8A3jqP0p7l1B9tuuv/AHjqP0oN6B85zB5pxkrS9zaORun7hdYayZkkNK8x8MYIBAJHX4F9WnNDUlkr/K4r9qetdj3tdeJqhn3LisjrK0TXrTlTa4JhC6dhZnnjmCOePDmgxug6R8Fot9wmry6WspIy/ia0ZPADy+VbZGWku4fA8/hWh3my6ip7ZYaK3VDHmiBZOWebkBgA6n0hb5DjgBAxkZKC9FRVQERUBygqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKFUQnzsHHyr47hcIKCiqKur+lw07S97vQ0eKCr6+kZVR08k8MdRIPpcbngPcPHAX0RYL3FpY7ngkHnn0LnDYuhuW5G5VbvBco5oba53cW6nfUP8AMDYxG88IwOb488x4ro9jT3hdyDSMgAePpQeqIiAiIgIiILX8m++4fWoO3/2ruF2rKbXGhKkWzVVtJ7sxtI8oDy4OyQHHpI48h4KcnAEYPMK3g5kF2W4wB/8ANBHuymvGaz0fSVNW5tPfIYAbjbhIDLA/LuTmnzgcAHmB74Lfg4OAHncL/wAnjzUJ692gvlPuJDrnbm6x2evqJO8u8bjltaQ5pAw8lrPNYG+a3xytwfU7m8QLbNb8FrQR7JM6jqf2PxQSD8qfKo/8q3OHIWi34/lFn6tPKtz/ABtFv/GLP1aCQPlVCCR74t9a0Dyrc/HO0W/8Ys/Vp5VueRj2Kt7fX7IMP/7aDfgAX8xnA6lcyb0Y9oW6gyetWeXwtUuPqN0CABa7eR4/2wZ+rXP+6b9Ze1DcttdR0bad4qu+c2rY4gZGeQaM/kQSrobJ3F0rxOLv7W1fX4Gqag3GQ0BufELmnSMmtxr/AE2+mt9E57bfUhjTXMHECBk+88FLAqdzQ4j2It7m55f2yZ0+9oN/a3gPUuz6lX5VHwqdzx0tFvA9Hsiz9Wqiq3PxztFv/GLP1aCQPlQfGo/FVuf+9Fv/ABkz9WnlW5370W/8Ys/VoJA+VB8aj8VW5/70W/8AGTP1aeVbnfvRb/xiz9Wg3yY/2NJyd713X4Co92MJ8n1MCHf36k8P8hi9Jajcwsdm028Dgdn+2LPR/o1pG0E240dLqHubdbpC69SZ/tgwY8xv+QUE8/KnyqP/ACrc/HO0W/8AGLP1aeVbn/vRb/xiz9WgkD5VTJ4w3J5+K0Dyrc/96Lf+MWfq1QVO5/E13sRb+Q6eyLP1aDf+LAcegbyXO+7u5F11fqMbabcGWas73gulxhdxRwwnDXtyzi6iTPnAe9PoWy7iWfeLUunprZap6KyTSOBFQ2qjlI5g9Cwej0rbdp9tLFt/YoqS2wxur3sHllaQ4vqHZJJPE4kdcdfBBlNutJ0GkNOQWegp4I2MAklfGCDJMWgSPP8AnEZWyKjWNHQEc89VdhAb4qqoBhVQERUQQDrH/DBsH+r0f9fcp8cMscPUoC1mcdr3Tz8cnWCNvPl//XOKntruIFoyHY646IOfu2wJDoG1tBkfmpbxBgyD9OgWe3O3qqdA679ibtoy+V9mdAXirt9K6R7ncWAAHFrSOvj6FtG9G2kO5Om4rPUXR1AYySJWxF/MlpzgOb9j6VGM/ZovMzg+TdCtllactdNQOkwPRh0xQYOo15vPrCC6as0hZau1adhfGKelqmzR1MgDy13AxrHNJy3LvO5Ar7DvNrrcOustg0NpK+WWu7xhulVW08kcEJOWkBzQ492CWnLgCsjT9mq9QQiKLdK4MaS4va2jeGuzz96JsDn6FZS9me9U3E6HdGsje4YLo6BzCfhxNzQfJWbqbiaGvl50vq7T15utTVMMNpr7bBJNEZywBp4nBvmcbxkgEjHQrDO923a2soNX3yvumqrXXjva6gp2yyPpSW5DSOAYHHIBzI96VssnZnvMkjJJN0a6SRnRz6FziOeeWZuSq/s13yYOFRurcZST9dSyFuPDLe+wUGjXFm8tZp277ni5aqt8tFXMdSWR1K4CSFsYLnOBbxBvECCRkc1mqSXc7eiooJbBdL9pG2W6h7qtlqoTG+pqzGCSwcLg5gka4ZJBw4cs8lnx2br+yIRHde5Fh9+11G9wefgM3T1dFZR9mu907S2n3SuEbC7iwyje0Zz6BMgxNdf96bBt/edBv01f7xd6bMVFfKalnkZIxr2YPEGDwa7oD1WdrdP7nbYOoNR2SvuutqSSndDV2uaN5kMsmHNkDYmHIbwubk/ZBWns46hcTx7tXTDuTwIJBkej9m5fCqO7OOpDK7G7V0HGQ4tFNJ4eH7Mg+eDbjdzUGl7pqCr1rcrTfaqR09BbWh3c08fEJGxkuj4w4NLmEYPMDrzWp3PS26W993str1jp6q09ZrZGyeqNRDO3yh3EWue0PYAZuF583OMArdn9m6/PeHO3Wu2GjLGiCXzT4n9m5/GrvocNQeG7F25jD/7Hl87/AONyQaZTw7t023vuYizak72asEDr22jl4W00s3ngu4cYEZI6fGstadvdb7DV7LvpCkn1dbaqjbSVFCyKUytn4uN85bG0+aQxrc58eizg7OGo+Ej3Wrrn60+TScv/AI3NGdnDUbRxDdq694OYd5LJ19OO+5oNF0NpLUlg7TumtQakuBlvOoaeoqKyFxdiEMfC0NHE0H3pb1Hh8vYUYw3w6+Chra/Ylmk9YRalu2qKjUFVTxPjp+/hewxcRBJBMjs82hTMAAMBBVEVM9UFUVhfj3w8eWE4nceAARjrnx+BBeisD8ty0c84wThVLwOv5OaC5eFd/cU/+jd+Yr1DgRkLyrj/AGFP/o3fmKCBOxf/AHn1n/Lcf9VhXQJXP3Yv/vPrL+W4/wCqwroFBHPaZ+oPq3+I/wD7jVvNj/vJQ/xeP+YFo3aWc07FatD+JrfI8EhuT+yM8FHFv7TVDTW+mp3aE1M50UTWEtopiDgYyDwerKDoxXLnf6KKgx+0HU/4FN8xVHaioPtB1R+BTfMQdDouePooqD7QtT/gU3zE+ijoPtB1R+BTfMQdDouePoo6D7QdUfgU3zE+ijoPtB1R+BTfMQdDouePoo6D7QdUfgU3zE+ijoPtB1R+BTfMQdC+lAueXdqGh4m/8AdT8B6nyKbIPq+lrxb2rrEa00J0dqEVYHF3HksnHw+J4eDPiPBB0YWt8QFU9Fzx9FFb+h0Fqbr+4pv1a3/Zzdmh3H9kWU1muFsmoZA0x1UbmFwwDnzmjHVBI6qPStModf2+p3Ur9vxSytr6OjjqjJ9Y5r28WOngsvZNRQXS5V1FDE5rqM8LyT1cHEHl6OSDNgk9Aq8/StXvWpnQ6mg07RU3fVs0Dpub+ENAOOZwfSF9lmuNwfcJKOupY4ixgIcycScRPh0GEGcAVVZkZGRgk4HrV6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAioVRpdzyAEFrm+dnhBz445rnTtQ3i+akv1m200ebjLPUOM11lo5iO7gfxx8LgCOjmZ55CmrcXU1BpPStXebhO2NsbCyIu6OkcCGN+N2Aok7KmirnSey+4epaVkN31GRUsLZchkD+GUR8PQYcXc+vhlBMmkrHQ6bsFLZrexkUMAJZG1oaAXOLicAAdSSssxw70xFxL2jiPxq8DkcKoCC5ERAREQEREBERBTxyrfOGS5wVxAIwUAAQWjBGQMquB9irkQW4H2KZA8MeCuVCgt84eIwuZt43O9oO64a1hbirySOYPE1dNgc1zHvIT7Qt2OfLFX/ADmoNv0WWybk6UcGMYWWyrAwMZyGqbMD7FQposk7laTz4Wyr/M1TagtwPsUwPsVciC3A+x/ImB9j+RXIgtwPsfyJy+x/IqoCg8p+VPI0kZLXfmKj3Y0NbTambkO/t3J/MYtE3N3Q3Tod2LjovSGjqOupYYI5KerqXyRifihD3hpxwktJI5dOWVo413vjttYLpeazb+2PpKyrNS9oqJHPa9waMBoGT0Qdc4/yUwPsVjtNVlXX2Gjra6nFLUzRB8sXPzCfDnzWRZ1IJJ8eiBgfYpj/ACVciC3A+xRXIgo1VVFVAREQERUQc+a34Ze15p6Rwk4IbHG0uHTi8uf1+JdARZxlxBJ9C+N9DSS3Nta6NhnEXdiTjOeHizjHTqvqh4eJz8uBfjk4Y6ckHsiIgIiIKHp1VPQCOauVAAOiDU9yXXCh03dLvRVboHUlHJKOZGS0E45FYKmu11tGi4NR1VUapksLMMLne/kAA6n0lbdrqiqbjpG6W+jYHTVNM+JozjmRhYcaalrNvYbFXuEc7GMe3hcPfsIcw/KAgttsF4uOm6e6CqdHLVQtlMQLvNz4dVuMBJij4vfcIWracbqCko4KCpp2h8A4DMOfGB49Mc/UtpjbhjQ8jjxhB6oqDkMKqAiIgIiIC+KvqTBSTTPgkLImGQkED3oz/uX2rHX5rW2K4NIJDqaQcuf1hQapT7j2uWaAS080DKmZ0McjpW4y0cR/OF9kOtGympMVkq3+Tu4ZC17euAf94WmaE0ZRX6wwvu1RMYqCvmlhg4Q3GWsHUYPgPkWctV7o4rtqSd7i9jpu9iYW473ETOnjnkeiD77jr200djhvLYnzNmndB3feD6W5ruFw+VZTT2qKG8XGtt0B7qppXEPYXc+RA54+FQvLZ7xR6HD56eRslXequojp2N4ntjfUl7SG4yfNIPPwUq2m1ac0pcLrqauvEYmqw6SpqqmRsbGtyHOzzDRzGUG6M5tyCD615Vv9xT/6N35iuftb9qTSdh1fVWCg4bsYniOOaljdMyZzmtLQxzDh3N2OXir3b/3uqhcyHbbVcjHREOc2x1R4SQfQOnrQenYu/vRrL+W4/wCqQroB5IHJvFz6LjrYXXerNCUV+ZcNtdV8Nyrm1TTFZaqQRkQsjA5N/wAjPP0qSBv5fu8c33MtXFgxhwsVXz9P1qDde0qZW7E6uLfPPkXmhvX37VvNhDvYajB4mgU0WBn/ACAufd8dx9QXjbupsNBoLVEj7zao5TIyzVB7h7nkljvNwCOHoefNbDaN4rzFpGoqTt7qlklufTU/k7rNUiR4cx2XhuMkN4OZ8Mj0oJv4f8p/ypw/5TvlXNNx7VtqtdyioLvp+42yZ4DiyqoZonhpJHEGuwccjz9Sn2xaks97pYqm03m2V8bncPFSVLJWO5/WkE5QZnh9b/lTh9b/ALpecUheBzZkk82nPReqCnD63/KnD/lP+VXDxVUFnD63/KnD63/dK7Cqg8SSSWk8/A5PL/5rnun4vo5T57+enqg++5f8kOXyLohy53gJPboIPT2vVA/o0HQYL8cIDgfS45UfaELjubqgcj9MflzenvmcvhUijlxDwwo70D9VHVX+kf8AnYg02wFze2dqEFjOD2DpvPx537H6Vt+25/4aaoMXnEPOPvr1qGnh/wDfR1J6rHS4+9rdNt/27an9Up/pXoPC/wBuuFn3Xg1XHEZ6B9K6GY494XFo6/A3KxbK66UesNQ6kpTUTW5lHEYWPeTDxniDhjPXJ+VS9wg5z6crxq6WCqgdDPGHRu5kZx+ZBi9G3CW8abtt3qGhktXA2VzPBpPgFnF4UtNFTxtjhbwsY3haM9AvdAREQEREBERAREQEREBERAREQEREBFRAUFUREBERAREQEREBERAREQEREBERAREQEREBERAREQWuxkAkjPReckjA17pHhrGDLjnGB61WVxEsQBZhxIOevTwUa9obWB0doCWWmAZXXSQ0FPkZb3skb+EnmOWQEEebpOr92d4bdouz+UT6as8La26Tw1TRDJKSDEwgHziDG/Iwevgug6Wmiggjp6dkUMMTRGyKKPgY0DoMDlw46BRj2Y9vJ9C6GlNwZTuvFzqHVVTPG4kPY/z2t5gdOJ3y9VLAd4tdkN5EAoLwqt8VVEBERAREQEREBERAREQEREBUKqqFBVcxbyftC3Y+Cr/nNXTniuY95P2hbsfBV/zmoNv0V9UrSn8mVf5mqblCOivqlaU/kyr/ADNU3ICIiAiIgtcQPEKyKWOTi4JGO4Tg4cDg+tW1fKCV3LLY3YPxFaRtJLUzU998olbI72Rw0c+ncxoNA7RtZX6S1npbXEb55KCColpamnpncLyZ2xRMLj0IByV69oPy3UGvNHbf22WrgdWVctbUy94TE+LupmBjgPDiaCM8s48VuG/+l6/U+3FbRWzu466KWKpZM8lvCIncZ5gH7HCijsp6ju24muX6uuVbJXsoLDHQPfIfeVPe944j/ovx/uQdMUzDHTxxE5DYw0n4BhekZBzwg4HLPpV6ICIiAiIgIiICIiAqFVRBodx3Bo6LdGj0K62TeV1NE2rZPxN4AwzGLp16jK3eJ3Hh3vh4HGMKBdZ/4YOn/wDV+P8Ar71PrUFyIiAiIgIiILXdM8+SsLWnGWkgcw7K9UQebATlwdkHmOSNAIJ6kekL0RBQdOfVVREBERAREQF5SNjkiLXt42u5EEdc8l6og+KloqWla+GmpIomO848LQBk+r4l4+xFoAa72OpBl3I9wOvr5LISktjJBA+FaPvRq5ujNu7neBKYKpjDDQhwyZ6hzSY428+eSMeCDTdztzWUuon6E0lp837VULePhhiYIqSNzeIEufhvNoIwHZyFitLbLajv1BFU7l6outTPMweU2+juMsUDc++a5gJY7xHLlg4W19n7SnsdpsarvEDDqS9A1VVUvJ4+7kcZI2H/ADWvxjn8J6rz3a3gt2jrzbtO22krr3qCtk4WUVJE18vDktBw5zPrgB8aD5ajs4bXvbK+GzSw1Jblk4nw+N4HmuBAyCDg5HitRr9E7q7a3K312kbhV6qsxe510pqur76VkbW8i107h1Pg3J5LbtQ7l64stkZeajQV4qKYxOlmZBTNLoA0EkvzKABgEnBK23ajcGwbg6dF3stcyUNY1lREOXcv4QS3HPBHFjqUHx7Qbg2fcGyVFXQ0MtvqYJu6q7fVNAlY/hDhywAfNLTkcua3nyeFsfmwxs55LcArn7cm3VO3O71JuHRXCSl05c5ooLsePMcPEQwynlkNayLmck8+hU826spq60UlxpZhNT1MDZmTMPmyMc0OD/jBBCDF621Pp3SNimvWpqmKjooMZLvOJGcY4Rkn08goQtFZuxu/JPXWupGkNMud9Lmli4Z6uInhJBjcHNOGuwXDlkFWX4Sbv79VukL1QufpHThLpuNvCamZhLDxHJ4o8SA8g05Hyzbq3UumdutHx3K8VTKC1U/BBHjoTg4YM+nhIQaRUdnzb64sgnvtPcbpVxwsiNTVVzpZCGjl5zhnqSfjXzX3ZCO3U0cm3t9uWn6mlaTTQmul8mEuSWl0TcNIz1HivfSu5mqNUPlqLFpSr9jiBLBU1kADZGOyW8JbIfrcHp4qyLeylseo2WHcG11mnqiqmZFRyTxNZHKHY88HjccA5GceCDD6L3Wv+lNYs0VurAynqqjg8iuUVOG0zsgkglueZJaOZ6lT3BLHNEJYnsexwy1zXBwI+ELRd3dD2bXekaqCri7+pipnSUT2HHDIBxx9QermtWu9mTUdbWaN9qd7e1l707O+3VbMYJ7prMuJzzJL/V8CCYG+KqvKHi4nEtADunLn8a9UBERBQ9Cudaf/AA6j/q/UfmiXRLuhXO1P/h1Ox9r9R+aJB0QSAXEkAY6qOtBct0tVZ5fTH/zmKQ3hrgY5Bx8XUKANRap9zTf6a6aqujaHTV5onsidK7zGzGoaQT6MMa70oPs06R9GfqUcv7yUv9Gty23x7dtT8/8AlT/SvWp3KfSWlNzrluzdtU26mttzt0dNTvfI4OldHHjDRw45/CnZavt11ZNqnU1bSshpKm4ysoXNaR3tPxccbjzPMh6CcARz5orI2kEYA4cf716DkMIDVVEQEREBERAREQFTKqvOXBIHiehQXqqhTUm7WqqLVN1tWn9AXy+UlsqXU0tTTUrHt42gE8zM3wc3w8V8L94twmOLW7R6sIH2dDHn+nQTyigX3ZNxP4I9UfgMf69Pdk3E/gj1R+Ax/r0E9IoF92TcT+CPVH4BH+vT3ZNxP4I9UfgEf69BPSpkKB27xbiY437Raq7sHziKCP8AXqyTeXcLj4m7S6lbDnBc+hj/AF6CekytX221FLq3RdDfZ6Wot8tS0OdC9gY9h9BGXfnWOt2prhfrzcaawRQmG3kNL5mnzic56H0tPoQb0CPSqrEaedc5KeU3KGGN/HyDQRy5elZYdSgqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgoSACSqcQxlVXlJw54+fGGkhvpQVmLHR+cCR+Vadrbb60ar1FZrtcyX+w7xLBC4vLHODw8OIDg3PLHMHqtX3q3Du2nq+06a0o2hn1Bc5nfSalr3lrRGZCQGuaejT4qVo8yRtJ5ksweH3vPqg9GMA4SzDWgY4QOSYfyw0N5+cM9VdHjhwMYHLkrkBERAREQEREBERAREQEREBERAVD4fCqqh8PhQFzHvJ+0Ldj4Kv+c1dOLmPeT9oW7HwVf8AOag2/RP1SdJ+P9rKv8zVNyhHRX1SdKfyZV/mapuQEREBERB89WD3MpyecbsDHqKhnQmja261F9rYb9NR/wBswAxjC4fsMf8AlAKaZ2h8T48442lo+RYDRFhOn4a6F0pk8pqhKDjH1jW/9lBour9HVVs03X1dx1jOIGwSNBfGWDiLXAD3/ieSi/8A+z6qmwWG8WienMFXxMqAD9fFwxtD/WMjHo9a3rtj3iOi2zpLbUUzpRc7nTxuwRlobMznz9TljLTaLRtf2hNOWyglraulu1j9jBLUytJgEcksoyQBy+l4wPEoOheLzseKqDlWx5A5kH0KrT5xHhgFBciIgIiICIiAiIgIiIIA1lz7YOn/APV6P+vvU+t8VAWsf8MGwc//ADej/r71Prf0ILkREBERAREQEREBERAREQEREBERAREQWv8AennhQLv3d3Vu6WgNFVcIkt1bcKWsliLgcvbM5g8M4wfThT2cEEHmFyf2vrxPZ94dG3GgDXVccDGRhpw9jjO4ggjpjCDdu0LvVa9tLKLDZGOqbu5rYY44scNO0AcycO8DyBHgvm7J23joNKx661KI7hfb1DHUxVUzzK6ONwa4gAktaeMZ5ALD0exsdVtddLvWSSXLUl+LKx9TUxiR0Mfed6GgkcXJruHqenoUpdnO7UNfsvpZlFWQVT6W2QRVIYcmN3ACQUEgSwwyRvikhY+Mjhc1zAWuz6j4LnTVFPT7Mbz2e5W2LySwarndDWMgcX8ErO8kcRGc+L2jzeH8mF0g3mOEkE4y3Piudu0+W6i3L260jb3w+yPl0sz+XFwB0RIOB/o3IJD7R1lgvGyOpoqkNJprdNUxuIxh7GOx+dYzZu8VN37PFPW1kgjNPbJqNnnBuBDGYwcjHg3P+9bNvo4HZnWRAc5rrJVEHw/YzyWg7K27y7ssvoKwy0ompK3B6EAh+D4/CgzfZi042zaHqq2SqZWyXavluDJXMy5rJGxgM4ySXAFpOc88rUN37fHuPvrp7Q9SJIaC0wVFdOeJzo53xup3sDmjHPDiBnPUre+zhJQN2ns1roas1bLXE2jkmDsjvGNblh9BGQcLWHastlh7TFbabnBHB7JwOdDVy4GXtZC0Mb4+cX4+JBNFDQ0lPQtp6Snigia0NDWRhvCB0GAtI3z0dR6r0PXYZDDcqSKSeiqvJxI+KYMcGkDlnGc4PJSD5zWnlnnzwsRqy8Uen9M195rHMFJQ0z55C84BY0ZI/Ig0zs66qm1pthR3mrpnU9Q2onpHB0nHnun8GTyHXHTHLotX0rY7lbu11qCvc2Gnoaywh7I2Sg9451QPPLfBxDfh9ayPZIrmXHZ9lQ2l8lY66Vr+AjqDO4tI+FeltvtHXdqi42hsfDLSabjlL8j33lBbj8qCXIW8gcYwOQXqrW5ycjA8FcgIiILSudqf/Dqd/q/UfmiXRR6Fc60/+HUf9X6j80SDogh3hjp1WHv2m7TfaOSku9tpa2N8RiLpmBxDTnOPEH1g5WbRBD9o7PehaK5PqJ6eoq6VwIFJNWVEjGk+I4pCB8QUpWa1UNnoYqG20sNNTRNDGRxsDQGgAD4eQHMr7kQWFp4MAq4dFVEBERAREQEREBERAVsnvDgZ5K5Ud70/AgjzatsYqNfyOhY8t1TVdfECCA9VEmnO03cb9b3Vtq2rmrKdr+DvW1ruZ+AQH0KXNrP2TcH/AFoq/wCggUa9gIu9xeXDnE+VuwCeQ5uQXDf/AFMc/wDE7UcvTWv/AFCtHaB1Lwl3uOVOB/6Y/wD/ALddFBxwOpJ64PRCQASXcgOZyg52G/8AqXl/xOVHMZ/u1/8A/boe0BqUMLjs7UYDeLlWP/8A7ddDtHVwe4tPTmqd51JzgN4uqDnn3f8AU2MDZ6oGema14Hx/SFvOy25UO41tuMk2nWWmWjlliliMokw5jywjPC3xCkqoDhHJl7eAtOck+hQL2Wg52rNw3F3Ez2cuAA8OVXIgkjY0PO3Nv4iBhvo+BYvS9FWaLv8Ad/LYnT0ldKx0T4QSc+ceYGcDL/SspscS/bihBGMDGR8S3kt4hhwBHhyQfJbnyzQPfLAIiXZA48r6288nOQqc+gb+RXDA5BBVERAREQEREBERAREQEREBERAREQEREBERBTwwsHrC/Uen9K3XUVQ+LurfSSzgveA1/Cwu4Qc9TjCzcgDmODjgEczlc8bvXC5bg7pWjbSx3GGO0cAq7q6Ol70NdG5r2tL8gAFpPm88+hA7OmnL3qjV123dvUrIYbq54tUDWniii4yWP5jDg5jyAcnK6G4BnIODhY7TVqis1oo7XAAYqOmjp2ua3gaeAY5NHTosogoOiqiICIiAiIgIiICIiAiIgIiICIiAqFVVCgLmPeT9oW7HwVf85q6cXMe8n7Qt2Pgq/wCc1Bt+ivqk6U/kyr/M1TcoR0T9UnSf8mVf5mqbkBERAREQWloJz4+lUDQWgHmRzyriqBBzFuxrPSDO0nQ0V6unsO6wwyvmfUSRMjlM9PGWgF7vDA9HXxXy9pPc7bu86Ztl1tGqaSess9e6tZT0lXBLJMXxuiIDeM+D88vQp61ForTV6rKitutqpaqqLQXTOhZk4HmjJaSeQA6qP9ndC6UuFDqcVFmo3gXqRoBpmcTBwMPCCW/mQS1pyuiulipK+Br2slp2ub3gw7p44WSYfD1Dn6V5wRRxMEbGNjY1vC1rQAMfAF6szgg4z/uQXIiICIiAiIgIiICIiCANY8u2BYP9Xo/6+9T63x+JQFrH/DAsH+r0f9fep9b4oLkREBERAREQEREBERAREQEREBUyqqhQMqnF4ZGfBOXpWpbna2tGidM1t3uVVC18MRMFOXfTJpDyY1oALjlxaOQPXmg17fLdm1beWkQvh8tvVW0toqGN445HZAyW5DuHmcEA54SoIv8Athq9ujanePVtxe7WNuf5fBRx0/CAyEH6W5paDlzmg9M4KkrZLR0GsbtJu7qWnndcblIJaShnaSyjjAJAw733vyM4b0U3VVNFWwvgqIRIyQhssbsEY+PqMeCDUtoNUU+tdsbXee7dmen8nqWDr3jBwSAYPg4O9Y9ShzUO32r9mdUO1JtZQm62mvm4Kiz93JK9nPiBBDXO4cMDc56lLr7bNkdxKu726jnuuiLtM8yRRwFzqaQ5eS0M4nDz34OGAHCk3VG9ehbPoio1FSXqnqnBjm08GXd5LJwF7WcOOIZA6kYzy6oIz3L7TVbp+1voabQl8pLw4iBzblSmGMSPby7vmS7mRyIWxbDbTVFNWU24etKwXHUFwDKumYzLG0jHtLw3ADcuHePBBB8Fr202gKzWOoZ909y6mJtRVgTU1vLmRxQNBA4j5xHIRsPMA8ypA3V3l0/oynpKS2thvdZUtcyGGikMpbgeb+xNf8nLp6EGN7Rmoau4Pt22VpkMdbqR7I5ZOEOdBTOc6OQ8PPJGQeYxz6qULBY2UOhKLT0srpWwW1lHI/GC/EQYXYHicZUPdn/SWqr5qN26e4EXk14qo3xwUgY0NhZhreQDjjmzPQdfjU8yOzA7DSQcjAODjpkIOc9nr8dBb46h2qqmSQ0Vwnmuluc9oBc6RzWgkuwT5sTumQt83/2tl3DobbUW24tt92ts4mpZnj6WTkOw7keXE1vh0yvHfTaWDXVqjuNnqpqDUFIGiiqme+IHEA13NpIw9x5la9tFvW3jl0ruOxlk1DQuZTgyhzI5uZHFxcPAMN7v649fUUC37uav0XRSUev9EXWudTEQR1dgpHzxzObhpc4ycAGevL0r5NXUG428dU+0G3N0rpanqGipFbFIyqqoyzDwGuYQPfEZDh08FOYq7fV0/Eyehqo8ea3jY4P9YOSvl1HqzTtgoZa263mhpoWxlxDpm8TgM5wAcnp4AoLat9v0jpCeaNr20lto3yuazBLuCPPLJ6nh5DxKgDZLUlmr9d37dW6SPohdWPipKaocyObyYvY9hc3OM54uhI5dSvC9XnUHaA1c2zadjqKTQtI+MXGsaHRPqD7/AIWl/A7rGWktDscXP19B6d0jZLDp6hsdvt8MlHRwNp4mzNa+QNHTL3DLkGMG52mASXVHwASR5x90q+6jpb/Hv+7j+ctnbarYXA+x1GQRy+kM5fkV3sTbP3uo/wAHZ+hBq3uo6W/x7/u4/nJ7qOlv8e77uP5y2r2Jtn73Uf3hv6E9ibX+91H94Z+hBqnuo6WOR378gcXv4+n3SgyHV9lHbKN88oaaQ2KoZkPbnP0v148PSumnWu2tDnextGT6O4ZzHyKAKaipG9t7ybyalMBsFQRH3LcA/SvDCCWTuhpf/Hu+7j+cnuo6Wx+zv+7j+ctpFptn730f4Oz9CexNs/e6j/B2foQat7qOlv8AHv8Au4/nJ7qOlv8AHv8Au4/nLafYm2fvdR/g7P0KvsTbP3uo/vDf0INU91HS3+Pf93H85V91HS3+Pf8Adx/OW1exNs/e6j+8M/QqexNs/e6j/B2foQat7qOlv8e/7uP5ye6jpb/Hv+7j+ctp9ibZ+91H+Ds/Qq+xNs/e6j+8N/Qg1T3UdLf49/3cfzlX3UdLf49/3cfzltXsTbP3uo/vDP0KnsTbP3uo/wAHZ+hBq3uo6W/x7/u4/nJ7qOlv8e/7uP5y2n2Jtn73Uf4Oz9Cr7E2z97qP7w39CDVPdR0t/j3/AHcfzlX3UdLf49/3cfzltXsTbP3uo/vDP0KnsTbP3uo/wdn6EGre6jpb/Hv+7j+cqHdDSxaQKnh8POkjHX/pLa/Ym2fvdR/eG/oVj7Va8HNuo/wdn6EGhbNV9NcINf1VK8SRu1RV4IIOfpEHoK0HsBBw2ZkDvCrdy8erlIu1MYY/X7GRxsjGpqsAMaG/8hD6FHPYDIOzT+HIIrHcRPPPNyCYdyLtcLNp4zWulnmnc8D6VHxlvMZOFqA1w21aWga2eor7hXzspWxSRsa6N7muwMNPPmPyqQtQOuvcAWqCKV2efHwkY+MrVL1oQTy0NxpBw3Cnr460swOHLQeWM464QfXSVk97tjXW27ywmm51P0qMuafRjngcj1wVrtx1JfbPaYbhVzunoBcJWzPbE0SmIMBaWDAack+JHitls+nJ7bbbg6neW1Ne8d6HYwG+dnHPH1xV170w+pZp90B4orbgyQuAIkb3fDzyf9xQfboSvnuGnfKKiRk3M8Lm45jJ9HrUTdlzJ1NuGc8jqC58vR/Zb1LWh7J7AafNCHvcwZc3iPMcyol7Lf7ZNwv9YLl/W3oJD2MAG2lA3wa3C3sBaLsd9Teh+Bb0OiAgGPHKqiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvJziCAOWSebl6r55HNjY6Z5DGNBJLj0HpQaPvRruk0Roa53c1VO6pEZjooHgl01QebYwMjqA49R0Ws9lzQN50lpiurdSymW83WpbUTyOdlzgwOY3PIfW4WnX2krd2u0VFbY63i0pph4fUx9yDFUVMZ8HDGcsnHienRdIsY3gwwcJaMDlgIPRpy48+foVytZ0yeuOauQEREBERAREQEREBERAREQEREBERAVCqqhQPFcx7yftC3Y+Cr/AJzV04uY95P2hbsfBV/zmoNv0T9UrSfPP9rKv8zVNyhHRP1StKfyZV/mapuQEREBERBRFVEHhVMDoH5AOAcfIo/2PJfDqkuOT7Oynn/mMUg1H9zyf5p/MVH+xgIg1TkY/t5Lj7hiCRC1pIJGSOirgZzjmqqiCqKg59FVAREQEREBERAVFVUQQBrTid2vtOmNv/m9HxA9QPL381PkbiScec3wIUfbtbeu1XFT3a0Vgtmo7e0mirg0uLSMloIyAQHHiw7IVu024p1KJ7VeqI2m+UrgySkkkB4xgkPY4hvHkDiOB5ucFBI2UCpyVW9MoKoiICIiAiIgIiICIiArJOLgPAW8fhnoVevOd7WRlz3tY3xc44AQYrUl9oNPWiqvF4rI6W20rDJLO4nDAB4+rqoYn34vur4JPcl0Vdbt5NO6Oarq6ZjqaRoeWBzCyYOwS1x5gcsLXa9983+3EdaWtmtugbFUZrT3h/tpnBDRwhpA5StJDnetT0yHTOgtKsc2Kjt1vo4WRNIa2PIAw0EkjiPTmSTlBBmtNWb46EjqtYajvuh2WrLiLaXVJeAAXmNjcAd5gEDLsetRqdVu1FuTaNX72We6w26nkjba44I420lPxFo45Q5xcMvEbgWk9Dy8FImmr/p/fTV1RetQXKhotNWCs4KO21dUyN1TMCHCU82nHA8sweIfCugrjp3T92tpoKq2UE9G6Ph4RE1wxjlgjmPhCD6NPVtBcbZSV1lqIp6CaIOjkaTh0f1pbnwWT4m54+WAMZUA0t7qNod3qfSUjZZdH6geJbe578MoJjxGRhc7JI4WxgAuA58gDnMx651LbdI6WrdQXh4ZR0UZkI4gC8gE8I9JODyQU1jqSyaWsEl0v1fBb6IEtMkpIaSTgDl6ScfGuYNvdmLBunUXTWzLQdOWydn9oGUuIpGsdh8crweMcYyRlpx6vFZTT1k1Fv8AavfqLUck1PoCF7nUVA8lj5XNy0OIZwOxlrXcyQV03baGnt1L5PQ08dLBFgCONgDSB6AOiDl2v2/15Q6mulpuVw3Mvmn2PiigkoZaV4qIiwd4HF7W5bzLeQHL5Vt+3+m9HaGqfL7Rs1rCOpp3mSOrkpKcyt5EciJgOmfDxKn0tPDgkfc9V4VjGmiqA1mMxvaSefgUEZaU3npNUU1ZPZdA65qBRyeTy/2LBkOLQ7H7N6CFmm7hXLzs7ba3ADRjNLT8z6P2bqo97GDQ206zwMg3qPAJzj+xYvSp9LBlx4W4wMckEcay3UbpjTr73ddD6wjoYqRtVPK6mg4acE44JPpvvhyyBnqOa1nW9n0tuTZ33DUW1eqZJGSxPiIpofKXhzTzH00t4cAZ+ELZe0o1vuE6uDvOzQ5ILcZ+mNW6WeSB1ooMSwD+xoyXcY5eYOWEHKGpNE7jUdHDDt5R7k2ssk7uOCs8mbBBCMBoYGZIw3I8eQClOm7O2na+fyrWd1u+p3wHFN7JTRvMbOpA4Y29Tk/Gpq76mzznhPGMe+HX5VVk8PQ1UTjjmct/Sg+HTWnbNpy2U9sslvgoqKDiMcUYOGlxy4j4TzWWDWg5AGcYXl5RTHrPFy/5wKvlNP8A4+L7sIPXAznxCqvHymn/AMfF92E8pp/8fF92EHqVTK8/Kac//wBRF92EbNE5wa2RjiegDggvOAScc8dVzvSjHbqfjx0/UfmiXQ73NBALgM8hk9VzxTf4dJ/1fqPzRIOilVEQEREBERAREQEREBERAREQF5zY4CSCR6B4r0XnLjB588HBQR7thJwv3Ac8sbGNUVYJP8XhXP8A2QN29BaJ2wNn1LqCnoqx1Q5xje7m0Zd/8lJVn3U0dobU2trNqCorW1NRqOoqWiOjL28Doomjnnn7wr4Hbi9n4DL7KH45ki0oNqd2jdohxj23UTmgDHMr0+iM2e4+P230HFjGcnotQbuN2eiDixjz+ubUrvdJ7Pv7yN/FCDbfoi9ncYOr6AjOepVfojdn8k+3CgyfWf0LUfdJ7Pv7yM/FCr7pPZ9/eRn4oCDa5e0btB3LyNYULiB0BOStT7JNwp7vXa3uVDIx9FW3iuqaeWPq5j6p7h+Qj5Va/cns+AgmyNweWPYjxWYsG9mz1nj8mtLKqjbIXANitxYPE88FBvWx5B24oSGOaMZw7qOnVbyOij7s/VkFw2qtVbTF5hni44+NvC7HrCkEFBVERAREQEREBERAREQEREBERAREQEREBEVMoKrUd1bVfr5oW6WvTdSymrqqIRxyP6N84cXiOreILY6640lDRVFbWTx09LTsMkk0rg1jWgZLiTyAA8VjdK3+36mtZuVscJqUyujLi4Hi4TyI4SRg9R6kGrdn3Q0+3u29DYq4xyXFx7ytfGeT5SMcR9Jw1oz6lIisYACcAAl3nesr0wgBVVAMKqAiIgIiICIiAiIgIiICIiAiIgIiICofD4VVUPh8KAuY95P2hbsfBV/zmrpxcx7yftC3Y+Cr/nNQbfor6pOlP5Mq/wAzVNyhHRP1SdJ/yZV/mapuQEREFriQOTeL41ZkB4BBAPrV7m8Rb6jlc6Tbp7pXbXt80/pfTVlmjtvdB76mpqW83xcfLgYfDPVB0WziweIg8+WPQqqAhqTtBYAbpPTIGP3XW/qk9svaD+1TTP4XW/qkE61POOUFp4Sw88+orQNjHHybU2XOeDfJQCT0HdsWiv1D2hHxOYdMabw4EZ8qreX/AMJYjSbt+dPMrG0mmdOSNqpzO/iqawecQB4RepB0wqHmfDHioDGpO0H9qmmfwut/VIdS9oP3vtU01k+Pldby/wDhIJ8aRzAGAEHyrnHUmvt9rDpytvty0pp1lHQROmn4ausDuFvM4zGB8pUt7K6qq9Z7c27UddSQUtRVd4HxQvc5jeF5b1dz8EG5q5Wq5AREQEREBEVEFpOQeE5IKjfebRcd0tkmp7PCINU26PvKKqY/gk83DjHxdeFwaGkE4IODyUkBuASAA4qkjS4e+I+AIIj2A3UbrK21NivrX02q7U8QXGDhABd04mub5uCQ7kCeilyMgg4I4fDAwoP3/wBpqy8XWDXei6w2rUlraZS+FhDqoeDSQCehf0H1yzWwW8FNuDQPoLvRiy6mpy4VNslfiTAAdxNa48ZbhzRkgc0EsKoXnNJ3bC7ge7BAw0ZXoCCMg5HpQVREQEREBERAREQFGHaguVyt+zl4Fle5t0na2OkwQMvD2uPXl70O6qT1AXbPANg0cMtB9nzjiOB/ck6CTNpLDFpbbyz2cxMgNPTZlYz3oL3F56curz8qhGrtV4303PuNJcaiRugLLNJF5OXlgqp2l0TgWg8+GSMHzm49HpU0bkTXOm2fv09hbK67Msz30rYAXSGUR+aABzJzjCwHZkjc7aegmq2EV89TVOqu9GH973ri8EekOyg+J3Zw2k4A1+mIS4jhJBby+DzVoFsuOr9k90bXp+73iqvel9QTNZTSTyumkgcCGBvE8lwHHI0YA6BdORYLWt4ieDrn/eob7YphpNmKq7ysHfUNxoJGyt9/G3yuMnh+HCDZd/8ASdv1Vt1dKWukhifFCZKeaRpIic1zXE4HM54QOShPZ64Xjf8At1vOr3x1GnbTUCSpopG+dU1LCXskJ5gxhry0sPXCxVBPqntAU9HbbbX3C06LtVIIrjVvGfLXgOL2jkWOcOFhI4h774FK3Y9htMO2U0Onqqee2R1eYJJWtErhwgkODSWjmT0PTCCY7LQ0ttt0FDQwsgpaeNscUcbeFrWgYAA8OQC+1WRnJJycetXoC8K7+4p/9G78xXuvCu/uKf8A0bvzFBAnYv8A70az/luP+qRLoB5Abkkgepc/9i/+8+s/5bj/AKrCugSgjftLxtl2K1Yx3GWmgGSx3C79kb4r3tO29kltdJK6uvrHOp4yQ25yADzQvn7TbOLYfVwLGuzReP8ApGLe7AP7TUZwMGmix9wEGre5nYv3xv5//VJFT3M7F++N/wDxpIt5RBo3uZ2L98b/APjSRPczsX743/8AGki3hVQaP7mdi/fG/wD4zkVPczsX743/APGki3hVQaN7mliDS7y++nAzn2TkyFDzmVene2JpfT1Fe7u+01FBVSSU1TWySsLhSlwOCcdefxLpdw55AHFjAK5y1T3p7cukIjO/gNtqyG+HKkKCUtV1dYzcTTdNFUuFPJUNMjMnDvpcvh8QUZ03Ltz8I5AaeqPj/Y1JGsue5umA4D+6Gn/4cyjenJ+jp54wNP1GP/hoOikXm6VoaSPOx1AVwdnHI9MoLkVAcogqiIgIiICIiAiIgIiIC8peE4HLiPIZGV6qhGR1wg1246H0fcas1ly0pY66qd76aehje4/G4ZXg3bfb8DHtI03+LIfmrZuFzRydxH/KVwY30BBq/ucbf/aPpr8Vw/NVfc42/wDtI03+LIfmrZ+BvoCcDfQEGse5xt/9o+mvxXD81Pc42/8AtH01+K4fmrZ+BvoCcDfQEGse5xt/9pGm/wAWQ/NT3ONv/tI01+K4fmrZ+BvoCcDfQEHyWy30FqpIqK3UkFJTRN4I4YIwxjG+hoHIBfYBzJ9KAYGAqAZ64QXIiICIiAiIgIiICIiAiIgIiICIiAiKjs4OMZ9aCq85SQDk4afH0KocTkDGR1WubiatsujdM1F7vlZFT0sZDTxeLi4DAHxoIj7R1VW6q1BYNtrTI5wrqls90bBJh0VOH9zISQRjlKDw5yeuCpm0jp+i01Y6e02sOFPC0DL+ZJAAz+RRL2bNEXMCq3D1dU1E19vrBKIZXDNO0kAgt4Rh2WNPU8lOgGM5JOR4oKN4eZbzyeavVrWNaMN80ZzyVyAiIgIiICIiAiIgIiICIiAiIgIiICIiAqFVVCgLmPeT9oW7HwVf85q6c8VzHvJ+0Ldj4Kv+c1Bt+ivqlaU/kyr/ADNU3KEdFfVK0p/JlX+Zqm5AREQWu96QuPrLuFetCb16zgsWi6nUjap9HJIWVRZ3ZbTYxngd6fyLsCQ8Lc56Lk3TG41h2z3l1q7UUVayCrfRvifDGHcm02D1I8SEG0fREa5zhuytyIz++Z/Up9ERrr+BO5fjM/qVmh2odtGgc7s4EZBELfnp9FHtn6Lx95b89Bg/oiNdZx7idx/GZ/Uqo7ROuv4E7l+Mz+pWZPaj237x7G+y3IAgmFvz0Z2ptsXNJa+6v4XcLuGJpwfu0GH+iI11/Ancvxmf1KDtDa6e9rPcVuLQc5Psmf1SzX0Ue2f/AK4+8s+eg7UW2ZOB7MZPT6S356CO90t8NY3zbbUtqrNo7hbKWpts0L6x9yLxECPfFvdDPyhTJ2VSHbGWFw8RKSMdD3jshRpuz2idCai2z1FY7a28eW11slhhDoWhvE4YH15Kk7ssNI2QseWcHF3zsYx1lcUEnK5UwqoCIiAiIgIiICteSG5AyrlRwyMZQeDmZYQHgEnLSRn8ihDfjaSprK0bi6HdLS6tt5bLFCwju6jhyeBzctHM8PUnop0MbDgEch0HoQjAxxcugz6UES7Ebq0+sKIWi8llt1XQAxXC3yZBJYXND2kgA8QaXYbnkfjUuN6chj4FDW5+zkF41bS6z0nWy2XUkcmKmqppQ10sZDWFpyx3LhB9HVTCxxzyAxjPLx5+CD1ReRla0njIA4gB8a9MoKoqA5VUBERAREQFFPapt4qtobjWx0j6mst+J6RrRk94TwdMHweVKy+e4U1PWUr6eqiE0L8cbD0cM5/3IMFoS+UmptG2+6W2WN0NTTt7uTGebfNdkHHRzSMFQxtfXXLbHdDUen9Y1Yp7LcamWrtdbJHwxvfLJJNI3IJDMB7RzIz4c+SxmzOt7dt1uvfdo71do208dUyO1NzmKAuHeGPPIjidNnGPA8xhTzrDTWmNaWYW3UdupLpb3YkYyXJbxdc8j8GEHrUal0+2mNTLebd5Lw953japgwPWM5KgXcy5s3q3Gtm39ldOdJwDvrpco2uLZHt4ZmRgEN6ljmZBdjOT6Ds7OzNoplXA+W7ahqKWN4HkLpoTTvjH/JOHdg92fEA59ak3TmmtM6NtBp7HbaS1UNM2SR7WZaGZyXOxnp1JQYHUHsJtRtBXMt9E0UNBR8McBkDXSEkM5vA5nzhzxk4WudkLTU2ntkrSypke6eoc6Z8Tou7MZD3NwefPkM/Go53Y3Etm5261n2wtF5hZZH1Hd3KcHhNQ8ZcWRu5g4MbTzaOR9fLqGCCGlijbHE1kTAQGjq0k5wPlQfVFyaQSCevyq9ecPPJdw8R9Ho8F6IC8K7+4p/8ARu/MV7rwrv7in/0bvzFBAnYu/vRrP+W4/wCqRLoFc/di/wDvPrP+W4/6rCugHnAz8SCOu0z9QfVv8R/7bVvVi/vJRfxaP+YFonaU43bF6tZ5pcaPDQPQZGYWy7f36g1Bou2Xa1SiSkmgaGPd48OWO+RzSEGxorA4kjGOHHVVa4kZLHD1FBcipn1FM+ooKoqA+oqqC1/h8K5y1T/h2aN/k2s/qhXRcrw3AJwScA+GVznuA5to7ZWi79dHNo7e6iqYWzy8mOe6n4A0f9JzR8JQSdrL6p2mf9O3+jlUbw/4dH//AD1R/wDtqUNVUVVNuDYq2OnkkpqeVrpJWY4Y/MkBLufTmB8JCizT7/ZntoVd4tuam3UlmmppqmMZYyRzYnBufTg5QTlc7/b6CpNO+dr52gF8TGFzw09OQBK9rJd6K4mRtK95c3m5r2Oaf9oBR3p2oNJvdqL2ShfHLUUkApJnD6WQOI9eueFX6X1lcI9a3miudGJoY6w00E1MzPF0PMud06+CCVFUdFZG4OYHYLcjOCrwgqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgK1wBxk9DlXK1/vTyz8aCzidwA9CSc/AFztrWGPeDfGDSjmGp01pkuqax7ct+mujkic1rh74h/DkZ5KRd/ddx6I0QJWl7bhcJRSUrGDzi554M56DBc09V57A6A9p2kKaave+e+VrO/uNRLIZJHyvw54c48yA7PiQg3ymo6ekooqSnj4Y6cAQx5OBjpz64WQbnhHFjOOeFazoSQAMcvgVw6IKoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICoVVUKCq5i3k/aFux8FX/OaunPFcx7yftC3Y+Cr/nNQbfor6pWlP5Mq/wAzVNyhHRX1StKfyZV/mapuQEREFrscuePQvAxRukc8RAuePOdj0cgvoIB6hAAOiDzZHGW+9YSOXvQq91H/AItn3IV4AHRVQfNNHCIZPpbMta4+99RWg7Igvh1P3vC/F7ka3zRyHAxSDUf3PIf8k/mKj7Yv9g1SPRfZf6NiCQ+6j+wb8gVDHGCAI28/8novVEHg5kYYMtZ5py7kF6swGjHT4ELWnOQOfXkmMDAQXIrVpftsqZNX1mnoYCKiCJ8occcOGhvzgg3ZFiIbsyngAucjYZOEO6ZyD8C+6jqoKqmE8EnHE4AtdzGR8aD6UVrc5OengrkBERAREQF5yEjmeHA5jJxzXoqEAjBAPwoPIY4uM8IkcOmeuFru4kmpItHXB+lREbuKd5pWyEAOk4fNHMHPP1LZuFuQcDI6HC83tDpOHnkDiBJ6HogibYrd6n1rHPZ76xto1RbwGV1vmaY3cRJ5tD8E8uE8h9cFLqgffTaOprao622/d7FarppPKJ3wyd0KoNAdwvAIDs8DBhx6LO7CbuU24NvqaGthlor5bC2CvgeB50o817mlvmhpe1+Bk8kEuNVV5Ne1zyB1PMesK8ILkVAqoCIiAtK3u1dV6G21uuqKGkZV1FCxr2RPzh3ntHhz6FbqtD36tlZd9sbrQUVCK2SSMDui9rc+cPsjhBGG2eyNtvu0ksGtqN0dyvdRHcavupnHgmY6URnkRjDHjl09KuqLXvFtc4jTAj1fYIWtip6OdrI5GtxgDETC8hvIZJ5gZPit+oddXWno4IRoa4ARRti82tpw3oB04vUvq9v12YQ06IuJ+Ctp/nIIwbu3vYJuN2zrA7h84tdVHlnoPM6r4q/TG9u6dxp4tU+Saa0pKx7J6WmkjfM71ESMDxlw9PQqWvdAuvX2j3Hr+7af5yr7oF1Ax7R7jj0eW0/zkEf6+2TorTtBSUWk452XTT2amka0l5nlJY17nZz1Y08hyUrbYalOsNC2vVRh7o10T3CINIAxI5vjz+tWFqNd3iogmhZoe48ckbmg+W0/iD/lL32AtVbYtodP2m40r6WqpoXsfE+QSYzK89Wkg9UG+sOeRPPGSPQrlawdScZ8SFcgLwrv7in/ANG78xXuvKpaXwSRg4LmkfKEEBdi/wDvRrL+W4/6rCugHdOpHwBQN2ejbtJbg6z2+NSZ7g2vZVPeGu4S0UsOcZH+UFO7Mk8XgfX8iD4r5bqS8W2S211O2opagBs0bnluWg58OfUBc12S07s7O6jqKTTmnIrxpKolJhp4XumkiaDkk8DS7q9/UrqTAznAz6UAA6DCCOKTcXFIySr0fqxlS8Bzo4rJUPDSQM+Hpz8i+p240R6aV1e71+wU/wChb7jnnxRBoPujRfanq/8AEU6DcaL7U9Xn/wDQp/0Lf0QaAdxo/rdJ6tznxsc4T3Rg1ufapqvn/wCpJ/0LfXkNALiQMrzmaXNDMv4SeZDsEeKDR7DudY7lqVmm6mlulsuc8HfwQV9C+n72PjDMgv6+ccclduxtzZNwdOm1XHvIZG+dBUxPJdC4ODsgZwebR1Uda8kYe1jpGSUFjX2LEfwmvbjop5aAc88k9ccgggKh2K1VSUAtsO6N5bSMbgMFroyCOmOLhz+VSPtZtppzbykko7HSuaJnGSR7pnPdxYwORJ5YAW9twBywPUFTDc5Bbn0oPiuNso7lD3dZF3gBOCCQR8iw9x0lbZ20kcQmp4oJ2zYYC4ueMjnk9MFbMMDOC3qmefvggtjy1vDkFjQBnxV7AMcgRn0r5o6mF7jGyWIuB5jp4r24vNdwvaDnlk5QeqLwMoAaGvDnOcFidbaeOqtL1VjN6vFkM5YfLbTU9xUs4Xh3mvwcA4weXQkIM6i5M1RoS8WvtDaQ27p92NzXWu926qqqmZ9/cZ2vibIWhhDeEDzBnIPipWpa+ybMwx2KfUOudc3m9zmWit1RUeyFe4Mbh3djzQyIYyS4gZzzQS6i1Hb/AHAsusZq+ipYLjbLvbXNFdarnT9xV0/EMtc5mSC1w6OaS0+lfXuHrKzaF027UN/NQy3RzxQyywwmTuu8dwhzsdG5IyfWEGxotd3A1jZNEaTqNTXyaUUMLo2fSIzLJI6RwYxrGjm4kkfnWJ1zuZZtK3K3WZ1uvF5v1xiM1NZ7XTCaqMQ99I8FzWsaDyy5w5g4zgoN4RaZpXcrTmorDd7pTeW0s1kD/ZW3VlOYqyic1pcWyR+ktBIIJDvArRqrtMaAZRx3Ght2qbraWxRyVtzobU6SloC9ocGzPyMOAIyBnHTryQTYihPtGbqT6c0Lp+5aUmuUrL1XUb47hQUBqInUrpGlzQ/Ba172nDQfOPPHPmJb05dY71Zqa5xUldRsqGcYgraZ0E8fMjD43c2nl0KDIoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICseAQOQJByM+lXoghzW+k7RqXeqzS3yljrIqSKokghe3iAeGRHi6+BaCpgZyzloz6loFd9W22fxWq/o41ILfFBQnGep+BVVUQEREBERAREQEREBERAREQEREBERAREQEREBUPh8KqqHw+FAXMe8n7Qt2Pgq/5zV04uY95P2hbsfBV/zmoNv0T9UnSn8mVf5mqblCOivqlaU/kyr/ADNU3ICIiAqZHiQrXjIx6fXhfO+qia/D5oGAe+DnjPqQfWi+ZtVSjIFRD1zzkCr5ZTfuiD76EF1R+wSD/JP5io/2MGINU/y5L/MYt5nqaYxP/siHk13/ACrfEFR9sdPGyLVXeTwgG/ylv00c292xBJyoTheHllN+6IPvoVrqumJA8ppwPH6Y39KD6SQBk8gqZB6L5nVNOCQKiH3w4syDp8q9oXtkj4muDhk4IQXqMH2Z9Xu1VVE1IRTSU0rBMGEjJMfieXgfkUnryfHHgOcwcQ+xQQxuXRW9u7emaWqgllYIHsY1jM8X0l49PwFSBtfZZ7NpSmoZnPIa1hw8YOAwDBHxL7K3S1orr/R3qZs5rKQkxEvPCMgjp8a2DHQDoEFsTg4F3C5pPg4YK9FQdSqoCIiAiIgIiIC83+cHZaSB+VeiIPPBLuQxjof9yg3f/aKe611PrvRtV7FaktjTI0QMwarB6EgE8g555DxU6nODjqvDznh4LmFuOvoPiEGg7D67k1poynmuYjp75Dllwo+8y+GTJcAQfOA4Cw+cB19GFIfEA3JIx0UUbi6CrINQR670ZKyHUNLFh9K48NNWRgkuYQPNa84aOMgkAdCtk2y1nTavsxnkgNLc6SR1NV0jjhzJWktccHBLSWkg45jmg3UKqtjzw88A+gK5AREQFZKMsxwhw8QVeiDx4C5wdxOA68OFeB6M/Ir0QWY+H5Ex8PyK9EFnCDyIyPgVvC4nmxnCDkeleqILGA8TncTsHlgjor0RAVFVUQc276Cv0HvnpzcmkFPDZJXR0F3dxuaS6STm9xxw4DGAcyOi6Es9fFcLbSXKFwdBWQMmjc05bwuaHA59YIWP1lpy06m09W2S7Q9/S1kLoZWDk4tcCCWnnwnnycOYUMWrU+odlaiGxarpDXaSmqzT2mrpyZJaZjn+a2XkeTWuY3iJHQn1IOhcj0qqwlovtqudvbcLfc6WopyerJWO5fYnB5HmspAeIOJDuLlnrg/Ag90VuB6HJgegoLkVuPUUx6igPGW4xn0LwqiWQmRz3YYCXAePJexAI8Qtb3Hlmg0hWvgc5rmtHEQCTzPgg5Z0TuA659oW/XWqhl8iuVabLaaupIaaOSSRj2Bp96MAF2Mk+ohT+3RWuMcfuj3YnOQA2PhIP/Ryuf7TBYqbbXZ6WtifJW1t3oakPgkHF33C9oL2gZPTqV2HTtIijlJ43cLRgHAQaAdFa4/hDuY+AM+antJ1z/CJdPkZ81SSFVBGvtJ1z/CJdPkZ81U9pOtuj9xLtjP1rY+fw+b0Ulog4pvnZd3bm1dUX206sscb3cmyzVUzZeuc4ERC2SybFb/PuEQve6sMdCMcRpal75B1zgOiA9HiuskQRftXtrqHR91mq7nr+8X+B4OIapjAOYAzyHqUnMzjmAFciCAtwP8ADa2z/kS4f0c6yVhETO2NqQ3FoFXLpOk9iy/qYBKe+DP+njOPWpKuGi9OV+t7ZrSroDJfbXBJT0dT3zx3bJA4PHADwnIceZBPNfHr3bzTWtHUc95p6mOvoCXUNwoql9NV0pPvuCWMhwB8RzHqQR9XTwO7aFuht5zUM0bM25d2OjTUAxB/r8Rn0hSfuFpuk1foi8aYrQO4udHJTEke8Lh5rh62uwfiXw7fbeaY0Qa2ay0s76+4OD664VlQ+pq6pw6d5K8lxA8B0W2eGEHKWh73W7n3HbDby65fVaTdPX6qiJyRNQvNPTtf6eN+HHPXOcLOUdPrt/as3Gdpmv0xS17rfbjCL1STzufR92ATD3T24aJBh2c8y30KbtO6G0vp/VF71LaLVFTXa+vY+41Ae4mYtzjkSQ3rk8IGTzOSvj15txprWNZR3G5x1tLdaFrm0lyt1ZJSVcLXdWiSMglpyfNORzQQ1T2u9R7s68uOoNV6Yqb87RcsFytVmoKmIBnDmGaR0jnN48ebjizgjkB12bZ2go4exzb6eKmibDPpiofKwN817nxyFxI8SSea33Ru2ekdK2i6W+2UMzzeA72TqqqpknqawuBaTJK4lx5OPiMZOOay9n0rY7To+HSVBR91ZoaQ0cdP3r3YhILS3iJLuhPPOUHNt8djse7XOJwBcrNzJ/54rqwePwrULltpo64bcRbfVNpD9PQwsihp++fxRBhywtkJ4g4HmDnKzOj9PUGltN0VgtZqDR0bCyM1E7ppDlxcS57uZOSUGXREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREEe131bLZ/Far+jjUgt8VH1b9Wy2fxSq/mRKQW+KCqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKhVVQoC5j3k/aFux8FX/OaunFzHvJ+0Ldj4Kv8AnNQbfon6pOkx/wCrKv8AM1TcoR0V9UrSn8mVf5mqbkBERBa4ZI6ciuSrVoa7blbu6xo6zXWo7XT2+SjY2KhrnsDuKm48gEEDmF1q8kYI6Z5rkKw23cS5bx639zrUJs/BJRCfvIICXONNyOJWu8M9EG7fQ01Bz/xq67wDgZuhzjw+tT6Geo/hV1z+ND81e3tV7R/1u5RHLn/YNB18f+ST2q9pL+Ez/qFB+qQeP0NNQWke6prgg/8ArQ/NVkHZeZS8Yo9zdbQiQ8UnDcscTvTyYvp9qvaS/hM/6jQfqk9qvaS/hM/6jQfqkHj9DPUfwq65/Gh+aqHszzY4nbq65yOY/tofmr39qvaS/hM/6jQfqlQ6W7SY/wDxKB9fkNAMf/CQaxuXsbX6W291Dqal3O1tVVFvt8tQyJ9zcWuc0Zx70fnUv9mSrrK7Zax1FfVz1dQRKHSzSF73YkIGSeZ5KIt1tN79U+22oZ75r8V9sZb5XVEJpKJgc3HMZZGD8hUrdlYu9w6x94QXgzhxHie9dzQSiqgfKqK5BZwc8lx+DwVyqiAiIgIiICIiAiIgIiIC8mxNa1zWtYMnJAHI/CvVEHj3IBBGMAg8OOQ+D1qP9S7cPqdeUOsbDdXWuvjeBXMblsdYzIH0zhwXODOINJPLPoUikclRBbxtY0l7gAOfxKpfhwAaTkZWk71XzVlg0TPctGWn2VucTmkU3C4l4JA5AAknmvDaTcvT+4NlbWUFXHHWRhorKV/mSRSZI4eEnPVp/J6UG/g5GenqVURAREQEREBERAREQEREBERB5PhDmno12C3ib1A9RXx3my2+82ue2XSnjrKSZgY+Kdge0+vBGMrIqiCB792brRUXWSfT2rNQ6XoXxjNHaaltNF3mTl/CxmMkYGevmj0LbYNur+ynjY7Xl9LmtDSRWPxy5D8nVSUiCOPc8v329338MenueX/7e77+GPUjqo6II3G3l/8At7vv4Y9Pc8v/ANvV9/DHqSUQRsNvL+P/AD5vh+GsevKr24vVVTyQT61u72OGMGpeQR689VJqogg3QfZ2s+mNTU16l1Bdbo2jc19JS1cgfDA9rg4FjeHzehHLwJU3tYGs4W4HLwCvRBVvTw+JVREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUPT1+CqqH056II9rAfdqtpJHKlqc/e41ISwstipJNSQXsfsrI5GZz4OAH+5ZpvNoI9CCqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKhVVQoHiuY95P2hbsfBV/zmrpxcx7yftC3Y+Cr/nNQbfor6pOlP5Mq/zNU3KEdE/VJ0n/ACZV/mapuQEREFrs5GPTzUD6QsWu9G7k6rvcejqi8012lpXwup62niOI4O7dkPd6Sp3k5NzkBo99n0KwYaS0YaOXDhBo3tw15/BNd/xxQ/rE9uGvP4Jrv+N6H9Yt7AB+tx8Krwj0BBoTtZ62EXeHau7YGcj2WouWP+msdYNy9WXptUaLau8O8lnMEgN2oh5wAPi/1qSpuUMhz5vAfzKPdjmBsWqfPLg6+yu5+ju2IPq9uGvP4Jrv+N6H9Yqe3DXfEAdp7uM/+t6L9Yt94R6ArZB5hDeTj0wgiLcuv19qnQN903BtfdaeS5UEtNHK670fC1zhjwflbNsHp+66Y2ttdlvVL5LXQd53kXG1/DxPJHNpIPI+lbu1vVoDgGnIz0V8bQ1uAAB6kFcBVREBERAREQEREBERAREQEREBERAVFVEHnI0ljmgc8ciVzju3t9d9AXv3Qdro4qNhe591t4I7mZow4lsZwwOwx2DzOXH0ldHuPPAOD4LzdE3gcGxtaHe/4hyI8UGkbN7l2bcfTBudrkcyanLYquKRhBZKAOIdMHBJGRyW8h7zJjgIaeWP96553d2vvul9QDcPaOLyOuiBkuNvY4iOsAcTngAyXee8nzh0CkzZrcrT+42n23C0VZfVsa01lKRh1O8gEtIyQMZHiUG/oiICIiAiIgIiICIiAiIgIiIKIqogoqoiAiIgKiqiCiKqICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiArX45A+JwrlQ9OXVBh3X2hZqGGygO8qmje8cuQDQCf5wWXj97+dR5VAe7Zb28BB8lqcP8AT9LjUiN6ePxoKoiICIiAiIgIiICIiAiIgIiICIiAiIgIiINR11rq06Slpm18FbNJO9rWtpqd0pweLwH+aVrrN4rK5uW2TUBABOTbZgceP1q+vWo/41dOO4ndI28OeXv381qWjtabg6v17qq122rsVFT2ealjjbUQTvL+8g7wnzZAEGyjd6ySNz7D6hLHDli1zA/mXlNvLYoqR89RZ9QRR8Be4i2zHzQOfhyWm6E1lufqrcTVWlDc9OU4sz3sbMynqeZbLwY/ZFtVkvup6mPXNmv9Rb6g2ymkZG+nZK0n6RxH37jy5oNr2s13Z9wdNG/WJtQ2jZUy0rhPGWO4o8A8j8KhDeEj2g7sAAgAVY5j/Katl7Ehzs/XudwgHUNeen+U1a5vKHe0DdYniwW1ZGT4cQ6INu0V9UrSnX+9lX+Zqm5Qhooj3StJ+GbZV4+Rqm9AREQUIymB6FVEFCqI5zRjJAyqBzc4yMoIw1PvDpe0a7r9ESU11qrvSwsknZBSPczhfGHtw5ufA+haRpndiz6AtN/uWorbeYqWquTquEsoJCI4XBrWhzsDnkeK+3eakptMbw6d1iK+GzQVZmp7hVnLO+PdRsha5zeZ5kgZz18F9faap5dSVukdD09fwy3S5SuqaIEkTU7aeVw7xnRzQ9gPPlkA+CCYrHcaa7WqnuFGJPJ52CSMvHCcH0hfYzziT8S+ahpW0lugp42BjYog0MjHCOQ6AL6Y+InJ5AgYHiCgvREQEREBERAREQEREBWu6dcc1crXcx4dfFBib3e6a0tD52VDxhziIoi/oPUsTpLW9t1CymloqesAmbnikhczBzjoVsNze0W+peXAcMb+Y8PNK0zYU99tpapZgTL3Z4uPm5p4jyQb6A4ni4stI6YVzRgDCtaeZGCFcEFUREFFT8yqXAAknkF8s1dRwvLJKmNjgM4J8EH1AIrIJY5ohJE4PY4ZDh0K9EHjIGSRua9reE5BafELnHdzbu96G1EdyNti2ANc6a5UERLBOxrjJgNPEM8mjk39C6QI4pObT5gyD6VaYmuDuIEtePOYfFBo+z+5do3F0y26ULXwTNeY5qWVwEjHNJGccjg4J6LemcZc4uGADgD/AHqCNY7QXO17r27Xegao25z5oY7jQwsLIJYw5rHO4Y+HnwF5ySeZ9HJTtHlvG5zjjiJ5/wD10QeqK0uaCASMnoqhwPQoKoqKqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiII9rvq2Wz+K1X9HGpBb4qPq36tls/itV/MiUgt8UFUREBERAREQEREBERAREQEREBERARFaCSDyQXIqZ5qhcB1QR7rT6qmnf+h/PetD7O3Ldvcc/+l0H9TW96zIO6enMdCGfz3rROzt9Vrcf+N0H9TQfJ2fxjtC7nv6g1lR/WltlCcar3M4mksMUgOBk/3OFquwH+ELudk8vK6jl/+ZWVim1PDulrT2FoIamN04EnePYG8HdMz744QYXscam07adq6+muF9tVFMdQVzu6qatkb8FzcHhJysNunc6Ks253VqLfWw1MEoq28cL2yNJy09R6sLZm1E7GOhgodIMi7wuePK6FpD8+dnzvSsVrimrtQaOvGmIKrTNsp7lG9ks0dZSOI4hguwJBnp6UG1aKL3biaWL3h5ZbKsDBHoapqZ70fAoW0s6kj3Y07BR1tJWiK3VQkkp6hjw08IwMNJ6qagQQCPFBVERAREQeNS4tglLTghhPwcitO2wuVbX0N6NdKZTDX900taOndMPh8JW31vKlnx17s+HqK5ytNv3jqL/qafRd5ttLb3XDAgntkUxDu5j+udI3wx4IN47UelZtU7ZjyCllqq6hqoamnYwHkGva55OPDDVoWytdW7j7w2nVl4hgm9ibA2WOeCTLW1D5Htcw4wM8EhOD6Vkrtbu0TFaqt9VqOx9y2mk4x7CwDI4DkZE3L0LVv/s6mVMWlb9HVNcziqxJGJOTi0xxjIzz4fyZQdYDoqoiAiIgIiICK1x4Wk+hWMma8EjoBn4kHqi85JAxhccADrk45elfO65ULTzq6cN8XGVoA/Kg+xF5slDmcXLHqOUdIAAfAoLlR3MEYBzywVdhWvaOE5/PhBrGs9W6b0rTx+2G7U1sily2MSva3vQMchkjPUdPSsnpOqttwscNxtJY6kqRxxuY7IdgkZB+Jcm//aDWHUFXcNPXKE8drAdGGNABikJaCSc88lzRjHLHVT92aNJXPRu0dqs14kmNewOMzJDkxnjd5vUjpg8vSgkn0q5UwqoCtVSQASegVjXZGSAM+vmg+O/zzU1lrKinGZooXOYMZyQo30Y6lrtB19+uMIq6yOoq3T4c4GMMkfjIbjwH5FKZLXxgPHJ3LB5rUq3RdnLKxnfz0kVTJxTNE5a13ETkDoBnJHxoMjt3XtuekaGujGIpYw6IehpAwthXw2G30lrtFNbqEEU1PGI4wXcXmjpz8fhX3ICIiC1a9uJe6zTmkK690FukuNRSMD2U8bXOLyXAYAbzPXwWxYVkrGPADwCM9COR+FBgNFaltGrbNFdbNVxvj4RxNBHHGckFr2/WnIPXmthHQfB1UJ6603W6D1HWbjaKp56psjuO/wBsySySENHnwjowhrTyY1xJf6ucnaI1PbNUWGkuduqIX99GDJEH+dE/65hBwctORzA6IM8qhW8XnYxy9KuygqioOaqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiofhwgj6u+rZbP4rVf0cakFvio8q3A7125uPO8lqeeP+bjUht6dcoKoiICIiAiIgIiICKgKAoKoiICIiAiIgoenJWNJOQcByueMtwrDk5xyfwe+QfK+5UDZnwurGiRgLnDPQD4lS3XOiuIdJQVccwjPC/hJ5FRXYqyq90vV9FFTOqYWVbYg0yEcLDG3IHIrEaJuly06/UFRTxkUtPUxl8bpuI/TJnM6kE8soN21n9VTTnPwj/nvWi9nP6rW4/8AG6D+preNXv490dNuwBng6HP171o3Z2x7rW5GenldB/U0Hydn8/8A3htzw7p5XUf1orbKAg6p3MDnFw7qTA//AC4WqdnxpHaB3O4nB2a2pwMdB5UttocjVm5AwOcbwcejycIIe7M2ymgdd6Er77qG1yVFaL1WwcRLccLXjh8PWpP+hh2mGA+yY5Y5OGT+RfF2KZoGbS3Bkj2tJ1FcCATjo5inHyymczIqIQSMg9404PyoNC262b0NoK7Ouenbd3FXwkNe/HQtwegHgVIzMloJxnHPC+eGaGWUCKRr8Ajkcr6R05IKoiICIiDxqQXQSsacuLCAPiK1Tbmz19phu7ayN8bqm4d8zh8W90xv52lbe4AggjqqcIzkdUEOdq7VdRpvbiOnp6irpq64VsNPFNT4wGmRocHE+kO9B8VqG19vuW2u99j0tep4pvZbT7aSnbSuLoxJHI95c/iAOeGMjIB8OSym6FzOqd/bJoeOWGWjtrJqmvgqGMDWl0Mb4SHHmeYJ8F9XamulVYqLTetbbUUtPNY7lJLUVDQySRsL4ZIxhpHnedIOXxoJ2HRVXwWatZcbPTVkD+Ns0Ie15GM8uuPhX2sJ96eoAyUFyIiAiIgsl5xnzeL1LD6jvlr0vZqy83aqZSUVO10k0p6AAZLisy8gNJOfiC513LpLzunvHSaKoq59Jp2xR+UXONzOJlTIJnROYTyPNrhyyfg8UHvWam3T3PrSNCRRWTSc+Ihc6sGOd7ekpY5he3IIcG5b1xnxX1u2HudTEIa/czWr6fhHGzyyDzn+JH0j3voU20NJDQUrKSmgiihY3GI2BgBx4NHLmhqqZhbG6phB6EOkAPyZQc8O1DvBtFWy3TXjzqrR8UbjLNbgZqimY3GC/jMbRyz0ypw0Jq2x6xsFLfLHUiSGojDwH+/Znq045ZByOR8Fk7hSUtwpZKaup4amlnaRIyVoLeHxznkVBG3M0u3O/V40VNIabTt3Yai1NcMRRSBrppsPd14i8cs4HQAIOiFZJjh5tLuY5BXqhAIIPQoOeu27k6Dt3CHACsAd6/p0HNdBxtxxnxc4rnztwNazQlqA8KoY5/8APQLoRnQ/CfzoLkREBQ/vpu07RVZQWTT9vFx1NcS5tJTPi4wcYIJw9vIji+RS+RkYXOG58cb+2Rt/G9jXt7onDhkfsM6Cw70boaVu9HUbnaQoLTYJ52QSVVPTvDmFxOMl0pGMNd4HwW49ovUNQ3Zql1BY6x0Lamutj45G9THLUR/na5ZXtJaNr9bbUXGy2lsBryBJCJMAOIa4Y4j7333VQrRXrVu5elrPtl7Vai2+w1RSRXGuqXubHilkafpYLAJMtidgh3iOuUHTmg5ZZ9GWmaaQyyPpIy55+uOOqza+DTtFHbrHR0MTy9kELY2uLeEkD1eC+9ARUygOUFVa7HCcnA9KuVHAEEHoUHzPLnxujha3LejXeB8M+pc1a2smrdltW1mudKxvuWnLhUOdX0RPeGCSQ5c8N8zAMj3Yy48gunHRsLuIjnjHIr5bnRU1wpn0dXBFNA730TwCHf8A8kGH0Lq+ya10/BfLDVeU0crWuJx50RIzg+vBHpWxjouWtZ2DUOxGrn6t0c+Ws0lVSmS42mJx+lNDuIgcXGR5jA3I4eq6E0Nq606usMd2s9QJ4H8ndOJrvQQPWg2JviqqxpdyDvl9KvQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFQjOPUcqqofR6UGhVNLUe6/QVjo8R+TVIzj/IjH+5b5H73Pp5qxpDjxlvIcgVewYGB08EFyIiAiIgIiICIiC1VavnqZe7gmke0FjGlwafHAUB3XfzU1NeLlR2ranU13goq6akFRR0EsrH924tyCOX/wDNB0Ki5yHaD11/Afrf8UzJ9EHrr+A/W/4pmQdGoucvog9dfwH63/FMy+a6dpLVFqts9wum0GraCmhYXPmqbdLGxoAPMucQB0QdLIsFpK8NvunqK7RwyRMq4I5eDHTiY13/AGlnUFD0KtaeIAg8iFeiDXLLpintmpbneYJXcdwPFI3pzwB6PUsU3QFE2KtibVy4rZRJUZI54fxt8PT6VvCII11VGyHczTEcbnOY1rACTknz5FpXZ1+qzuQf/S6D+pretafVV05/0P571ovZ0+qzuP8Axug/qaD5Oz+M9ofc53Q+V1Ax/wDmV76g3A0do7cbVtv1Ld4aI3IPZxvk4cZja0gcjz5rx2Cw3tB7nP5k+V1GfwpblpG20Fbu1rE1VMyfFSwEObnrGxBzVTUW0dE2eO1b3ait8M1Q+cw0l2MUYc85ccCLr+hejYtrWlwbv7qzHhi9OB+XulJtDctytQz3OXTOj9KPt1NcJ6Vr56mqa4mKQt6MjI6Y8fFYHXtwvN12U13BqayW6guVvZPEBRukezDWtGcyAHOSfBBue0umn6R3OtlDTa0v+o6Kvo6iZvltcZW+awDGCB4ldCt96OWOXT0KFNEk+6VpknkPY2q/mtU1oKoiICIiChVFciCPNS7Wacu+qLhqaSSupLnVRsbLUU7mMLgxnC0Z4S44A8StE0DtradYW7UFJqG63K5U9PdX0zGSytex8Ya1wa4Pac8zn0Zwp2nyIps8mhhIPxFR7sY9rqfU5a4EG/Sgc+f7Gz8qDfrZRQUFBFQ00fdQQtDGAADA+JfVHkDB8FUH1FM+ooKoqZ9RTPqKCqKmfUUz6ig86nIp5C3OQw4x8Cg/s0Ud4i1JuHXXM1EjJ9QzGB8jiSQQwhoJKnGoBMD2gDJaRz6Ln7s7yTWfdvcTT1cXmtqrpNdGMi5sEBe2PxwffA+GMeOUHQHIh2T6CQ7wUF6jpK64a91RR22nrJ5nUwNO9rgWRv74ZwOo5Ajl6VOTCC1wDy7ly/8AktboNOUlFqyqvbbjL5XWM7t0TmtGRni5eKD7NJUFdQ6YpKK61Yq6mKPhmkdxESHJPPPPoQOfoUZ9p7TsNdZbHfn1Hdy2uvY2JjhmMiV8bDyx6By9amKZpdktPDy5lvNxUJdpa+1E1x01oq1xQ3CouNU6WeKJ5dUU7YBHIDwN8Dz5nwGUE6jxVVT08iqP5tOSWjxKDnztxftEtf8AG2/00C6DZ0Pwn85XPfbZbxaEoC3g7ttSzBHM57+DK6Dj5cXQniOcIL0VM+opn1FBVc47mf4Zm3/+iP8AQ1C6NOcdCucNyeJ3bH2+IbwgMcDjx+kToOjDjAycDkrC0+9zKQSDxcXrVYjxBrhz8333ivXPqKCjTnPPPNXKmfUUz6igp6UCsfgYxjiByAoo7S24F52+0/ZKqw0sNXVXK7Ci4ZZXMa3MT3DJbk4y0IJbRc/MvnaDnjjmisel2se0Ef2bWeI/0SvbeO0M0uZ7BaWJznPltZ+qQT8rHc3ZABLeigb2Y7Q37w6V/Da39Usfc9c70aaLbjqWyWVtv7yOJxp6qpOC5waPfxgdT6UHQFRT09RTS009PE6KflLG9gIlB6gjofjXMmp9MX/YfVser9JOnrtIzPDrlQEERwcRDC/DS1g9+5w5H3q6kGGnAOAB0HRYrV7GTaVuzXMZIDQzjzun7G7kg+TbrVVp1ppim1FZqls9LUjOA/i7t2AS3OBzGQtkUFdjRoi0FqGJjWtazVVa3ERywYZD6fBTpzQVRU5ogqionNBVFROaCqKnNEFUVOac0FUVFTp0wguRWEkDA5n1KpyR0B+FBci8uLmD5hyccj4K9gbjzcY9SCpIHUhOJvpHyqPtwtBal1JfY7haNzNRaZpmwNiNHQRxGNzg5xL/ADgTk5A+IKFuz/ZdxtydJXS81u82raCSivFRbmshZC4ObGGEOORnJ4vyIOq0UX1u9WhbLV1NsnuN1uUdpcKe6XWltk1RSUkgABE80bSxrvE4zjJzhSTQVdLX0UNbRVEVTSzxtkhmieHMkY4ZDmkciCPFB7osFS6tsNRrWs0bFXf28o6RlbLSuie36Q48Ie1xHC4Z5HBOD1Q6tsXt2GjBWl998h9kDStieeGn4+Djc7HC3LuQBOT6EGdRRjW76bfUt1qaV9dcJKKjqfJau7w26aS2002ccD6kN4AckDOcDxK2XWG4Oj9Ix26XUV8prfFchIaSV4c6OQRx9448bQQBwcwSefIDJIQbSijjb7erQWt9RHT9mr6uO5uiM8EFdRSUzqmIc+OLjA4hjn6cZOORWt6X3npLn2gr5ol9XMLbBT09Pb422qdrn1Zc7vi95Z5rRjAccMIHInqgmtFQcwqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiArX54Tw9VciDUay+1Tdx7fYWxt8nlp53ud45axhH84rbGZ4cEdFH9b9Wy2fxWq/mRqQW+KCqIiAiIgIiICIiD47iOC2VIHMtieQTz8CtS2dz7A3RznAk3qsJwMc+Nbfc/721f8AonfmK1DZwkafuxAyfZqs/pEG6nhaMkuA+FfFSXW21NXNSQVIfPDjvGAnLc9F9rm5OCOIE88rQ9DQQM1/qXu4w0/Sc/I5BvmBz6+vmo67SwDdjNWkgH+1k/UZx9KfzUjO965Rz2mPqFav/kuf+iegyey7S7bKwcXMeRQcwcf8ixbstM2U+pjYf4jB/Qxrc0BERAREQR1rUgbp6cJ/5sfHxvWidnYgbt7j/wAboD/1Nb1rVzW7q6dc4FzT3bBjwdxvOVo3Z3GN1dxmh8TnNq6DHXJ/sNB8fZ+BHaH3PPIg1dRj8KUg6CBG7Gs3Y5mqZ4+HdsUe7Atd9EFugG4741lTjPTHlSkLQDXHdfWjww8HlLBxY6nu2IPl7N7XP0fewH4A1NcvD/nlG28Tj7Qt2Mt4cCrHXOfOapL7NX7UL5/rNcv6ZRpvH+0Ldj4Kv+c1Bt+ihw7j6Tw/jzbKzPL1NwptHRQlon6pOk+n97Kv8zVNyAiIgIiICIiDwnae4e1hHvT1GcrmW3bm690PfdSW2l2nq7zTTXaWeCdleIuKPk0OwIz14fyrp0gkHh80k81RpGcNcCR77mUHOf0Qm4f8BNy/HH/hIO0JuHj6hVx/HH/hLo7l9kflVeXpPyoOcPohNw/4Cbl+OP8AwkHaE3DH/wCBVx/HH/hLo/l9kflTl6T8qDnD6ITcP+Aq5fjj/wAJB2hNw8fUKuP44/8ACXR/L7I/KnL7I/Kg5w+iD3D542JuP44/8JRDuVu1rWz6+s+4cO39Rpp0sbaSeKeq7/yvEjpi3PA0tPxHou7HENaXFxwBk5K5v1LPRbtb2xWWepirdN6Wf5RPHKT3L6pszmFhxkl3duBxyGPFBL2gtb2rWOm31lvnpxUNjIlpmSZdG7BI58jzxnouL71W7hM7UlxfSQXh7G3WoFPETL3RjxJwnrw4XRN52et9Hc5bttdqWs0pWVgaTBSStjpZTGOEnBjc7pnPPqVjYrfvezU1PSSXHST42xNp5Lq99T5WQ0E8XEBw5Jx9b4nkgl7WmsbBpOxC4X+uFPiDAjBc6SQ4GWtY0Fzj8AK5K0Xu1qOu3j1Brq16Cm1HE0CmpIY6vujCxvFFxElhdlwA5EDHrU1aV2kNXqOkv25Wq67VdZbpmutkM8wkigJIcXEd0w5y0Ywei1/STKDaLtAXOGZgtmmNUt+kVLiRA2WJpkc1pOCCXy4PI80H1DtCbh/wE3H8cf8AgoO0HuGf/wADLg34btn4v2JdH8vsj8qcvsj8qDi/e3XW4W5FkpLa7aK5WxtPN3pc24d7x+ex3+Lbj3n5VIA7Qm4gLgdjLg/B98LtjPxd0ukOX2R+VOXpPyoOcPohNw/4Crl+OP8AwkHaE3DA+oVcfxx/4S6P5fZH5U5ek/Kg5vPaE3DwR7hNy/HH/gqPNT6y1/eN6tP7hjae5wi0RBvkvl/EHngkafO4Bj9k9B6LtPl9kflTl9kflQc3t7Qe4bQB7hdwORk4u+OE+j9iVfog9w/4Crl+OP8AwV0fy9J+VOX2R+VBzh9EHuH/AAFXL8cf+Cn0Qm4f8BNy/HH/AIS6P5fZH5U5fZH5UHOX0Qe4Qc0HY+vAP1/ssDj1Y7pRlvxubqjW0OlKK/bd1GmIqW/skbPJXd8JJO7eMY4G+BJ6+C7Y5nLRxAgZzlc99twu9r2h/N4i7UsbXNPRwMEvI+pBPlvJFupwTgdywjl/khfSHciT08F8dE7FsgkPFwtgbkDp70c/iWH1VrrSmk7ZBcNSXykt1NK/uo5pyWte/hLuEcuuASg2VpB6KJO1iblHs7WzWdjZa0VtGI43gYd/ZDM9ThSPZ7tbLtE2a21rKmOZvGySPPMenOOi0ftI59y+UHOfLqTr/p2INDdd+1HxyEaXtQHF5o46U8vh7xfBfLp2mzZa5lVpm1xUZpZu/wAOpiQ3gdkjEnwrpd3h/nLGat/areP4jN/RuQcf9nq478x6VuvtNsluqKP2aqDU953GRPwx8bfOeDyHDz6KShd+1L9q9q+7pf1izHYx/aBqP/Wqt/mQqckHOnsv2pftXtX3dL+sVfZftS/avavu6X9YuikQc6+y/al+1e1fd0v61PZftS/avavu6X9auikQc6i79qX7V7V93S/rVT2X7Uv2r2r7ul/WLotEHOvsv2pftXtX3dL+tVPZftS/avavu6X9Yui0Qc6ey/al+1a1fd0v6xBd+1L9q9q+7pf1i6LRBzp7L9qXB/4L2r7ul/WIbz2pMADStqB8fPpv1i6LVDzyBjKDkTda89pptkb5Vp+mhi75hLqVsLn55/YPJx+RabpLXnaN04+So9rklUyXzQJaYO8T6ST4ruwh2ARji/3KuD054+EoOZrNqftQXO2x1kGlbY3iAJY4U7TzH+VIFPmgpdQzachk1RTxU90Lnd7HHw8IGeXvSR09azrW4JPE4+onoqtAaMAYCAenxhc29kp9ZHsJrqS38Xljb9dXU/D17wQs4cevOF0ktX220HYtAWertOnm1LKWrrpK6UTzGR3eycIcQT0Hmjkg0vssU9mb2bdMNhEDqOot75K0vwRJI57+/L89efEDnwC+bsZVBn2GtrWSvlpIa2tio3OJP0htQ/gAJ8ADgLIXLYvTdQ+vp7dqDVdjstyldLXWW2XPuqKdz/f+YWlzA764Mc0FSNpyy2zT1kpLJZaOKit1HEIqeCIYbG0eHpPpJPMnJKCJ99o/anuVoPdGM93TU9Z7BXl55DyOqOGPcfsWS4P/AElq+lTcr3oTeTdyhEhrr3BW0lie0kubR0kT44iz0cTw53LxAKnbXGmLTrLSlw0zfYXTW6vi7uZjXcLsZBBB8CCAQfUr9J6dtWmNL2/Tdop+6ttBTtp4I3HiPABjmT1J5kk9SSg5/wBqqLcg9n2z2u22TbOTStRY/PdV3SrYXxSMJlfKBCWhxJcXYJAOefJa9b7Ax9g7Pen75c7RqelgvNWxlTRvdNTTxxtc6MAva0uDeFrcEfW4Ut1ewOl30lXaKHUWrrVpusldJUaforn3dC7iPE5oaWl7GOJJLGuA59FuFXt3pieo0rJHRupY9KSF9php3lkcWY+7wW/XDhQaFvjTwjerZusEbfKReauISgYdwGnyW59GfBemhiT2sNweZx7A2v8A7SkXUuj7PqC/afvVxbOauwVL6qhMcpa0PczgPEPrhhYW87W2C47l0Ov2V15t14pmRxztoawxQ10cZyxk7MHjaD4cs4Gc4Qb2ioOiqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCPa36tls/itV/MjUgt8VH1b9Wy2fxWq/mRqQW+KCqIiCiZRUQVHNVVGqqCmUyhVEHzXV3DbKv09y88/wDNKjfavVembfaLtS1+o7RSVDbzVl0ctZG1zfP9BKkqoiEtO+KbzmvaWO4eXI8lE1w7PG31fdqu4zG+Mnq53zyCK6yMYXOJJPCBgIN8drfRhxnV1hx4n2RjH/aXwWy96AobnU3Ck1RZGy1QHen2QYeLhzjq71laQ3s3bbO4W97qLpkD2Yl/QtQseyOh6vdLUun5ZtS+T2+KlMHDeZAB3keXIJ3brjRpY4nVdj/D4/0rQe0Zq3StZstqqkptS2aaea2ztjjZWxuc4924AAArw+hq264XfT9TdfC9Sqyp7M22tRGWVDtQzMIwWSXeRzT8IKDeNlHN9zGxYcCBQwDP/sWLdFi7HaqKxWeC2UTHR0lOxrGBzuI4ADRz+ILKICIiAiIgiTeHU9l0rrvT1wvlfDRUYfGXSSEAAl0nPJ6dFHftg2VgvtdfLXr6mt89eWGobFKXklrOAE/TfR6l0BqjSOm9TtjZqKw2+6MieCwVdOyUcs498D6Ty9awL9ntrS/noHTTcEcm22EZ/wBlBCFmumyNoutddrfuLBDX17nOqJxKSXku4jkGbHVbboPcrZvTFZW1cWuaOqqaxwdJI+YDOOXQyH0KQ/cc2s+0DTX4sh+anuO7Wt5jb/TROf3sh+ag1zsrXOkuegLtX0LzNTTajuT2PA6gy5B+QrQd4s+0HdcnGCKsjBzy4mroTTOnbJpi2G3WK209tou8Mvc08bWM43dThoA8Auet4TnQO7Ay3A8rAwMY85qDcNE/VJ0pz/8AJlX+Zqm5Qjon6pWlOv8Aeyr/ADNU3ICIiAiIgIiIKY55VOHn1+HkrkQUwmFVEFMJhVRBTCYVUQWubxNLfA+pabJtdol9fU1wtDo56p5kmfFVSxl7icknhcFuiINK9yzRXCW+x9bg+i51Ix8GJOSp7lujfNHkNZwtGAPZOpz8veZW7Ig0kbWaM4XNNBW82FhPsnU5wf8A2nX19Ug2r0VDWx1gtT5Z4v2J09XNMGeHIPeRnAHNbsiCmEwqogphMKqIKYTCqiCgCYVUQUQBVRBTCKqIPLhz1BPP04wudO3jXU9v0ho2uqi4QQajZJIWjJAEEvQLo0Ah7vscfpXOPbGo6fWF00Lt2wES3C7MmMh961jmyRZPj1KD47BU7k72MNTR1dRo/STBFCGPaJJJ2tGJAOTHDiLSMg+bxZHRSdZtlNDUtogoq2hnubo38TX1FbUSAHGOjpCOnj61ummLPRWOyU9utsDI6enZ+xsGA52OZ+XKykXnMBLSxrm5xnmCggXcrYirdNNftutQ1tgu8OXsiD5Zo38hhoD5OEdB9atMv+51ZcNEv231fR1FHq2iqKYB83JlY1kzSXg8IAyxvFgZ649a6wDQW4BcB9lnmVz92vtEGr0zTat0/b6Nt7ttVGZphG1skkb3MZzccZw0HllB0A+TDiCOQ5+sn0AeK+O/wvrLFX0kQxJUU0kTOLkOJzS0flKxegdQU+ptGW2/Us7ZWVNMyYyGMjk4Z6FZ5+OUnN7eXLw+FBG/Z10XeNDaXvFsvbYRPV3yprou5kDx3b2xhuSOh808lJ68aeVkrpOBwdwuLSR4EeC9kBERAREQEREBERAREQFQDBJVUQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREEe1v1bLZ/Far+ZGpBb4qPq36tdsP/otV/MjUgt8UFUREFCcDKju+boR23UlbZIdKaluctJwd4+gou9b5zA8D33oKkQjIIPio00QGy7r6wqXB7HGamw3j5f3K3wQUbunW8BedvNZ49HsWeL+cqt3TrOh281sM+i1n5y229ajpLXcYKWrL2ib3ha1ziTgnwB9C9tP3+ivcNRJRy8RgOHjBy04zgggFBoNv3moanWlDpes0rqq11VdFJJE+somxMxGATgl2T74eClLLstAIcB1x1KgndyQfRI6Ay4j+19xz155ZCp3OeLh4RwnlkckF+Bz5deqAAdFVEFjGgAtAGB4KN9KADfjWuAP2Ch/oSpKb4/Co20p9XjWn+gov6EoJIP1vwqpCoerfhVyCgACqiICIiAiIgoABnA6pgZJwOfVVRAVrhnHwq5UPh8KChaD1GVzJvJ+0Ldj4Kv+c1dOLmPeT9oW7HwVf85qDb9FfVJ0p/JlX+Zqm5Qjon6pOk/5Mq/zNU3ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDzJJdgYI6ZHgordHS3XtFQsrrPVPFu0/wAdPPNDhgkFZgPafgypUcBzyMDHgufu0jUVGl9y9Ca6lqZaeiZWxW+oaJCGPYHPlPFg9OXiCEE/4xwP98Ryyr428JdzyScrwoaqGqp4p6eRkkcrA5rmOyOi+hh5dQT44QXLVN12/wDAO4gcvNB/KtqyM4yFFPak1KzT+1NW+J8b6ueogijh4/PcDI0Ow0czgHPIIL+yu0t2M0qXHiLrZT49Q4Fv+rv2q3b+Iz/0blgNlLGdO7XadtDy/jprfFE7jGCC0Y5hbBq39qt2/iM/9G5BEfY0J9oWpQSTjVVaBn/MhU4KD+xp+0LU2Ptqrf5kKnBAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVknJvFk+bzV6tf0zz5c+SDWZNOyv11T38znuooZWCPHTja0f9lbO3p1yvi8upW14pDPF5W8EiLjHFgc+nXoQvsj970wguRFRAd70qNdE4bu3q8FwOZqbx/8ARWqSiRhRfpCto6XdnV7aqpp4JXTU3A2SQNLh5K3oCg+vcSaUaqs0VJU+SyiV5bKPrfpTs/o+NWbNupIYblSzSYvAmb5fITzmk4ffY+AgLcaiqstQS6WupWyEBpzMMjHoGVUV1nbUGobcqRsnAeLEwOR6evqQQ1uy4O7SmgOF3EPILjz/AOhCp7HUrn/dGrpartJ6BNLUw1GLfceLu3h2MshwTjop/BHERkZQXIio44GefxIDfH4VG2lPq8a0/wBBRf0JUkNI58xz6KNtKH/j51pyP7BReH/MlBJJ6t+FXKxxwW/CricIKorQ4EZBz8CuQEREBERAREQFQqqoUBcx7yftC3Y+Cr/nNXTniuYt5TjQW6/rFX/Oag3DRX1StKfyZV/mapuUI6I57kaUPgLZV/maptQVRUVUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHk7jHG5o54AAKjbtIWbT162kvrL9F3lPR0s0zJQ4A07xGRxjPiAT4FSS4nzmA4IAIJXOnbJ1OKdunNMTxVDrTcKniuj4IS/ipiHsc3I6eHQg+tBgNjt66zSEVLo7cmhNqjkk4rfcZTwNfG4587mSerByA6rpqzXe2XWhbX2yvgqaaQktkjd5jj+dQFeN0Nir1piPT12orxU0DGtaI/I5mnkQffNcD1HpUY3Ki2DfcHy2a8aqtFKTltPFbnytYf86RxJ8OqDprcjdTSWhrXdaqtuVPU1tFGf7Cik4aiR/DkMGRjJ8Fz5Y71Xbhb82q7bg2i8WzTVVBJLZGVckfdMd3GXEkAkkjg6YVdtq7YHSFz9mJqjUl5usf9z1VRQSx93zyRwscGnOG9R4esqnac3P0TrHSdom01PePZu01YfRtdb3NZwPLGyZJ5cmN5cjlB1+ZMMjcyVjg4+bkHzh6vWvj1Z+1W7/xGb+jcsdt1fH6j0Xa72JpnvqaNkjxLCGOc5wzkt8D6lktWD/gpd/SaGb+jcgiHsY/tB1J/rVW/zIVOag3sZDGgdSj/APyqt/mQqckBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUKqqEA9fiQR5VkN3ppAHScT6WfLeLlyjjUhMHLIzz581H1YD7tlu844dSVP9HGpBYMNx6EFytVytQUcQ1pcTgBRRr/Zq3ao1ZNf/AGbvNtnla0P8iuUtPktaGg4Z6gpY8CuUbbDuxr7cbVVFYNz7paaO1z08TImvaW+fTtefrTjnlB9W9e0z9H7XXjU1BrXWD6ykERi47/UPB4pmMPIn0OK+7bLZoai2+s16uGtdWitrqUPk4b9UNbkkg8gceAVL9sfvHfrTParvu/WVtBUNaJYJHAtfghwz9L9IBXpZdld5rPa6e2WzeCtpaOmZ3cUMbgGsbnoPpaDcdI7FWOwavpNRvvN8uNXSxPjjNZdJZ+EPABxx+HJS6XtZx+c1rieRXPfuTb7fw13H7sfq09ybfb+Gu4/dj9Wg6H7wfZtRr2k+/auePcm32/hruP3Q/Vp7k2+38Ndx+7H6tB0K08IY0DPpORy6qONKSMbvxrUcY5wUPX/QlaD7k2+uD/x1XL7sfq18sGy29FPcqm4wbw1zKmqawTyBwy/hGG5+l+AQdHlwPAeNvVAS4ktycEfXcj6eS559yffb+Gq5fdj9WsLtlVbk6f7T9FojVeublqCkNtqJnNlcO7J7prgRho6ZCDqDhDXAg8LWkkgeOV7Lz4Q0cjhueYHivRAREQEREBEVCcBBVUKsMnCCS0keGFhdRav0zp10TdQahtFoMoJjNbWMhD8ejiIygzy5h3m/aHur/wDm/wA7VNPutbX4ONxdJEjwF4gJ/nqB9zLza73trulXWavprjSu8q+n00rZGZPCccTSRnBB+NBIGhse6LpXH721X5mqa+igC0aisGndfaUmv1+tNsjNsqyX1dYyFvhjm4hSW3dnbFxw3cbRxJ8BeoPnIN1CEgDJOAFitNajsWo6WSrsF4t90p2P4HS0dQyZnFgHGWkjoQvTVFjtmpdP11hvNOam3V8LoKmISOZxsd1HE0gj4QUH395H9mz7oK5rg4ZaQR6iuUd99q9mNE2qktOndBm6a0v0hpbJbhdKtxc88jM8d7yjZ1OeRPLpkiR9E2+xdnDYeOO81tTcZWTCScQN45KytmwBFAzxyWho9QLjjmgmhFFVu3XvNuvVoodxNDTaRpr5MKa21nsnHWReUO5tgn4WjuZHDp75pORnkV8mrt6qy37hXjQOmtBXXU2obYyCd0ENSyKN9O+ISSScbgeHh4mtDTzc5wAQTAijC/7qXAakp9J6R0bVX7UvkMddcaSesZSQ2yOQAtbPMQ4CQk4DGgnx6LObba+p9Wy3W1VlrqbHqKyytiulqqXte+AvGWPa9vmyRuAy1w646BBuaLBa91VaNFaQuWqL7K+K32+HvZSxuXO5gNa0eLnOIAHpKi+7b2ao05aKHU+r9ra20aVq5YmPro7tHUVFIyQjgfPAGjgByM4cSOnXAITZkZxkZ9CqowqanTru05bac0Nc+/v0lLJFWNqB5OKXykZZ3fUvLufF6OSw23O+Vw15cLe7Tu3N7qLI6p8judzdUxhtBOXHDeH/AJVoaGuc5p83jaOZQTQioqoCIiAiIgIiICIiAiIgIiICIiAiIgIiILMcznBysRdtN2K8ytdeLFQV/djhYamnZJhvq4geXMrLvZxNIJ5HCrwMznhGc5Qa37n2hPtM07+LYvmp7n2hPtM09+LYvmrZcD0BMBBrXufaE+0zT34ti+avN232huMf8DNOFvP/AMmRZH+ytp4R6FTh680HyW+gpLdSMo6GnipaaKMNZHC0Ma0DoAB0Xz6t/apdf4jN/RuWUIPLBxj8qxGrXY0reDyI8hnIweZ+luQRN2M/2hal/wBaq3+ZCpxUGdjF3HoDUbmgjOqa0kOGCPMhU5oCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCPa76tls/itV/RxqQW+Kj6u+rZbP4rVf0cakFvigqrQrkQWOOGOOegXP3ZvHDuluII5i4Gto8+Zjn5G1dBnofgUAdm0f8AGhuP05V9F/UmoJ9HIf8AyTJ9P5ExnxI5oOI9cIK59f5EB9JPyKmSCPHPiqtJ5jB5elBTPrPyKufX+RVyfQVQk4wBz9aChPLqfkVc+v8AIgB8cfEgPVA5+n8i5zrAfo7KEE8jZaj+gjXRgK5vu00MHbmoKioljijZaJ2FzjjmYGYQdHnnlvhyV6xjLxa42kOuEAyTjikXp7M2r930/wB0g+9Fj/Zm1/u+n+7VfZm1/u+n+7Qfeix/sza/3fT/AHaezNr/AHfT/doMgqEZGD0K+D2Ztf7vp/u0N5tYGfL6f7tB9gBEnvsNIwAuau1TbKa77u7bUdfSsnppZw2VjnciDUxAjHwEroN95tPDwuudMHOOWnjUCdoaqpqve/bI0zzUN8pY0mF45Zq4ev5UG17jaH2c0Vpqe/3vSEBpIJWtcYmPc7ie7A6H0qD9e7pbY3Ham+6b0Bpa9Uz7pBIzLKGXgL3NABJ5+gLeRvLBdbtdNG7k2W2xWaqrK2mpLlLFmmMkb3NjYWvLiZAS3mBjJyML6ey1HFpq9XvbW8RUNVNQOE9LUCPDnxhzYQDnq7LCcjAQaw3dnaG42K3O1lpS9VVZRsdFxyWuUNDXO9IwPAKXdFbe7Tar0/RXqh0fA2mrIxPB3kb2HgcARnn6Cow3su0Wod7Lfo+CGmoNN2ZrLheavH0mVsYZUcLgDjhLQ5pBBzzW5aO3ijv2vdPaY0bZYo9KOrZqEV8YHcvEUL3BsIaRwjzW4BHRBTsWUkNFpHVdJTQtihh1FIyNgdkBvcQ+lSpunre0be6GuOrL1xupaJgxFH7+aRxwyNvrc4gZ6DqeijDsdOadPaxMZD2HUknCR1A7iHqplv8AZbRf7a623210F0onOa51PVwNljc5py0lrgQSDzCDnzYq+6KN4rt09xdwNHnWd6YGw0xvEBbaKTqymjBfydj3x69R14ifr7UN2tWpdK6P1PpzVVJLZrLqymfcLrbZIqtlBlpa2ZwPEw8DnNJDs++HpUq+5Ptd/B1pD8TQfNWZtOk9MWiz1NmtOnrPQWyqLjUUdPRMZDMXDhPEwDhdkAA5HQIIB3pscps1itOsN5NQahhvN0pm2ygt1lt7p6iUOyyVhYGngb1Lgccx1zhbjtvEx3ar3alc1rpW0FmY1+OYBgcSPjIHyBbtpTa7b7St3dd9OaQstsryCBUQUoD2g9Q0/Wg/5OFslJabZS3WsutPbqOG4VrWNqqqOBrZZwwEMD3AZcGgkDPTKCIdrqmmsnaT3Rs91dHT3G8uoLjbu9cGmrpmwlh4M++4HZBA6Lx23uFPqDtV68u9kcKi10Nlo7bU1UR4on1bX8RaHDkXNblpx0wpO1ponSesaaKl1TpygvMcJJhNVCHOiJ68LvfNz44PNZDTNhsmm7XFabBbKO10MWSympYhGwE9TgdSfE9Sg0/tHarq9GbRXe/0Vvo62ojMMMbayPjp4jJK1neyDxa3iz8igbtQ0F4s+y9ZPq7emv1BW3KOIUNqoqampqarPG1zncEYL3xNaC7iyBkN5+C61uVDR3KhnoLhSwVdJOwxzQzRh7JGnq1zTyIPoWp2HajbexwVsNq0RYaeOvjMVU3yJjxNGTksdxA+ZkA8PTkOSDRaZ7ZO13p17HBzXbeOII8QatvNe/YtjjZsHbnsY1rpLhXueQPfHyqQZPxAD4lKsFgssFxp7lDaqGOupqXyOCpbTtEsVPnPdNdjIZkA8I5cl62S0WuyW9tvs1upLdRtc57aelhbFG1ziXOIa0AZJJJ9JKD7kREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBfPPDDMx8crAWFpYW+kOGCvoXxXGqbR0U9dK1wjp4nyO545NBJ/Mg+bTVitlghqaa108dPFUVD6l7WDAL3YBP+yFllqW2+tbfrm11VytTT3NHXy0UmXh2XMDSen+cFtqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqE4VVZLngOOvgg0CtBO9ltIGQKWpz9xGpBb4qPK0kb2WsNyc0lTx+r6XFhSEw5Hr8UFyIiCngVAHZu+qjuP/AB+i/qTVP/gVAPZt+qhuP/H6L+pBBPg5fKVaRhznHJwMgAZJVw6H1k4VCWh3ETgtHNBhqLUVtqoqyWGRzmUn7JhvvevX5D8i+U61sApKGpdWsMdc4MgeOkji3iw055nHNaZpcOdT6pqKadrYHNka5j2HJd9M/StLrYpToPbyNhY2YXBhHme9/sUIJxqdUWWlkbHUzuhe5wa1sjeEknoOfiVaNU2V8z4I5y6aMAvjDebQTjJHgtN1Db6mGotEl1FNJK+tp3OPdg4AlHw+pe9n9jI9y746Y0vdOpI+AGPl78oN+ttworjSCooaiOaInAcxwIz6F9LeY6g/Ao02dgqorzqkNFQ21eyzzbeNx7vuu6ixwtPQcXH+VSVHzBOQR6gguXIe9+ntN6n7WUNq1UKl1vda5HlsAPF5sLCPekHrldeLkzd2rv8AR9runqNP2GO/VbbZIwUZ7oEgwszzkIbyHP40Hq7ZXYXDj5HegABkgz+P/TVfcU2Gz/ct5+Wf562GS/7sta7OyMQL8cu+txBx/wBNW+2Ddv8AgRh++2756DX/AHFNhv3Jevln+eq+4psN+5bz8s/z1n/bDu3/AAIw/fbd89PbBu3/AAIw/fbd89Br/uKbDfuS9fLP89V9xTYbP9y3n5Z/nrP+2Hdv+BGH77b/AJ6e2Ddv+BGH77bvnoNf9xTYb9yXr5Z/np7imww5ilvWfDnP89bB7Yd2/wCBGH77b/np7Yd2wD/xJRD1iW3fPQYCHZjYsSuc2C95x5wIm+etTr9H6F0pvRt63Rwr4mzVkLpXVDX+FVFj3xKkxmod12vaXbKRBrmgj6db/O/21ouqa7VVXvLt7JqbRsemnNrImwtD6d3e5qos8onHx8SglnZ7Slj1Tt9f6C90xnpvbPdSGl7mecZuuQQVDFDtDUaR3+sVFa9ZUdLFHUsfRtdUQOqY2CRwawROyXYx45OeS2Gza61fBZdRaH28stVNf/Z+sqZ6yeIdxBDJO7J8/h54a4jB5Y+Badttoev1dvpBC6/3q4O07wOul0dWzNf3jZi1wjmccg8w7kT1JQZXbHYqpuu5lbDqXUlvuFLS1MNRVwUlbE+V72t44g4MwWg48Mcl0FqWz0Fl1dtxQ2uAU9LHeajEXEXcJ8im8Tklc43vRGptE7r3Oz6f1HeKa/VJgrLNUTV8r4rg2KIGSOQE+cS4iMcZA5+hSXpfcK837cnb7SWrrJXUWqLbWTVFc8RgQOJo5mFwLMtwTnxKDy7K+rbVYrJqqiuDagSe2CR7XRQueHDuYhnI5Z5Hl6lMvuk6bzjjrs/xVyi/sgWu31WmtWvq6KlqiNRSBr5ImuIHcReJ9eVN/sBY+eLPQD1inZ+hBgPdJ059lX/gjlT3SdN/Z134K5bB7A2Qf+SKA+s07T/uVvsDZD/5It34K39CDA+6Vpv7Ou/BXJ7pOm/s678Fcs+NP2XH957b+DN/Qq+wFk/ee2/gzf0IMBQ7kaUqLvDa21r4ayoDjDDNHwOk4Rl3CCeeAQTj0rcAHB/LmD1K543coqSh7QmgxQ0kUJdHceLgYAD/AGPEuiR4oKoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLE6syNL3dwccChn5Y/5tyyyxWrf2q3j+Izf0bkERdjTidoPUricZ1XWnA5/WQqclBnYx/aDqT/Wqt/mQqc0BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBWuOBk9Mq5WSjMbh6QgxrrNQuvgvHAfLGtLQ/ww4AH8gCygOVgZNRU7NWQaf4Hd8+KR/F4ea1p/3rPN5DHoQVVFVWhBXwKgHs2/VQ3H/j9F/Ugp98D8CgLs2/VR3H/j9F/UmoJ8DQefoJwqOa4tGOEknzs+IVzOh+FXIMRTaetVMydkNHEG1Ge+9Luv6SvF2lLE+GiifboCyhcHU4wfNIbwg/Is6iDG3Gy2+4PY6rp2yGIgx58MHP518btKWU1klZ5BA+Z7Q08QyCAVnkQfLb6OGipGUtM0RwxjDGDoB6F7sbwDhAAb4AK9UKCi5yrBw9u6gIPvrNUcXxQMXRq50rf8Oy3/yLUf0EaDohrTxAnGcnovTCeIVUFMJhVRBTCYVUQUwqEDBz08VcqHoeWUHl5xbgBrh9afAfCueu0nEH747ZyCFrntnBBPvh/ZUPRdDDzXGQnlwjkPBc0dreqrLRuFoPUFJZ6+4wW+QvkbTRyPcMTxv6NB8GFBK26LnaM0NebvpWysdcKpzY5I42kukLy4FxHEOY4ieqhPZzcak0LosWqr291rVV9Twy3OU00D2zzcDWvLfpzepb4gLYajtNwzRls22eopWE82vpJiDjp1iXw1faWs9NTPqarbG508Mbe8c+Wie0AfCYgPjQYbdjcJ+q6m2X6z7e6ypr9aJo3Uc8tNA2MsEjXvjfiYnhdwgEDBx4jqp72yni1bYLXrC76f8AY+/9w1k3FHwujcBzDRxO83ziBk5UPx9pO1SkPh2pu8jHDIe2jkIPyQr64u00yNgiG2GoI4/AMp5gPyRIM12O2hmmdWcTeBvtikGP/YxflUnVOpZaTV9NYKmFo8rbI6GQN83DGhxBOfQR4KLuxj5ZNovUlXW22ptxrL++eOCeNwcGGCIfXAHqD4Lf94rPcK7T0VbY2iO7Uk7e5f4hrnAPGfgCDYbbdpKy81VGwMMVOC0uaOkgdjhPPrhZeN2Yy/nj4OajOr1BNpChtMtbTPlqbo9s9Y5vPErmni8PV6h6lJcZD2NkHJpbnGEHoDkA+lVVG4I5KqDn7ekn6IfQQyccFx/q8K6A6Hl4lc/b1f4Q+gv8y4/1eFdBICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICxWrf2rXj+Izf0bllVitWftWvH8Rm/o3IIh7GP7QNSf61Vv8AMhU5qDOxly0DqT/Wqt/mQqc0BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUIyMZIVUQR5WADe22nAyaWpyceiONSEPFR9W/Vstn8Vqv5kSkFvigqiIgtdyaSBnl0XLlvt+8WiNwNUXDS2lqWvprpNTyl1RSvfzZAI/NLZG8l1I4BzSD0K8y4dCBkjPIIOfPb52jhyG31qPL9xS/r09vnaO/g9tX4HJ+vXQcfM889PEYXpgegIOePb52jv4PbV+By/r09vnaO/g9tX4HL+vXQ+B6AmB6Ag549vnaO/g9tX4HL+vT2+do7+D21fgcv69dD4HoCYHoCDnj2+do7+D21fgcn69Pb72jv4PLV+By/r10PgegJgegIOePb52jv4PbV+Byfr1j9tNP7mXftE0mvta2CO2sZb6iDhggcxgzG1o9893M8K6XwPQF5E8Mhbkg9RyHIILg4nPLBAHVeitBPPA+VXICIiAiIgIiILA0Yd15+Kt4cNx5x8M55hXhOeOQHxoPJvmvLnSnGACMnkoq7WZcNi9SFruRoJjnPhwrZdzL9fLVVWqisQp/KK50o4pc8gwNPgD9ktU3H0Pr7W2kK/TdzvFpjjrIHRh7SQQXcsfsaDd9sWvboW383ktDuRd4cRWyuL8EjPIZHMqOLPZ9w7FYm0sVzsz44GOLSXO5nr/i1sG2V5uN6sVU+6tj8qpq2allLPekxkDI5DlzKDaHMy45c8ZGBg/lRseHOdxv8AOAHXpj0K5uMucCCCeWFVBjrvZaG7RhlbGJA0YaSASPWMjqsiGgAAE4AwqtVUBERBz7vV/hD6C/zLj/V4l0Eufd6v8IfQX+Zcf6vCugkBERAREQFTOBzVV5ZJaXN4skE8BCC8EkEgjGOSoHHhaXdStWsmsKS5XWqthZ3FXT+9jc4Zf77wzn60rL2C4uuUL5HNDeB2Ph5IMoCqq1uOZHirkBERAREQEREBERAREQEREBERAREQEREBERAWG1Y8jSt2c8cANFMMHrngcFmVh9SNfUabubI4ZHvfSTNbFjznO4HAAAc+ZQRL2NmPZoTUrSOHGqq3kR18yFTkob7KVnulm0hqCC8W+qt08+pKuqjiqInRl0bmxAEBwBI5Hn6lMiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgj2u+rZbP4rVf0cakFvio+rvq2Wz+K1X9HGpBHigqiIgKmB6AqogIiICIiAiIgIiICphVRAREQEREBERAVD0OOqqqHODjqg1DX1/qLXNb6Gg4fLrhKYmcQyBhhf8H1p8Vh9Y6grNC1VlmnkFVSXStiopQ8YLZZHYaQefgHcvyrOa703NdxQ1lG5ra6gmdLE4nGcsLPR6HFarc4X6z1DS2zU1C2jprVVxVdO2UcJmljILXN5uyBkjwQfD2jtQ3DTNPp+82eyvvNZHLK2OmbNwFwfwZOcHoPUtU933c0AuOw1bkf+um/qlt3aAv8ASaUfYL1XRF1LTSShzYMcfncAHUj0elYJ/ap26hgfPLS39rCOPD44eQ+KTogxdXv1uU+nlidsRWhjmEE+zTeXLr+xKSOztX1F00JU3KroXW+oqrpUzS0rpO8MDnFpLC7A4sdM4C0yftRbe1FDKIqS+ObIwsa8RxYyQQP+U9K3fYGviuejqq5QxyRxV1yqKqJkuOPu3lpaTgkflQSJjAVytaQ5oLTkK5AREQecmOIF2Rw9CD/uXzVtbS0MPlFbVQQMzw8csrY2/lPqX1HPMnGMcvTlRZ2prK+8bKX+KGgdW1cFK6aHDckOaHY+E80GibxXq2Sb86GnZdLeaeJlwzKKhjg3igiHMg+J6ZXQFBc7ZWTvjorhS1L2+e5sVQ15A6ZIBOAuY9tOzzttq/bu13+a43KaofC7vnwyRhjZWcnsAMefNcC0jn0+NfX2M9OQW7XO4FbDNPJFR3KW1U/GW47tjmPGcAc+aDqJFbxN4C/PmjxRrg4AgggjKC5EVrnNaPOIGThBXI9K8zggEu96c5wh5v4c8x1HqUB3DdrdqmE0h2lvzYYS4mTyFmOEZ5/s/TAyg2qu0xLd6SvudtfJT3elqZXU5DcB3n9DkjI4c+Pitu24kq6ixCproDTVdQRLLGRgAloyAPAZUJ6S3017qShkrtP7ZXivomVD4JZqWjacSt983nP1BIypq29vF9vlg8uvthqrNXOIaKeeMMc0FoOSA53Q5HXwQbRCQ5pdjB8R6FerAQCTjGcc/Srsj0j0IKoqDmqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICsJAJJcOQ6Y5q9fLXsqDRz+R90KoxuETn54Q7BxnHhnCD0iwebTjiPEc+tey1vQlNquCgqhq+ot1RV+VvfTuoi8sbAQOEHiAPFni9XRbIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiteeFpd6EEf1v1bLZ/FKr+ZEpBb4rQq2Cf3Y7bUiI9yKWpy/I68Ea3xhyCUFyIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqOGWkKqogtwQ0AHmF5SQwB/eOhZx4xxBgJXsG88k80JDcZJGThB8VVQU9bBw1lPT1gB5Nmha4D5QVEvansdnptktRVFNbLfTTQ0Er2PjpYwcgeBxyUzNJIJc0jHrUTdrIcWxWpTji/sCYgjw81Bse3dgsj9IUPeWe2SANJJNJHknJI+tW3UVPDTRiOkp4qeIHoxgaPkCwW23C/RlC52QeEkjw5FbFxh7SObuXhyQXgAcsYx0V68wOo64PJXA5CC5FRpBHJMoLHkDiz0wF8t1oYblbaignGYqlhY8EeBX2dTyxjxVBnnnHXlyQcw6H3Cj0Vt3rTTPsN/eCulZF/ZXA6UVlVPz4S0lvD18c+pSX2YdLx6e2mtErJ21FRc6WCsmlLcOLnRNBJyTxHl1XNnbes8ml90KXUtJWSRU1+nibV0kLy1rxTsixxN967PESPhKkmmv27m4dp8k0DbqbSFhjja6hqpHQkugz9LjaI3hzORB5gcuSDoq7Xe22ynfPWV8FK3gMhbLI1rnNaOeGkjPxL7aGpiq6eOogOY5Y2vY7pkEZHLw5Fc6XrY6KDbu93rXGpr1qG70tsqJopZblM9kRbE5xDGvzjmG9PQtt0PvdtdQ6Ps1NNqR7ZYbdTxPzQVDiC2JoIJ4OeDlBMq+C83KitUDaq4VMUEDnsizI4NHE53C3mSMcytC93rar7Z3fi+p+YtJ3h17truNYrdpSmvM1Y6uutF9KZTzQlzG1DC/DnMAHJBOtLU09VA6WjnhqYT5oMcoc3I6+cCV8uqsHSt3e3AxRTEeb/wA25QxeNodWaXnM+0+r57bTdRb7jUS1EJcc8RDCQwZ835FgdR7ua80NZKuDc7T5moJqaSijuNHJAGTzPaeHEbXOeBji6jw9YQbH2Ii07T3ZzgD/AMJK8/lYpzd3YjDjhkQbnmeHHwrins6buXCz6LrtH6W07VXG+VV0qa2Ed7CyMNmwY894QDgMcevgpQtG3O7+roaWs17rp1u70NbNQ2yeSnJYebmkxOLSckjPwIJxotU2Suvklmpa2Goq4gHObHI1wGW8Q5g+hZkZHXxcSuQ9Lv0ZtD2n77bqiuqqS2x08EjDN3lQ95dSZcSQCTgnx+JTjBv1tbK8mPUxc3H731A/7CCTmjAwFVRgzfzanHLVDvjt9T+rVRv3tUTgand+L6n9Wgk5FGM2/m1UUjY5NTOa93ID2Pqev3C36wXq3X2hFda6gz05OA/gc38jgCg10biWc7uHbTySv9lhavZTvuBvcd1xcPDni4uLPhw49a9d2te2nbbRFVq2901bU0NLJGx8dIxrpSXvDRgOc0dT6VBWv7vqay9tY1mk9J+2m4HRzWGh9kI6PEZmOX948EciAMdTn1LC9rDWG6N32Ru1DqjaP2tWx89MZLh7Yaeq7siUFo7tg4jk4GfDKDo3cPcbS+hNKRai1FVSQwVBYylp4o+8qKiRwy2ONg9878g8StCO/wD7GCnr9Y7aa00tYaiRrBda2la6KHiOGmZrTxRj5VhLlEy+drnQ9uujBJR2XSDrlQRP5t8pc/gLwD9cAAR6OEHwU76hs1uv1jrbLdqZlVQV0D6eoif0exwwRnw+HqOqD66Sogq6aKpppo5oJWNkjkjcHNe0jIcCOoIwcr1WN0xY7bpuwUVis9Oaa3UELYKaIyOfwRt5AcTiSfjKw943I2+s9zntl41zpi3V1OQ2amqrrDFLGSM4c1zgRyIPP0oNqRaV7re1f8JOjvx3T/PT3W9q/wCEnR347p/noN1VF8touVvu9tguVqrqavoqhvHDU00rZI5G5xlrmkgj4FzJJq+3ag3B1Zadxt0NRaAvlDc5aWyW+nrnUFJHSt5RTl2OCdzz5x4zjGMDCDqVMj0rnrdK/wC51g2L0dURahtlRrCpv9DRuraB/FS1zXvkDOI4GWvAZxhoAznCyevHat2os1l1lU63u+oo2XCmpdQ01cI/J5o538DpYGNYDC5jiC0A4xyOeqCckUKbptqptwJ3a33Kj0Tomno2ex8FDe20FVcJyT3j5H8nhrega04PI+lYbs76zqLhqTcLSlBrao1jYbPDDVWa6VMhkna2Rj+KJ0hAMnC5oAd6j6cAOhMhVXLO1+mtytytlqHXF33Y1Ja7n5HI61QW6YRQ/SnPaH1PLMznuac9MDHVTV2fNVXHWuzemtT3fgNwraTNQ5jeEPex7mF2PDPDnA5c0G9pkKEtwrlfdab7Um1dqv8AcbBZaC0ey96qbbN3NVUFz+COBsnWNvMElvM5PqXy6Ydq7TXaboND1WrrpeNMv01PW0kdbIJJg7vg0iWTAMpac8Ljz4SAc4yQnhUXOmpmwuvWoavdjembSNU6seyzWmzahbSikpQB3cj2N86WR3UhwI+XlhLJupreXst3K/0l1lu9fbb8+0T32npO8lFC17c1oiPvnhjxjI8QXdCUHU6LnzbSrt9fq6yVu2G8VRqigke8X61X+8OqJpIS3IlhjewPjkB8AGt+DnnoIdEFUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVrvAYyD1Vyo4ZGDlB4hodICWDjZyaT6D1/3L2bybhadU3mvZuZQWNr4/I5KedzhwecS1jCOf/SK3BgwMc+XLmguREQEREBERAREQEREBERAREQEREBERAREQEVMoCgqrXnDc5A+FeYe/wA/zRkdG56j05Ws621/pXRtJDPqW7so2zztp4mthfK98js4wxgLscuuMdOfMIPPcHWUWj46Rz7bX3GascWxx00fGfNxnlkfZKL967/qHW22d70/Q6J1DDU1NDIGcdC/mXcgOWT+RfRuDufpGu1BpyopK2vmFM6fvOOz1TBhwZjHFGM9D0yt3O7ehnSOArbtxRnP95a3GfR+xcwg1/SuurxZdNU1HNoXUZdAxxcfIX+klb7oTUsWrLF7IwU81G4TPhfDK3D2ObjIIycHn0Wu1u7mhzSzt8ruuRE7H9pK30H/AJpaptlutoi12m8eVV1xYH3apqC4WWrIDXuGOkR5+rqPEIJuAznh6hefG0fTCODHI8XLPgsNo/Vdg1dZorrYLjFXUUh8x7CWuz6HMOHNPqICw+8TOLSTpWum4oqiEBrJTHnieAeYQbnGf81ocMjCvzjqVDlBXVVLuHZ4X1ElqiqKOJssFTIZ+++mOyGuJAafXz6KXYKgTRNc3HM8sHI5HnzQe2MIqZOevL4FiNX3mOw6YuF5mfG2OjgdK50juFox6coOLO01Bd9wd1r1V0dU6TT+nJ6NjxISYmmUNjkDSARnijcDkhTHTbF2usoqG87aatuGmaapgbUwtoY4+6l4uji7zufDgcuWAF4bKaDo9S7aan1Fcm1L5NS1dRIaYOMXCYKicxOa49Q7IPQdVuPZauV2qNuIrHf3UzLhZTHQOgh4cxBkTAWuLSRkEnmg0TUt53e0VpO7WvVVuOqYrlRT07KqhM0z6Yujc3J8xoDcHJPqU+aCiI0TY2yDEgttNxAtHED3TeqzMsMcrOCRrXt9DhnKuijaxvCwYaOgHh6kFBEPV9yFGvaKqay2aEiutvtlRc6ikulDI2mpoS978VDTjDeeOXM+hSdhWSwsk5PaHAeDhkIOdzbd6Nz5hcTemaIsdQOB1FHLI2ra0cw/u5I8ecSB77HIrZ9GbDabs1yluGoqyXVlznYQKq5wtDm8xnHCfU35FMQjYOjQOWOicDck9cnKCJ9XbGbdX50QOnqClkh4i2Wmi4nh5HU5PLBAIWpN0HurtvHJX6W1dNq6iYO+kobi9zHyOH1rRExxIIAHX0robgbnOMH1eKqGgHkg5g2d9t107S15v+rdMOtVXPBE13cxSmnw2lLW4fI0EnGM8uq6YbGyTlLHCR1bgZV/k8XGX8DeMjBdjn8qvYwNaGjOByCCwMb9i34mjCrwN+xH3IV6IPF4ZwkCPp6GAr0Z4fB48iq8I59efrVQEEPN0bqMdrh2uTbj7XjpXyDyvvWfs/e8XBwZ4unjjHrX1drLSOoNbbJXXTul7ea+6VE9M+KASsj4gyVrnHieQ3kB6VK6qgh/drQOqKqv0przQ76NmrtNRGHySrdww19M9oEkDnj3p68J6cz05FYHVurt6NaWCo0nYdqqzStdcIzTVV2udxidT0cbgWvdHwc5DgnBA5dcFT8qYA8AgwG3OmING6GtGl6eqmq47dSsg7+ZxL5XDm5xyTjLiTjwGB4L6avTWn6yqkqqux2uonkOXyS0cb3uPTmSMlZdEGD9qOlvtbsv4BF81Pajpb7W7L+ARfNWcRB4UVLT0VMympIIoIIxwsjiYGNaPQAOQUIXuXVsFXfLBuJtdUbk0MlZJJZa+ipKNzPJ3+8hla9zTE5nQv55znn1M7KhAPUIORtZ6N1NoXs56WtD4qSlvMuvKWtoqA1Blp7e6WV7oqfvOrmtOMkZ5l2M9TIG4UOut24rToqp0Jc9K2uO4wVeoK+vqIXxuZC7j7mm7t5MvE4DDyGgYGQpZ1zo+z6yorfSXps7oqC4wXGDupSw99CSWZ9I5nIWwAAIOfb3p25WDfTU+rb3tnWa+ob1DSiz1dLHTzyW4xs4XwFk7miNpd53G38vPH3bUaY3Apt1Ndam1Tp2jtlLqC0UzKGGkqo5WUpiDmNpnEYJeGkEuA4M5wVOhAPUKqCMdgNM3zS+wFj0xfaE0l3paKeOan7xj+FzpJHAcTSWnk4dD4r6ezXpy86S2Q01p3UNGaK6UUEjaiAyNfwEzSOA4mktPIg8j4qRUQQvr+y3uyb5UevtFU1DfbnNZjQ3fTz7hHTVM9KJMsqIi/l5rgGnOByAzz5azpWr1Zc+2LQ3DVNsp7PI7SE7qa1x1TamWlgFQ0B0r2jg43u4jhpIAwMnmpa3A24tGr7lb7w+43iyXu3Neykulpqu4qGRv99GSQ5r2EjPC4EfKV46L0Bp7QdRdtRurrrdrvVw5r7vdqk1FU+KMZDAQAGsGM8LQOg9AQRJt9YtRaEqL5bK7Z6bVOqKm61FVS6jBpnU9YyR/Ex808ju8h4QcFoaTyOBnr9W32kt5tJbU6kpqGGgh1WNVzXZrOOJ1Pdqd/AZI43Oz3XHhwBcGkYHTORNeh9X2DWdvqrhp6rdV09LVvo5XuidHiVgaXNw4AnHEOfTmtgQc2ah0rV7ha00tX2baOt0LcLXdoa+53+sZTwPEcZy6CPuXl05eeQc4AAD1rpIdEAA6BVQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQR7W/Vstn8Vqv5kakFvio+rfq2Wz+K1X8yNSC3xQVREQEREBERAREQEREBERAREQEREBERAREQWlCcA+HLqreXGT8RWgb0bj2zb+wPqZnslu87OG30nV8zyeEANHM+cQPHqg993NyNPbdafN1vVSXOJa2GniAdLM4+ABIB5ZPUdFE+1W3epdwdRt3H3XYZQAJLLbmuw2lYXB3nNIJBzGCMPPJx+K/Zvba9a01X7rO48D4rlUtLrfSg8AghOe7BaMHIa9w84E+nmuhgQ1nC1p4W4DA0Zz60EdbyXK32i46ZnuVdHQ0THztf3jiB0jDVnjudoEBw9tltBA8ZT+hYTf+i0HNoSabcCjdV2une1zIe8kjzK4+bzY5rj5wGefJc97NbY6Mvm32o9a6g0VFTU0cjp7dD7I1LWPgLGOaOLjBxzPPmUHTNdufoHyOcM1bbA7u3Y+nH0H1L4tnpaa86UutTBM6rpam8VUjHOOWyNLmkEf5PiFyzqLQmjbxsvadytO6O7iCOvHspGK2pPFDFVFrgA5xODGw5Ixj4V0/2fLzoi77b0HtMiZBQtiHHStle8wvw3iblzi7kcDmUES6p0/qTYnWE+sNF0xqNATS+UXS3wjjfA48nyNb5oADY29XHm75JhpK+z7t6EpKy1XOZlLM6OWRrHhr2OY7oRgjk5p+Rb3U00VRG+KZglDmcJaTjI9HJcz6v0hqHZTV9Rrnb6lnrrJXzOF5osGRw4jljmDBeQHPkJwQB48kEqav0FPcJKasNVUV1XSs4aR73gmLGSHe9HpWxbd0N7t1iZQXx5lqGufiXOeRJPXl6QOi9du9ZWTXGnae9WCuZVwPY3vAMcUTy0O4HgE8LwCMtPMZWzIPPB4HAAtdgDJ8VG/aUtl41BtBebHYbfNX1tdGYWRxAHq13pI9Sk1UQce23crfLRjLJoKp0LbAX0roaIS00hfMI42l3MSgEtBGeQW8dlfTm42ntYarm1fY4bfR3mZ1x7wNIzO97QWDJ6YbnH5V9G9YH0Q+guX1lx/q8K6Cx1QUCq1VRAREQERfLVVNPSxNknqGQx5xxPIAz8aD6kXwPrKSJvfmoYyPkePI4X56c+nj4elfXyc1wLgQUHoitb753L0K5AREQEREBERAREQEREBERAREQEREBERAREQFitW/tWvH8Rm/o3LKr4bzTGrtFZRNcWunp5Iw7HQuaR/vQQ52Mfqf6k/1prP5kKnFR/sdoibQmn7rbqiodO6uvE9eHZBwJGsGOX+YpAQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERWu8BgnJ+RBH1W4O3ttwH1tLU59WY41ITfFR7VOJ3ppGh7f7ln5Z5/scakFvPPIjmguREQEREBERAREQEREBERAREQEREBERAREQeb8cJcR7055eK51v2njuL2nqWqmkFbYdNxN4onnDWzOjZKzzT185uei6JIzKHB2MHhOfFQBtHM3THaD1bpa5Dva68eT1dPJ/kRUgDhzwT74dAUE+xRCKNjIWtjjZ5oY0YAb4ADwVlQ5sTHPkeGRsaXEtHRo6r1HASRwEY8StC3817T7ebfTXeWCunqaqXyGhZRsa55qXxvMfIkcst8MnpyKDlLejcPUG9W6lNoLTbZqazU0uJKd7w0zGKQ948uBGRhoIB5jn6V0Jv5a6bSPZxvFq08ySkpKO1vhYWPw/gawBp4vTgDn1WM7NG0UenTJra7SzzXu6cUxbUQcLomyDjIzgHOXkdPBb5v5YTf8AaLUltZKyB8tBLlw5jiICCO+yhZ6bUfZKorJcITLBWC4QPy7BPHPKAc+nnyPgoG0jra49nzeW9abq2z+15k0nBAHh/DEXHhdn0nhHhldZdmjTD9I7PWux973pilndxYx76Z7v96wG/Gw1o3JqZLq+oZTXRrGMjJjHA8NJHnHr0ceg64QS5ZK+C62qmuNOSYqmMSNJHPB/MvSrpaesppKSqgiqInAhzHNBGDn0qOuzpqmW/wC31NTVkE0dfbXGirA4eYJB52AevvXNPMAqS3vY6IEc2Zx18QUEC7T0dNtpvRf9Etr4PIL203a20sELmthD5+6aw+HEGx9ein0kHx5jCg2aiZf+1O242yuhmitNmjhqo2vDnMlbWPLmkDOOTh1wVOXCSMEjwKC4HKqqAYVUHPu9X+EPoL/MuP8AV4V0Eufd6v8ACH0F/mXH+rwroJAREQEREFM4WA1nTtqLFUxyRu4eFwaWuxwea7z/AIvVzWdP+9c+33tIaErYJre226phIkLXyw0sLhyyD1k6IMxHdLhp23jTmo3yztrHRyW2s4+Ljy4Es8XDDWt64HncvFTTwtaC3GAB1XN1Z2h9qblbKeKsst8uHcu7qOSSCElpbw+iXl0Cm/QGq7brKwR3a0RVEEBDcNmDQ7m0HwJ9KDZQQRyVVQAcyPFVQEREBERAREQEREBERAREQEREBERAREQEREBfPUytjjkdKcMa3iyPQBkr6Fh9WAjSt4a3zQKGYgjr+xuQemnrzbLzBPJa6gzx007qWQ8LhwyNAJbzAzjI59FlFBfY0e46E1GXPfI46prQXO6+8hU6ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICteOJpGcZ8VciDDP07Ru1HDfA54qY45GHnyIcAP+ysw0YaATlVRAREQEREBERAREQEREBERAREQEREBERAREQeTwSW5HR4x61BHaU07dbPfLRu5p6cmssmIKqkbTl7qiGR7eMgg5BDGkAYOcqejy87mcDovOZjHx8L2BzPscINE2s3OsOtbZStp6nuri+EPmpqhohkY7HnNDSckg+pbZe7Pb77HTR3CnE0dNUMqYQ5oIEjD5p5j1lRtqPY3R991rLq2lq7tZro8cD5bY+OEh4zxOB4CeM8Ryc81q902D1tNcJ30G9WtoKV7sxxvu03E0Y6EjA+RB0C2L6XwOI9XCMYWL1jbprrpivtkGA+qgdFxdOHI6qCPofdwf4ctafjadD2ftweYG+WtOL+VZ0E8aSoJ7bY4qKZo4oy7mDnOSSsp3ZcBxHmDkcv/AKyuch2ftwc4dvnrQn1XadV+h93B8d8tafjadBP1rs1Fa5K6WghbE6tqPKJgAMF/CG5A8OTQo63d3k0voWzTNbK243Eu7plLTyNeeN3LJ4ckYLvQtPtewWtobjBLX7163qKVsgdNEy7TBz2+IGcjPwrcNFbF7f6Zus91Ft9nK6pIc6oukMM72PaSS4O4AQ4k8z6ggxnZi0FNZbfXa3utVNNetUAVtVE5hYKYyBr3RYJOcOzz5fApo4fQV5U7gS/BZ15gDnn1r3QUAwFVEQc/bzMdJ2iNBhoGRHcTgnr/AGPEp+DwXEYOR1XP+9lZFTdoHQs07THFCy4B0pOB51PEApvdfLS14a64QAjn77qgyeR4JkLG+z9n/fGn+6T2fs/740/3SDJZXhPVwwSMZK4M4+TS44Gc4xn0nwHivk9nrP8AvjT/AHSjLtFTRag0GyzWi+zUNbVXa3xxT0cxZKwmoaONpHMYzn4kEuBww4nLcLWNV2Sye1i8EWihDmUkx5UrGnPduPoUQQ2Dezb+lf7D3xutqOjJndFXionq6h7jwujDzIG4bycAR6VdD2hLLUUVz09ra2y6TucdBO2d9bK3hZUcPmRANyeJwdxD1AoK9iy1Wus2quclTbaKd41HXgGanY5wGWYHMZU9UUEVLEyOlp4oWADiZFGGj4sBce9n7eqw6D2+qLUKKS9XSuv1dNHT00jWyNY/g7t54uoec4+AqSaa77862jdTMsEOiYQzuZX1kMpeQer4zFJyPPxHggnqOuoxVGibURGoaMmMPBcOWeY6jlzX1NcSBkYyFyfs7bq7RvaWvVkv+rKq7vip4nyVlZO975eOlLgCXdQ3OBnoF04y/Wbu2ltypy1v+UgygcCq5+FY0X20AYNxp/uk9n7P++NP90gyIOc8uirnnjxWJN+swY5wucAz/lrJQSRzMbLE9r2Ho4IPVERAREQEREBERAREQEREBERAREQFidWge1i7O55bQz/0blllitW/tVvH8Rm/o3IIi7GRzoLUxxjOq60/B5kKnJQZ2MT/AMANSf61Vv8AMhU5oCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICoc45KqIKDPiiqiCmVVEQUbnnlVREFAmfUVVEFOfNW5fwnkCVeiAqZ9RVUQUByqoiCnxqqIgoPWUz6lVEFECqiChRVRBb45VOEEEHx6q9EFoa0NxjkrYo2sc9wbgvOXH0r0RBRHAEYKqiCjQGjA6IqogoQCMHoVQMaMnHXqrkQUAAGB0VURBQplVVqDA6n0hp7Uvc+zdv8AKu4LjF9NezhLsZ96R6AsQNqtCH/yIfwub5y3VVCDSvcp0H+8Z/C5vnJ7lOg/3jP4XN85bsiDSfcp0H+8Z/C5vnLQN8dMaS0Ppak1NbrLOJqK70BxC+WaRwNQzIaziPEceCnVY+62233Nraa5UdNWxcTZGRTxB7eJpyHYPLIOCD4FBBdy3Q3V1VWGn290JJBbZhwMuN1hlpZYpRzdlj2luMYAJ9KU2wh1UIq7crUVfdpJx3k1sbTxRRwzZwHB8Qa8gDPXlz5qdaenjpXOhgjZDAfOLI28OCeruXpXuGtHnNy3mBxHnkIOfavstaZtlbHcNHXu42CrhJfmONk4ld9aD3pdjBz09PNfNU6z7QGh4u91Jpah1JS8PfzzUzi40zRyc1ohYOI8s8+fNdGcQIwWuBJwBn0eK8p4o6qGWCpgL4nEjgcQRIPg9HqKDlHb59k3N7TV5vFys9wiilpoGOpqqGSmfGW0mOYJDuZGRnryXQB2q0K5z4nWM8BaMnyubnz/AM5Z+g01YaK7SXSks9BBXvAbJUQ07WPeA3hbxEDJw3l16LLHmTwHzgg01u1Wg3DPsGfwub5yr7lOg/3jP4XN85bq0YHTCqg0g7UaDPWyE4/9Lm+ctstdvpLZSiloou7iHRvEXflK+tEBERAREQEREBERAREQEREBERAREQFj71TS1tkr6RoAfPTyRN5+LmkD86yC8SeABxy0dMes9EEd9n3RNx0Ppu8W25OaZKq91NbGWuDvMe2MDmP80qSl4s4i8Dzmlp5gnOQvZAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQZZe0la73bIrnZdrt0LnQzZ7qppLG2WJ+CQcObIQcEEfCFuO2G72ltfXWuslBDdbVe6BgkqbXdqQ01SxhIHFwkkEZIBweWR6QoK7N+6Wo9IdnuywwbU6qvVtoY6mQ3KidGYpG+USOcWt99huSDy6tK27ZKmvO5m7nu61lLQ2iyCzm12ukhrGVM8w4iXPmczk0jLvNPMchjlkh0QqrlnSetbDuVHddVaq3sdotz6yaCx2ii1DDQ+RwRnhZNNG45le4jiw/zcdBgjH2Qb56hm7O94u1NUW64aut969rkVfT8Lqaome8Njq2gZbgsdxADzS4eg4QdM5Rc0b46d17thtFWaq01uTqe4V8LYo7ybjV9+14e9rTNThw+kOa8gYbyLCQckZUgR3+9HtWxaZNyqPYZ2iPLzR5+l+UeWcHeY68XDyQSuSAD6hla/t3quk1rpCj1JRUFxt8FUZA2nuEPdTt4JHMPE3JxktyOfQhaTLfryO1eNMC5VHsN7SDXeR8Q7vyjyzg7zHXi4eSipm4GvG9jXTmr6O+1VRqae9sh8pmcOKceXSMEb+XvSA1p9SDqtFz1uBUao2U20rbnNuBcb/edQV1JQU9Re5GGlttVJx99OzkOGIAEhh81vAOvNa7q3Wdl2ztFHq3Sm+Ht1rKaphberTW6hhrRcIXuDZHwRB2YXtJ4hwcgAcg45h1QtVt2ubXXbk3bQcNPWC5WuhhrZpXNb3LmSnDQ05yT6cgD1lRjXVl33R3zvmkKTU15smlNK0FLJUiz1Rpp66qqG8bOKZvnBjW580YyR618Wz9su9n7VOubbdrtPdzBYKFtLWVDWieWDj8zvS0AOeObS7A4uHJ5koJ5vVxpLRaKy618oipKKB9RPIfrI2NLnH5AVpW0G5U24dJNcY9G36yWt0bZqCtuDWBlZG4kAs4SSOmefgRzVO0Za5bpspqtsV2uNt8mtVVUudRva0ztZBITC/iacxu6OAwcdCFElkrtTaQ2I24s+mtTXSpvWuRbaKlqLi6OVlnidTh0hgaGt5NaMNa7i8OfJB04igjWlJe9m5NP6nt2stS6gtNVdae3XuivdcasPjnPCKiIkAxPa7B4W4aQcYCxldSa3192g9faNp9eXzT+nLJHQVUZtsgZMyeSnb3bGuI5Rl3ePe3nxEAckHRaovlpGPoLXEyqq3VLoIWiWokADpC1vnPIHLJwTy9KgTaKi1Ru3Y6zcys13qSyPrK+dunqK3VQjpKOCJ5Ywyw4LZy5zTxB+cjpjPIN9ot47BW6Dl1hS2e+z0cd5NodBFTsfP3olEZfwh+ODJznOceGeSkhcfaIvmo9Odlmeuo7hJbrsddmColpTw+/q2NlaOvmnmMehSLvLrdlXvHRbb12u4tDWCmtvsndri2vjo6irc55bFSxSvPmchxOLeZHowgn1UXPe3m4Edl3bdt/Ytbwa/slztc1baZn3WOsq6SpiBLqaSZpy5jgC5pd5w+DJWk6P1YzWGn6qtr957xprdUSSltpr640NvpZ2vPBTeTPbwPjwACTxPPMnnyQddooI3w13eLXVaH0LV6ptukavUEbpr5fY6hkcdJDExpkbTvlwA6R5LWuIyBjlkrC2bXNo0XuppWx6a3Pj1xpzUk7qCqpau+R3Gqt9Tj6XMyQEv7t580tdyz08AgmrQetrXrGbUMVtp6yF1hvE1oqjUNaA+aINLnMwTlnnDBOD6l9mtNU2XSFjdeb/V+S0YljhDgxz3OkkcGsaGtBJJJ/wB55KNOzB/fHdf/AP2Bcf5saxvbUtM1ZttQVsd6ulE2nu9HG6nppGNimMk7AHvBaSXMxluCACTkFBO4KLn3dfU0tg1ZpTaWo3FqbDQVFFNcLzqS418MNbLA17gyFkpDWNe9wI4gAcNGOhz46L13btM702LRdi3Hj1zpjUkMzY++u8dwqrZVxt4sGYEuMcg5APzg5wfAh0QsLq7VNk0rS0NRe6wUza+vht9KOAuMtRK7hYwAenmc9AASVzhDq+36k1pqq3bhbqah0FqWjuU1NaLbFXOoKSnp28oZckcE5eebi88weQAwvo30s2qbht/tVWan1dMby/VFtoqiWyVDPJJXvkkLKyPMf7MGgEH3oJPmkYQdASatpWbiR6KNuuJq32t1yFYIf7FDBL3fdl+c95nnw46c8rYRz6KILbcL3a+0zaNEv1Dc7haItDuqXtq5GudPUNq+Dvn8LQC8t5EgAeoLRNr7BuBuvbL9WXvdHUllt9tvldRW2O0TCKV7mSk8cz8ZexvE1rWcuTevNB00mQuXYt2Nb0/Z6o4HXCGbWtXqd2k6W5GMHMglLfKC3oXBvLn44JCyG9li1ltdoShu+mtyNVVzp7pR0119k6vygyB8oHeREjMJLvNLG+aWu6ZGUHSaKg6FQdamXrdvcPWMVRqi/WHTOl7ibRR0tlrTSS1NUxoM0ssrfOIBIDWDl6fHITjkYyi5yr9a6usegt4NIV9+qqu96LpGzW28kNbUS008RkhdIQMGRuC0uAGfRnmcZqqw7l0Ozrt3591L+3U1Lb4rqLbC5rbWIeFru4MOPPPCebyeZ8OeUE83XW1stu4Vl0TPT1brheKWoqqeVjWmJjYccQcScgnPLAPxLZwQeigm43F127RO0l3kibG6t0xX1LmN6NL4o3ED5Vkdn9Y3Gz1+4ultb3iesqNJ1z62OsqSON9slYZYnE8s8Ia4H4QEEyqqjTs212pL1trFqnVFdU1FXf6qa5U8EpBFJSyO+kxMwB5vAA7x98pLQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREEZdl3S170bsbp/TepKHyG60flHfw94yTg46iR7fOYS05a4HkVr2lNDam2732uFRpW1+V7fapBqLjBHNGwWutGfpjGOcCWO8Q0E4d/kDM3Ig5z0hp+7bWUVw0lVbSTa1oI6yaax3O3w0ry+KR5e2Go70h0ZYSRx+cMHl0WUqdsNZar2FrrLqKWz2zVlRXi60UVHTRxU9DLG8OhgcYmjjwAWl/M+d1PDznfA9AVUHLHaf1lr69bC3i2123dx042Lyf2crKyphdTkd/GBHTFjnOl4nlvMhoDQc8yFu+51r1ppzeeybo6W0xLqmiNidZLnQU07Y6iNhl71srOLk7ziOXq9eRt3aKtdDd9n71brjD31LKYONge5mcTsI5tIPUDxW/xgd20Y5YCCDdvLNuLeO0HNuNqvTEditlRpiS20tKKxk0tPioY9jJcfXu89/mgtaMAnK123bY63h7KemNEyWQi/0N9jq6ml8pi8yIVz5S7j4uE+Y4HAOfDqullVBHPaC0RX640JFSWg0pvFruMF1tzKoZhlmhcSI3/5LmlzefLmM8srQ7w/WWqY7fY9MbPx6Mr5KmM3W73ahoZaekhB+mCEDi79x6A8I+LqOglQADoEEIagsGs9Bbx3fXujtMu1TZ9SUlPDdrdBUxwVNPPA3hjmZx4a5pbyI65JTaCw7iSb5ao15rPT0NmpLvaKaCjgiq2TdwGP5QvLTkvAHE4gcOXYB5Kb1VBrW6lsrbztjqmz22Hv62vs9XTU0XEG8cj4XNa3J5DJI5k4UY3zbzVkuyu2otVLA3V+iW2+rZQzztbHUPihDJqcyDIHEMgO6ZA54OVOaIID15Frjd+osGm/aPd9I2KjucFwvVbdpIQ9/cnibBA2N7uPJ+vOAMBbdt9pa+WzfnczU1dRd1ab3Hahb5+9Ye+MMDmyeaDxNw4gcwM+Ck0ADoFVBZIxskbmPaHNcCCD0IPULn7QNDultHa63QNj0K3VlpZVzS2G6R3GOCKGOV5dwVLX+cOBxJJbnPMBdCKmEHL9s2u3Dj7Oj9K3C0tm1E7WDblKxlREGyQ+Ute6UOLsYIBdgnix4Z5LeNzdJXa2bu0+5Nr0nHq+31Ns9jLxa2thNQwMeXxVEAlw1xGeEtyDj8k0qiCGdCUOsr5rytvselaXQWmae3vp6CmqbdSmvqap+fp7+74jGxoOODi87HPOTjVNQ02rb9oup0nr/ZWTVurhFJTQXyNlG2inJJEdR33E18OAQS0Nzy8M4HSI5dEwPQg57u+1eprDpzbW80VFS6uvOj6J1Dc7bM5nDX00rAHtidIMcUZA4OLGQPDocvp+LVWpNx7LV2rbyPQ2lrbxTXCa6W6j8srpMeZFE1nGY2tPMvBB/MZuVAAOgQRnsPpe+6ardwZL3ReStu+sK25UJ7xj+9p5Azgf5pOM8J5HB9Sp2mtMX3VW1VTQ6bo2V1yp62lrYqUyBhnEMoe5gceQcQDjKk5EECawsmp7xqLSu7sO3zqqshoZ7bedL1j4X1PkrpS5kkbn/SzI13ncJIJDselZPRkGqr/ufRXem0HBofSFup3mSOvoKQV9wqHDDcCPiMLGZzkOBPTnnlM/qQADogga8SatjdedO7j7VVO5ELquV1muVHS0ZifTv5sikD3NMDmdC4A9c8+p1yo2r1tYuz7pe20lsjuF4sWq4dRGzQVQcIoWyvf5LFI7k4tDh8J4sZ8enCAeoRBENgs+qbt2grNuHX6bntFtl0W6hqI5qiN76eqdV94IXBpyTw88gY8M5WS7OumL5pXSl6ob9QmjqKnUVfWxM71j+KGSUFjstJAyOeDzHiFJiqg5lqNrb0NmbhQXWooNO6hpdbTXywzV9SzuZJTPmBrnNJx3gJAHUHHLwXw9pO97lX3b+1QX/RdPpSijvlAKoyXWKqkrZzLhscDYs4YDl5LyD5oGOqn3dyx2rUG299tt4o2VdKaN8vA4lpD4xxscCCCCHAEEFcj9kq63XcrdpsGvbrcNRw6eDqm1xV1U+RlPM3IbJw5w948HOBKDuIdD8JUJ2+l1XtbuBq6uoNIXTVemdT1/spGbS+I1NFVuaGyskjke3iY4gEOaeQHNTYOiEA9Qg50O3eur3ondzUt3tbafUut6RsNBZWVLHupoYYyyGN8mQzvCDz54GOvPA37XWmb5cuzZX6SoaEzXqXTbKJlN3jBmYQtaWcRPD1BGc49ak1VQQ1SaM1JHuhtdeXW3FDYtNVFDcpe+Z9IndDG1rMZy7JaebQRy6rSu1XpS5Vu5mloNO1TKaq1vTv01dGA+c+kZJHO6UDx4GB4J9BA8V00uZez5D7Mdpnc2vu89XcaixVktJanVVTJKKKGSV3GyMOcQ0HGOQ5DkOSDpK20dPQUEFDSRtipqeJsULGjAaxoAaB8AAX0Kg6KqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg//2Q==)

To vent

To vent

Ambient air

To vent

To vent

Zero air

HC — span gas

Required for diesel testing only

Figure 5/4

Constant volume sampler with critical-flow venturi (CFV-CVS System)

![Image 22](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD//gA2IEltYWdlIGdlbmVyYXRlZCBieSBHTlUgR2hvc3RzY3JpcHQgKGRldmljZT1wbm1yYXcpCv/bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAzQEDwMBIgACEQEDEQH/xAAdAAEAAQUBAQEAAAAAAAAAAAAABwECBQYIAwQJ/8QAbxAAAQMDAgMEAwYNDAwICwgDAQACAwQFEQYHEiExCBNBURQiYRUXMnGRlBYjQlJWV3WBobGz0dMYJDM1NjdVc5OywdIlNDhUYnJ0dpKVtNQmJ0NTZIKioyhERUZjZYPCw+HwR2aEhZakteTxZ6X/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A7KREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFrG4+gtK7hWWGzavtfulQw1AqY4u/kixIGuaHZY4Ho53LOOa2dEHHln2R2xqO1ledDTaaDtP02mY66Kk9NnHDOZIwX8fHxHk48s459FLVsvNq29ukm1e0Ghn3qsoGenXGnddDBTUAlOW95PLxu434BDADy58gsRp/8Au7dRD/7lxflYVktoqumsu/8AupYbpJHT3W5VtLc6ISuDXVVIYeEFmfhBjgQcdCUG+bZ69pdYtulDPbamy3+zTtp7taql7XyUz3DLCHt9V8bhza8ciFduzrqm2903T6gr7dUVdvNfBS1ckT2t9FZK7h752erQcAgc+YUe7U3Cn1B2m9yb3ZXNqbTT0FBbpqyI8UUtVHkuaHDk4tGQcdMe1SluLpmk1joe86XrcCG50clOXEfAc4eq/wCNruE/eQY7dPXlHoWx0FdJQzXOquVxgt1BRwSNa+eaU4ABPLAAJJ8gsJqLc66O1pX6R0HpB2q7jaY2Pu0rriyjpaMv5siMrmu4pSBnhA5eJ64iTY+7XTczcHR9De4Zc7a2qVt2bIPhXUvdTR58yI4jJnwJK+jbGw6lG6e59jpNzK/Sd0OopbiaFlupJjU0srQ6Kdrp2FxAHqnhOBgeJQS3ZN2LTdNu9SapZba2mrdMxVHuvZ5y1tTTTQsL3RE54TkN9V45EffC0eo7Q11dp5us7ZtVf63RMTGvq7w6qjjcwcuN0cJHFIxhyC/IBwegWrWSjtMmkN+73btW3jVFXJaZqS5XGooaenpZ54aWUAwmH1XlrSA44HgeecrfGRxs7EfC1rQ33vc4A5Z9Bzn5UGH3y17qNusNr5NKWa53Kz3KvjrIX0twhgZdOKFzmwFrnAjALX5fhnPxI5TzbppZ6GCaopn0sz4mukhc4OMbiMlpI5Eg8sjlyXNV2q6Wg0l2a66uqIaWliko+8mleGMZmhAGXHkF0xSyxT08c0MjJYpGB7HscHNc0jIII6gjxQeqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIMbHYbNHfpb/HaqFl3lgFPJXNgaJ3xA5DC/HEW8hyzjksbrXQmkNZwRQ6q07bbw2EnuTVQBzo89eF3whnxAPNbIiDHacsVn07aYrVYbZR2ygiH0unpYRHG3zOB4nxPUrIoiDH2uy2i11VdV262UVHUXCXvqyWCBsb6iTpxvIGXO9pWH1tt7orWjoH6q0zbLvJTjEMtTAC9g64DhzAz4ZwtoRBiLfpnT9v04dOUNlt1PZjE6F1BHTNbA5jhhzSzGCDk5z1zzX0e49r9xPcP3PpPcr0f0X0LuW9x3PDw93wdODh5cOMY5L70QYC+aN0tfNNR6au2n7bWWaFrGw0UlO0xRBgw3gb9RgchjGByWXt1HTW+hgoaOGOClp42xQxRtw2NjRhrQPAAABfQiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKPtxdz/AKDb5BaxoHXWoe9p2z+k2O0+kwNy5zeAu4hh/q5x5EeaCQUUE2XtMWe9089RZdstzrnFTyugmfR2RsrY5W/CY4tkOHDI5deam631PpdFDU9zNB3sbZO7mbwvZxAHhcPAjOCPNB9CIqeOEFUVEQVRURBVFg6bVVlqdY1ekoKvjvFHSR1lRAGOxHE93Cwl2MZJHTOcc1nEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQUwefNUAPiVciAqefNVRBbg5PMY8E4hkjyVfBeMrhEHSu+CG5P3uZQaVovcii1Pri/6VprdUU9RZge8mke0skxK6PkBzHNuea3pvFnmQRjyXNnZrraW49oLcqqpHl0Zc4cxj/xqQ/0rpVBTB80VUQEREFBnxVURAREQEREBERAREQEREBERAREQFYZAHcJ5Hw9qvXnnBLuWB18wgd5y+DzHUZ6K7i9fhwemcrT9zdwNP6Bsclzvs8gYxhe2NjCXSY8OQK07Se52utRiepotvpG0AaXwzyVsH0xvLHLjyOviEEwMkY8kNOS04I8lUuxkkch4qFLNvm6mv8AS2XXGlavT01ef1pI6ojnbK0HBP0suxz88KZmSN7ovHqxjBBHPIQe6IiAiIgIiICIiAqH+kKqof6UHPPY1rIrftxr2unJ7qn1bcZX468LY43H8AXvtrYNXbpaIj3Du+vtS2G53fvJ7RR2qt7qjt0IeWxNdFgtnJwC4vzkHAx1WZ7NGg79prRGr7Lq22GidddQ1tTEzvmPMlNKxjQ7LCQM4dyPPzCxOg63cna/Qw2+bt1c9TVds7yCyXSiqIRR1MRe50RnL3tdCW8QDhwnpyPig33s/ayuGuNs6O8XqGGG7wzTUVwbCMMM8MhY5zR4B2A7HhnCwu5t/vWkd5dDXJ9zqBpW+PksldTOcO6iqngup5Ry5OcctJz0CzHZ70RcdBbZ0lkvNZHV3aSeasr5Iv2MTTPL3Nb5gchnx5le+/Wj6jW+112slvIbdQxtVbJOLhLKuFwkiIPhkt4c+Tig0+/64uh3r1FLBXVLNLaB02+su1NE/DaqslY6Rkbjj6mNufYVHumtS0epdDfRvd+0DTWPW9bE6so7bFqCCGgoDzMVM+lc7DxgAPL/AFufmOcnbO7eXUbU6io9eQiDUOsp6ypvjWOa/ujOHRtjaWkjDY8YAOBkrTdOUurtHaFj0VPsszUGo7fTmit15p4aM2+ra0FsU8r3kPjIHDxNc0klp5jKD5tWbsas1NsZtrqzSVZFab9fNS01sqGNHFCZSJo3NcPGMva1/DnpgZX3ans+sdptY6HvbdydSanpr/f6ey3iju0rXwPM/FiSFgGIuHhJAGccueMg5jVmgda1mg9r7dNHRXS8WbVlBdL1JRxQ0sMcbDI6VzGANaQ3iA9UZdjOFs+/2lr7qf6A/cOh9L9ytZUFyrfprGd1TRcfG/1iM4yOQyT4BBoekdLVTe1/qp51fqRwprXR1rmGeLhma+RxFO8d3zhbnDQMO83FdEqGa23at092mqjUtHpWovNi1FbaS3y1lPUMb6A6KQlz5Gu5luDnl16DmpmQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEVDy6qqAiIgIqKqAioqoCIiAiIgIiogqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvhu4/sPW8II+kSch4nhK+5eeC9rg9vLOMeYQcO9ji61tF2jtT2yNsnc1k87Zx4Dhe9wz98LuM8iBnkB8q5t7PtBRR9o/ciSGlYx8RfwEN5jNXIMj7y6Qw4+o4cgAeL76D0VURAREQEREBEVEFCRkDKA8srXNfagm03Zn3OOlkniiBdM8NyImBpJceY5DGUqNQS+l2iKkidUCviZKQxueFhxl3XoAcoNkygVPYqhBVERBQ9OqIVTPUoPKeURNLi4DmMZPI58Fc2RpbxNfxAHBx5qOKutlue8NRZK2oAoaKjiqGw9MueHNz+JfPoi53WDejUmmjxOtFPRQ1FO48wJHyO4gDnqMDwQSnlOvNUVDjIygqCcetgLE6lv9q09aqm5XmvgoqanjL3ySuwA0eJ+VZKR4a1zyC/HRoXNd3ZJvvuk2jloambQ2nKvu5nYDWVdTj6YzOTxN4Hxn6lB9Gz2ia/dG7Q7pbjOdMHuE1othBEUDAeT8HOQcuHXwXRzWMactaAQMDl4L5LZRQ0VPFTwRxwiJgaGR9GtHgPYvqfJGxhe97WtAySTjkg1bdHQlj17pOSwXmljlh4u8hcRzieAQHN9uCR99aR2Z9QXiS03jR2o5A+4aXqGUL5n/sk7eDiL3c/8IDwUg6U1rpbVsEz9N3yiujIjiUwOJ4TjPkoU2RLT2rd0SHSZbM/P1vSBB0eiIgIiICIiAiIgIiICpgeSqiAiKhIHUoKqmBnOEVUBERBTAVURARUdnHLGfaqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKiCHu0fqLUnfaX2/0PdZLZqTU1c7hqoubqelhYXyv9mTwjPlxLP9nfWVRrjaq13a48TbxTh1BdWOGHMq4TwSZHgXYDsf4Sh6iuu4OrO0HqrXmhdNWe+2+xNOm6GW4XAwMjLSHzvjwDxEuJGfIhfZshcNUaM7RF+01rWz0FkbriI3ihp6Oq7+nFVHymDXHHrPAc4j2N8wgkfUm/e2tjlqKeW71VZWUtVPS1FLRUEs00LoHcMrntDeTGu5cZ5HnjOCvO/wDaC2vtFHQ1j77LXQVlM2r46CjlqBBA4kCSbhH0vmCMO9bIPJYPsr0FI247rXEQMFVPr24QSy49Z8bC0taT5Avcce0rC9nG1W6l7P2tvR6KCMVNyvLZgGDDw3iY1p8wGgADog2jtA64ltFg28v9j1CKK1XPVluZU1ccobFNQyNe9/E48u7LQCenRbfprdLRGobtS2u13d5qq6J09A2po56ZtbG3q6B0rGtmAHP1CeXPoudr9BbK3sv7E0t+DJLXNqS2RVjZfgmIicEO/wAHHI+xSn2re5o9L6Omoy2K6QavtrbWIxhwk43AtaB4cGcjphBt+jK+ObdbXlGNZT3V1L6Bx2Z9K6Nlo4oXEcMh5Sd78M4+DjBWMG+u3huToPdCu9zmVPojr37nze5YnzjgNVw9315Zzw+1RPrGa4Qal7Ts1sdK2qbZ7ZwujJDmt9DfxEY/weJZSz27cafs+01kjtO17NHy6da3v5rtVgNpnQ8Rmf8AScB3MvJz8LPPxQTbrLXelNHtoX6lvEFtjr3SNp5JQ7gcWRmR2XAENAaCcnGeg5kLXNv97dAa21GNPWa4VcdxliM9NFW0UlMaqIcy+LjA4hjn54ycciogu9lZVaZ7PVkv1dbdRxMu4jfU08jpqaqYyImMgvaC5uGtHMeC33finhbuxs7WCNoqG6glibIBhwY6Aktz5HA5ILdtt6KTUu+OrdIvqpXUEBpIbHG21TsLnd1I+oMr3M9T1hhvHwggDhznJmS4VtLb6GeuraiKmpaeN0s00rg1kbGjJc4noABnKiDaQk9pnenmSP7CeP8A0R623fy6aas20Oorhq+3TXOyspgypo4pHMdUcT2tZGHNILcuLRnPJBgY+0Ft0ZKWaee9UtprJhBS3mps9RFb5nkkANnc0NxyPPos5rK4Rw7q6DozrKe1uq/T+CzMpXSMu/DCD60g5R918MZ+FnAUJ76S7qS9ny9Mv9h0HpjTMNuiY2h9Inq6uMAsEUTDhsbXg8IB54W06iJdvN2enOOSbdcyT5/rCNBud03122t97ZZ5L3NLWenyUEzIaKZ/o0scgicZcN9VneODA7oT0zgqTFBfZXtVD7q7r3TuGGrqNd19PLIWgl0cRDmN+IGRx+MqdEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFRvj8aHkrGPJcRw5HI8Q6FBzzsB/dHbl/G7/a5F0Uudez+D+qL3LJa4es8A45H9dyLolBVFREFUVEQVRURATqte3J1NBo7Q121RUQumittMZ3sHVwBAx+FRXpLtH2Grgp59TWW5aepq5/6yqqhje4lYHcLn5DycAg55eCCbLjRQV9BPRVLA+GZhjeD4gjB/AVp+2thudrZM67kufFK9lPk5xGScAcvLC2LTmo7JqS0U92sdxp6+hqOLuZ4XZa/hcWnGefJwIWQfII3AOkYCPrjjIQewRR3rTefQOlpamjrL3Tz3GneyN9FAeKXLuY5HAxjB6q3aDcufXV1vtDU6cr7K+19wQ2raA6RsocWnAceWGg/E4IJGVytHiqg5CCj/g9QOYXk5w4+KQ8HB0ycAr2PQrnDtUsNVuztZa5SXUlbNWtnY08pA1sRHEEE66htMFzjjljkMNZHxGCdrgHMJbjrg+HsWP0VaZ7PTyirdRTTOcQ+oY4mSQ8XPjPL8A6qPtb7caOpdbaMo6SxUsUNdXVMdYyNp+nsbTPc1rufQOAK1rdmwWrR2523bdNUsFqFVdZ45mw5HEz0ckNOc8soOj/ADVDgAku4QPHKqB15+KjztIzS0+y2oJoJXxvbHFhzPhc5WhBsG4XE7RdexjsuHAAXEc/XbzWL2RtVvsu2FiorYxkdMykAABHM8R5/Gop2/0BpK79nSxagrrHSSXOot0L5amVp7xxMnicr3v+32kKLs+1N+pbFRQ3GG08cdQ1rg5rg/r1QTRrLUVq0rpiuvl6e6OioYTK9zupAwOXn1C4hv8AuZufv1rEaT0k99ut9W3EsTGmKPuw4gvl5vOPWaDj2clPmuNtdbbk6uZFqSrprVpO31HCykhlc/0uHh5ktc3AJJ88clKugtH6O0hTOoNK2u321jnF8jaZuOMkAEnJPXhHyIPh2j2305ttpo22wwyFz2tNTUykGWpeARxuIABOOXIDooq2Nz+qx3S8u9f+KBdE5biThe12OWM9FzrsccdrDdIjGO+fnPxQIOkUXmHuc5zRGQGkcz0cMeCuY7iGeEhBciplVQEREBERAREQEREFFF3aiulbaNk7vX26qfTVkVTQ8L2HBAdWQtP4CVKKhftpuLezXqh4xxB1Jkk8x+uosYQSNtrVS1uhrVUzTCd74AXPz8I5K2NRJ2Q55qnYTTss73Pf6PjLup5lS2gIiICoVVEFvmrlQKqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLzqIu+hfH3j4+JpbxMOHDIxkHwK9EQa3txoqx6B0vFp3T8UzKOOWSYumlMkkj3u4nOc48ySfxBeOtNB2DVl50/eLoypbX6frPS7fPTzGNzHcstOPhNPCMtPVbUiDXtFaOs2kfdn3HZO33Zus11q+9lL8zy44y3PwW+qMDwXzaW0HYtN6Wr9N2xtSKCumqZphJMXPLpyTJg+HU48ltSII8umzmiLrt/YdC3KjqaqxWOeOalgfUOy8sD2gSOGC4Ye7I5eHkvPTmz1htWpaG/wBfe9SajqbW0ttUd6r/AEiK35GCYm8Iy7HLjeXO5DnyUjog1q06JsNt1VqXUcEEklbqVsDbk2aTjikbDGY2AMPIDhJBHitHqNgNLS0L7IzUWsINLSSF7tOxXUigwXcRYBw94GZ58AfhS6iDV7voPT1yqtMzSUz4BpioE9rip393HERH3YaWjq0N5AL31Po+z6ivFgutxbOamw1hrKLu5eFokLC31h9UMHothRBolRtZYH7px7i01deaC7FjG1cNLWFlNXcDCxhnjx6/CDy5joCtk1hpy06s0zXadvtK2rttfCYqiIkjib1yCOYIIBBHQgFZdEESSbBaWuFpNp1PqDVuqbfHC6GkprtdO8jpMt4Q+MMa3L2jk17+IjwW2+97YDdtIXST02Sq0lTyU9re6oJ9WSJsTu8+vPC0cz481tyog1/ROjrNpH3Z9x2Tt92brNdavvZS/M8uOMtz0b6o5eC2FEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXi9jZGFj8Pwc4zjx5L2RBzidrN4rDubqPVeiLvpamivL38bKyaQuDTM+Rv8AyTgD6yzPuR2oPsh0L/KSf7up1RBBPuR2oPsh0L/KSf7unuR2oPsh0L/KSf7up2RBBPuT2oPsh0L/ACkn+7p7kdqD7IdDfykn+7qdkQQT7kdqD7IdDfykn+7p7kdqD7IdDfykn+7qdlag5a3utnaDi2m1K/Ut80fNaBQu9LZTPkMro8jIZmBoz08Qtn211Poei2As9Dre4U0MJpZm1FO55aeEueC7I5gcOfHxUxa903Bq7R9z03VVElPDcIDC+WMAuYCQcgH4lGWhezrtzpaSnraqlqrjcaWXiiq6id8Zzx8Y9VjuE4OPDwQc/wCoqW3XisrdZbHaV1BSSwMc6a4zNEkAiiGOJgfI7Iyxp5t8Cvjo9U717s0z6e42mpuenba5sF1paWGMPmGOI4IDXBxbnGCBzXTPaRvtu0fstdqKOlDmXSCe1QsYfgyTwyFvM/FlRPo+01m2u92g2zzyV1PerMY3NYxv0qSTu2Nz0PJBnNmrzsNYauhpqZstm1FHHLG+G5TPE0WTza9vG5oyMY68sFfXUM3Cu282sqrau7afp4yKH011e9wa8dwO74MRv8n56eHVTDrXb7Smsaael1DbPTIqhzS5hmfFjhGM5YQVhtodotP7Z3K+VGn5qnubsYS6CU8QiEXFgAkknPGeqDUPcjtP5JGotDfykn+7p7kdqDH7otC/ykn+7qdUCCCX2ftPFvrag0KRnoZZf93UW7j0e5tNvhtx74tfZK3jnqPQhbHOOMNZx54o2f4PmuxpgCzBx1GMnxUA9pOxajrN0dtb9Z9OXO9U9qlrX1go2NcWBzYg0cyOuHfIgkLcEH3xdv3cfC1txrC7z/tST/5KM+1my9S6m28i05LTUt2dd5/Rpakng4vRj8Lk7wz4FbLqzU13uOr9LXKm271n3Ftq6iSpxSwF2H07mNx9Nx8Iha/uS2/az3I0PU0Gh9Q0zbVcZJ6uSuijYAx0BYD6j3dDzQZE2jtQZP8Awh0L1/5yT/d1pu9Vt7QcO2V3l1JftJyWtrY+/ZRuc6Rw71vIcULfxrqXz+NaF2gbZcLxtHfLba6R1XVTRsDIWfCdiRpwPkQavtMR+pX00RyabZDyd/GL01gAOyzcOJh4RZscDv8AHWtaJvd305sDZtLXPQOrY6qioYoZJRTw93lr89e8z+BetXqG7X3YiXTtu0DquqqKm2d3GXQRCN5L+gIkz4HwQb76Nqa619dFZtdxRxwu7k00dLE7uXYBwSWZ8R8q5uPZe3io9aVeo7RqzTUVVLIXMlllk4znHMt7kt8Fvu62nL/tLqOu3a0LUxsoJ4xPf7ZU83TRtPRpIcW8y3oW9Fs3Z87QNk3FLbTcWR2rULnuzS5JZMBw82HmeZPjj4JQYPQm0G8ENxjrdZ7j0ZZDKHiKgpYnte3ByHF0TSDnyVuyJP6rDdDJy4SPDeIYzyg8l0XGT3WS8PHDyd5rnbY3+6y3S/jn/igQStqvUNXatW2qx0ppIY6qJ0gdK8jhIdjyPmshoDUcmoRcDNAyN9FMIeONxLZOWcjKxesbDdqzWlvvVFTNmp6GFzZY3kgykuBHDj2fEvgstmu+lbfqKvo4eKpuswkoaNvPuZREWjiJ5kFwz49UElq5a1oCuu9Zp9sl+pu5uDSRUDoCcnGPvYWxxghnMgoLkREBERAREQEREFD0UF9tmC91WxVwZbZ6eOjNVTNrWy/Cc108bYw3kejy0nmOXn0U6qIu2D+8Bev8rt/+2woMn2ZrHU6f2YsFuq3xvnbTgyOjOWk5I5ZAOOXkFJS1faj97yy/5MP5xW0ICIiAiIgIiICKhCoQeZDsIKqqj+S93Wz6+qaa8XMC01ETpKFgY3I4GNL8nGTku8yti0obi+iM9wq3TiZxdE3u2jgaHHy65GEGeRWqrUFUREBERAREQEREBERAREQEREBERAREQEREBERBQjPirQHHqQMeXir0QUwfNMHzVUQUwfNMHzVUQW8yDg8+gUYaZ1rea7fvUmjJnRm22+gpZosNHEHyNkLvDzaFJ7P6VBmhv7rfXH3LoP5syCc+E5B4z8WOqrg+adQqoKYPmUwfNVRBb63jj/5IByGTkjxVyICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqYVUQWke3xyrC3iGTjPxZ/GvQ9FRBy/2r79a490tC2avuEFBBQVkV0q5KuVrIZIo5sOYA44c8h3IEdAea8d/t3ND3TSdHU6cv1tfW2q4UlY1sdRA6SSOF/G6NhDickAANGAV0dddO2G8VwqbpZqGtmib3Qkqadr/AFTzIBIKjrazROkKqG9d7p+1zEVrmDip2kAHPIcuSCRdLXFl303b7lE48FVTRy4dj1QWgnJHxrLxcstDcNHQ+a8KeGCniFLD3bGNYGsiaAA0AYX0N8vIBBciIgo4ZGM4VjoWOdxEAnwyOnxL0RB5NhYAfpbM+wKghaJA7gZkD4XCMr2RBTCtkDSw8bQ5vkRlXqhx0KDWtfRH6Fq0Rxlzmhha0MGPhjosLsLeqPUG1tnrKSCSDggEUkUzAHxPBJLXAZwcEHHtW9yMEsbmPaC08iCOq5x3PivGz2vjriy1cj9I3abjvVuDM90W83OjyMNyOAfCb0QdC3GgpLjRS0NZBFUQSM4ZIpGhwcPIrnjcXszUcFb9Eu2Nd7gX2CcTxh0r3RjAOW8+LPh4eC6EstdSXOgp66hroLhTysDoqiB7XMkH12W8iF9rTnPLhd0QRXsDry/aroLnbtT2Opt91tb2wz1Bic2Godw5Lmk48/ADxWi7HHHaz3SBBGZX4PnygXRLIGRB5ZBC1z/hFrQM8upwudtkD3vas3OlYO8j715Y8H1c/SOWR99B0a+Lixk5PQnOOSr3Yc31mtJ9vPHyr0RBY1gaCGhvPryxlXBVRAREQEREBERAREQUUR9r719gb3w8/wBdW85//GwqXVEHa8LW7DXpx4sipoMNHiBWwoN32r9Xb+zNPhSjmOnwitoWmbU3Kh972yu9LhaDSj1XSDIPEVtHunb/AO/af+UCD60Xye6dv/v2n/lAnunb/wC/af8AlAg+tF8nulb/AO/af+UCe6dv/v2n/lAg+tWlw5e04Xze6dv/AL9p/wCUCtNxt+cGupxg8vpgQfSJRwg4d8WOntQPa7LfEeHiVDe+FDWao1HY7VYtTzWupjHpEEtK9rgJhIGs4x0Lcu5ggg46FYW5aj3r29jzdKCHX9EHtjE9FTP9Le53IYjijazAPI888gglvWumItQtoXcZhkpahrw8DnwFw4x98BZ2CIQt4GSHhbwgDA5ADH4VEujN/wDQl9q/RLvO7TVXFgOZd5o6bD+jhzfnkR4rH6i7Qdsqa+ax6CtFdqS7d4ImS07Gy0rQf+Uc6NzncI8TjwKCcC8BwGCfPHgqtc0nAIPLK5n3Ah33ue3mor3c9Q23TVDQWyoqJaahjL31LWxudw8UsQLTgEZaQefxLf8AsvXr0zZeyVF1ubZKqSIF7ppRxkcLcZzzQS3kYKNILc+C+JtyoXNLm1dPwt+Ee8C94pmTRNmhkZJEejmnIKD14uY5Zz4jorlYwYc4eAV6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiC1gx8qgzQw/8LbXB/wDVdB/NmU5swDjxKgzQ5x2ttcZIGbXQfzZkE5jqVcrRgE5VyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKiqiC3hHFxeK0PZ8Zivmcftg7w9pW+rQtnf2G+fdB34yg33hbxcWBnzwjWhowOiqiAiIgIiICIiAqYVUQFjL3aaG70M9JcqWKoppGlkkT2Bwe3yIPRZNeL2kvDsY4Tnlzyg5o0LqifZLWM+3+rIHUOl6yr4rHXvc57GAgAxl55NADCeZPwl0lQ1cFdTxVlJMJqeVoLHMHE1w88hYnWWkNPaxtT7ZqS1RV1O5py1xIIzyPC4YLTy8CFC0vZkZEZae1a7u1vpieKOFpqHCMeQJnQSPvNuTYtDaTqZ6y5Rx3KRvd01PDiSYvPkzqRyPNYPsz6ErdI6RqbjfKrv7zenMq6zPCRE4AtLWvHNzcAHJ8V9O32yWmdKVoudSx95uXDwmqq5JZcN8QGSPc3JIBz1+VSTHTBjc8PA97gRjmGH8WEH2oiICIiAiIgIiICIiAiIgLG6jsdr1DaZrVeKVtVRz8PeROJGeFwcOY59QCskiDTY9sNFxxhkdrmY1owGtrpwB94PV3vZ6N/g2p/1hUf11uCINP8Aez0b/BtT/rCo/rp72ejf4Nqf9YVH9dbgiDT/AHs9HfwbU/6wqP66e9no3+Dan/WFR/XW4Ig0/wB7PRv8G1P+sKj+urRtto8OMnudUjl/f9R/XW5K3nknqPJBAO6/0NbY6wsN7prXc3sc3u3NpmzVbj9MDvglxx8Hr8Xmvjn1Nvfr2aaXSdpptN2XjEUclZ9JnmY7m6URzMJBbzAwcKf6uhpql7JJ6SCZzOhkYHYH3wvWBjI/gBgYeTA1o9UeSDhftNbUmyU1tjivFXqfUUwmqJoDTRMkYxgY6QtbEAXcnDmR4DzUg7XbUXBuiaHVe22qZbRdDTkC3tggkia8EtLXySBzxlzSTnpkgcgtt09Ww667TV8Puc2qt9gpjT0lxik7yHinhaJG5aOEnij4SCTzaRy5r6uzJcqGkveqtDQCSN1nqOM95kd730ksnqg+Az5nqg1DXO6O4rNvdT6d11t9U0Tq601FDS1VvgnqWyyvjewuccBrRkg56c1tfZm0Bp2t2Zsktzt1R6WI8Sg1c0ZacNyC0OGPiwpyqKaKfEcsTJG/WvYHD8KUFHBSRvipomQxueXcDG4Acep++gjrcHbvSdNoq8TQUNVG+KjmlYW3CoGHNjeQfh+YCs7Kk89VsXpyoqZnzSvpIy573Ek+o1bduX+4O+/c+o/IvWmdkr94PTP+SM/mNQStgZJ8SqoiAiIgIiICIiAioSB1KZGcZ5+SCqIiAiIgIiICIiAiIgIiICIqFBVWuOB4+XJC7yAyOvNATnmAPvoLejXcfhnmOuFzxoK/W49sLWFF3jmy1FtpmxiTkSYmy8XX/GC6HI9biByfFcuUlsnk7eddVwUkjqaCyZmkY31WOcw4yfbg/IUHUjSRgOxk+SvXk0nhLgMgnLT8avJOeQBHic9EFyKgOQqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICKhOMdeatLyAcgA5wMnqguWhbPfsN8+6DvxlbUb/AGdsvA+6ULfAl1Q0YdnGOq0XaK+WiKG8iW6ULHOuDyA6oaOWXc+vNBJn/wBZVQvmo66jq2l1LUxTtBAJjeHAZ6dF9Azg8ungguRW8XsVUFUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBa/oOnXzwvCrkljppXQxtfK1pLGuPC0keBd4fGvoIJxgjr5K1seBw5y3nkHnlBzNbajVOxGmr7qas0PSVouNYHVM0d/GDmWR0eI+6PDyfz5+C2PbnSWrK3e+Tcu6WihslDcaAEU1PcROXl0LGtJAa3pw56H4Xy5DtmRsdsdWNkDiPTafHCeH6oqUtIN/4K2fpyoIB0/wDRtQZdERBrm5f7gr59z6j8i9aX2Sv3g9M/5Iz+YxbpuZ+4K+fc+o/IvWl9kr94PTP+SR/zGoJXRUJAGSiCqKiqgIioeiCq8ZgchwaHY834wvTjGcDmR1C1LdTXNu0HpOqvlfHJP3Y4YoIm8T5XnOAAPiPNBtIfxPLQx4I5klpwfiKtc08TZHNc52OE4z0+Jc2WfbrczdKtgvm4t5qNPW1w76mttu44Z2g/UyOa5pDhz5Fq23VWxsYhiuWjtUXuhvVKeOB1ZcZamCU8/VdG54H/APhBNYBySfH2KqhzaTce9RX/AOgLcmnpbdqpzDLTmCQGGpZkcgcAB3rD1eecEqSNU6mt+naGOsr2VLo5JO7b3MRf62CeeOg5HmgzqLAWvVdtuFwNvjZVQ1XcekCOohMZMfL1xnqPWHP2rOtdxZ5fJ0QXIqZVUBERAREQEREBWF4HVVf0PPwWh731FVR6OiqKKpqqeZ1fTR8UE7oXcLn4IyPNBvJc04x9Xy+8o4qt7dv6Solhqbo5ksMjontwDggkfXeYXzaUuddFuVTW2aprYoZaYudBUVTpxIQxhBZnHD1ycA5zzUG3DSujxs2NQXjTlpMTdcSsudYKGN9W6l9MPG1smOIDh4uWcIJ3G+23PIC7uHE7HwB1/wBJaPaNcbbW7di9a4+iiR8lypYab0X0cYjEQeCeLj554/LwWgXTTe0VRq6+zW60WyOnk0c19khdQx8EjjTvLpD4d8PpZzgu4j5qPptP6f8Aet0lVtsVvdPDqWaG4vbQsbKYvSIgwSPxng4Q/k7kRlB1q/fnbdvDi7yewNjB/wDeVzd9tuCM+65AyRgsHh/1lz2bBt7XVO71HbrDYTXxPjNp4KWFzY4+OY5gAHL1AM8HXAUu7QaE2zvGzNjqZNF6SqrjFYoDWSPttPJKZu4HE57uEkP4gSc88oJa0Vqm06ttXutZakz0Ze6MEtx6zTg+J81nlBvY4hpqbb6609ND3UcWoLkxjGswxrRMAAPDl5KckBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERARWvyASPAdeqta4uzw55DxGMoPRF5BzuJoc0hxzjByFe08zz5+IQXIiICIiAiIgIiICIiAiIgovN4Ejw1wPquDhz8l6EclRBy5tjtc/Wd+1mNWai1PTVVBd+CJtHd5YYxG9pe31QeXIhbtB2bNIwZ7nUms4+J2XcF8mGfjwvs0nTXK29pHW01fVllBcqSCqpIvSMx8EcMEb3OZ0D+LIB8lvOtrtFTaFvtdT18TRDQTvbKyoEbo3BjiMOB5HI5FBFnZHpL1S23UHujXV9TR+luho31k753YjnnYebviCk6n1vQSXGso44KmSSlIEpDSQCc4/EsH2cLbdrVs/ZKK8vbJWiSome70jveJstRJI0k+J4XNWL28tVTX6v1NUMq56anNRFyLC3jxxgjqMjkgkC26kpK27S2xkU7JI42SEkHo4Ej8Szw6KPqW4U1JuBcqifvA1tHC0cDPhcLXLdbVWNr6YTsa5rTzbnly8EH2oqKqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIIY7Zf7yNX/ltP8AzipS0f8AuUtP+Qwfk2qLe2Z+8hWf5bTfzipS0h+5S0/5DB+TagyqIiDXNy/3BXz7n1H5F60vslfvB6Z/yRn8xq3Tcv8AcFfPufUfkXrS+yV+8Hpn/JGfzGIJWdjByvGpqoKZvFM8NHtK9XkNbk5x7Ao51XJK7c6zU1d3rra5zuWT3Tj3LuTh0ODjr4oN9o6yCqDu5lbIR5YX0MJIPQlRvSelQbx+h2oNhthtrXShh+l973kmeQ5ZwG/gUjs4QcZ5nqQORQeiskdjAzjPifBBnHC3ljxPNHH1OeCPHmg+K5XCltlDU11XI2OKBpc955ZAXPWlqK673bg1Wrqy4yHRNmrXU9Daywxtq3MAc17+eHNIlcM4IPCPJfXvLcdV6+3LdtPp5tPSWuCnZPd6l7h3ncSPcz1OmDlo6FTjpqy2nT1lprPZ6KGjooIwyGGKMNa0fEOXVBkYyOIt4+niRyykYDubW4YeZzyIPmF8t4uVFabe+suFRDBTRN4nySENHxDJAUDUe/l31ruCdI7eWGOobBPwz11S/EZiHV2OEgHJHq59qDYO0jpqokZp/WNlgpqa82q6Mknq8hrzTd1JxNz1PrcHLPgsvvHK+Tby1MPfiaWWF3FFEX5PdOzxY6D2rKb6nO2tdnBIHPH+KVt1mhimsNCyVjXt9Gi5OGQfUCCJKO5Vtr1w64wUkt0jbp95Ek7zFwFpjzFkg8iRnPhjopL0HfJdQWKK5yUYo+8JDYhLx4wSDnkPEcvYsnVWyhnpZKR1OxscoIe1rcBwxjn58lfabbS2ym7ilYGM64QfUqqqICIiAiIgIiIKEeIOCsLqzTlLqS1i318soiErJfpbi05acjos2iDV7fo6gptQ018kfNUVlLG6KnfM/jMbXBrXDn5hrfiwoQs94s9g7M+pqu9W+G500t9udPHBPza6WSd7WDJBA5+JGAulj/SFzjp6r03R9mzVD9VUL6+3yXq6RNp2QmR75XTPDA3DTwuz0djAPNBFNFpxk9boDS9FbYqi6V1eL2Zw5rfQaOR8UgpWOPKRvAeEhrhjhGWjIC2C43y6Wmm15qAaRtjrZHcINOwURmhEc8wfNA6d4+uyQ4Bw8Tz6lfJY23U0u3Fss1rrXXdl3lqqAmJ0foFrMkLiyR7gGvJjDR6p+pPJffc7HbHXbcioucdzdpipqadgGJXB95zOCWNDc478t9cDh5g8WOaDDWzSFzoNw9J0dBYKKlrbBafTbnUwTQsEzZaVzgwxg+sMRvbkF3ws485h7NFPW1GjtWanqrVRWqG+VdRUUlPTNjDBFl7m54Opw8ZJAPmFFlLpTULNR7esmju7b1b7S76K5O/cXRUxpgIW8fR2WiYYaXEdCBnnJnZihqafTetomGu9xH3CqfZBVh4IpnOkLMB+CPU4PAIMn2Pz/wAAbw3Lj/wjufieH9nHRTaoS7H7ZG6BvDT8AajuY+/34yptQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFTiHmEPMHnhYjUd1prLp25XiscGQUFLJVSkM+CyNpc4/IEGqbzbhDR1k4LRALlqGo4o6GgY48T3cubsA8IGW/Cx16qN7HoTe/VsUt11FuHUaVkkDHRUVNTCRobzOcxzAZ5jwWY7N2kqwz3LcPUNe28V98f3lJNKHF9JEx72gN4+beJnd/B+tGfBTTJPBCPpkkUDnHlxOAyggq4aH3j0VTe7dk3AqtZSxOaXWuqp+7EjPqjxvmIHL2ZW1bIbrxa3kuNovNDHZNS2yUxVlBJJlzsEgOaS1ocPVPwc45c+mZQa9skfFE9jj0DhzGfvKC+0pt3NUQ02vdJ000GprZNHJPNS1AgMtMHB03FzHF6rDyJ55xgoJ3425wCCqg56LWNtdS0erdF23UVHIHw10LZSREWcLnAEgg+Iz1WyxZ4cFvDjl1QXoiICIiAiKhGQQgBwPQoFbnxJGD0XyuudBE4xzV9I17eRBmaCPjGUH2qmRnHivi91rZ/CFH84Z+dfRDNHPGHRPD43A4ex2R18wg9AQSQOoRUYcgEdFVBzr2g7Ze2bi1VdbKmSN1fpSsoKZrKgRl1S+RndgesPW5clAWirHuNTaH1PFq2rucdsrIpLdFDWzF3eVUsTmQ44nfXcs4x7Quie1dRCjvGhdX1NY2mt1ov9LJWO4HHDGudI4kN5n1WlZDf246fvs2j9JvqW+l3e6UFxo2927LoWTAk5xyHrDkcdUEn6DoJKHRVnpp2sZUQ0MLHENHLEYHh8SzEFNDG4lkMTQ7rwtAV1LC2GmjgB5Rxhg+8ML1bnJHlhB8nudRSPdLJRwGQ8iSwEkL6YomRR8ETGsA6BowF6IgpjofJVREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBTKpxt4c55K2Y4Z1AOfVJGcFa9rnV1k0Xao7zqK4ehUBmjpuNsD5CZZHYZ6rAT1B8EEedsj19karhIOa6mx/pFSno8j6FrUPEUMH5NqgTtGa505rHa2tsum2XevrDUQSd020VUQDQSS4OfGG+3kVvtp3e0PaNNUEFwrLpBJT0sMcwdaKshhDAD63d4PTwQSjxNxnKrkZxlfBa62G40bK2le59NM0PjPdmN2CM5w7B6EL6weeG8uQJJ6/fQYDcs/8A74PH3PqPyL1pnZL5bB6YHnSM/mNW5bkOYNC31zjwg2+oAcOeT3L8KK+zDrXSds2P07SV+obbTVMVKwPZJM0Ob6jc5GUE6VUrYaaWZ3wY2Fx+IDKim77hUV1t08jrDUVNFEH5ljLx3fCCXOB4PIeC2S6bjaIdba1jNU2ok07uEekN8Wn2rFaFmZLspWTxPY6KSjqXtfE4YcDGTkYQabtluPbn0FVcrFRVd0txe7M8jZeJuGhxGXMz8HBx7VMmjr/S6jskVzpGhkUgBA5+LQ7xAPioV7IBe7Y26uLvpbqmYkOOST6NHzytp2l1vpKg0saSvv9spp4pe7LHzta4YY0cxnzQSwTyGSBn2rRtW6/isWppLFHbJKyoZRsq3Rxtf+xue5gdkNI+E08uq+t+42hhxM+ii0uc0+t+uG4H4Vr+lrzbL3vxd6u03CGsgZpqljc+GYOYHCpmOOXjgjn7UEV6b1hUR9pfVV0Nnqzx2inY6BpfnhFQ888N9vkpU03vHpm53W722tkFtqLTA+asEpe0xBpYCPWaM/DHTK1bSBc3tcawOZMe41N9Xy/th/gouudDomr7Qm4k24VTWxWiF8pcymEry4DuMcTY2uLm8z6uPJBgdc1e5e/wBqyCgs9FcaLRk9Vwse2QiJzDkh5a7g4gOY6LrDajbTTu3VijttgpYopGxtZPUCICSox4vI6npzOeijS/dpXaPSlhpo9O+m1kEMjaZlFS0E1IyKPBPEO8ja3AxjA58+nVZm29p7Zyqjie/VE0M7xl0HufUyub7PUjIQbXvm3G29xILeE8wAMY9U/KtxsBxZKD/Jo/5gUR6z3D0jrzbO9S6Xrp6yOncI5XSUk0HA4tJAAkY0nlz5KXLA3NjoM+FNF/MCD7RkDzVVVEBEXlUCV0ThA5rJPBzhkDmg9UREBERAREQEREFPD74US9nGkpqzbi4Q1UMU8f0Q3F3DI0OGRUOwcKWj/Sor7MYDtvbiM8jf7l/tDkG43q6Wq3XChtrqVtRXSQvFLC0BpDAG8QaTyAI4RjxX0W91DW2x7/c+MRMkc99O5g9SVpyfZnPiFqu6NuprnVUkbZqq31tOx76etgicS0gDLSWgkZwPEKzSmpK2ggtVgvFG81te2s7qfP7LHAGYkdk54nB4PPB9iDatPXSgvLaisp6buyZHU8znM5yFhIwTjmBk/KsjcoY4bLVRRtDGNpnta0cg0Bp6DwWv7Z5FqrmgFo90ajk5hH1fXn4LY7wf7FVY/wDQSfzSgh7sgctv7u3PIakufL/24U2KC+yTX0NNoO8MqK2mid9ElzPDJM1p/Zx4EqZvdi1fwnRfOGfnQfci+H3YtX8J0Xzhn5092LV/CdF84Z+dB9yovi92LV/CdF84Z+dUN4tOCfdOh5f9IZ+dB92VVeUE0U0QlhlZIx3wXMcHA/fC9UBERAREQEREBERAREQEREBERAREQEREBERBTKBWPe1jS57g1o5kk4A++vkF4tPMe6dFkdf1wz86D70Xw+7Fq/hOi+cM/Onuxav4TovnDPzoPtJwFEHa5uVXbtkbs6infF30kdPPwgnvIX8Qezl5tyFKJvFpAJ90qLl/0hn51qO7bLdf9s9Q2qGqttTVyUExo2STxkd/3bu76nl6xHPljzQbDouGFmj7RFDEyGMUMHCA0DGY25wPArT93c+6+mGNjlkBrgJYw4B0jeNnqknqDz+VfXsZrGg1jt9b6mBzBUU0Ip6mNrsmN8TnRH5TGSE3hvGj9OUNFqDV91fb4aOZroXsaXOLsg9A0k9B0Qeu09nvdporgLtUyPZLUPfDHI8uLGlziAPLkR08ltd+gjqbNVwzR8cT6eRr2nxBYR+JYPbfXmm9e2M3fSlxdXUbJTE974nsII5fVAFfLvFq636O0NcbpcKju2yRmngPFz717XNYOXP4WPiQYLs0XFlVoOehit8tFBbblVUcDJAOccb+FpGOowOqlMdPJRhsFWmm2nsZvtwt8Nxmp2Ty4qmHm9rSc+sTk81IIvNo/hSh+cM/Og+9F8Huzaf4UofnDPzp7s2n+FKH5wz86D70Xwe7Np/hSh+cM/OnuzaP4UofnDPzoPvVMhfB7sWnBxdKH5wz860ffbWzdN7VagvlluFBJX0dE6WnaZw4F3E0dGuBPU9CgkEkFoc71OE82nr/APNRNqLYLR19vlbdqy56pZU1Uhle2G9ysYCR4NAwOnRadpDdfdCw6ZoavW23dXXQTNAp6ugnZIZCckOLeN7hya/qB4efOTtGbvbf6oAp7VfOCU5aGVcMlM4nHh3rW569fj8kEWbWbE6T1Doi33a5XPVramaEPkLL9KGk5PQDp0U+6Vs1Jp2yw2eidUyU0BPduqJzK85JcfWPM8yo42y1rpnS20dqrb1doKdrado7tsgkeTl3IMZlxPLyWMuW+M17qm2/bbSNzvtVVMIpK2eF0FMyTOOF4kDHY688gcuqCboxw5bnIHT2K8KMtjbpq2orNT2fWfoxuNqq4IuKnLuAiSESD4TneDh4qTMjzCCO+0bp+03zZ/UUl1bOWW231NfGIZSwmSOCTHFj4Q5nl4qH9O3qxa/7QugadlPV8Fm0657JA4tb3jGxPbnlz5rpDVlBTXbTNztNSfpNZSSwSDAOWvaWnkfYVz52MZIrtXaprpbfHG623I0NJN3Yz3YYWkA/G3wwEHTLQGjAVURAREQEREBERAREQEREBERAREQEREBERARFQkDqQEFVaSfAePNHH245r5bnM+GgrJWc3Rwlw+8CUH1cXMgjHlz6qozyyo70vqy8XkTuBtrWwVT4OHu3h+Gux1LuZ81IDOLiBdnOOeDyz8SD1RUzzwiCqIiAiIgIiICIiAiIgtdnwOOajLtMQNOzl9rG0zaipoYTWUrXR8QbNE1zmO4cdQRlSceQz4BYPXED6vRt6pmMbI6agmYxnCTlxYQAg8tB1tRXaMstZU572WihMngCSxueXh4rQu0vU3EaZsFtttaWV1bf6NndxvIMsPfAPGM8wARlaFprtAWfQW0Wl6jVtNU1NyrJa2HuYAQY2Q1DmZJdn6nh5ZWW1vdKXX27G1FfpmZszac1VZUwB4Y5keadxLgcZwAeXj4IJ5tsT2UUEcp9YRNBx4YA+RfU0Ajnz8PjVcesTn4kGMkBB4VtJT1tJJS1MTZIZGOY5hHIggg8viKjw7EbUkAHRVnOBjJpY+fx+qpKTHyoItumxW1TLZUvj0RZhIyB/CRRxZyGnH1K9NvqWCk2Pq6Slhjiigo6qNkbGhrQBGRjA5KSauIT0ssJOO8YW58sgjKjCHbi/wBPQ1lqpdUvjpJ+9zHmTkJAQRy5eKDUux+zGxN1BaARUzfVAj+1ouRwvv2y2f25venjdLtpC01VZNLxySyUsbiXOY0nq3zJX1aG2YuukNOz2K06plbSVDnSSgl4y8tDSfVwOjR4ZUk6GsDtM2GK2OnNS4EZf7Q0D+hBqXvEbT4cDomygHwFHFz/AOyvh0DpPT2kN8bvbdOWilttLLpumndFBG1jeI1MwzgAeDR8iljBADw3ifjHktC1Xoe5XPWkuprRfX2+ofb46CRuXgFrJHyD4OPF5QaJpE/+F1q4Ak5s1NkHp/bD1Gz9W0Gku0rr6ouViqrpTTOlZJHT05lLWkwnjOAeXq4x15hbDpqwX6TtM6noWagLKttopy6YGTmPSHgc856qUdudrRpbW951TV3mevrLwHtmDieDLiw+PP8A5MdSeqBDR7Pa/t0VPBR6buETpGyMiEMTHvfggENcM9CfBZKxbTbb2WrFxt2j7RE/GA/0SPPx44c+C5g7Su0OoND6xg1/t9RuhpHVLnOp7fH3fobzkhrWx4Ibhp6eJU39nffez7i0cdprgyg1HBG0SU0hIbIfFzc9cEgYyTzQbPvHbLdbtuLkaC3U1GX/AAxHE1ufVPPkt8sPOx0Of72i/mBabvoR72leWuLmgE5J9h6rctP/ALR0P+TRfzAg+5ERAREQEREBERAREQEREHxVEghgdNI54ZEeNzwOIloOSMDmfiCjDsrVlLV7e3A080cmL9cSWtBBaDO7GWnmPvqVY2ESPAyGAgjny8zhQttdbYtC73ag0vR03c26708ddE55BcZcyPk6eGXjqEE2lgPiflWKuNjt1ZdqO5VUPHU0bJGQOz4SYDv5oWXz+PCt4AZA84y0HH30FkEcccZbHgNHL4vNfBeZP7F1kj3sZHHTSlxf1A4Dg58FkmtDGu54HMlR72hLvNZNor5XUkTZJpWQ0rePo4TSthPj1AkQRf2ZNAad1Bo+6XO6291Q6W915jlIHA9nfeq5uRkgg9ehUr+9Jof+Cmf6I/Mvs2V0+NL7Y2KyDPFTUcbHAnJDgxoOccs8vDktyQaD70mhv4JZ/oj8ye9Job+CWf6I/Mt+RBoXvSaG/gln+iPzKh2l0NwPb7kx/TBw54Rn8S35UIygx9ltVFZ7XT26hjEVPTgBrQFkVTHLB5+aqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPnraWGqpJKadvHFIOFwPiFpQ2l0RlxdaYyXHJPCPzLfAMfEg+NBoXvSaG/gln+iPzJ70mhv4JZ/oj8y35EGgnaTQuOdpZjx9UfmXk/afRHr5s1O4nAcHtGHt8vk5KQiAeR5haLvZf67TW2V3uFrpZquv7h0VGA5o7uZwcGPOccmuAJHVBzdo+8T7a7nasuO3tvvF40Zb5oYq6iiaC0ukDjxRANBdwPEuccXh9+Q92aDQ+/mhaanpNXU9nq6KZsg9NeIgzjwXNc14BJ9XAx055WmbQbvs0NpGC2HQGoKirJkfUzi4U2JXvke8kDIIGXnH9K1zVtz2t1JcvdCs2ZvlPM4uMno1wpWiRzjkudxZ55yfvoJj2jp9JbGba1FvuGsKC7F1Q+VnoMneve4nIY1jcuz4dFEO62pLhudqe11GsKS9WfbqprJKOgZTlsNRJUNexjZXCRp9UlzT8EL5tJXDazTd8hu9Hs1fpqmBwfCai4UhEbxzDm8ODnPtWw7wbq0ev9Lw2o7c3ylqaOeOejqPT6cmFzDxDxPLIbn2BBI0PZi0tHCII9ca4EbOENb6VT4GOQ/5BejezJpw5xrzXfzum/QKQdm7xdb1trZa+9h7bg+nY2o9YEueGty7lnxyVurMhuHcyPHzQQSezHpz7PNd/O6b9Aq/qY9O/Z5rv53TfoFO6IIH/AFMWnPs81387pv0CfqY9OfZ5rv53TfoFPCIIIb2ZdOg8tea76f33TfoFo2/Ow9k0rtNqG+U2rtYV0tFROmbBV1VO6F5Dm8nhsIJHPwIXV4HNYnVunrbqfT1XYrvCJ6GsiMU7D9U3IOPwIITse+1mtum7PZNP2m7ahr/Q2MaKamkawTZPqOkc0MGAAeZ8QtOvm1Osd07lBVSaZsWhKekcHQVQjdLWcTc/S+Jsjm8JEhPweo6rpjSWlLDpS2vt2nbZTW2kklMr4YAQwuIAJxnrho+RfTe5ZaS3z1NO5rpIY+Jscgy3kg5dqOzVqfTtzhvNgvFr1MKKUOp7feYHPY0AHnlhj9bw6+K3aw7yt0rSxUmqdvLzpqB5zB3DDUxubk5ce64+HnnrhSBa9dU9ZpupuNDAY6qlc0VkM3NzXEeYwD4dFutTRx1tHJTVrWzRSs4ZI8nhcD4IIS0DTU24evNdX/T+u9RW+2PraRsItjmQtfikYHFzZYic8QI8Fu/vdXD7ZuvfndN+hWd0VorT+j3XBunqCOhhrpWSyQx8mhzW8PJbFgII9k28rw0mTc3XgaPKqpzn5IV9u1O3tm28sktrs9RWVTKiodUyz1j2ukc9znOOS1rfrj4LdMYIIwqcAIAf62DkZ80F6IiAiIgIiICK0u54AyVQvAOD1QXovKWdsUTpH8msBLjnoB1UZ6x382y0ndo7Zer6+GolibKwNo5n5aSQObWHxBQSiijKj3y0BV0TK2G4zGnk+A/0aXn97hyrzvdoMEh1wmBHh6NL/VQSUijT379A/wAJTfNpf6qe/foH+Epvm0v9VBJaKNPfv0D/AAlN82l/qp79+gf4Sm+bS/1UEloozqN8NBU8L5prjMyJgyX+jSn8TV8Wm+0TtXfrt7l0F/kdVeDXUU7QeYHUsA6kIJZReMNRHMzjjPE3hDs+wjI/AvUHPggpJngdjOceHVeLhyw8NLWkEZGTn7y9nE8wBz8Cei+G6OfHb6uWKR7ZGxl2QccJAPRB7+k0+fWqIOLIPwwF812kilt1XFFUQ8ckJYPpg64K5c2R0xrXcy13e9VO6epqF8FzqKdsUErA0NbI4DrGfAeakI7I6u5Fu8esM+J7+L9Eg3PbzTdNbKWpkuLKQ1UlbNKx/GM8LnZHit2bU05+FUwk5PNrxy/CoW95LWByTvJrD2fT4v0SxWp9otX2PTVxu0e8GrC6lpZJy10sZDi1pIHKLzCDoFr2vJMOHdA4kdR/9ZXozAbgE48FHfZwut1vmzWnbnea6atrKmkY+SaU5c7LGnnj41IY9QAAHhA6+SC4KoWOvl5t1mtU1zuNQIaWFhe9/CTgD2DmVCd07Tdj9Kd9Dul7tf6ADLayGaOBrv8Aqy4d5eCCfkUI6N7RmnbrdY7ffbJcdOvqMildUPbOJnAEuaO6zw4Azk4CmGhuVLW0kFXSP72CoaHQvGRx/ePMdPFB9qKgORkIThBVFZ3jQASQAehJVeNvi5vyoLkVvGz65vyqjpGNGS4AfGgucMtI81Y4NwMt4sEYVQ8OdgdevxhCM/EEHEtv2ZuG5t/1Fp276ifba6wVr30lLK5rowyqkkkdhoHFzAYevipG2P0nZ6XtBXx1mujqlmmKKCjnD2HL3TwNGQcAYBjd8qz1p06+wdq+/amrqiCaO+UrXU0bWnji7inja4Enkc5GFb2WqGhrrrrDW9M6eM3yta2SnlcCGOp5ZomkYHjgnqeqCe0VodzI8Qqg8uiCqKgVUFFRXKmEAcwqoiAvKpIEDsvewfXMHML1VHA45HBQc97wNv8AtxuW7dCyWZ94t9VSR015Ywguhhje54fHzByXOA+q5Dopu0/eKK+WmmuVBUQ1FLUMD45IjnmvpuNthrbbPQSkmGZpa5vhg+C5v0deRsNubHt1d7jPVaar4jUWyctyKZr3cLY3gDJI7t5yBj1kHS8kTZGPidzY8Yfg8z7PkUEao7OGmhqCj1PoO4T6WvVKC+F8AHdF5PwnDhJzjl1CneMNEQc3JB58X9KphhY5rnHgb8IY/B8SDRd9muG2FziD8cMJ70NBwW4Ofw4W4adwLFQHPL0WIjl4cAUYdofUMjxYNCWgCa8X+s4O4+CPR+GQOeXHA5PDBjOefRSlZo3RWump34D46djCB4ENAI+VB9yqqAYCqgIiICIiAiIgIiICIiDzldwsyQcE4IUVayscp7QOjb6KgiJtDXQ8GOuWxDKlbDWuLyBk4GVomsmY3P0ZyOBHXf8AwUG+Yw0DrzVVTp0RgwDjzQVUGdpW2XK+ap0Hp63VL2emVk0z4gMiQQvhlOR7A0qdFFW6U8NLu5txV1kgihjkuDS/pzdExrflJCCUY/huy4Zz0HlleisBPERjA81dlBVERAREQERW8WOR6+SC5FaMnnnHsTn7EFyK0Z9iDPsQXIrRn2J4czj4kFyKziIL8jAaOR81UZxnkguRW+t7E5+GEFyK3n5hOfsQXIvN+XepxObnGHDqqtcXEnpg4wgvRWjPsQZ9iC5Fbz9ic+fRBcitGR5JnOQMZHmguRW8/MJz9iC5Fbz9iAgkjPMdUB/JhIBJx0HVeJHEQHtcW4yQ7oCvYHPPPJeYHq8PCAcHkguaxuObWY8OSd2361n+iqtPkc8vkVRn2IKcEfixnyK17GFvJkf32q/n7E5+YQWRj1T8AgdOEL0b8FU59ThOfhhBcis5kcJ5H2K9AREQEREBY+/F4tkzWAFz28LBjqVkFaWtPUA5GEEWX7RM1bT2+7WpjqSsJxVxNHKdhJJLh55DVKjeTQPYnCM5wMqqAiIgIiICIiAiIgIiILHjPLOM+IXz1FVFTU0lRLKyKCBpMkjzyAA55XtMTy4WguHwc/h/AoO7TN7uNwqLFtzYamk9Jvtd3Va0tc6SOBrBKTgH6oNcPFB8V1rb1vlX1ln07cDatHUVT3VbXMBc+4OY/PAxw5BmOBwBbnmea3/Sez+3+m3zOoNO075pWhs1RKOJ8uHZBcRjn8QHRbNovTFq0pYKSzWalipqamYGlsYxxFrQ3Px4AWbbn1s568kHzU1DRUtKymighZA34DA3kF9IYMc2tz7ArsqqC3gb5D5AnA3yHyBXIgs4G/Wj5AnA3yHyBXog+aWlhniMT4oXwu6tLeq1TUe22iL3QSUly01RzwudxObw4LzgjHXxytyIBOSOaYz5cig5k1VLr7YGCKqtcp1Po6arBfTVMbnTUEY4nOax4LWgcId1B54XRWm7lT3iy0lypS3uqiFkrQ05A4hnH3sr2qYaWalfBNC2SCfMcjT0cDyIP4VB21Nwl2/3aue1lXUN9zKmR9ZZHSZBbG5ofIxvmO9kcPvIJ9XxXZrTa61owHOhcCR8RXsHP7x0YbIcD4ZPL7y8LwXCzVri3/kHYHieRQcxdlXWVTYNJXqig05X3Ue7VWS+lcwcP013XiP4lMPvn3D7A77/ACkX51pHYqeBoS9B7Swe7dYSSRgfTXKexJE4Za9juePVIQR2Nz7j9gV+/lIvzrC663JrajRd6gl0XdqZslBO0yzvjLGZjcMnBypg42AAZa774Wv7jyRnQN/aHsaTbajlkZ/YnINR7KoMWw+k2HLuOgiOfL6WxSBe6qO22+quc7xHFTQukcTyyGtJ5nyUe9lTiGwmluFobihjyD4/S2KnaYuEEG2T7W6uloqm71tLSwva4BxBqI+No5dCziHxFBH2kLXcd/NQzag1tTyQ6WtkgFlpaYcMNU8O4hM7i4i7ijc3pw9AuhbRa7daKNtJbqKno4M+rG1vLK8dL2a36fsdNaLdAI4KOFkDcDGQ0Bo/AAtT3cutVa6mwxU9XUU0VXVyRTyROAOBGXDw80Gx6v01p3U1vNtv9qpbjE7mIpG9Tnwx8WVAumau+bGa/pNE1kk9VoK7Tj3PrKjkbfnPExzuQOAwHkPq1MW2Nde633bjujZX0VNcHQ0Mkg5ywhjCHZ8Rku8B0WO7Qmk6fU+2V1pSaaKtp4HyUNQ9hJpnnA4m48cZH30EktOWg+YQjIIyR7QoM0l2idtqfTFBFdNX251c2ENnzK4HiBP+Csoe0ftPgf8ACy28/wD0rv6qDFdprvZ9T7fW48ZpKy+xw1EYPJ7THMf6At6j2m0JjiNkhPFg88qD9zNzdIa/3K24ptM3ilq56e/RvfwuLgB3coyeQ8wuqY/gDp0CDRxtLoT+A4PwqNO0xonT2mdm77eLJTGhraeA92+J2CF0Koe7YDgNgdTADn3GCUG77TySybc2KWaR8sj6KNznOOefCFtA6KAduN/9srToi022v1HQ09TTUkccjHynIIaPJq2D9UhtP9llt/lXf1UGtdo0UWktc2ncKuqYxHSW+48ELsjvJTHEGDPTOW/hWf2FbbdK7M0d/a2cRVr5KiVheAGcU8j/AC6esVEvap3D283K0RR2+wagguN2hrY/RqOmkJdLxO5jBbz6Dx8VOepqCK37JRUUMZome58Le7by7txj5jHmSSg2NmrKFtO6Ywu4Gwvm4uIfBAysxp+6QXe3MrKYYY8ZHPPVadDST0ega+oqrn37HWpzGNcObT3WPzL7dvbvSRaYtlKJQ97owMNOCDgdUG6K5WRO44w4eIzzV6AiIgIiICIiAtT3N0TYNeacqLFf6fjhkbxMlbgSROGcOaTnDhk+B6lbYqYGc+PRBzuN3NU7cTut+5FilkoIj6NDfGDu21UvUcXESSS0OPID4K+m79pHSrJ5LVpu3zXe58fBQU0Erfp78cg0EDl16nwU/cDPFrT8YVncQ8XF3TM54s8I6+aCBNltB6n1Ff27m7pCYagbmK3WyZhbBQtBxxNbzdxHhzniI9Y8lO7GFmRx5djLQejfD5F9GBjGBjyThHLl0QB0VURAREQEREBERAREQEREFp5N6qHdTT3mp7TGlYIOOW2QW2sfLw/BY8tixn5CpbmmbTRvkk4gxvN8hxgDz+IKBuzvUVGs90tXbhzMdTRO7u1wxjmyUQOlYXAnn5H76DoE/wBKN8VRXIKKCO1naKiSm0zqXjMVFZq5hqpQcNY2Soga3PJTwtO3fsEWpduLxaJYe+bJF3zWBucvicJGD4+JgQbRRVEVVC2pgkEkMrQ+NwOQ5p5gj2EL3C0DYLUzNTbaWqYxej1NJCKOqhcfXZNEGseD/wBbKkDIzhBVERAREQF5Suc1ow7AHNzj5L1Wgb061odv9FT3apfMKipkFNRxRAF807gSA3J68LXfIg1DWG9tbSa4uGltJaVuepKy2ucytFHTNk7kgjkSZG+YXw+/HuV9qHU/+r2fp1snZx28i0bpGKtuMLDqC4RNkuVRw/sknPOD4jGOoClbDPIfIggVu8e5RcGjaLU+T/0Bn6dHbxblN67Q6nGOv6wZ+nU6yMa8cJjjcwnDuIeHsUN3ztC6Stuoq60Wuwah1G6geIp6i1U8UkbXYzw5fI08uh5dQgxvvybk/ai1P8wZ+nWX0bufry8aipqC57aX+20UjsS1M9GxrY+fie+P4l8P6o+zfa43A+YU/wCnRvaOs2c+9vuASPH0Cm/ToJsne+OF0sbHPdw5DB4qD6vd/caGrnhj2n1JKxkjmte2gYQ4AkAj6f44Xse0haMc9utwgP8AIaf9Orf1R9m+1zuB8wp/06D5vfk3I+1Fqf5gz9Onvybk/ai1P8wZ+nX0/qj7N9rjcD5hT/p0/VH2b7XG4HzCn/ToPl9+Xcj7UWp/mDP06DeTcjw2i1Oc/wDq9n6dfV+qPs32uNwPmFP+nQdo+zH/AOzjcD5hT/p0EwabrKu4afoK6rpJKGqqKaOWenlaGvheWguY4AnBBJB5n41Fmrt0Nd2e/VdDb9tL/cqaKV7Y6mCjY5j2hxAIJmB5gA9B1Xxu7R9p8du9wm/FQU/6dUPaOso5jbfcDJ6k0FNz/wC/QfN78m5P2otT/MGfp09+Tcn7UWp/mDP06+n9UfZvtcbgfMKf9On6o+zfa43A+YU/6dB83vybk/ai1P8AMGfp09+Tcn7UWp/mDP06+kdo+zfa43A+YU/6dP1R9m+1xuB8wp/06DedqdW6g1RRzz37SdzsEjJSxjauBsZcAGkEYe7zPyFU3R1dqDTUET7HpO56gcS3jbRwNk4QeLzkb0wPlC0cdo+z+G3W4I+Khp/06P7RtmcPX233BcPbQU/6dB83vybk/ai1P8wZ+nT35NyftRan+YM/Tr6f1R9m+1xuB8wp/wBOn6o+zfa43A+YU/6dB83vybk/ai1P8wZ+nRu8m5ByRtFqfA+EfQGcv+/X0/qj7N9rjcD5hT/p1Q9oq1mKSaPbXXz+BvE8uoacBrR1P7Og+7SG6Gu7xqClt1y20v8AbqaaZrX1EtGxrYmkgFxImOAM56FSnqarqrdYLlX0VHLW1dPSySwU8beJ0r2tJaxoyMkkYxkdeoWB2s3A09uDYfdWwzPLGuLJYpwGyxOBOWuAJA6HxW4YPhjCCA2bxbltHC7aLU5cOv6wZ1/l1d78e5X2odT/AOr2fp1PIa0Zy1qYb5N+RBA3vx7lfah1P/q9n6dPfi3K+1Dqf/V7P06nrDPJvyKmG45cPyIIG9+PckuDRtFqfJ/6Az9Ot72Z3Ei1/a66SW3VFBX2+slpKylmjDHQPY4tIcA53PII6+C34cBOBw5HsUGdlgk6p3TyQf8AhXWf7RMgnNpOOfPnyV6t8lcgIiICIiAiIgIiICIiAiIgIiICIiAiIg8nB3Hg4IxhuOoPioI0lHZdS9rDUl0hqaySosVrp4WsJbw96HSQvOPiJ8lPR6j41zh2f/7p7dH/ABR/tUiDo7hw3hbke1MgZcRjwyVesPrO+UWm9NVt8uMro6WkjL3luMnPIAZ8SSEGVLmjq4D76uy364fKue9C2fVe6l2j11W6nuFr0vPmW1Wxpa588Lm4D5WkYack/Bcfghb2za9r2B51Rc3lwzxCNnNBJOW/XD5Uy364fKo396xn2S3P+TjT3rGfZLc/vxxoJI4m/XD5UyPMfKo3G1jfslun8mxV96xn2S3P+TjQSI17XDLXNIPTmjXtc3iYcj2eK5+3H0przQoqda6P1RW3j0SPu6q1VJEbe6PMlpY0kuyG8iQMEqXNrdSxau0Rbr/C6NwqGOa4xkloexxY8AnnkOa4H2hBs3D6uGgAEdFAu/8AUx2DdzQd8oqalNwqK+mt5llaSWxTVLWPxgjwU9hQD2nnt+j7bqIECQ6htrmk9OVY1BPXIhoJDc+Ht9islijq4JKd/HwOaWl3mD1wtN3E1BLZLjahPPNQW6pMrKiri/5N44eAHPgSXfIsay9XW36g09V1NdNXWm4vkp+8yMB7nNbGT06klBHWq+zfpGzaYv17td+1LTVMEFTWhkVTEIy8Bzxkd3nr7VrWwOzFl15oJ18vGpNVMqvT6mlPc1MQbwxv4R1jJ/Cpx1HJXVejNbVE1ZJNTC1zshY7owiOQOx8fL5FrvY3P/FBJ92q4f8AeoMc/sxaPczgOqdYgtP1FXDn8MSibWu1Fstu/uldvm6h1HNZrzBUd/x1EZk9SAvGCGAdceBXZxacciRz+p8VDW5e3msbtvXprcDTB0/I2yRzsfT3ColjMhki7v6hjumSeqCSNCaWt+j9MUGnra+V9LQxCOIykF2AAOeAB4eSjntVWWGp0fa7/VVDI4LFdqWfie7H7JPHF0xzA4s+C2gTbwZB9yNC/wCsqr9EsLre17rah0vcLNW2PQcsVTHhrXXGrOHNPE137F1BAI9oCCUKOphq6ZlXTSCWCQcTHN6OaeYI9iwOr9Pi+VlqmL2MbRzumc15wHZbjHQ81CuzW4e4lxifod1JpJl5sLW0MsVxuFQyWoEIDDM0NjIw4td5dDyWu9rLUm8du05ahFT0duYKk8VZZqqSTvOIcIae8YPH8aDqqMYiexndAB2GAdMe32rV9375SWLbm+XOtkkiggpnF7m4yBkcx8qwPZtN9m2Ysz9SvqhcnxZmfPjjPtPyKLtx9We+/uVRbc6Qlqam02+q7y/VjeHuu5eCzg682hwaeYHMoJU2a0Hpm2ba2Olba4pgykAD5m5e7mTzIwMrbhpHTXDj3Fo8Hr6n/wA1lbfTQ0lFFTU8QhijaGsYBgNC98BwIIyCg577Qtpttp17tpJb6OCl49QRtc6NuCfpc35l0HD8ADnyA6+Kh7tH6X1XdpNMX/StCy41dkubar0QuLS8Bkg8B/hBYVu4++IYXM2bY0kZcHVD+Z+VBPoI81DvbBZxbAajAIJZDkl3j8XyrD++RvmYi87PM5D4BqX5JWp7r3fe7X2hLnpWp2r9Ajq4i0zidzsfhQTJtPpfTs23FjldZ6QukoonPJZ1PCOa2f6EdN/wNR/6C8Ns7fVWrQdmt1ZCIaiCkYyRg+pIHRbGgwjNL2GCeKentFIyaH1on8HwHdVlHU8ckZZJG17Xc3A9F7og8u6a6Msc0cHDw8JHIheUNDSMcHspmMcOQ5L6kQWgE/CwqqqICIiAiIgIiICIiAiIgKhOPDKqiC3iP1pTiP1pVyILeI/WlOI/WuVyICIiAiIgIiIKJlCqIIW7T+r7tRWii0PpZplvuqJHUbeFgd3MPqtkcQfZID0KkDa3SNu0VpGksdspzBGxvezgvLuOZ4Bkdkknm4E46DKh+hdIe27WiR47oW6UNa4YwTTQ9F0PGcyOyebR08QgvAwqoiAvNrWhrvqQSc5HVeiswTxBwy09EHNkMtTs7vvX3G9Pij0vqypdHFMScw1DnOlJ6eLi1vXxXSAlDmNkbhzHAEOaoV7YzYjttQPcxh4bxRYJJBH65izhTNSNaIGhuO6LRwgHKD6kVAcjPP76qgK3jaHEZGQMq5eUoeHtMbWnPJxPgECSQsOSPV6Z/p+Jc6aXrot3N93aloquGTSmnQY6aaPmamojcCAcj4JbMeYOcjott7Reua202lmk9NUcldqi98NPRxNAwGv4zx8/bGQt52y0nTaL0VbdOUcznx0UQY972jMh55cfwfIg2aIcA4A3DRybhDK0HrkH4OPFWSAHiL24zyyPAeainf8A1hf6aih0boJsFVq+58mwu60tPg5qCCCCA4Mbjn8Pog+Hd3cmqq9TwbZaHJk1FWuDamrawOZb4yM8ZByC7JZyIIwSt32q0Na9C6cFtoonumleZqqZ5yZZXkuccZwObj0wsHsRtdTaCs0s9VO6tv8Acz31yqX8uJxOcNaOQxyHIDopLYACHHmccIPsQX8DPrG/InAz6xvyK5EFvAzGOBvyJwM+sb8iuRBbwM+sb8icDPrG/IrkQW8DPrG/InAz6xvyK5EFndsPVjT95VDGD6lvyK5EFvAz6xvyJwM+sb8iuRBbwM+sb8icDPrG/IrkQW92zOeBvyKnds+tbj/FCvRBbwM+sb8icDPrG/IrkQW8DPrG/IvJ8EXH3pY0OaMA48Oq91aQOuMoOfNb7dV+3+vX7m6HdM2kLhPdqDhDxJHyEpa52SHFjTgZAyfBTNo/VNr1Tp6jvdnnZVUlUOT2Hk1wcWuafaHAj7yzFXBHU0stPKMxyMLHDzBXMmo9N6k2H1NW6s0rG+46DqZe/vNuIBlpwRh8jHHmcND3YLgMkIOn2Y4nANIx4+BV6xGkb5Qai0/SXi1y99RVUTZIZPAg+HxjofaFl0BERBRvX5FBXZZydVbqZP8A511n+0TKdR1UFdlj91O6f+ddZ/tEyCdPJU4/WLfEDKtmkbFE6R5DWMaXOPkAOqiWu7R21FBW1NFPqWHvqeV0T8dCWnB/Egl1pJAJ8QrlDY7S20QJxqeHHhyV36pfaH7J4UExIod/VL7Q/ZPCn6pfaH7J4UExIod/VL7Q/ZPCn6pfaH7J4UExIod/VL7Q/ZPCn6pfaH7J4UExIod/VL7Q/ZPCn6pfaH7J4UExKh6KHv1S+0P2Twqh7S+0OM/RPCgmEuAGSQB5qrTnPMKPdAbxaA1reXWjTl7jrKzgL+7b5BSBCeJpcQASeeEF6IiChz4K1riXEFpA8CUkBLeQB5+KjPebd6zbZ1tnorpabxdJbyZRSsoYmO5x8PEPWe368IJM4iXN9Uj1sf8AzXOPZ/I/VO7o+vGfVHIE5H66k6rNR9oykHqDbfXAIAHOmp8D/v1qHZSvjdQb87i3RtNU0onha7uJ2tEjM1L+RwSM8/NB1MtE36ijqNsLhTzML4pp6WJ4BxlrqiNpz94lb2tA7QkrYNp7nO6nkqBDNSy92z4TuGpjdgcx5INj0VY7bpvTNvsNqpxBQ0EXdU8bXueGMBOBlxyfvrM8h8IjJUC0vaJpRQMd73GtnNIw1zKaAsPMnkTNlbDoTeu36m1LFp/6FdR2eeXh7qSshiDXBxIBy2R3kfBBLA5nA4cg+sr+EeStABIJ5kcs/nV6CnCPJOEeSqiD53tim42Pa0tJAeCefsULdk+611bQ6tttVUtlprXepYaMBoHAx7nyOGR19Yk81TtgXK+W3RWn47Dcn26quF/hppJmwsky0wTOxhwI+oHh4LW9J9nC722hdUWvcy7UZuHBVVLRbKd/FIW5+qb7T0QdJ8TfMfKufu1E8jX23LujW6gtxLvLFY1e/vD6r+23eP8AVFJ/UWJ1B2a7rdX09RcNzLvVS0b2zU7jbKdoY9ruJp9Vozz5+KCar5a7hWTSw07qaW3zxvZUQSOI4g4YByBkeJ5HxWk65GmNH7b22wajvMNFJPV93RTuccMkdKS1w8wwvbnI8OhWB7N+tJKPayruus700Q0NVJC6rkjaxpDKiZg+CPEMHyLHba0ept29e0u4N+kjGkrdUvkstNE0cMr2ycAkDgA44dDxEE+OMIJX1LTR0mz19jhlMsfuNUOEhHw8wn1viPX7603sbDOz8h/9dVx/71SFuLx+9pqbvO7B9y6r4BJGO7dhR92Nv3nn/dmu/KoJmLA45dzx0VSORVVRBTljC0/eHVdPozbm96hnhklFLAGhjMEufI4Rs6n65wytwWpbo6Gsu4FgFhvzZH0TpA50THFpeRg9QQeRAKCBdEbSUupNqYbtX3eW16srapl1pqqQNHo8j2RuLAwZa5uQ4ZcCeazNPX7/ANpgqLZVzaR1FE2YcFZUzvhe4Ag/BiiDRz/GvtZ2TtrRx8MNa3nhv65k5AeHw0b2S9qySRT1pYRkfrmT+ug86+3bv6/ppbPqO+WDS1rJBlZbXd+6cA5DfpsfqgEA5BBWk6x0Bp3Z7UekNdaSD6q30NRi9zNkL3ShjXHjcHHDObmj1cdFvQ7Ju1jgA2Cta7GeVTJ/XVD2UNrnubxQVokaA4t9IkJIz1I48IJ5tFbTXG2wVtHPHPTzMD45Izlrh5hfSW5BHmvls1BBbLXT2+mz3MDAxmfIL7EHmWjJI5Hz6rRd4LxWWG32epo7l6AKi5Mp5JO6a/kWSHOHA/Whb4tb1zp6XUHuUyOZkPoVa2qJJ5nDXtwBj/CQR9Lq/VNLX1QuQqIrDSVERZeWwRkyNMeXZb8EYcSOQ8FI2ia5lwsramOuZXR5yHtaATknkQABlUudFdDUU1TbnwtZE0iSCUfshzkc8FWaD0zBpq3zU8UhLp5XTPB8HOcXHHyoNjZ0HLAx0VyoMHmqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIioXAYyepwPagqitDs45EZGeYVA/Lc8DvixzQXorA8FwaGu5jOcckDweXQ4zg9UF6oqNdxZwDyVUHOtB/dw1v3Nk/2aBdFDGTy5rnWgP8A4cNdnl/Y2T/ZoF0VkZ6oKIqZ5keXPKZ6cicjwCCqBUa5pxzAz4ZVUEJdsdudtaF3E0cN4ouRPXNTEFM1P6lLCACcNwMD2KP+0LoS86/0M2z2GtpKOujqop431JIjyyRrhkhrj9T5LUIdOdpaJjY49X6SYxrQB8InP36dBO4PJMjzUFDT/aax+7TSX+if93T3A7TQ/wDPPSR/6n/9dBOoI8wviu9ay30E9dNG+SKCMvIj5uOPZ0UK+4XaZ4g0ay0oeI9Q3p/+3VHac7SsjXsl1lpJ4x8Es5H/APb9EHy7F0M24uu7nu3fIp42MmfQWeCVvC0U7e7ex7PBw4nSDjGT1GeSn4jGCXZaORzy++oHptLdpSmZHFT6v0dBEwYbDFAGs/BT8vvL2dpztLvYWP1npMtPX1SPvf2ugz+/26R0DaoKG00QueprqeC20EZ43vPP1ywHiLQRjkDzIXxbEbW3TTtfV6y1pdTetX1sfcS1AceCGHIwxjcADPAw54QevPnzye3G2VbQ306w1xcYb3qiVvNzWAwUZJBc2H1QSMtByQDzKkxsWGD1vXHR3kgvizwDiAB8grlRjQ1uArkBERAREQEREBERAREQEREBWqpOBlWF2CBh3M46ILJpmxk8Tw0cOfWOB8qpHI2RvExzXcQyC12QfZlanufQ3KtoKWa0VURqaKobUNpXvLWz4a4cJLQXYPF4eS8NutSUFRp+pq6iKW3Tx1roamkqXYMM3A0ljeI5xgg4ODzPJBvaKgVUBERBQ9Cvhr6OjuFLUUdbTtqKd7CyWKRoc2RpHMYPx4X3rzLXcJGRkHkUHM8921JsTrltHXulq9vLrPwUjmsz7lkkFznvcAA0vkcebjyb7MLo211tNcaOKuoqmGpp5GB0UjJAQ7Iz1HLxC+bVOnbTqazVFovdJHV0dSwsljfnmCMHB6jr4KDbNtRvJomartugNcWwWKWTvYo7lzlidknhH0p/qjIHXwQdEg8ueMqj+bfP76gsaf7Tf2aaS/0P/wCuqHT/AGmsE/RppL/RP+7oJxAkBLmhuSWg5J6Bc/8AZ7u9rsV23Yul3raWgoodV1ne1E8wjZ/bUoAcXEAcyAPMlfc2wdphwYW6z0ifruR/3dRXsftJJr3WOq63WmoqqUWzUNQK+207Q2mq5hM/LiRwkjjaHDl95Bu8ur9b706hvWmdJk2PSlK7gmvEjSHVIEhY9kLgHMPQc+IHhdlSvo/ajROnbHBamWOjqjEwB01RCJHyHxJc7JJ5LbbXbaO20/olBTQ0tOwAMihjDWj5BzK+7hOR0I/Eg1mPQejHAn6F7WAPA0bPzK4aB0X9i9p+aM/Mtla3GeZOTnmrkGs/QDov7F7T80Z+ZPoC0Z9jFp+aM/MtmRBrA0Dov7F7T80Z+ZPoB0X9jFp+aM/MtnVM+tw4PTOUGs/QFoz7GLT80Z+ZV+gLRn2L2n5oz8y2TPrYwfjVyDWPoC0Z9i9q+aM/Mq/QFoz7GLT80Z+ZbMiDWfoC0Z9jFq+aM/MqHQWjAOWmLT80Z+ZbOqfF1QRLuBstYbrNT3rTBdpvUFCXS0tVQsAaX8iA9nwXDLRyIPitX2y3kvlpukWkt2LXW2+4vn7iku01OKenrDxnnl3AOQcz4IPU+zM/iMBuBywcrV9zNB2LX2mp7LfYONj+cUzMiSF+OTmuGCCDg9cHHNBskcokaHggBzch2eRb5r2aQWjDs8uvmoFh2/300/F7k6T3AtVTaIuF0DrnGBOD4tOIXeryAHMlew0/2msfuz0iPZwn/d0E6PwW9R98rm7tSMa7e/aRkzWuY+euy3GRybF4Hks79D3aaPI610mPiZ//AF1F25FDuXb98Ns27h3q03F009UKU0I+BhrOPizGzrlvn0KDrWW224HIoaQFxwP1uzLvwLn7s+RRRdpHc58TQG4DT3TR3YIqn+qD5jxCnLXtgqdS6XrLNSXmos01SWgVtM1rpIwHhx4Q7lzALT7Ccc18O2+g7VoWye51rzM+SV81TVzc5ZXvPE4knJOTzxnAycINtWib9PEe2dbK6RjGMqaR0nHgN4BUxcWSfADJW9gjnzWP1HZqG/2Wqs9zh76kqYyyVmSMg+0cwQeaD4LFFp672qnq7bFQVVDOC+KWKKNzJBk4IIGPkWoa4paem3Q0b3NPBCXVOHd3GG59V/kFXaTaWPbm5VxtepbjV2iZobS2upaDFS8x8F+S48vNeu4XLdHRo/6V/wC69BJLeiqqDoqoPKclrOPiLQ3mcDqteqdW2+CvqKdjZahsEnBUyxYc2A/4Zz6vh181sT2NJyeuMKGNSg26ovWodLzVHpne95X2qSNr46x3Icurhyx0AQbbvBtvb9zNO0Voulwq6NtHWsq454AA7iDXt+Lo8rnHZ/bZupaHVk963A1FR0+nq90DJW1Za1kbWl3GcuxyA8eS6tfeJor9TW51FMY5mgtka05HMZLvAN8M/Eud9peGXaze2MjHFJWse5hzjMEnP5EEIx18bNazVFZqHXzdESP9EgvAOGPl4gCePvO7xhsh5Oz6vTqpE3S27dYLto2K1a/1JV2+/wBfR08rvSSfUmmazIIdjIafNdFVOkLRWbJNsNPZ6aWJ1o/W0IiyBM6A+t55JcflUN7gUWpby/RTKPRuoBDp2sppKkOoZB3jYpw893jryHLOPvIIc1tYq68a5pdl9EVN1q6S3TvEtQ9pDuGQtke94jJyGl7ubugHtK7w0PZo9P6Rt1kjDG+i0zI3cDQAXcPM45dTk/fUOaGumjdvrjxjRt7s77pVthnuVxgLQx0shI4pJHnhHrn7w9imButNIfVapsWfZXx/nQee5WPe21KQcj3JqfyTlHnY2/eef92a78qtn3I1lpOXbrUkUeprK+R9rqQ1jK2Ml30t3QZ6rVOxrKx2zXesPGx94rS1zeYIMvX4kE2IrQ4YJPLB8UDgTy8s5QXKhAP3lVEFMDyCAY6KqIKAYTAznAz5qqICIiAqKqIKKqIgoqoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC17cbULNKaJuuo5Imyi3U5n4XZwcEDw5+K2DKjvtKji2I1gM4/sa/n/ANYINfpdyNdz6VZqePSNudapKf0gvbVSGQtzjk3C1q3doC/Mkhr71tzqCisrCTVV4tdUY4WAkFxcQG4z5nxWJsO8m20PZ9pdOz6mpPdBtrEL4e9a1/FxdMcWVdrndjQGpNgtRaat2pqV9zltc3DExzS4/TBgAB3M8wgkHSvaB2v1BPJAdRRW6Jkbnma6Yo2OIIHC1z3AOPM8h5HyUhWPUVgu1LFU2m926vp5DiOanqGSh5zjAIJyoLuGltHTdny22ujlsd/loC18s8IjDhI9r38Li0khw4+hPPGVpnaJ27ZbrvtzT6OdX2J9zraWjfUUzpXRU7pHfDLeLhJB9bBxnCDryEuc0l7Q12eYB+T8C9PBcoSa/wB3tstxbfo6qYdwI5ad/o9JTujgmdzAD5OCN748E55k5BypF0x2h9OXG7y2Wus1+o6+laTWA0DyyBwHFwl2B4HkTjI5oNfoOXbfrwTkm2y+H/RoF0UPiAXDt13hmo9/LjujprRt51DbBTyQujMT6dsbREyNzjJwOGMxuPRSXtxrDc5++dkter66nbbrxbqirp6SKSJ/A0NY9oLmsByA8D7yDoDWUskWkrrURPMb4aSWQEf4LSVEVfqiu962jqo563003WCMysjJBjdIBjPTopkvtC+6WastolFOKiJ0bn44hhwIK0+q29mk0XTadF6YIoaptQX+jDnhwLR8Lwx580G728frSMZe44B4nMwV9K+eiifBSRUzpS90TGt7zhxxY9i+knAQURV6e1Mj/wCggqrJM8Bw4tPmBlXKjy5rCQOIjwzhBqG6us7boXSFXf7hNDGyEsYxkr+Eyuc4Nw0dTjizyWs9nG2ajj03X6g1WyppLjea11Y+klkc4QAtYA1vFzaPV6e1aZqWiqN3d7RZ6Wu49HaVYWVkToRJHPVuDgQ1/U4Doj1I5dF0NEA2MNDfgjhQCeEBoycnxXorT8RVAS5xIzgeBGMoL1aFRp5kZz/QqoKhVREBERAREQEVr3BrcnH3yrOJwIcc4PRoblB6ovIOdxeBBHPH1JXxOu1EyodBJWU7JWu4eB8gaXc8IMkioDkkYPL2I05GcEfGEFUREFHdF8lzrqG20clbX1MNLBEON8s0gY1o8yTyX1kZC+W526juVvmoK2Bs9NM3gkY7o4eSDQqrXe017qKcv11pupqIyHsbDeYw7lkY4Wv9visledC2+rtsdFT1dRRsE4qXyRtD3SvwW8+LxIx8ihntR6A0fpXTWlq/T9ipaCpdqOCJ0kYOSwwzkg56jIHyLpVkbHYcQclgHUoPYDAAVURAREQEREFCqBWyOLSDknkfVA6px8+g5AE5PRB6K1xAHME+HJVz7Fa4nHIeKC0g4w89CSAOpAUN9m+z3a16i3DnuFsno4q/UdVPTmVjm95GZ5S14yOhBBUxyHh5cTQSeRPXHkEBHASWkA8+mD8iC/OSPb1V68xjhAJJz44XogIiICIiChOFYcuJHVqvIyFGetbtV0O69npO+lZQS07DM1vQ5dJ+YIJKPqjkCQr1Gu21fPc9capidWSy01urRFAxwI4GljTj29fFSUgIiICIiAqFVVrzjHwufkEBXKzOAfWBx1PkqtORy5+1Bcub+1D+/rtF/lFf/MiXRznYGTy+Pkucu06c747QOeMfrivwWnOfUiQdHfEvOSSONuZXtaD5lXg/jUcatqqubc202qoqTDapCTK0+q15ETnAcXIj1g3xQb+ammDHPMrAG4DsuxjngfhXpFIx+Q17XHqQDlaPr/T809krILJVCG4Td09sT5COMMlDyMk8sgFuceKptreBX3evpay21FousELTPQySulaAXcpGvIGQTy5DHqoN9UcbhY99HRv+Vf8AuvUjqN9ws++lo3P99f8AuvQSSOgVVQdFVBa7HiQB4E+a+T0KlbKZjTQtkf8ACfwjmvsIB6jKoGjnyznzQYV9gtztQQ3007zcImdy1/pEnCIyQT6meE8wPBQNsBa333Su7liZKXSXG4T0pcQGY7yF7Rjw8QukyACPjUC9kYB0+4IOP2/cP+y5Btltod0KGip6KGWgbFTwsiYO9ZkhjQ0fU+xaZuRr3dLSN4sdrkZbZZLxXU9HC4yty0yyiMHAbjkSugABy5Zx0K5/7UQ/4e7dDnzv9v8A9rag0De7Um4F31a/Qt30dW6otFvq6Wpr2W+nle7Ia2RoLoGggHLhyI6LEe5unsn/AMHjV38nd/666M0Pn38tetzya2gx/IFa3ft1dS6r1DXaX2ttbqmShlAqrrJM1kcOOrOFzHAlxDm9Rjh+QIVfbNPHr2dtWOaQWuzHd+h68uJbxorcjUGjrIyxaZ2S1LRWyMve2IWyuf6x683AnnjzXTFrM7qKD0pwdUNiYJSHZ9fHrdPavpLcjBJ656oOftO783yXVNtsmoNEVtjNw7zuDV008Tn8BaDgPA+uC6AYevjzI5Ln/tMkjeLa/H1tx/nUq6CA/GUFUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQUwvCspYKymkpqqGOeGQcL45GhzXD2g9V9CINfbpLS7g1503Zxn6n3Oi/qr5LxoLR10t8turdNW001S3glENM2Jx/6zAHAcvAra0QQpqvs7aJuVqbb7DFVafldMJZZYqqolY9gDhw8JlAySQc9eWFoWq9mN3bY6y02mtVxXqyWO5Q1dBbqtrInNc0lxJmfxvPrEjDsgB3kAF1QiDjKg1nd9L9paLVu5On7xami3TQObDSvqGPJaxodG8NaHt9XmQOR5Ld9idQaV1HV6s1lWVFmjul2qnejMfWM75sDGd1l8PINdhgPCRk9c88roqst1FVyNdVUlNO5owHSwtfgeQJHJaDUbN6MnvQuzKSelm9bMcEvdtcSeuGgIIP2w1ZpHT/AGf9RUt5uFDBV1zblBSw5Y6aoc6eoADG5yfhN6eYWb2ul1RrPd/S2oZdF3SzWux2uendUV8L4e+7yOMNLeJoyPpfhnqFi9S6A1DozfF2odL7fO1NZaSMtgpZarhbxPjYXO5xuHwg7wW+x7pbvRhwZsjyAaA1t7I4B4cu4/8ArCCcueHOIwSPDmgzloIGCPLooOG628X2jnf66P6BPfX3i+0e/wD1079AgnHmCACcEnPqq8DPPzUF++vvDg/8Rz/9cu/QKg3X3iOMbHPGP/XLv93Qb/udubpnbuChm1JJWBtfO6CnbS05mc5zW8RyBzHJaWe0xtqASW6hABx+1MnX5VpeoTuVuLr3SEl82zNkoLTcJamaQ1hqQ8PiLMEGJuMHmuizYrLxEe5NuOeePRWfmQRSO0xttnHDqHP3IkWq7n9qDSg0jWwaQ92n6hkDPQ45Lc6MP9ccfN2R8DiPTwU73C22SjpJ6qW020xQxPkk/W0Y4Q1pJ8PYoO2nsVp3M3gr9zHUtPHaLLI+htFPFTtEUwMfrSvIHC/LZiAMci0HKDA7Hbvbd6J0JFbLk2/yXerkNVdJo7VKe9qCAC7iB8mt6YHJb9F2lNtmAtd9EL3g+s73Ik9Y+fVS57g2X+CLf81Z+ZPcGy/wRb/mrPzIIl/VL7afW6i/1TL+dWs7TG27nMhI1HxvGce48gJHP2qXPcKy/wAE2/5qz8y8m2Ozhh4bRbcjkwmnjyfwINY2u3U0duEaiPTle8zU4HHS1MfdT45etwE5wMgE+0LfAQTyIKgrd7Rs2jb3Fupo22SVVfRcQr7XTsx6VATlwZwjk/iazHqk4ypE2s3E05uJZnXXTlY2aFjuCWJ+Gywuz0c3ORnGRnHLCDcgqqjenj99VQEREBERB89wM4o5fRo2yTcB7trnYBOOXPwUGagv2/1HNc6qk0vbXUFPJMY5HXeIOMbMkO4TCT0Hmp7WL1Z+5e6f5HN+Tcg03YDWVfrvbeC/3WLuKt000DwHBwBYQM5AA8/BYC4S3PTl6q5zDT3q0VVW0yPjqB3sDjJjHCAXci4eI6Lw7HDA7ZWEnPK41Y5e1wUnu01bSZGGOQtleJD631QOfxoK2nUVvuFfNbYGVLZocgiSIt6HHU/Es03JJOeXTGFhbVYYqG7z14kc50hJx98n+lZmI5aTz6+KC9ERAREQQV2z/wBxWlP86Kf8hOpxi+C3/FCg/tm/uL0p/nRT/kJ1OUX7G34gguREQEREBW8TeLhLhxEZAzzVy+Nz2CM8TmsBzyecODc8zlB9Ezg0Dnwk8gVDlw7R229LX1FGJr1LLC5zJHw2t8jeJhIIyDjOQVrW6O41x3AvdRthti6SoqJSYLpcxGTHQxkAcQcDguwXEc2nLFLmitD2fT2naa1egUlS6JrTJNLAwue8gcR5gnqM9fFBoY7S+2uObdRZ+5Eqo/tL7b8PqDUYOeos8hUt+4Nl/gi3/NWfmQ2KyAE+5Fv5f9Fj/MgiJ3aY20BHENQ8JIaM2eTkScdVqXZd3PsNx1xra1Vd9n9Krb9UTW2mrHkPMTpJXBrWuOeTQMtHRdD+4dlyHG0W8h2CB6IzkfkXLO3G1Nh19qjcmpnkqaCuoNS1rKWelJj4D6RJw44cdC0ZGeYQdbN4g8tLyTgeC9AeeFzxpbcXVO2zItO7qW15oG1ToKW/07T3U+XYaHjGIuWOZcck4U+UFXBW0kdTRVEc8M444pY8Oa4HnnI9iD6wQehVVYBnOc56eWU4R7flQXqit4R7flVQOv50FcrVbvpU1utaPUPfMPo0Ai7pzc5w5xz19vkto5/W/hTJHRo+VBrOmNMutWo7xdjI0e6M/euY0eOAPP2LaVZxO+tHypxO+tHyoL1RWguPVo+VOf1o+VBchIAzlUwfrfwqgz4t/CguyMZzy6r5LpXUtBQzVlXUsp6eBhkllc7AY0DJJPgsLrfVen9GWcXS/wBzioacO4WmRw4nkn4IBIyVBQpNa78agmiudFWaW0TTMkETXB7KisbIMA/UnB4CfHk8ffDb5e0ntjHUTQU9ReagRkh0lPbHysdjOQHA4PRG9pjbUtB4NRdP4IlCkDSmhtN6bskNpt9qpZIYgcGoiY57jgdSW58FmWWKzcIzaLeDjmPRmfmQRN+qV22PJjNRZHP9qJDyUV7mbl6b3B3t2xfp33Rb6BUVheKuidDkyMZ04uuOErq42KygH+xFB96lZ+Zc+do+jo6De3aQ0NLS0ve1Ffx8MbY84ZFjOB7Sg6TAwD4rFXux0N2DPSosyRHLXjIIPTPIhZVoAzjzVUGCqdMW2opRTTxyyNIBc4Tva4OHMHIdnGQOWV9Nps1Jb6mWojjzUSMDZJiSS8Zz4nlz8FlUQUwo33DIG6OjcnrVf+69SQo13CH/ABp6OIa7+2+uOXwXoJKHRVXmBzHEcnwXogIiILXeHxhQN2ROc+4P+cDv5pU8u8PjCgbsif2xuD/nA7+aUE8hc/dqL9323P8AnBb/APa2roNc+dqP9323P+cFu/2tqDctIskk3s3Djhl7qR0VCGycOeA9wcHHisLsPd4dNVc222oKQ0eoIZ6ieOqdEI23Fj5nzZa7A4ixsjAQM4zjks3o6WKDe/cGaaRkcUcdA573Ow1o7g5JJ6BaZtdS33cbdKfcm+U1JTWS3uqKayGmqQ4kF3cyue4AcWXQAjyzhBPdJPTSPkigkY5zDl7Qebc56jw6Fe+RnGea4v2h1SdOdpytjbXXO42a6Mlhie3jnY+ZjnBzWnJHqlwBA6ZHRSnrHtS7dabv9bZpRcp6ilkMUzRTnAeCQ5uc8iCMYQePaZIO8m17GnLg245Hj8KlXQY8fjXFmu97dK7ibo6IqbNFcWstLaoVA9FcXnvHQ4A8SPUK6dO5VhaM+hXw8yOVukJQbsmRnGVpPvmWL+8L9/qyRfVaNc2i63OCggorxHNMSGOmoHxsyASck9OQQbZxDOMjKHkMlajqe9Tx6otOm6N4hlr+N8shZx8LA1zhjp4sK+u0zPi1HUUDrjFOGxB5YW4IBJA8fYg2NpDhkEEexVVrGgEkDCuQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQUIyMZP3lThHirkQWtbwnI8evmUDQHFwxk4yVciCiD41VEFPvo3OOZyVVEFrhyx4n24VgcHcRA5A8JKvfz5fh8l8tZPFSQd7PKyOPIBJwMuJwPwkIIv7Q82pKylsuj9NOq6R99qXQ1dfAHF1PC1vG7pg+sGlvUcnHr0W67Z6PtuhdHUOm7WxghpGcLpAwNdK7693m4jAyfILPS0sEs0U08MT5YubJHAZaSMHHkvWN2SW88jrkdUHoiIgK3gw0NHLHTIyrkQeE9PFLE6OUCRj+Ra/nlc+a10Rc9p9VN3B27heLI4D3fsVOwiOSMDAliY3kH+q0cm5PE45XQ8oJby+EOnsK+augiqI3xSwx1ET24dE8AtefI55YQY/RmpLfqfT1PdbZURTskYOINeMsf4tdjoQQR95ZjvDxY4HcuRx4FczamF72B1a+/UElRctvrrMXVtHxOdJb5DlxMY5+qSHHkGj1vl6A0ZqK26k09S3m1yGWlqmgscTl3PqHDwwchBnUREBWudjl4+GVcvMtzlvUY655hBhdVanp9PQskqLZea3jIAbb6CSpdk+xi1ap3GtN6p66xtteobdWVFuq5Im3G1S0we2OM8RBfjPwh8q388PqgE8s4Lhn8KjTdQka/wBPNdhzn2O95cPVOBFEg0Ts16zt2lNnrVT11LdKmor7lXmGGgoX1L3CN7OI4bzAHEOamPTmtqO93BtHHZNSUT3kgOr7VLTM5Anq4ez8Sgjs0nNm0O9vMie+NAf486fnzXTgb64cWhwZyDicnPig9B+BVCoqhBVERAVMoqIIM7Zp/wCBWlP86Kf8hUKcoj6jR/ghQZ2zv3E6V/zop/yE6nKP4Lf8UIPRERAVrnEZwM4Hmrla7GQOaCnGOY8R1ChrdXcL3WvFRtho099qO4U7oKisifytsTxh8mR/yjWuDw3IJIxkdVfv5uZdNMz0mk9KUgq9TXgBlM882QcTuDjcADgDLTzwshsttXRaMpDeLpNJdNWVhMtfcZvWcXPz6rc5IaG4bjPPhQZrabbTT2gLM2C2QCWulYPTK+QAz1L8kkvd16udyJOByW7saW5JeSc/ewjMAuAPT2YVyC5UVUQWBo4+Ln05c+SgvstjOqt0ubv3V1vjy/tibwU7N6/IoJ7LX7qt0v8AOyt/2mZBLOstI2LV1jls+oKGKspZOeHNGWuzkOaSDwu5DmFzZZTubT7vXfa/RGsoqK1WqmZLTurqb0qRkZLgGZc8EkBoGfwLrA5wcDJXM9jrpbd2qNe3GmphUz09ihkbCDjjcC844sH8SDYW6N7QAeMbmWkgjDuKzDl8X01VdpHf8f8A2mWbmfVBsrQT/wB6tYq+0jfbvaILRYNFXGk1TUPjhZ6TTyOp43kgOJcWAEfC8vBUr94tztvrpVWXcKxQ3atmpxLb6i1UrnRscSW4dwNPPkep8UGzu0lv6CQNzLPy6cVlaMj+V6+xPoS3/wCHluVaAfEGyNGP+96LT63cDtAW/Rse4FVbrLU2SRrZDbW0nDVND3cAGMF2QSCfV6BVju+8O7D7pqrStydpW1W8cNuo5mOa+seCCRKCW4bh55kHmEG3jSG/zml7dy7WW8WBxWMA8PnjvfwIdI9oHDg3cqzmQDkPcZuM+We9Wu0933P3evUcFivVVo2y0EHBX1BpntnfWMd6wY3LCYyx7PHGQVi6TdfdPXc9Ht1bLOdPahEnDdLwY3GJjRkOdGOFozksxh3gUG8DR2/5JHvmWfGOX9hW5+TvVRukN/s5k3LtTGkciLG0knyx3vL41jBLvJt7b71Z4XR6uqKx4fa7pU1ZaYQAG4dEQ/qcn4Q6L4RZt89upbXfRqEa1bUF1PW26pldE1mSXNc15L8HDQOLh5ZIQbAdH9oLuwTuVZg/hJLfcdvLn596vGp01vpS4NTutYYWyOEcLn2ljRI89GjM3XOfkWEprTvjc7RX7iVuqmWuugxLSWCKJ00MnAOAtfhzRgkcXDw885V93tm4W7d7t1BdTVaQordQOqOOgrnk1FW2RoafVDODIc4+OEGbl0pv5FTOnk3QsrY2N4nONobwtA6nPepT6X35mibNHujZZInDIkZZ2lpHjz71a3Q0+8Osqmg0ZqGrfY6KhD/TbnQVDhJXQiXg4eFuOBxjd8LLslucc1fS0+9GkqO57c0QgvNJUB7bbfZqwsmpongkh7SHF7wX8iXg+r8geuhNFXLcHXddR7iaoGpIdKzwSspooe7pqiSXLxxs4nNcG8AGDnqei6OpKSClhEVJDDTsaA1rY2ABoHIDA8FB3Zg07ctKal1vYLpc5LrW0ooXy1j3EulfIySTGST8Hi4ep6KeGDqSeZxlA4enTPnhXIiChXMXbObfKPWu32oLRTU0vufNUDiqJAyNr5DCxoc4jABJwunJM8Jx1/Eov7SFlprvtbcJpaV9XUW0RVMYZlpdwSskOCAf+b54Qa2299pNw4m6O0sWnmCLzHjH+ggvPaV+w3S/+uI/0alLbK9x6k29sF+jDWenW2nqHRtl4+7c+NriwkeIzg9D7FsX/wBdUEF+7PaV+w3S/wDriP8ARob12lfsN0v/AK4Z/UU7K12eWDy8UEF+7XaU+w3S/wDriP8AqLAWjUO41y33sFh1zZaO3VNIyKvb6FUCoY6N7pIxkhoDebT5ro9zuCPnk4bk4OVDex74dW7ha215LIZ+4uBs1KyUZMMUQZKOHPTnK7ogmZnL1cHOM816LzjbwNa3iLsDGSea9EBERBa7w+MKBuyH+z7g/wCcDv5pU8u8PjUDdkT+2Nwf84HfzSgntc+dqP8Ad9t1/nBbv9saug1z32pP3fbc/wCcFv8A9sag2OmpKm4blbq0FGAampoKWGHJwON1K4DJ8OZUXWHVFXYuy/W2Gjr6mz3e01z6W9VEdOXOo4J6moJljwQS4MHECCOamXRHPfTX4z9RQfkCvh3x+hLRG2uorhNpijrXXRogdSMjbxVkrg4MyOEkkFxHQ9UEa600XpHR2wVPqfTl2MtZbaptxprjLPwTTSOxI+IPySO8IAc3Jz0OcKTdutFaD1boGx6mu+hNNz3K6UEFXVyTWuF8kj5GBznucW5cSSTxHr1UZao0nqeq2z0YYrVFV2WmrZam72mWTh7yJ5idGBlpyWtDwBw+Pgpd2W1tYtR0FVYrRbJrVJZI4qZ1JO0t4GAFrQ3IBLcMIzjCCF94tvNI6M3r0HPpu0U9CLr6a6pjja0RngdT8OGgAADjd8q6i9ybZxcrfSdSf2FvioH7TPLeHa3/ABbh4/4VKuhfFB8nuVbf7wpf5IKrLfQxSNkhpKeN7c8LmxAEZ5civrVucnhwg1jVOlxcbxb73SVD4K+hJDHjmHNIIwR4/CK9bNZKyLUM95r5ITJLA2IMjaBjDic5zz64Wx+CtGHcxlBcFVEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFaFcrAQSR5dUFJT6vTPsUF7hXY6/3hsGiLHc55LVaZn1uoDSSOj4C3jbGx55cX05jPVGeuSMc1ve9+uKTQ+iKm4S8b6ioBpqWON4D3Sv8AVZjPkXA+zqsJ2d9CnSmjRcrlTxNvt5DKy4ytGZXSPYwva5w6nj4iTk9UErAAt9YDzIVSOefJVRAREQEREBWtaB0ACuRBjr1bbfdqCooLlR09dRzgNnp5ow5kniAQeR6dFGOmdBan0RPcKHRdwhgs09R30FPNTtl7vPNwaS8YHETywpcczq4YDlaI8EANHnxHnhBoXcbojrcbf8xZ+kTuN0f4Rt/zFn6RSDj4/lTAQR93G6I63G3/ADFn6RU9H3Rzn3Rt/wAwZ+kUhY+P5UwEEeOp90ywgXO3g45frBh/+Io+3Bh163XdjFdW0UjhZLt3ZFE0dYo+8+r/AMXH9K6DI5dSou3WJ98KwNAeAbFeufFyP0qJBBewMWsTbdFi31lI2Pvr13QfRNcWgGDPMuHsXQppt0A71LnQcJAP9oM6+P8Ayih7szOItugeb+HjvwdxHJzmnXUHUn4XI+aCP+43R/hGg+YM/SIIN0v4Qt/zFn6RSFj4/lTAQR93G6I63G3/ADFn6RO43R/hG3/MWfpFIOPj+VMBBH3cbo/wjb/mLP0ioIN0cZNxt/zFn6RSDjA8VTLfb99BzB2qGa2bpXTYvlZSOpzqGHgLKNrSH9zNjo8nplS5BTboOjcTd7e3I+lj3OYeWPH6YtO7ZheNG6T7p+C7VFO3JOB+wTqc2EcDemSAPwINA7jdH+EaD5gz9IqiDdH+Ebf8xZ+kUg4CY9p+VBHog3R/hKg+YM/SIKfc53Ew3agjdwlzSbcwjPl+yKQse0qx7H8u7cBl2XZGchBGO0O2tXp26XDUeqbl7takrZnOZVzQAOpoiOExxnidwtIDTgEDkpQwMk46qhBdyOcZyMHCuwgNVVQclVARFQnAQB1+RQV2WP3U7qf511n+0TKdGkYz4KEOzDTVNNqbc59RTTwtm1RVviMkTmB7TUSkEZHMYPVBN5IHXooY1jsRT33Xlfqyg1bfbDV1kLGPfb6qSEuAycEscCRz6KZuIcuipwuOC7h6nw8PBBBLez1XNeJWbs64Y/qXC61Gcnqf2RVf2e7hJ+ybua6fzzzutR18/wBkU7geOMHCrhBBTtgLq8EP3g164Zzg3aoP/wARWx9n25MZ3bd3ddhg8BdagD8op36dOaEZBCCCmbA3BgeBu3rzgcOeLxUcz/KKjez9Xtlc5u7Wu2vc3DnC7VGXD2nvOama60U1XQejR1Dqd3UuicWEdfJRFpu63eOy6kvr7pcah1nuMjIWS1LnMka1kZDeEnHV56oPD3hboP8A7XdeB7ubz7r1A5fyiDYK7gEDeLXwHji71P6Rb9YaCvrdP011dcK70ydomdG6pcYvEcPDnGPwLdh0QQU3YG7B3EN4deh2c591qjP5RVGwN2H/ANsOvfP9tqn9Ip0Tp5lBBY2DvAORvHr7P3Xqf0iM2Cu7cY3g17gHOBd6gf8AxFOqog0PajbuPQsNd/Zi43eprXRmaprp3SyP4S7GXOJJ5Ox95b4BhUdxZAHTB5ozlkYPLx80FyIiC2THCc5x7F8N3o/TrPV0BcIzPBJCHAdA5pbn8K+89DyyvJrJC8ElojIGWEZPyoIR7J9a2gsV60K4O72w3Wsh75zS3vGNmMbTjp9TnOSpvaSDnJ4Ry6c1AFunq9L9rCro6l4itl/pGtpYI25bJM1skrzgcgcDJJU/RSBznDj5+WP/AKyg9lZJ8HplXqyQEjDcZ8z0Qarubqqh0foOu1HdKptvp6UMEjzE6Th43hgHC0ZPNwHJa52arVWWzZ+1OuNBT0tyq2ek1ojYwd5MeRe4t5OdwtaM+wLWe1bLdrhp60aPt9LBWm+Vjoaqmc1hfLHE0TNLMn1cOZn7xU1Wmlp6G3w0VIxsdPCwMY0eCD6sYeTnqOiuWOrLxa6J7I6640dLI4BwbPO2Mkc+gcR5FeX0Saf/AIctfzyP+sgyyLE/RJp8db5a/nkf9ZfVbrnb7ix76CupatsZAeYJmyBpPgeEnCD6j1HxhQN2RP7Y3B/zgd/NKnd7gHNb4kqB+yG5pn3Awc/8IHD/ALJQT4ufO1F+7/bnHN30QW7ken9uNXQWR5rn3tQg++Ftw7I5agt3IjOf141Buuii3389fHByG0OefX6QVgu0NX2y36n0BV32n7+hivMY7zjMbY5TLF3bycHk05JHLOOoW43fbe2XLUdbf23G+W6rreHvjQ3KSn4uFvC3kzwwFg9VbIab1NQi3X+66nuFGHB4jlvUruFw6HmgkiOeKaISsnZ3Tm8bZA8OB8Qc+XNQptmJL12k9caitoM9phpqe3zVDfUa6pi71kjQDzJDvEZHtWswaXfTb9xbXxam1QzThtDqkxR3iZsnGGDA4wc49mFJun9ldO2KGWG03vVtIyWWSZ7Yr7M0Pkccl7sdXE889UGmdpRuN4drg7LjwXHlnBHrUvip/aXd5jJHrOyCM5+/4KOnbN6dqL5brzcrjqC51du7z0d9ZdpZuDjLSccWfrG/IpIazH1Tjj2oL0REBEVEFUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERUQVXzVVTHBA+aVxDGNJOPADqfkX0ZUJ9pHcep09S0ukbDSOqr/fs08cYY54hjc5jXPIb0PA95HPlw8/FBrVpMW8W/E1xmp5arSGmgHUgqGHupqocUUhaHDB58J5jwXRUYbE0tbGGN4QeFoxj5Fr212k6XR+hbZp2EukNJC1sr5MF0knCA5xIAySRnPitn4RkHnkIKtGAAFVEQEREBERAREQEREBERAREQUPRRbut++Hp77hXr8lCpSPRRbut++Hp77g3r8lCgi7s1ftToP+Ovv46ddRdSVy72av2o0J/G338dOuosc3ILkREBEVEFH54TgEnyBXhNxNa93G0tIJA4c45JX1tPQ0r6qrkEcLMcTsE4ycDp7SvGkqYq2gFVQyh8UseYjghpHnhBxxp3S28G+OiKa61+s7VFS0lf6RHST0r+OOVjSASAfKQ+CkXZe67ky71XPTGo9Y2+7U9rie+qip6V8f0xroxwgk46OHyr22wucWjN+9b6PqXltHLDNeopACGRsLoYhG0efqk8h4lZ3suWhz7Dctb17Y6iqv9bJWwVfIvfTubG0BxPrZ4oz1+RBNo6KqIgIiICIiAiIgK1wBHPGParlRwBGCg8vqgfqefFnz8MKmA0hwyGkDJ8fvr0DQcAjOMdVEHZ3v92vmotxYLnXT1MdBqOqpqZskrniONs8oa0Ak4AAHIckEveJ5N4ifwL0Xnwji4uWT7F6ICIiAqHkOiqiDzlbxNc3ixxDC0zTGiI7fbrzbax7Z6a5VL53NBP1TWDx/xVuxAPVULQc+HtCDVrBYrpbqaOifWB1K3DWsychvl1W1IQD8fmqoCIiAiIgIiICIiAiIghLtRNqbFTad15baeCKSyXRhrKzgaXxQzcMBz9U4EPLcDPVS/bayjraGlrKWTjpqlglgfgjLXDI+Ll5rBbr2iK86Bu9DJSQ1QfTOkEUjA4PfH9MZ15cnNB/FzWC7POo5NR7T2WoqGwNqqeIUdSyJpDGSxNa14wSeYOfFBJC8538EZcGl3TkPjV+Vj9RVhobHW1gZxGCmllx/isc7+hBDno0+pe1d6WeJsel7ZxwSZ9TjkMsTm8vHhf8AhU3MDCxmAQG82geChHsryVV+o9R6+nbNFFqG4Genp5g4mJndx8gehbyPTlnKnEDJ4gfYUHNm/dDRXPtR7cUNxoqeupZTGJIZ2Nexzfp/JzXfCHsU0t222+4R/wABdLdP4Jh/qqGt8Jqak7VW29TVyQQRM7villcGhv7P1J6KdhqvTYYM6gs5wOeK6L+sgxc+2+3hp3tdoXTGCDkttcIx7fgrnfsqwa1dBrGLSdVZqGCO8RtkjfRA4+k5GACMcsLpqfVWmSx4+iCz82kZ9Oi/rLm7slXPUlLSazfZNPsucT7pGS9tRGzi+lcjlzggmNtHvCOH+zdgzxDP9j+g/wBJQ/UUW4uw+mrvfJK60V9Pd7mZJW09IGOa8se7iy52OjTyCnAX7cM5adFNBLhz9Mhxj/TUNayvOq9+dGXjTto0221e5NxMNTJUTRv4nd3I3DQ13k7OUHR9hq3VdkoK1wHeVFPFI/GOrmAnp8ag7tQfu+245n90Fv8A9sapv03SPoNP26jlA7yClhidwj6prAP6FCHajLY9cbdyyEMjjv8Ab3Pke4BrR6W0knKDoFnRPE/eWK+iKy5AF5tnCDzd6XHj+cg1DY8YN6tfFzP9tx45f9ZBDUn92tD/AJvO/mBTw3r8qgOnnhq+2ZBVUk8NRAbA5veQyB7c8A5ZaTj76n3nxHHh4lBcOiqqDpyVUBFTKtL8HGPwoL1aqPeGcyRw+eV5963GQ5pHLA8fvoPZviqqyN7X8XC4HB8PBXoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKhVV5yHDuuSRyHmg8LnVtordUVhY6VsML5SxvVwa0nA9vJQdsbb67XGt7juzfaCpo3umNPZqecgOghaJGE8uhcx7c5645KcX92Ynd4PVI4S0nPCDy8PPKW6jp6KnEFLAIoxyACD2g4wC13E7H1RPUr1VrSOYznCuQEREBERAREQEREBERAREQEREFD0Ki3db98PT33CvX5KJSkeii3db98PT/3CvX5KFBF3Zq/ajQn8dffx066izzcuXezV+1Gg/46+/jp11H9UUFUREBUKqqFBru43PRtdyaf2P4Q5fDatX251vpuHQtojmuhZLHTAPZ3L8Zyf8FbTuKcaOruYH7H1Gfq2rXdutHadl0LaHT2SlfI6lHG8t55yfaggjtU1DqTU1BrTQt1Yy6Vhjtc1M2NzXStJkkJLnYbjIb455Lo7azTVPpLQNk0/FG6P0KmbCMkFxOSTzHI9Vzh2pqd961lRaC0Pb6OCuoWR3aeoY0smjDTJGQHOPCR6zeWM5XRO0OpY9Xbd2TUGZg+uphMGzEFwOSOZHxINzREQEREBERAREQEREFG9fkUFdln91O6n+ddZ/tEynUdT95QV2WP3U7qf511n+0zIJ08lcrfJXICIiAiIgIiICIiAiIgIiICIiAiIgIiIPnroxPTyQHIEjCwuHgCMKB+z9c3aX11rLbi5MhpaSiq5rpTzzyBhlFRO4jqfJoKn0kh59bw5BRTuPsdpvW2rXalr75f7fWywsgIoZomt4WAgfCjd5nxQSOL3Zv4WoPnLPzqNO0nrOnte2dRT2q6MFbcp4aKKSlqGF8feSsYeXPIIcQfYSsL+pi0p0+jLWnL/pVP+hVabsz6KprlR1VVqDU1yEEzZWU9XPC6Nz2+sPgxA9QPFBIu0mnKrSm2ti0xVzMfUW6jbTySQ5DSWk825zy+NbbHnhwQQcdP/mvGPLY8PjA5Z4B0bzX0MBDQCclBHW6Wz2j9x66lr9S0lQ6elZ3cfdvaPVyTjmD5lRPrTYLaPSdsqrlVWW7VNLRw97O5skWODOM/A65wunj0Wh780dRV7RaipaFnHUz0JiibnGXcQP8AQgi6wdmvaq5h39g7rTY5tfJNEcj2YYpZ2u2205t3a6q26eilFPVStkeJSCchvCOgHgtj02WmxUhazgzEPV8lkPBB8VVc7bTzCKor6SCTkQySZrXYz5E5UEdk+5W+nq9fmeso6Ym/5y6dgDxwnmOfNffqnbS27ibrXt9zv16ohQNihibRSRs4mujY4l3Gx2Tnkvht/ZY0RQiSODVGracyPMjsVVPxOOTzJ7n2oJyF7s+P23oDz6mqZ+dQD2pp7RdtV6EpZau31dHNe6COoidM1zHMNU0O4sHpgnKy36mbSHP/AIa6w+dU36FfJU9ljQtZURSTar1hPNA4OhJqqf6WQcgj6T580G70u1Wz1XKYabSml6g54uCINc7I8cBy+33l9rOeNDWTh4SHfSD+daRovbS3bdbyaejs99vlcyvoK/0ttwlifksEXARwMb043KeUGn6V250Rpi5PuumtM0FsrHR926Wnj4S5uMYPPwW2g+rwv5kjmFcVRBVuMYHL2Jn2ryaXEuLcczgu+JYbWWprTpTT9be7tOIKKiZ3kxDS53M4AAaCeZwPvoM5keY+VaPuvW3yght0limInfOTKwnkY2N4n/f4Q5RtYdU7n7rXT0/Sz4dLaSYYZIap54p6lpPE7Ia445NA5tHwypnu1nkr57fJJNllOZC7zIdGWf0oNI1hq6quFDZZLFUmCOWaOSoI8I34AafJ2TzHX2LK3O51dk19HDWVsxoK2lcyHiIDWyN43dcdcAK9m3VFS280dDKY43VvpbgfF2Wny/wQsrrDS9JqahjgqnOifBUtljcMYDg4Enp4gYQfTo30qagkrKieV4qJOONr8cm4A/oKzy8aWCOCIRxNDYxyaAOg8l7ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqE4BPkqqh6ILQ7LmjhOCM58lq26OrKTRmkaq+VUsUT2/SYBKcB0rgQwffcAFtDiAwkuDQDzPsC501RR1u7m+7rBPJXHR2nGCScQuHdy1gOWgnHg6M/Kg2/sx6bulJpq4auv7mtvWqJW11UyNha2NpJe1oDsnI7xwPMqX8e1eUcbGBga1jMDDBjoPJeyCgGFVEQEREBERAREQEREBERAREQEREFD0Ki3db98PT33BvX5KFSkehUW7rfvh6e+4V6/JRIIu7NX7U6E/jb7+OnXUWMly5d7NX7UaE/jr7+OnXUY+EUFUREBUKqiDwrKWCrp3U9TG2WJ3wmOHI45hedPTx0tD6PSsjjZGzDGgcgPJfS7HCc9FZJnm09XZDfkQc9bS2uDWG+GttcTtZNTNM9lhYATHJCDDLx/Hkkf0LNdly7y01uvOhrhKyCssdxlpaajby7mnayIgEc+fE93POOaiAXDefYrRFJbo4bLUW2quQpo5KujmL+N7Cc5EgGMR+Sk7aPSe5Nu3gr9V6ko7KyK5ROjqn0dHLHxFxYeLL3n60D7yDoFFQKqAiIgIiICIiAiIgoOp+8oK7LH7qd1P866z/aJlOrevyKCuyx+6ndT/ADrrP9omQTp5K5W+SuQEREBERAREQEREBERAREQEREBERAREQWOZk54j8XggYASQccgFeiCg+NWvaXAAOLfiV6ILO7HEXdHEYyPJXoiAvN7MxkDGfDi5gL0RBaxga0NaAGjoFXCqiCAN9zqvbvVjN1dPSy19vLBT3W1tafpjcAiTPIDAjaPHr0W/0mjNFa4oabU990nRyV9wgjll9IBLweAAAkHHTC1TtZXOtt+ktOQ0tU5rKvUEVNWRt/5SIwTuLT7Mtb8i36ti1JNYLW3TlbQUj/Roi91XE97ccA5ANIIPRBj/AHntsvsOtX+g786+q1bd6K0/VG5WbTVvpKuEExvja4EH5fYvk9z90fsh018yn/rrN2el1CyzVcV+q6WtqZRwtNFE6MAEY5cZPNBE+yFm1hqXXVRuXq+4yNpozU0tqoOAgQtL3RSEk5Bz3TCMHxU9AqHOy9U386LqaW+yTNfBW1DWR1A9ZoNVPjp7OFTDISAMNLgeqCriA0knAC8zPG1he9wawDJcTyA81q2vNwdI6Lp2v1BfaGhkfFJJTxSyYMvAATjAPmPlURPvGrd8Loxmmq2qsOhD3lPXVsGC+vb8F7Gv5gDGQMt+qQbDuvvQyzX6DS2jrPNqfUFRHK5rKZ4IpuHHNzSQTzI6HwWN0ZsvU6nuVBrLdmtnvV6awSR2+QcNPS8TT6jmEcXIkdHdWhSPtvtzpjQNqFBYaVxcXOdJUTYdNIXdSSABz69FuMecgPeCfDzKDwpaGCnpoqeOKNsUTQ1rAOTQOgHsX1Bo68snkVciC3GBgclQNPLJ5jqr0QUaMAAeCqiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCgKte7DHHnyGeSqSB1PsXhXVUVFRz1Mzg2OGMveSeQAGSUEa9onVdZYdGw2yx1MtPfr7K2ht72dY3yHh4z5AFzSTg/EVkth9Fu0boSCCtkNRea8mtudS53E6aok9aQ5wOXEXY5eK0DQtPX7mby3HWldIx+m9OSS0VppnO4sVAcWyTtGOXONh6/eCnunB7oZOfb5+0+1BdwguDiOY6FXqmFVAREQEREBERAREQEREBERAREQEREFD0UXbrfvh6f+4V6/JQqUT0UW7rfvh6e+4N6/JQoIu7NX7UaD/jr7+OnXUXUlcu9mr9qNCfxt9/HTrqLHNyC5ERAREQFRrQ0YAwFVEEE9stjW6K0oGgDGp4Mez6ROpzjA4GnHgFBvbO5aK0p/nRT/kJ1Ocf7G34gguREQEREBERAREQERWuAI5jKCzjAGX8suwFBfZddjVe6YYQ4jVdYHNHUfribBU6+uMuxnOMDPRcyUN8uux2619bqS3yzaY1RdZa5lyi5tpzJI9xDgcDk6Vg8fFB003jABAJA+u6r1XwWyrprhRQV1HPHVQTND4pmnIc0jII+8vuygqioqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIqIIT3suzardvbfR1wo4ZqOouXp7nFhP0xjZIw3Oeha8nGOo6rddVt3Hjq6dmiPoTFI2HFQ269/xB4OG8Hd8uHh6555WsVc9lvXaft1tqqVs1xsunZ6kFzctieaiHhc05znhf5eJVdeV+9UOqKuPSVisFXZ/V9HlqK2eOQ+qOLLWsIHrZ6Hog+7O/n/+t/8A92s9ot244nlOs/oVEIcO79zO+4uHHPPH45/Ao291O0d9jGmP9Y1P6NZ3QNdvRPqinbq2xWGktHdvE76etne8nljk5gCDHbBaiqK3cnX+nZIAyG2TUxhl4cPeJe8ecnODj4gsDvx2h7TZW1ekNGmoueq53eiRmniD4Y3uAHM8QIeOIY5EZByr7jJJNv7rLRFqqpLbX6gomOirYccVO2Kmbx9c+se9GOR6eC33bTZrSGiKJslFboam8gEzXWSLE8ri4ni5HGRnlyQc17SdnDWWqNRxar3Imkhp+9EjopJiJncLs8wWFvCc8sFdn2S2UtptNHbKL6VS0kLIYQD1a0AAH7wC+2MYAAaS4N+EeWSrw3o4gB2EFQBknHMoBhVRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERARUJTKCx2WkNYBzz1UQ9o2C8aloLVoCzQ1DY7xVtFfWR9IacOaJPjy155exS1NPDG5ofJwvc4NHLnk9Ar2tblzQQHDrgdEGA2/0vSaO0fQadoCx0VDTsj7zGDI5rQC446E4ythhxwZAAzzOOhVO6HPJJyMO9quY3hbw5yB0QXIiICIiAiIgIiICIiAiIgIiICIiAiIgoehUW7rfvh6e+4V6/JRKUj0UW7rfvh6f+4V6/JQoIu7NX7UaE/jr7+OnXUWebly72av2o0H/HX38dOuo/qigqiIgIvnr5/RqKeo4Q7uonPwfHAJ/oUJSby6+nlkfZtpL5dqMPxHV0waYpW46tJeD+BBOiooL993dPn/AMR+pMZ5eqz9Iqe+7un9o/Uv+gz9Igr2zv3FaU/zop/yE6nKP4Lf8ULlDeq/brbhWK1W6PZzUVG633SOv4nMZ63DHI3h+Gfr/wAC3tu7u6IyPeQ1J6owcNZ+kQTwigj33t0vtH6l/wBBn6RVG726eR/xH6lx4+qz9IgnZFHe0evb3q591gv2kq3TVVQTMYYasAOe1zOLPJx8wpDaQ4ZCCqIiAiIgIiICw+rbFbdRWCts11p45qSrj7uRr28Q9h+8cEfEswrHsBJz0cMOHmEHLmmrjqLYHVbbFqmWquOhZpe5oLhn1aTiJ4Rw8gCBwNPXGeWV01baulr6KGuopmVMMzA6OZpyHtPj8ix2rdMWjU2nKix3aAy0csZYQHEFvLkQQR05H7y580zetS7C6ii0/qkms0LUzej225cLWup8nLQ/pnlwN8eaDpuAMbx93jBdk4816r5aKqjqqSKqp3iaGWNskb2/VtPMEew8l9AdlucEew9UFyKg5hVQEREBERAREQEREBERAREQEREBERAREQEREBERAVFVUPwT8SCFbPbmVG/mr9ZWipFZcKK2Mt3oo/YyXiCQZd16NXwz7h76tqJmwbTUU0TZHCN/pUmHNBxn418O22ltUzXTcat09eWWiquVRTNoqru2yOY5tOxpJa5rm4y0+BWROg+0A53Gd4IeMDGTaqXp5D6Qg8PfE38+1BQ/O5PzK+HcPfkzNEu0tC1p+tq5cgfIvT6Au0H9uOD/AFVS/oEboTtBB/PeGDIB4cWml/QIPt1BDZrDv9oi9VsUdJcr9Q1sUrQP+VEdO0Mz48zhTOoP3K0xdYrptrer9dfTaqz3VsM8wjDGyunmi9YhoGCODoBhTeC04IPwumEFzVVUbnByqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiChVF51LyxuckNPIuA+D7fiC0PerXVFofRFdWyVVMbpNA6K307pg10krgQw4yCW8WMkAkZQR9rrUZ3J3ktW3tnfVQ2+y1BrrzO15YMx93JEziYSRxeuMHGceOFPdGGsaImcYbGxrRxDqMYHPqeii7s8be0WkNOy3iePvb7fI21FzmL3Pycvcxo4uYAbJjoOilWHIaA4j2cvBB6IiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKHoVFu6374envuDevyUKlI9Cot3W/fD099wr1+SiQRd2av2p0J/G338dOuosZLly72av2o0J/HX38dOuox8IoKqmfBVVDjog+G+nNkr+XL0aT+YVEO0+vrFZ9JxUNVTVr5YjwktjYW9B0JdkqXb3xe4dfyLiKeQADx9QqK9rNT6GtWk47ffL3p6kronYliqaqFkjHcI5ODjkFBs3voacxzo68c/+bj/AKyp76Gm/wC9a7+Tj/rL6RrjbE8WdU6S5HGPTqf86fRvth9lGkvn1P8AnQfK7dDTmC30W4NH1/dx4+L4SN3Q044E+h17R45ij5/9pe1Trza6KNhfqvR7Gvfwgvr6cDPyq6TW+2Ya930TaWw3kcVdPz/Cg8PfQ03/AHrXfycf9ZDujpv+9K8+X0uP+svpGt9r/sp0l8+p/wA6o7W217mkHVOkfv11P+dBhNrr1R37cTV9bRsnii7yBrWytDefcM8ifJSi0YCjLbC52m7a/wBW11nqaCpo3SU/C+lka5vKFg+p5dQVJjAQ3mc+1BciIgIiICIiAqFVRBYehH9CwWsNMW3VNjnst3pYKilmbyLx67XjmHN8iCAeS2BW4QQvpC9X3be/U2i9V1cVwtNV6tpuQPCWAAtEDiQ1uQ1nEeZOXc+SmNkjHgOa7ibjLXg8jzWL1fpu1ansk1qulK2WGQEtIy1zH9Q5rhggggdDz6HksNttpy6aUs01luF5dcaSnkxb3ytHHHDyAY449Y54jkkn1uqDcoySwEjB8lcrAeFvrcldlBVERAREQEREBERAREQEREBERAREQEREBERAREQF4Vjy2jleOoYV6P64JwCMLR98rrcLLtJqa7WyUQV9JQOdDK4eqHZHPByPwIIf7NkovWyQq9Y351qNXczitlmEHpBaZGhocS0HkPD61b2y3bfdGbj0rMdf7MtJ/nrStm9e2+n2jslsqtt9Z3iKJ072yUlmEsYcZpOfwgAeZW1R6207kF+zeunOI6nTjB4/4yD7Pc7QH2zKb/W7P66C36B5lu5tLyHCT7rRnGf+uvm+jbTn2mtcf/p5v9ZUk1tpzHCdmtcEOaeQ083+sgxe9Nrgl2vsztN3Z11jhv8AQ1DqqOcyARsnJcctJHn8inC1u/sXSuJ4vpDSSf8AFC563o3KZHtDe4LVt5reyujgJhnnswjhidwvIc48WA0HmTjzU46BnmqtFWWqmd3s01vgc9w6ZMbUGwDnz8wqqjRgYVUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBWhwIB8+mVU5xy6q13DniPMgYQeNVJDEw1EzmsjaDxOecNaPEnwx7Vz9YoI92N96u/PkjrNNaXmbT0vAA+Ool4GycR/xZA5uByOOa2XtG68Nqs/0D2N1VJqi/wmCkjgp+87tryY3PdyOMFwOFu+2OmaLSWi6Cy0dMxhiia6dzW8JfM71nknqfWc7qeXRBs8UbmtLMBrRjhIAGR5Y8PJejG8PJXDoqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCh6KLt1v3w9P/cK9fkoVKJ6KLd1v3w9PfcG9fkoUEXdmr9qNB/x19/HTrqLqSuXezV+1GhP42+/jp11Fjm5BcrXA45dVciDz7scLmnBDicg+1Y5+nbI+Qvfabe8k5cXUkZLvjJGVlUQYlunLFz4rLbOvL9Zx/wBVV+hywfwJbPmkf9VZVEHPvbAtFqotGaZdSWyhgfLqSCNzo6ZgJaYZzjkPYFNcWnrF3TQLJbBgDH60j8viURds39xWlf8AOin/ACE6nKL9jb8QQYz6HLB/Als+aR/1UOnLD/Ats+Zx/wBVZVEHw0lroqPjFFTU9K1/wxDAxnF8eAvsbnh9bqrlY45cGjGQcnn4ILi4AZJwFQvA8zzA5LWb1rC3Wi/Ulmqo6+Spq2OfE2KkLw4B2D09pWTtF1hr4hIyCqhc5xy2eEsIAJHQ9OiDKovOIg5djDj1Gc/EvRAREQEREBUwqogsewPbwu5g+3C8qlsndvfEGvkDTwtdyDjjkD5DK+hEEIWjdq72LdSu0luPTU1mp6l5faqjiJgfGGk47x2Bn1XcuvRTXG9pblpyMZGPJaZutt7ZNwbDJaLvEwyhwfT1AYeKAgg4y0g8wMdfFRNtLry67b3uLbPc2WodIJhFabvIPpVQ0+BOBjGHHJc7qg6PReMM7J4GyxOE0bxlrmnIIXsOQQVREQEREBERAREQEREBERAREQEREBERAREQWux4kclHXaQbw7F6yJJfm3u5Hljm1SI/nyI9UhR12j45ptjtXxxB8rpLc9scbBkk5byGEFvZtLX7K2JpJIcKguPT/l5PJSNEW8IAyB4AnmuZ9nN9dCaX20tthuov7KmkMvff2JeAeKV7hjn5ELbYu0/tc6UxMmvb5WjJjFrfxMHtGeSCbvvqxxw7JOOWAVDQ7TG2p/h//VMi8qjtPbXwwSSzy3yKNhAc59reACenUoM32qnf8QuquuRQSjmcf8m9bbtgB73NhABb/Y2n5/8As2qAd9d9NE6t2lv9hswvk9bV0jo4Gm1PDXFzHAc/AcxzU/7aZG32nw4FuLfAxzXDBz3bR/Qg2NnLLccgBg+auVrOLnkY++rkBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBWgDJ8fFXKg8UHODB3vboMUvrsjs8xjDufB9JiPLy5ro0NHCR4dFznT/3dsv3Hm/Iwro4eKAOSqiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCh6FRbut++Hp77hXr8lEpSPRRbut++Hp/wC4V6/JQoIu7NX7UaE/jr7+OnXUWebly72av2o0H/HX38dOuo/qigqiKiCqK1zg0EuOABkkrHO1DYWEh96tzSDgg1LOvyoMmixX0R6fyQb5bcjqPSmfnT6I9P8A8OW350z86CIO2b+4vSn+dFP+QnU5RfsbfiC5+7YV5tNXo3S7aW50U7o9SwSPEc7XFrRBOMnB5DmOftU1x6l08GMBvtsyWgj9dM/OgzCLF/RFYP4btvzpn51Q6j0+Bk3y2j/8Uz86DKqx4ac5B6eC+ehuNBWiQ0dbTVAjIDzFKHcJPMA49i+gk8XLOPiQRPuXb5a/drTE0TahjG0csTpGtdhnFI3mvh1NROiv1wsslbVSSPts5hex724l7v6WeR8CRy8VMLoml4mdC18jfVaeEZwVizp6lOon3lxLpnM4eAtyB6oH9CD30pHUQ2GjhqnOfMyFgc8jBdyWVVkYwT18OWFegIiICIiAiIgIiILQ1pJ5LU9zNCWHW+nJ7XdqSJzzG5sE5yHwuPiC0gj5VtrfFUd06A/Gg5u2u3Bve2WombZbmySFr3k269yAMg4DgMjJwB1bIclxPgui4pHOwRw8Thks4vw5Wq7o6CtOv9LVVjuzC3vRllRG0CSNwzjB645nx8VD+22v71t1eqbbXdCJ8cMJ4bdegC2KaPoxr3HlkkSHm48gEHR3EeDI655Z5ZXovCB4mbxtLSCPVLTkYXugIqAg9CqoCIiAiIgIiICIiAiIgIiICIiAiIgoQCRnw5hec8EU8Topo2SRu5Fr2gg/eK9UQYx1hsrs8Vpt5+Olj/MoQ26tdtd2s9yqZ1uonQMpaQsjNMzhb+t6foMcvHougPrlBe2/915uZ/ktJ/s1OgmT3Bsn8EW/5qz8yh/tgWq2UuyVfJT22iif6VB6zKdjT1d5BTkoZ7ZX7x1f/lUH4ygkDSNjsztL2mR1poC40MGT6MzJ+lt9i2KKKOJgZGxrWjoGjACxujv3J2j/ACGD8m1ZZBQDCqiICIiAiIgIiICIiAiIgIqZHmgORyQVREQERU4hjOR5IKoqZHTKAg5AIyOqCqKiZCCqKiZQVRURBVFRVQEREBERAREQEREBERAREQEREBERAVB1cjiQDgZPgFZxjJAHPOCg50p/7uybl/5Hm/Iwro4eK5wpwf1d0vTHuPN48/2GFdGMdxDiaOR8+qD0REQEREBERAREQEREBERAREQEREBERAREQEREFD0Ki3db98PT33BvX5KFSkehUW7rfvh6e+4V6/JRIIu7NX7U6E/jb7+OnXUWMly5d7NX7UaE/jr7+OnXUY+EUFVa/BHCT1Vyo7pn5EHxXtxFnrnNJa5lPIQfbwFRXtfpKy33SUV1uxq5amV/E9wnIBPCOgUp33nY67/JpP5hUR7U6FoLvoyOvkveqqZ8zuN0VNeZoom+q34LW8mj2BBux250rxOcYqnLjz/XBVPe50p/zdT84K+f3r7dxnOpta9PsgqPzq73r7d9k+tf/wBQVH50HnctqNEXOJlPW0DqlkbxK1skvFgjIzzHtK+k7eaUcXEwycRHCMTfBXgzbC3Ry8bdT60BxjP0Qz/nRu11tbnGpNZn/wDP5/zoPq97jSv/ADdR84Kp73WlW8+4qHewzErw97C3fZPrX/8AUFR+dUdtjb+B3DqbWhJHT6IKgf0oPh25t8Np3D1hbaM1bqWN9O5rJ5C5nF3EfQnl4lSTE3hZjJ++cqM9sLJFY9wdXUUFfc6xglpyX19a6oefpDD1dzUmg5CCqIiAiIgIiICIiAiIgIiICIiC1afudt9pjX1p9zr/AEvE9pa9k8LgyeLGcFr8ZHwj8q3HCtLBxB2G8XQnHh5IPhtkDbfTQUbO+dDG0Mj43GSRw+ucevsX2ku4XBjTxDpxeKxmp7RLetPVlsjuNTQT1ERjFXSvMcsfMHLXAgg8vAqPtuNY3y26lfoLX7mG8sj9JpK+McMNXHkZGegeC8DhySQ0nl4BKrRzz05dAr15xu6uJBDjyxzwrs8uXNBcitY4ObkK5AREQEREBERAREQEREBERAREQEREFPNQXtx/dd7mf5LSf7NTqdPNQXtx/dd7mf5LSf7NToJ1UM9sr946v/yqD8blMyhftlu4djrhlpOauADHPPMoJS0d+5O0f5DB+TasssRo0uOlLRyGPQIMHP8A6Nqy6AiIgIiICIqEoKoqZCoHA+XPpz6oLkVj3FrMhoLvAE4yqlwyB5oLlQ5wccyqBwLyzxAyqB+T0GPA56oPGUtigc57ywRjPG88vjKhGbe3Vt1v9xpNCbcyajt1DP3Lq41xgZIcZBZ9LcHAjPMFX72ap1PqHVFv210HUR089fG51xujJOL0JjXcJbwj6o5accQOFJ+2+lbVpDStHZ7VC0Mgia10xYBJMRn1nnqXeGTzQRb76G9GT/xKA/8A50f0Cu98/ej7Sjf9dH9Ap0bkDmcqqCCXbn7z8JJ2VaA0ZP8AZsg/kFa7dfc2ik7/AFBtPLb7TG3jq6mC5OmdEzqXNAhGSBnlkcwp3IyMFfNU0cFVA6mqomVFO9pbJFK0Pa8HwIPIj2IPi07eaC+WenutrqG1VLUtBjkiPF7CCR5EEH2grJdHeIdnm7h6+xcs650/uVtBXVt605e5K3RLZHPlohxd5SNceM92wE5HE5/QDGApM2/ZdNZ6apb3Z9wKh1HUMD2NfTHvWnJBDh3mRhwPXqEEuZ9h/wBFM+w/6K0T6EdWDkddzA58aU9P5RVGkNVkkfR5Pj/JT+kQb1keR/0UyPI/ItGOkNWeGvJj/wDhT+kRuj9WEZ+jyfHh+tD+kQbzn2H/AEUz7HfItGGkNV9Bryo+aO/SKv0Has+zyf5of0iDeQeeB18lQHBOTnJ5BRtqSwavtFjq7jHrd8joWB3C6jPMA9M94t00bUT12lLRXVDw+aejilecdS5gJ/GgzCIiAiIgIiICIiAiIgIiICIiAiIgo44BK8yMD1TwgcyV6EgAknAC8nMGPWc7hznl4/H7EHPlLRVv6tyW5e5k4o3WqZvpfCeDPcxcunsXQbAXjBJaWuzy6FUEcZkLi1nERj2kK/4IDR0Bwg9EREBERAREQEREBERAREQEREBERAREQEXmXAtB6HrjKq0nJAB5exBeity7638K8i9wdzJYeIDHAT+FB7Hoot3W/fD0/wDcK9fkoVJzOQLSXA8zgnKjHdb98LTv3BvX5KFBF3Zq/ajQf8dffx066i6krl3s1/tToP8Ajb7+OnXUWObkFytecDJOAFcqEA8jzQfNWQmpoqmmPqiRj2ZHtBH9KhF2x+s43z+5G7d3tNJI/iio44HlsIwPVBEwHh5KeEQQQdltxnHJ3yvg9no0n6dPeV3G+3lfPm8n6dTsSAM8gvMuOHDPA8DxGQEHKe9Oltx9vbHa7i3d+71prLnHRjjhkGOJkjv+dOfgLd27MbjOHG7fC+s4xkj0eT1f+/V3bKa52i9Kg8UmdTU4AHqHi7ifnlThG4PjGHeqGgkcPUfGghEbLbjfbyvnzeX9OqHZfccNJG+N8J8vR5P06ndUQRvtNt9dtEz3iuu+q6rUFVcHMcZJ4i0t4Who6vd4BSPHjgGBj7yqqoCIiAiIgIiICIqIKoqZ5K3qQcnA59UF6KxmQSOoPPOfwK9AREQFQqqILVqO4ejLXrW2eh1xkhnhPe0VXDlk1O8AjiY8cweZ8QtwVo8eiCJ9sNZ3ygv0+hdfiKnu8ID6GtDQyOvjOCSGty1paXcOC4k8JPxSqC1xLwSS0dQeR8Vou9ugG670k6jpKp9uvFO4S2+vib9NgkwRlpyCOTj4haLsbufchcqvbzcINoNQW3EVNNM/gFwiyA1zfqeL1mj4Tj19qCeG9OQxlVXnG4EcieQxhASRy5EnoUHoiIgIiICIiAiIgIiICIiAiIgIiIKeCgvbj+673M/yWk/2anU4k5yfAHIKg7bhpb2t9y3O4gZKWlLAWEAtFPTgkHp1QTqtL3rtIvW1upKMUbauo9zZ30kZAOZxG7uyAfHiwty4uRI54VgaDnzHUkZQaLsfrCg1XoS2yU81OKylgbBV0zH5dE5hMfMeHwCVv6iO6bH2iG81N80bdq7S1wnf3r/QnObDJJ1BfG0tDxnJIPXJ81hJNBb4CaTud2InMzyzZB/TOgndFA/vf75loxu1DnxxZB/vCe9/vp9tmL/Ug/3hBPCKBve/30+2zF/qQf7wn0A75s9Y7sxY+4Y/ToJ5VCue75ozfKgtlTcPfThnNJDJKIm2hrOMNaTzPf8AsUuba3GtuO3Wm7ncnl9VV2ikmnl68cj42l3L4z+FBs/mMLWNytW23QmjqzU92AFJRuYMNY483vawfBBPVw8FGW/OqdYybgUGjNH3EWd0NslutRXGLvhI1rZfpRZluP2LPFxfVdOXOK7/AHrUOteytW6qu19mlc2uoo6qDJ4Hv9JgOAOLljiB5AoJMh7TWnJY2vFkujmkcTXNoatwd8X0lbbtRvHY9f36stFBTT0tVSU7J5I5opWOw55aOT2N8Vse1cMZ26spawjFKMZPMesVDYtVZc+1jqWGguUlA5tnpi90QwSDUSdcEIOi2ZY8NGcnm7i8B8aiXtC67ulktFLpvRRp5tWXepZS08IkbxwhzXnjwfLgxzI6rYfoN1A7jDtc14Lm4De7fy+/x81pex+3Nq+jC9a3vM77xfIrhJTRT1Te8dAOGNw4S4ktxz6fXFBteym3FJt7Y6uT0qe5Xq5ubPcqqd2XTTAYyMk4GMcslSJTggODsFwPNwGOL2r0DWgYwOmOiAADAGAgqiK05OCPAoLlavjrrlR0bmNqqhkRk+CHHr8SOuVGyldUuqIxAzm9/F8H4x95B6VlNDVxS0tTGySGVhZIx7eJr2EYc0jyI8PFQrd9ma3TFS+8bT6grrFXSGSSW3zZqaWoPVoEZexkYBLvPPF7Oc3U0jJIWyse17XjIcB1HgvQ5IOPvIIB0lvzVUV4nsW5unpdPVVM1v65LXywzjn6wLGFjOmccXjjwUv6a1Zp/UNNFPZLzQ1YmbxMDJBxEf4p5jr5L773Z7TfKF9Dd7ZR3KlfyfBVRNkjd8bXAhR1cth9DvqaiusMddpuulAaJrRUGlMYGeTe7AwOaCT2zMILstBzwkFwC9GvaRhrm8lCD+z/ADu6bo68Zk59a9VB5/6a+2y7MXay1L6yk3P1ZUShp4RW1008eeEgZa6TB5lBMg64Vy52rtU73beTPnvVjZqvTVIOOor4jHBMGnk31A58hwSOgKlrb3cDT+tLPS1lrrYjUSU7JpqXiIkhJHMFpAPI8uiDIbh/uLun8QVdt7+4Sw/c2n/JtXlr4uOiboXf8ycfEvXb39wdh+5tP+TagzqIiAiIgIiICIiAiIgIiICIiAiIgoQCMEZCN8fxKqoPFBA1Pqi/ntiP0u+vebQLZNL3GTw8QiiI5Z83E/fU7Buc8XnnHxLnSn/u7ZfuPN+RhXRw6lBVERAREQEREBERAREQEREBERAREQFRwy0jJGfJVRB8Vwa8Usz2FreGMgOx63TzXNm2NxtdbtzWaw1/r7V1DE26z0zXwXmpa1v0+RjG8LM/WLpe487dUfxZXFlPFFP2d6GGVjJGP1zC17HDIc03CcEHPX4kEonVGzDcZ3Z1sM9M3mvH9C++yV+1l9ukVntW6Ot6mtqHBsUbL7WtJJOAMkADqFkNztD6LodM6WlpdH6dZLPf7VFK/wBzIi4sfM0OBIb4g/Eslr3SOl7FcdM1Vk01ZrXUuvVMx0lLQsjcQZWg82geCD69JW2bTu589mhvV8r6R9EJCLjcJKkh2D0LyvPdX98LT33BvX5KFZVw/wCOgcOTi3nPPl8FYvdUn3w9O5x+0N68f/RQoIt7Nf7U6D/jb7+OnXUfiVy52aj/AGK0H/HX38dOupPEoCIiAiIgo4Ag8WMe1eEpLmOHrZIPCWnHLC+fUFxhtVomr543SRxcOWt6nJA/pXnYbjHerJBcoWyRRVLONgd1APL+hBx3orb3X+61hqYtQbjVDK+13FxkoqiWokFPIxg8nFpIEvUH6pbn2f6fcKPfa+2K/wCr7hdLZY2yQAPfMYZHNMRA9YlucPPI8+SyukK1+hN/tZWeeFzLVX0017hlPql8jnRRCMDlnkwnGMrbuyjSVw22qb/caiWd+pLlJdo45uIvha9jIwxxd1P0onI5cwgmEKqIgIiICIiAiIgIiICoVVUKCngVE+44uFv1npemiut0ZHd6+pifHBWPjYGtgc8cs46hSx4FahrHSLr5fLBdW1z4pLPVSVDWuOWv44zGR8hKDYbDRSUFEKaSplqeHGJJHlx6Y6nn4LILyi5uz05ch4fGvVARFQjkgA5QkDGfHkqE4HxHmtUi1LPctR1lptcbSKJxbNK/PCHDGR1Hg4INs4h5phYXTtfPWuq2VDqdzqeQMLoTkZxnzKzaDzmbIYyInNa/wJGQoz3x2otW4NqhquAU1+tuZbfXMcWPjkAcW8xzxxkHGR0UnnoqZJHJBCOwG4V4mq6rbrX3ew6ttbCTKY8MqYcgMe1wyDyewHmTnKmoPaJGNOS7B54WEuGmbTU6mp78+BouNPAYmPEbcujLw4guxnq0csr3uepLNbLnS2y5XCmp6us508T3YLxnHjy6nCDM8Q58+iNIcORXnniaOAtBPMeRCujDclwOc9UF6IiAiIgIiICIiAiIgIiICIiDxcW8Ba/OG83EclDWt7nPpHfqy3Somggtd7pBROcIvXfUumjDGlw/wGu+RTQQMFpGc9VoG+G3rNwdJ+50NY6guVM8zUFSzkY5gxwYc4yMFwPLB5dUG+Rlp4yCMOweXxK9w4hzyQof2G3KpL5YnabvtQ2j1LZnGnrYqwlplDHFrZGl3XLeE9T1UvxuD2BwxgjIwcoK8+LORjHRXq0Dx5K5BQAAnkqoiAqEZGM4VVa/HDzJA8wg0/eC+02nNuL7dqgRuEdG9jGOe1pcXjg8f8YKmzE/fbPaNqRy47HRktHUZhZy9hCibtaCp1XeNNbY0cBJvhn72VvWHu+7ka4+w8J+RZzsp3aWHTVx0LWSS1VVpqvqaF9WX5ZI2KXuhw55gerlBrPaA1PXaL3cNyqKWKS23jTwtUL3Rgl1QZJ8MBPNp9duXdCDhYK76RrNIdiaporpCyCtnq7fUyQDBMMhq6dhbkZB5N8OSkLtJQ09z1Jt/Y6y3xVDK28SZlMXGWCOPvARyPi1ZHtcRRxdn+8tjAa2OroMAD/psP50G8bWcR2+sznHLvRRn5Sot0o1x7Xuqy0N5WWlJ5c8ekvUpbUni26srvOlH4yox0j/AHXWrvuFS/7VIgm9jCGuDyT9UCPD2LSdn+IxaiIY1n9m5Q7lzz3US3t/wHfEtH2f/YNS/dyX8lEg3pERAXmTh5f4BuCvRWcOeIHoUEW7zOnGqNLGFgkzWR5jJADvpnTny+VYO31LC7W9FXRzxysaXCEyZY0ej55EeqeueSle/aet95lhkrA4mDmwgDIPgeYK8Dpm0uoZ4HwepOOGV/A3idyxz5eSD6dO1FNHZbfCJouIwMwGkeQWWOQDjr4LCW7TtvoamOWJ0hLB6gOMDH3lmxkEkkYPRBQt8OHr1I5JwYw3L8efEr0QW48Ovxqx7C5nCCOoJzzXqiDwlj71rg9oGctIdzDh/wD4XP2821tx07dZNzNr4xb71SkOraSJ/DFVQN+EOAYbnBc7meePNdDPxwnJI+JeNTG2aF0b2xlkgLXsfzBB5EfIgju3a0tetdmZbxQ1bJZZKGM1UbR60MrmNc5hHhji+Jbdt+eHQlhyRzt1P0Oc/S2rnvUVDBs/uHdKdkQg09q6CURFoDY6ep4pJHABuAMsDGDl4jmugNvGcGg9PMa3AFup+TvqB3Q5INiREQEREBERAREQEREBERAREQEREBWjxVyoOrkHONP/AHdk3L/yPN+RhXRw8VzhT/3dsv3Hm/Iwro8eKCqIiAiIgIiICIiAiIgIiICIiAiIgogQqjSOfNB43H9r6j+LK4tozjs+W04BxruA/wD/AEJ12jcP2vn5/UFcXUn9z1bf8+of/wCQnQdJbqkt0vpHh5f8I7P0/j2q3fC70tpptP3CrMzYIb1Tcbo4nSHHetzhjQXHp4BV3X/cvpD/ADjs/wCXavr3WaBXaXfw5cL3StDz4ZlbyGEGiaq13a5tXM1DprULKaRlOYZY7hpq5S8sYyOCNvPr+BYyp1hS3S7Mvd+1DDVPobXXU9LDQabuUJeZowDxGRhz8BuOnUqup73unqXfC86Q0bqWis1Lb6CmqCKyJ8nE57Xk44CMfBWT+g3tDua0ncnTTSPD0Go54/6yDVuzhDPBbdAxVFNPBK519eGTRuicG/rfmQ4Arp3jycAgE+ahrRugd0ItfWy/631fZbzSUNPUxRQQUszHAzBoJy4kfUBTI0HgIGCGnADeXJB6oiICIiDXdyCW6Lr3Nc9pHActOD8NqhLR3aLsFDpKgpJtOanfLFAGEx26ZzScnmCI8FTduNj6Da7LXOH0vk08/ht81822/G3b+zNxIXClHJrscsnzQcl9oPcml1ncrPdNMUOqLLfW1EVK2Sqp3RQPiHeO4QXxjDyXA5zjAPJdfaItzbNpe22ouYZKama36X8EjJ8fvrnrtNVtz13uNRbeWW4SQUtqgjvNc9mWvhLHSRFwJ5H9kaMAE81N2yeoG6s2ssV/FPJH6VSB3DK4FxGSOeOXgg3dERAREQEREFrntaQCcZBPyKj5A3mR6uM8X/yVs44oywt42u9Vzc+BUSan3xsNFqyn0rpq01upLy5wj7ime2AR8R4Rl0uG/IfBBLzXBzQRnCoZBnAyT8ShKm1nvxSVE9XeNsKKS2RcTyylroGz8AyfhOmLc49i+jQPaF05qLU8ul7na6+xXqMu/WtS5sueE88PjBby+NBM2TkgDp4qo6c15sdkZa4uDhkH2K9mA3A8EFlS8xQSSCMyFrC4NB5uwOi410fvxuTX9pSr00aN1Za5rhNSNtbhgwRMc/DgeLAcAMuJ5Hh5BdnYXM+3dls0PbN1bPDRxMlioY54iAc97I54kcPaQTnKDpSmJ4XN4C1rXYbzByPDGF6rzjHCSA0NGOnivRAVHEAEnoFVeNXLHBTSTSuDY2Ny4noAgqcniAHxnPLPktGo7BcbDqy6XSjLaiguRdLJEeeJHcIOPZhg+VadU9p3aKlrJqSW9z98JeF7fQpyM/HwYUoXW9NptI1F9t5ZPCyDvYRggFufI4OUHw7e2KotFLXvnYyN9ZKJSGjk08OFtqxmnK19zsdLXP5GoiDyB4dVk0BUI9pVUQW4JyA4jCjTe7aqg1/QQ1lPM6gv9AA6218WA6J4cXAHIPql2CQOfLkQpMwOftVvqgEdAOqCDtmt2a91897/AHGovcrVNEO6ilf6sNYOeCx2S3PAYzjOcuxjwU4REcPqkEfGox3q2so9wrRFWQF1t1Lb3ma1XBrgXwTAjhJ6jhy1hIHPA81rOxu7tbcdRzbfa5pfQtTULQwSs9ZlXw59bILgMt4DzI5uPxAJ1LuuPDmQrgcjK8muwON7eFxdw/mXsgIiICIiAiIgIiICIiAiIgK1wHI5cMHw8VcrX5xyIHNBFG6uy2n9X1r73bnvs+oeIOdX0+BJKAMBji4HLchvTHwRzWCpNV716RgbaLroen1OI8Mpq6gqI4g5g5AvEkmc9OgHRTngE8RAJVMEk5yD4YPVBoMGvb6WR8egrqHlgMn66hw12OnXn49PJen0e3j7Bbt84h/Ot3AL3c+AxgggYOQf/wDK9eft+VBof0e3j7Bbv84h/On0e3j7Bbt84h/Ot85+R+VOft+VBoZ19eB/5i3b5xD+dDr284ONC3flz/tmEf0rfMnyPyq2TJZjhJ5jlnHig5w3Uu24FRrrTmrtGbdvnrKGOoZVtqp48+uwMYOT28ubsqQtg9K11i0tUXS/26lpL5eauavrIoPgsM0necA5nk0kjqVJYLe8kA+GMFxHl4IDy4gOFvX4ygjPeSl1FFqXSOobFaI7rDa6qZ1XTl4DmtfC6MFuXDnl3tWkdprVlxumzVzt1TpW428VFXQ5mlnjcxmKyE8+E+OMffXQTI/Wc/hLHHkcHr7Vq+6+jqbXugq/SldWT0lPWuiLp6cgPYY5WyNIyD4tHggu2xngi0HZ4jNDxCm4cCRvLmfaobivk1o7Vupamitst376z0zC2mlZ6gFRIeeSsxQbEX+3UjIaXdrWFPHEOFjI54gAP5JZ3ajZuLQ2sLhqSXU12vVbXQMgkfWPYSOF5ePgsb5oM39H92cHsGh7sH8GQDPFz9mcrVdjdxLHVai1HparbJab466S1Qoaw8LjHwRN5OwGuOfAE9D5KZXFzWlrQ97sZwDjH3yoa3/2siurXa90tQA6ztXDNSPY9rTUFvF6ji7lj1yeo6DmgmgP9TicOHzHXCqwkg5GD+NRvsdurY9zLFJU25kkFXT8LKqCRp9VxGeuMHw6eakhh6jGMILlQDHtVUQWloII8+qBvP4RxjGPBXIgoBj2phVRAREQEREFCMqySNj/AITQfavRWoIG7benX3PaqnvLKruW2W408xZgkyd5NHEAPiLs8/JS5oNzvoOs/eRnj9BhHFkHj9Qc1pXarign2PvcdVWsoYDNRF87mOeARVxFrcN58zgZ9q3fQYP0E2QkEH0CHGT09QIM6iIgIiICIiAiIgIiICIiAiIgIiICoOpVVYXAE55c8IOc4P7u2X7jzfkYV0cOpXOVNHN+rnkm7l/cmzzASeH7DCuiwepxy/EgvRUVUBERAREQEREBFYZBzDfWI6gKoe0uLQckdQguRUyfJULwC0Y6nCC5FYJBy4hwknAz4q9AREQaxulcqm0aBvNzo5nw1FLSuljcw88ghaVRX+uqtHV9xt2oKyW409pmqHsmeHBjmtyMANHPOPFSBrmyzag0tcLNDPHAayExGR7SeEHx5L4Tpd8mhZ9OyVTO8lo5KUztaejmkf0/gQYfReso71b4rbWtcK99I6QvLh6wDcuOPvrmimx+p5tmCSfo6hzn7ozrpig0TV2+ppayWvheyhon07WsYQ4ggc8n4lzNSkns924kk/8ADqDr90J0HSO6/wC5fSH+cdn/AC7V9m6+PTNLnHrm+Uo+93zV8e6/7ltIf5x2f8u1e281ZS0D9M1VZUx08bL1TZe/oPprUGlaFe1/a01i5owBZ6AH4+CZTtxD2LmHWlluUu6tw1vordLTlm9MpIaZ8dRBM930oOB5twPqijZd1jzG+mk8Yz/aVR+dB028ji4gziI5A+zxXo0Y+JQHt1VbkUOv7G3UOurNqW0XKmreD0OnlZh8Qj6lxx9Wp7YCOvXAyUFyIiAiIg8542yxOY5rXNPUOHJeLIIoqYRReo1rMMI6jr0X0kZGCvIwtMZZhuBnh9iCAOz9Sxan3A1rryenfU+k1c9DQ10xDgaTEDxGCMcuLiPTzWR7OFTSafvur9uWTSzS228zS0/E4cMcPdwAYHUDicflUX7vbVV202lbM7TOutQxUtfeo6N1P3zOFjXxyOJH0vr9LHXPVTBtbsdBonW8mq49XX24VVRCWzsqZWFshJaSTiMfWjxQTIioqoCIiAvIlxaXfBA8D4r0IyCMrzLMuLuRPLhJ8EENdovVt5o7npnQ2npTT1GpKh8VTVxfDpoWmMPA58nObJyOCBjmtp2q2z01t5b5aezwSSVVS7vKiqlIMrnOyeZAA6k+CjrZiqj1b2jdwrvcYWNqrIKano2+TZYi2Tz6900qf+EuGMuAyBjxHtCCoyQ7xx0z5qPt3trNNbg2YsrqV8VwhzLT1lKQ2WORoyACQRguAyMeC1Rl91F7pXMUNTVT3CCup2RwkggROkeHEj2gDxUxWfvn2mndWsY2d0TXzNxjDyMn8OUEW9mfVtzvNouukr82s92NLSto6mSpcC6Zp4mMdgdP2Nx++pfhGGYyDjlyUQM09NZO0zBeaWoibR6htMrZqeNpBa+na3DnHoc96cY8jlTBH8HGQcHGUFwXO+gufbL1h9yaf+c5dEBc7aD/ALszWH3Jp/5zkHRA6Kqo3oqoKKLu1TI+PYPVskchje23PIcOo9dilFRX2sMfqfdX/c5389iD7NJaI0rd9uqGnuVjoJ/SqICcOYcvHP2+YCg/Q+77Ld2fq7St1pRTantkTqKntwPDLJgtIIBz9cfHwXSe3LS7QNmHGTmlaC4/CxzXrLozTU2pI9SS2akdeI8cFWWHjHXx++g9dExTQaXt0MzHMe2AB4ePWzk9VnF4NieBjjDhnnxdcL3QEVDyCtc/hxyzk4+JBeqHpy6qjXtI6+OFXI80FDywcZUZ737WUGvLXFPSVBtmoKB5mt1xjHrQP5HnyJIJa3I9iksu68jn8atfg4yA7h549vggiPs9a8v97huOmNbUwodQ2tzRwvBaaiE8QbIASeoZn/rKXhjOA8j2KOt5tHG7WU6ltDJodT2Vj6q2SQjm5zRxdy4eLHlrQ4ciR0IWM2A3UdrWiqrNf446DVFsIhraNxw5zhkOeG88NJaSASSgllvM5I5joVcvJkgLwx3qu54B+qx4r1QEREBERAREQEREBERAREQEREBEXw36mrqyyV1JbLh7m101O+OmrO5Evo8haQ2TgPJ3CcHhPI4wg+1Fy3uvJvjoS86Ntvv1m4HUt5jtfH9DNJF6PxFo7zHPj+F8Hl8alOyN1HttRXHUG6u71Pe7OI2Rxd/Z4aEQycXUGMl0jnDkGgE+SCUkWqaE3E0fraSph01eGVVRSgGemlhkp542no50UrWvDT4OxhZvUF4t1gs1VeLvVR0lBSRmWonfnhjYOpOAThBkEWNde7W3Tx1A6ugFpFL6Yavj+ldxw8feZ+t4eefJYi7bhaOtOjabWFxv1JBY6trHU1UeIifi+CI2gcTyQMgAEoNpRazobXmldawVEumrtHWOpXhlRC6N8M8JPQPikDXsz4EjB8Fr2od9NqLBT08101pb421EkkcbYmyTOyx5Y8lrGktAc0jJAHI4QSMqKNd4d1rPpPZ2p1xabpa6o1NOTZXyPL4auYglrRw8zyDjjI+CRyWy7Y6ttetNHUV8tVypri18bWVEtPnhE4Y0yNwemCeiDZ1bI3iY5oA5jx6K5UIBGDzBQQFvPYqzbW9s3T0JaeKXvCL/AEsDT+u4nEuLzz5OBawZ6exS5oDVdo1jpqmvdnqWy09RG1+A/i4M55E/eWbfD3kb438JaRgZGVHNu2nZY7jXzaU1Fc7HSVs3fSUlO9ojaQMANBaSBjzJQSVyHIDP31cCPNaEdGao48jX15x5FzP6ir9BuqPs8u/+k3+og3zI80yPNaH9BuqPs9u/+k3+on0G6o+zy7/6Tf6iDfOScvYtD+g3VH2eXf8A0m/1E+g3VH2e3f8A0m/1EG+ZHmrJHtaBnGCcLRfoN1T9nt3/ANJv9RU+g/UzMF+vrvz5DLm8z4fUIN5aWkgcXFzJH3l6cQwoa0tDqW9at1FbIde3KWC1dzEXRObykJeHjmzq0t5rZxo/VAYD9Ht4P/Wbz/7CDfS8AZyB8aD2kH4lB+9g1jobbW56nodb3Geoo30zWslLS095OyM5w0eDjjn1Wx6a07qq66dt90m1zdIp6qmjmc1jmhreJoOMFvtQYbteVcR2qdp8cUlTe6+kp6dpIIDmVMUjjjqfVBUp6WoZLdpy126YNMtJSxwl2OWWtAP4lok+1Ely1fZL9qDU1yu7LVI+SOlqXNMfEWOaCAGg5Gc9fBSa2Mtc5zXHn4Hog9EREBERAREQEREBERAREQEREBERBQjIIVoAIJ5O8lerGgc2gYAKD4jbqIXH3SbRx+mkcBlx63CeR/AF9jXN+C13M8woYj1re3dqqXRQq6g2v3NlmEJd6geIoyDj43H5VM+AeRAJAwUHoioOnJVQEREBERAREQRnufvLpLb/AFBHZb824uqpKVtU30eNrsMc9zB1cPFpWq/qo9uMgd1fCW8zmnZk/wDbW70wB7QVxaQCBpalIGP+lzrezGzmRGzP+KEEHfqpNuP73vvzeP8Aroe1Jt031jTX3hPL+14+v+mplpa+gqa6akgmhfNF8NgHNv4F9bI2Fo4mMJ8TwhBB57UW28fG2SO9tbGMulfBHwjn58ftU6NIc0EdCMrQO0GxjNmNUPaxgcKIuBDRyPE3mt+Z8AfEEFyIiAiIg+a487dUfxZXF1J/c9W7/PqH/wDkJ12lcf2vqP4sriyk/ufLbk/+fUP/APIzoOkt1/3L6Q/zjs/5dq9t4qaKu+hqCZrJYTfKXja7xHfN5Lx3W/cvpD/OOz/l2r7N2/7Y0wfEXum/KtQYjVU4oNWM0/YdL0dTI6nMruKInlj2PCxNbVSelTWDUOlKOkdV2usqKeRsJGTDHk8y88/WHgtrPrb1OB6e539Cxe6zG++Dpw45Cw3vH8lCgi7s1lz7ToJznOcDJfcZPQZp8LqTxK5b7NXK0aDA6CW+4+WnXUY6uQVREQEREBFRMoIL7Z/7itKf50U/5CoU4xfBb/ihQx2wbZdLht/Zam126ouLrbfIq2aCBoL3RtilaeRI8XjxXyR9oqkAaw7b69MoAyGUdOWn/vkE7IoN/VG0f2tNe/M6f9Mn6o2j+1pr35nT/pkE5IoN/VG0f2tNe/M6f9Mn6o2j+1pr35nT/pkE5K31ufQc+Sg49o6iAydtNegf5HT/AKZUHaKpRlh2214fHPocHTr/AM8gw2yjPoY7Su4dmuDO7nvfo01E764RROL+f/tG+C6JJ64B6c/auN93t4bfBq7TuvrXozVNnrbdUmOtfWU0UbayGQxhzC5sjjkNjwBgDnzK6U0HuBZNeaUfedMVHfvawtdCMB7JMdCM+fJB9mkNNssd0udcyWOX00sLiXcThwlx8h9ctobgk8wQ4cvauJ9mtS7sS9ozub4+8uoRO6OoincOCOJzyGOPswDj4l05uvufpbQFqdLd7pS09VNFI6kic45e4N5Dl7S35UGry3uruPaqp7LJHxUdns0r6Z7By45mjvA45/8ARtxy81MsPJnhnPPHn4rjzYLd0WmO+6mvGhtT3C63+p76aehp45Gd0C90bA58jScB5HRSmO0XRsaG+9lr4YaOXoVP+mQTmFzvoLl2y9Ycv/JNP/OcssO0bR/a016P/wAHT/plFmmtw662b73/AHBqdA6sNtuNFFTRRx00RlaWkkkgyAeI8fNB2IOiqoJi7R1EccG3GvHsDQMmjg4s/wAt0Xp+qNo/taa9+Z0/6ZBOSintYn/wf9Xfc5389iwJ7RtIRy2017kf9Dg/TLTt6d33652zvmlrZt5rWCquNIYInz0kIY1xc05OJScer4AoOgttf3B2b/Jm/wBK2JviueNKb909m05QWus261u6opYgx/dUkBbyz5zBZOLtHUhBJ2110fLhpIP0yCdUUG/qjaP7WmvfmdP+mT9UbR/a0178zp/0yCcS0HGRnByFH29uubhoaxW+rtVmrLtV11eyjihgiDyXPa8gYL288tA6+K1BnaLonvDfez1+efhRU+fy61zU+6VLrzUmj7WzSGp7SafUVJU97X08TGuLXluPVkd9d+BBlhu7uoBj3n9Sf6vZ+nVRu7uoeR2e1Jz/APV7P06nlo5es1uc+Cq5jHNILWkHkRhBAnvubptJ49oNRjg8qBn6dZHbDeC7an3Dbo2/6Xr7LVtgknc2rpwx3qgOGMSO8HDw8VNPdxt5hjR0zyXKGu7rqmzdry4VekNORX24+hOHcPkcwcPo0OeYQdWhrSMta4HOc/Eude0JbaS174be3KgpW01ZcI65tXLDydMGmn4Q74uJ3yrJv3D34JYfegpCcjOauTkop3u1VujcteaHq7xoGO2V1I6s9DgZM53pQc6DjGT0xwt/0kHZzHDvHMaQOEc2+XkvVQE3cXfdoIZtBT5c4u51UnLn4p74+/n2oKT53Ign1FAg3G378doaP53Invi79faho/nciCe0UCe+Lv19qGj+dyJ74u/X2oaP53IgntFAnvjb9faho/ncie+Lv19qKj+dyIJ7RQL74u/X2oaP53Iqe+Nv19qGj+dyIJ7RQJ74u/X2oaP53Invi79faho/nciCe1TI81Ah3G37EZPvQ0Zfg8hVyKJtxN0e0JFqqsZFpW6WppazhpqeUmNnqDJBPPrz++g7UVVyrtZutv1XWmWndt17pzxHJqKyoe0n2eqFMW1eptxr5VTR6y0XBYI2Ehr45nvDvVyPhe3kgkhF55cBk+JxgL0QQB2sP3a7Of550/8AOYsnudFFdO0/tparriS309FcbhSwP+BJVsaA1xHQuY31h5LfNw9vLPre56auF0qq6CXTtzZc6QUz2hskrcEB/E05byHTB9qu3K0Datb01vdVVdfbLnaqj0q2XOglEdRSS4wS0kEFrhyc1wII+8g0LenuLbvvtHdKRwjulVcKu3ylp9aakdDlzXfXNa4gjPQlS/d7fS3ez1drr4xLSVkD4J2H6pj2lrh8hK0PSe1UVBrOLWmqNT3bV2oqaB1PRVNeyKKKjjd8LuoYmtY1zhkF3MlSQg5FZdbtLslDsK6oeNSHU30JSPGOMW9ru+M+PrO4w34ltO47L1Q9pzRlo07pmivtJYdKyVNqt9XcRRwxyd4YnStcWPBexjWADGfHIwpWbtVpdu8b90+GpN9dR+i8HE3uQeHg73GM95wDhznGPBfRuPt7btYy224tuNwsl+tEjpLbdre5rZ6fiGHsIcC17HDGWuGCgi+Kl11Wdo3SGqbpp3T2lJjSVNFXwx6kjqZ7nT8OW4j7tjn92/ByM9R0wvbsg6asX0EajuslrpJqy5aguENXLLE17pImzFojOR8DmfV6ZcVvGitrIbRrN+ttRaluuq9TCn9Fgra9kUbKWEnm2GKNoYzi55PU5PTJzntt9FWzQtins9qqKueCaunrnOqXNLg+Z/G4DhAHCD08faUHOWnoY6bsQa+oYRw09LV3SGCPOQxjakYaPYumtCDGirJ9zqf8k1a3atp9NUO3F50G6a4VVpvEtVLUmWRolBqHcTuFzWgDB6cj7crK7X6SqNF6VjsVRqS66gEUh7qpuBaZI4w1rWxjhA9Vob8pKDaUREBFYCc4OMYzla7fNaaZstS+nut+o6J4By2V5DgR97og2VFqLNx9EyHMWp7c7lgDvDzPyK73x9D+Oprdn+MP5kG2ItT98fQ/2TW7+UP5k98fQ/2TW7+UP5kG2ItT98jQ32TW/wD0z+ZUfuVoVjC52p7cGgZJMh/Mg2ta1ubqqi0Zou4airhI6Kkic4NYAS52CWgAkeXmtf1RvLt9p6ON9dqOnkdM3McUBy4+WM465UXw2q/b862ju92oam3aEtMwdR09UMtuJ4v2ThGR9Q09R8JBunZctzJdL3fWT4aumqNT3SoryyXAzE+Rz4iAM45PPiVMOBn2hfHaqCktVtpLfSRMipqSFsNOwDAaxoAAHswAvaSThbxcQDebXEeB8PwoIk7T2ovQLDa9OCBkz7xW0/qluciKpgcfEeGSpbiY1oLGlvc8OGNHgFAdQ+t1v2pbVPaakTWnRscjLiHHl3s8MjOEcvhNfH63T2ZXQOPV59cdUFWDDQMEYCuREBERAREQEREBERAREQEREBERAREQUPIKnM+KuVB4oOcIM/q7JMg8rPPjH8TCujQBg4GCRzK5ypxjt2y/ceb8jCujx4lACqiICIiAiIgIiINApiB2g7lk/wDmrSn/APdTre2vEkfHGQ4Ecj4FRVeNSWLT2/8AXSXq50tvM2mKZsRlcRxgVUxPgtlG52g3uIj1VbXO6Bpece3wQWaTFONe6hEUbGyAg59mQt0aWjxAJOPvrQqTWu2sdXUVkOo6DvKjlI7vH88HPkvtG52gnDI1RbSAMj13fmQfJ2hOey2qcHrQO/nNW+M+APiChjfDX+iq/abUtFb9R2+aqloiyOMPdzJc3l0Uzx/AHxBBciIgIiIPluJaLdUZdy7t2SuLaZwb2erc4nDRrmE59nuhMu0q8cVvmZjPE0tx8a5M0BRaQr9pq3Re4FBV08LrtU1LOF/C5xbUzOYRhw+uQTPujd7ZLpnSjI66Bzo9QWl7wH82tbM0kn2AL7t0Lnb6qs0xFT1kMr/dmmdwtdk4ErclQPHth2fRE2RtJeGgEHiM7uoPL/lVm9E6S2P0rqikvtrpLnDX0j+9YXzucDgg5wZSPBBMx5b1ZPLit3q+3A5/jWM3W/fB079wr1+ShXlo2/0+pd05rjbIqn0RtFwPdI1oHFg+RK9d1v3wdO/cG9fkoUEXdmv9qdB/xt9/HTrqHGS5cu9mv9qdCfxt9/HTrqMfCKCqIiAiIgomFVEHm+ME5JJyMdM/fVBC1rRhjHOHi4L1RBZ3bPrG/Inds+sb8ivRBZ3bPrG/Inds+sZ8ivRBZ3bDyLGY/wAVeYaw8eGMLSQBy+8vZebg12I3Au8fJBzDv9riyVu9OmtLX26UFs09Z6v0u4Gsc4Q1Dm9zJH8EE8Q9cDoOZWJ1hJsj6ZFddtd1bNoi6sL8yURc1svERxcZLXEfeHiV0NdNstGXa5T3G42cz1ExBc51RI3oMeDseC+cbQ7ej/zfHzqb+sg55i1jwadda/1SdobU96ZfdJtQ8zkfWEdzjh/Cvp2tm2W07dKvUOqt27PqK/1feh9VLklokzxEHhHN2eeR4Kffeh29+x8fOpv6yHaHb3H7nx86m/rIIr7MurtPM1/qrRFmvFLd6GWd1xtlVTZLOGRz3yMIIGOEcA5Z6roqOJjW4DGc+ZwPFa3p3Qul9OVxrrNa20tTwd3xmeR/qnljDiVs8ZBbyIOOXJBTu2fWN+RWGJvE88DBkYyBzXsiDyijaGAOaCRy4nNGT7Vd3bPrGfIr0QWcDc/sbPkVHRt4XARsOfMdV6Ig8u6BfxdAOXDwjBVWsaRngaPvBeiILO7Z9Yz5E7tn1jPkV6IPJ7GhpIjYSOYGFGe+gzUaIEZETm6roeJxGA4ev6v31J0jSW5aAXNORlQx2ptQW/Smn9I3q4zvp6Sj1PSzyMY0Oc9rRI5wGfEgHxQTDUVNNRw95USshZnq48srSKzeba+jvJs9TrW0RV4eI+4MjuLiPQdPaFGFFovUu8d6qdR65mks2mJg0Wm2xtHePaQPWc7GfW9Y/CPwvkkqHZ3byKCGnZYOIxNAHFVzcXq+PwvYg3ekulBWAei1cM3EA4cLs8j0UA0Lj+rercBhabdLkk8+VNB0Xy6p7Pcml6ubV209xlo7tTudUNoZz3kVSR63AHP4iDkEDGPhLU9jNZ1Ote1fPcK6gmoK6O2TR1MEgGWyNhjY7oT1LCfvoOvnNzz4R0K597TrYzuxtc2Vgd+2BbnwPFSroVvRaBuRttBrXVGnb5U3WponWMzd3FFExwk7wxk5J5j9jHTzQb2wNBIGMkkn41eQPIK3Du+GC4NGSRgYOV6IKYHkEwPIKqIKYHkEwPIKqIKYHkEwPIKqIKYHkEwPIKqIKYHkEwPIKqIPMtc5hBDRnyVrI2Z4jGCT1cRzXsiDy4ORHCGnzaFUNIzgnovREFnCQMgAu5ZKvREBERBTPM8jy/CqcR4c8Jz5K5EBUz7Cqr56qJ0sMsIk4e8YWg/W5B5oPUyNDgMj48q2SeGOMyPlY1jRkuLuQUBap2O1dOK2ssm5txiqnyudFBVW6mbEATnHEGF2B8q0C5dn3fm40stNV6807LDIMOa4Fuf9GBB1vQ19FWtcaSpimDevA7OF9OevIrmPs+9n7Xu3dzutbPrOjopq2BkZkt8YqC7hdnDhNGAB7RzUxjS+usfvl1/+q6T+og3lDyC0X6FtdfbLr/8AVdJ/UQ6Y1yOfvlV5x4e5dL/UQbuG/CPFkY6LmV+ltOa07Wd2s2prTTXWip7NVTshnaXNDxUQNGACPBxUv/QproMI9824cR/9V0n9RRZtlT3Sl7Yl5gul8nu8jdP1QbJLTxxcA9Jp+QDAAfPmgkN2wWz7uI+99ZCfD6W7+sqjYDZ3HPb6yfybv6yk0dSqoIx94DZ37X9k/k3f1k94DZ37X9k/k3f1lJyIIx94DZ37X9k/k3f1kOwOzoBPvfWU/wDs3f1lJyING0ltToLTFTLU2HSdqtssoAe+BjsuAzyOT7StyihjhY2OJjGBowwDoAvdecjsOA9Y5B9UDqgcxnhaOfXP9C0XebXVLobR1Xcnionqp4+5o4KcNLzK5zY24yRz4ntK+jcncXTmgrU6tv1cI3kHuYQB3jzjOMHAx08fFRFtxo+/7r6yot3dZk0dvgcTY7W0AEwOaRxyEDxaWOHN3Q/fDfOzXou5aU0jNX32eWa+X2T3RuImA7yOSTLy12PqgXOz4Z6KV15xNaxrWNADQMNA8AvRAREQEREBERAREQEREBERAREQEREBERAVB1KqqDqUHOMH93bL9x5vyMK6NHiucaf+7tl5Y/sPN+RhXRw8UFyoThVVsh4WOd5DOUAEk8h081VpznIwo+361PctK7WXW+2iRkdbTxcUUjgC0HDj4g+SjXR9N2kNR6Vtd/o9a6Zjp7jRxVUTHxjia17Q4A4gPPB80HRaoSfDGPHKgr6He0x9nWlf5Mf7uvludp7SFvpH1tXrTS8tLTt7yZrW4cQOZx9IH4wgn9pJ5FpB/Arlh9G1s1x0varhUuD56qhhmkc34JLmgnHyrMING13tLoPW94ju2prPJW1kcIgZIytnhwwOc4D6W9uebj181gD2dtpMEjTdSD15Xer/AEqlhUd0Qc+XrY3bKl3DsNqgsNUylqxL3rBdqvmRG8g/snsC2wdnPaIYxpmp5DH7cVnT+VWc1L++3pb/ANv+RkW9jmEETu7Oe0TsA6aqCM5IN1qyHewgyKWGgAADoOSqiAiIgKh6dcKqILAxuOfNfELNbA3hFBSYzn9gYfHJ8FkEQfCbRayMe51GBn+92fmVPce2cRJt9Gc4H9rs/MvvRB80FFSUxLqelghJHPu42tz8gUbbq/vhadH/AKivX5KFSifglRdup++Hp77g3r8lCgi3s1/tToP+Nvv46ddRdSVy72a/2q0J/HX38dOuosc3ILkREBERAREQEREBERAREQFaG4Byck+KuRBa1obnHj1VyIgK1zQ4YPRXIgsDCM4cegCuAwFVEBERAREQEREBERAREQWvALCCCRjoFz3vFTv3F3009t7G6Oegs0bLtdKWUYDuGWNvIgZ+BKRjkOa6Dl+AXAZLeYCgrTwLu2rfAGHlphznSAdT3lLyQTfR0dPS07IKeFscUbQ1jAOTQBgY+8vYM4XAg8gOiub065QnAyeQCDzLAC0Z88HC5yumk6HbntQWHUdDTfSdUNqad0TT6kL+GFgOTzJcXEro8nlzBcD5BRnvLX2yDU+h7fO2MV9Vd43UrnEcXCySMyAZOeeW9EEmZc0EkDACwOoNX6bsdyoLbeLvSUNZcOI0kMzyHTcJbxYwPDib8qzjB5A5Oc5XP/abIZu7tgTggi4DGOvrUyDoBkg4y0gtOTjPjheq8WjE5w5xb5Y5D769kBERAREQEREBERAREQEREBERAREQEREBERAVvDk8zy8lciC0NAGAhaCBxZOFciCjQB0RVRBQhVRUIQWA/CGeecZXMr9Wac0X2ubtdtUXeltNFLZaqBk1Q7DXPNRAQOWfBrvkXTY5jIA59VqOpNu9H6huJrbzZYK2Z5OXvB5A9RkH2IMD7/2z3LO4FkyfKR2P5qu9/wC2d+2DZP5V35l9Uezm2rWcJ0pQBw9YAPfj8a9Rs5ttgf8ABSi/7X50Hwe/9s79sGyfyrv6qe/9s79sGyfyrvzLIe85tr9ilF8rvzp7zm2v2KUX/a/Ogx/v/bO/bBsn8q78ye/9s9j98Gyfyrv6qyHvOba/YpRf9r86odm9tSMfQpRfK786DAX7tFbZW6kjqKC8i/cbuDu7YWveDy5YeW+awUm4252uXCm0Loeqs1DPgwXi7AMa0fXAMLwccjgjClez6N0tbKFtLQWG2Mga8kD0driDnzIJWXgpo6RgipYooYmg4Y1oa37/AJfeQRVozZwtvztV6/usup9Qvi4H8Y4aaMHwZG0NafjLc9FLNBS09LA1lNA2CMNDRG1oa1oHQADkPvL0YMjLsZI8Cr29OaC0Nw7PEfb7VeiICIiAiIgIiICIiAiIgIiICIiAiIgIiICs4hjmcZ5K49FZgH1j1A6ZQc407mHt1zNjeA8Wefl7e4hXR4ODg4yRzWpxaFso3F+joBnukYHQcWDnhc1rTzzjo0eC2puQ34OCDzPsQeqoQCMHogQnAygiXtcgDYTUIHIdyf5rlndjy5mxujZY85bp6jJ9uKduFge11z2E1FgE/SD4f4Lln9kWufsRo9jPhHTtGG/GadqDXaXca7RmJ0sLakzV8lNHTMblwayQNJwBxcg7P3lIWujxaMuvD1NM/wDEVHds0Fd6SGC6wiIXKnrZpgHP5Fkjh0J5Z4eLljrhb7rZ75NB3F8rCyQ0pJaOoJCC/bUcO3mnG+ItVKP+6athWv7bgjb7TuevuVTfkmrYEBUPQqqoeiDRNS/vt6W+Kbw/9DIt8Wh6l/fb0t8U35GRb2OYQVREQEREBERAREQEREFD0UW7rfvh6e+4N6/JRKUj0UW7rfvh6f8AuFevyUKCLuzV+1Gg/wCOvv46ddRHq5cu9mr9qNB/x19/HTrqL6p2DhARVAwvg1DebZp+y1V4vNbDQ2+kZ3k88pw2NucZP3yEH3K5Rl7/ALs79sGx/wAq78y3LRmq9P6ws5u+mbrTXSg710XfwOJbxtxlvMDmMj5UGbREQEREBERARYn6IrL9FX0Le6MHu16F6d6Fk956Px8HeY+t4uXxrLICIiAiIgIiICIiAiIgIiICIiAiIgK1XK1BR7g1pJHToPNc8dpGzy6X1vpvdC1xVTnwVUVPd3xufwejh3eOfJwn1WhsQBPIY6rojIHM9PNRB2m9RU9p0H7hsaZ66/Sm30cDG8ZdJLG9rSRz9TPIuPIZwgk+z3GK42umuFLLHLTzxNkY8O9U5GeR8fJfY3oG+rxeLeLPJcy6AoN1tlLUKaptMur9NyvjmHcz4mo2lvFIGxhj3PwePAyM8hy5KS6Pee0VGmpLt9Duq45Wtd9JdZpePlnGBjn0QSZNOyCGWeV7WQxNLnP4ugHUlc+265x7t9oqnqaB/pFg0WHllQ1uA+WZsZAz44fC4cj4LFaq1NuPvPPUaP05pm76WsEj4xU3euY6KQxEYfiFzGn67kH8+Xmsn2Wj9BV/ve1F0hBr7ZwyU9Zw8JrwS+UucOrS0PaOZdnPgg6JbnByVz/2nOe8G1oPlcP51Kp/a36Y5x5F4Gefkuf+05++/tcPZcP51Kg6EHj8aqqDxVUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQURVRBTA8lVEQEREBERBQADoMIqogp0VURAREQEREBERAREQEREBERAREQEREBERAREQF5jAbj4Wc5K9FaxoaC0dEEeM3IpH70SbbeiSekClfUCXPqgNY13TH+F5qQWgk44sgDBC5zpxjt3Sn/1PN+RhXRw6uQXKyTPD6pIPgcZV6oeQQRh2mbXcrzsvqC3WuknraySAhsVPGZHv9V3Ro55WK2r1zHp/bPTFluGkNcNrKC0UtNO1mnqhwD2RNa7njzCkvVl9t2m7FUXq8VDaWipvXklAzkDJ6cvALWaTdbTVZSU9dR018npZ2cUUsdukcxwIGCCOSDE+/hphmo2aefaNXi5SMEjaY2Cbj4S0uHLr0BV+ptwqe6WKuttJpLXDaiqhdGx0mnahrASD1JGAoxrry5/asotW+4epPchlCyMz+5cvAXCCVvljq4KZzuZZD/5M1H/AKqlQZrb6GWj0XY6GoY6OentlNHIx/J7XCMAgtPMHIWwLRRuZYgci16hz4n3JlVffOsn8Gai/wBUyoN5VD0Wj++dY/4M1F/qmVVG5tkJx7mah/1VKg89S/vt6W+Kb8jIt7HMfmUOX/XFvm3C09dY7RqI01L3old7kyYGYngfhIW1nc2zDi/sXqM8IycWmUoN5RarprXVlv8AdX2qg9LZXMgNQ6GopzE7uw4Nzg8+pC2pAREQEREBERARFZxHHMAHOOqC49Cot3W/fD099wb1+ShUo5Plj2KLt1iBuFp3PJ3uFe8j/wBlCgi7s1ftToT+Nvv46ddRHHrBcu9mgZs2hScN+nXwjJ8M066gzzJ+ED9agvbyAAXlWU0FZTvpqqGKeCQcL45WBzXDyIPIhejM8PM5Wi7861r9BbaXHUFptM91uTeGCjgijLx3rzhr3Ac+FvMnHXGPHKCO98aqnuOoabaHbix2ZmqbrFx3K4ChiLbNRH4UrsN5SOBw0deYIwS1bBqCotexO1dj0xo20CvudbWR2u0UsjselVkuSZZnDnjkXOI9gGB0jfZDcPQegrHU1FxptaXbVV4l9Lvl0fp6cuqJzz4WnHKNuSAPjOBnAzO9dXQbp6G0/rWz2LUFwtemdQtkulvdTT0dXLS8AEz4gCHktDmkFpHR3PkUGzXHVm4m291sVRuFX2W/6fvNbHQVFZb6B9I+1VEnKPIL3CWEnkXHhcOvsOOvuvd1b9vDq3bvQlPpykFgFNU+6Nxikc0xvga4QuDTze+RxHEAA1jT1K0evotltQ3qw2HbjTlz1rcKuuidVtlvV0FPbYGnLppy9+Gub4MIznI8gZQ2qpKqPtIbx1UtNNHBUe4whldG4Mk4aVwPC4jDsHrjogpVav17q/Xtz0Vo2qs9jbp2ng93bzVUbqtpq5WcQgp4uJoLRzy5xz/TndptbXm7X/UWitX01HBqbTr4jNNRBwp62nlBMU7GuJLCcYc0k4PQ81pVqv8Ab9pN4ddya1e+2WLU9TBc7XdnwvdTueI+CWB72ghjwQCAeo+MZ+zZN9bq3eXWu5lPQVNLputpKS2WiaqhdE+tbFkvma1wB4M9CeufYcBIO7eob/prRk9fpfTtRqC8ySx09JSRsc5vG92O8k4eYjbzJP4R1Ua6u1Ru1tpU2C9aqu+nNSWO43KC33KnpLa6klo3TO4WvhcZHd40HPwgCeXLnkZ/tU12oaDbWnmstTdKOhddaaO+1VraTV09uLj3z4uEZBHq5I5gZ8Mrn/dG27Vz2W2121tlvGqaylutHUXO/cdXVto4BKMtL5TjjeceowZABJxyQdEyagLe087S4s9o5aMNf7pejfr3+2+Due8z+xfVcOPhc8rUNh9d7u7l0to1a6l0vbtNCd1LXU5il76q4S7vJ4TxHgDXcDGtJOcPJ8Fm5Kapd2x31zaac0p0AYhP3bu7L/Ts8PFjGcc8ZyvXsb0tTRdnPTVNWU09NOx1XxxzRuY9uaqUjLXAEciCgl5VREBERAREQEREBERAREQEREBERAVquVEFkh4WFx6DmeSgTe3Z7W2ttf0OpLLrCK3Mt7WmkhfSMk4SC13FzOM8Q8QVPxAPVU4G8/ag5ybtj2g8OA3fhw7q02inIx99eA2k32J5bt0pB+F/YWmwPvLpQsBIJzy9qrgDpyQc3s2t3+4Hn33oWOBHDw2enGcfEV56Q2L17Qbp2/XGpNdNus8Eje+aKRsJe31QRlrsHk0DoulAMK0tGcnmfagHmCPPkCufu03y3f2tHsuH86lXQJaCc8/DxXP3aa57v7YE49RtxJ59fWpkHQY8VVecbnOOfA8/IheiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiArR9UrlaPFBzjT/3dsv3Hm/Iwro4eK5xp/7u2Xl/5Hm/Iwro4eKC5WuALSD48lciCI+1pn3hdRdWcEJx7cNcs3sVb6KXZXRbpKGlfx2Kje4903m4ws5+0nzWF7Xf7wmov4k/zXLZdhP3kdEfcCi/IMQbQLbQcOHUUDhn1fpQ5K/3Nof7zpf5IL61ag+b3Oof7zpv5IKnubQ/3nS/yIX1Ig+b3Nof7zpv5IKht9A0ZNFTkeyEL7EQfC62ULvV9BpcHmD3Q5Kot9E4ENo6dhdzOYQvtVCPaUEW2yCmh7StQKZrIwdLnMbIw3n6SOftUpqMIT/4TMzRwg/QqeYZ/wBKCk5BVFREFUVEQVRURBVR72g9RXTSu098v1nmbDW0lO6SJzouMAhrj5+wKQQom7WQzsJqhrXO9WkeSc9fUfyQatp/S2/N1s9Lcm7mWyFtVTxTNb7kh3DxsDsfso81kLVoLcCjuVVqTW+raW9NobTWw08cND3XKWLmfhu+sC2/TGqbNR2nTel6uvNNcbjZ4TTerwtGII88yevrDA8VFVgFRW7x6g251lqfUrZpDLWW+elvMsMMlM8uIicwHA4W8I6nOTyCDGbK6Q1NqbZ3T1y0pfobRWW2vuTe9lp+8BbK6Plw8Q6cC3h+iN9zC10e6ds4gOTRYg0HPt75a9uxpyz7P6DpYNM3TVAqK2vbFSUkd9liYJJXhrpCB1AJaeHHsypO0vqan0nbNMaT1XeXV2pK+nAJaeLie1jS/PrEgdcHxQav2atYatvty1JZNVXOK4VVmraikMsdN3bXGKYxkjmfI8lNxB81z72XeW4u5Q/+8Nx/2x66DQWOB+pJ+VCHcJDTz9qvRB5tGTloI88hXZwcczlXIgtI5dM+xVxyPM5VUQFQAAYHIexVRBRFVEBERAREQEREBERAREQEREBERAREQEREBERAREQFQqqoUFFEe9OhtRao3D0TebNDSOpbMKwVRnmDXYlMOMAjn+xuUuL5Kmuo6adkNTUwQySgiMOka0ux1xk+0IPoZlshwMhxOSTjGOnJeq8ouQDQcgcuIuyV6oCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICoOpVVaPFBzlT/AN3bL9x5vyMK6OHiucaf+7tl+4835GFdHDxQVREQRJ2ux/xCai/iT/Nctl2FP/Ejon7g0X5Bi1rtd/vCah/iT/Nctk2F/eR0T9waL8gxBu2V5uljZ8J7ATyALgFeox3pram33bTr6QOxJM/jY12OPDmfnKCSTURNJDpYmkebwrfSo8DD4jkc8SDl7VB+tbrWzat1MzElM2G2UkscYeRhzpMHHTqFtenmMrNOCZ8E8EjLUyTvC8+sS0+xBI/pVPjPfR48+MK6OZr3HgcxzenEHA8/JRE/L36MiFRMyOsBZMA48yIOL8azFjrai1bw1OmKd0lRbpaBtVl7ie6lL3tI+Rg+VBJOVRx5Hlz8soqOA4HZHLHNBCmqpLyztHv9xrvQUBOmAx76mnY7g/XJJPrObxeHRZ/0jXv2YWH5pD+mUcb12bQ927QUcWtLhfqVv0NtMPuWagO5VDscRha7zd19nsXwjQew/wBke4P8rcf0SCVvSNe/ZfYfmkP6ZU9I179l9h+aQ/plFX0B7D/ZFuD/ACtx/RJ9Aew/2Rbg/wArcf0SCVfSNe/ZfYfmkP6ZPSde/ZfYfmkP6ZRV9AWxH2Rbhfytx/RJ9AWxH2Rbhfytx/RIJV9I179l9h+aQ/pk9I179l9h+aQ/plFX0B7D/ZFuD/K3H9Eg0HsP9ke4X8rcf0SCVvSNe/ZfYfmkP6ZRx2kJtYO2av4r9S2appjTP7yGGmia9w4XdCJCfwL4PoD2H+yLcH+VuP6JaZvLo7aCh2zvNbp68aznuMUD+5jrJa7ui7hdjiEkYaRy8Sgkyp0FaNcXmwU9xnrqarptPQPt9XBM5j6eU08ZDxjmMENPUZx1URb32TcbQN/08yphl1A6Or4aG+GIekzRmRmYJXhznEABrQXkDmcDqppbq21aIq7fqC9TtijZpumxE55c6Vwp28LWtAJ5nlyB6qH939wty9aaisslqE9js9TPC+z0zGkuq2l7O8lfzaeFuYyA4D4Rx4oM3ujcNxtUbyUVHR6OfV18FnZNR0s7mupqeSSPMzsuxGXtLWFpyDkcltPvW+4D9L6l1RcK27avllbJWVVROXGFziwGJnN2Gt4nN5HBC1rXN/3i0zv/AE1JR18ksbrMHiOd7W0tS+OMGUsa5/A1zvAAkjIxlblb9zaLcC025tTFFar7SXDuqy2vyHxO71nTia3jzwu+CDjHNB69mqspKbcbcp1RVQQk6iuOBJK1v/jj/Mqexd7X0NxogfL0hn51yjtRtbpzXe6G4096nvUD49QXDHoNyfA3Iq3jo1SgOzVoEuc73S1gTnnm/TIJf91rX/CVH/Ls/Oqe69r/AISo/wCXZ+dRF+pq0F/CWr/9fzJ+pq0F/CWr/wDX8yCXTd7Xj9saP5wz86p7sWsZBuNGCBn+2GfnURns06CIwblq8f8A59MrXdm3QJa4OuerzGW+N/m5/eQTRTVENRH3kEscrPrmPDh8oXqo42At0dn01dbRBUVU8FFdZIYnVEpkeGiOM4JPPxUjoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqFVRBQBc+dpoubu5tiwPc1snugXhpwHYdTYz545roRc99pz9+Da74rj/OpUHQEcYaTgNAycADGF6Kg8VVAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVhzz58+qucSGkgZPkrG8XE7I+JBosW3NvZvC7cUTO9MdSvp+DjdjDmNb06fUhb0zIj9bOSf6VprNw7Q7dN+3gDhcm0z6j4Jxwta13XGOjh4rcvWz0JAHTzKD0RUHMeSIIl7Xf7wmov4k/zXLZdhP3kdE/cCi/IMWtdrgh2wuocf8AMkf9ly2XYT95HRP3AovyDEG6notd1Fpelvlwoqupcf1meKL1j1OM/iC2JW889M5/Ag1K96Horpday4SvPe1UUcUhLzktYcgLMe40YsAtHeSGLu2x5LzyaBjGfAcllvE8vvpg59niEGoSaNp5Tb+7mkaLeS2E9471fV4cj73istY7FTW2sqKw5mq6h2HTuPE4tx0JPPrn5VmeHmMcgPBAME46FBcqYVVTI8+iCM6b+6ZnAOAdLE4Hn6UFJnCPb8qjSn/umpvbpU+P/SgpMQU4R7flThHt+VVRBbwj2/KnCPb8quRBThHt+VU4R7flVyIKcI9vyqJ+1k0nYPU56OFI/qc8uB6llRX2p6eoq9itSQU1PLUzSUz2sjijLnE8DwMAc0Flp0Hpq60GntYXy3U9xnt1jiDGVEYkYAYI+YaQRn1VCWktyNMw756jvOvI7lSW+zudb7BTOoJ5YY4+J7H8DGMcGjDI+fLwU06L3U0VT6MtNFWVd1bI2ihge02OtyHNia1w/YvAr2l3A2qdK+SphlkaBkOk07V+r5nJi8UES9oTc/brXWmaFtjuda2826qjqqWV9pq2hjWuD3sGYxgu4Gj7ykrR+j9M7hWXS24NXYhQ3+KIVHpAjEUjnva0vdJgZcTz6+Z819VPuJs/XU3fUscVTEXY449PVMjSR15iI8x+BZOHdXQELY44aq6QxxNDWtbYq0NIHhgRdB4IND7MOPfB3JeD6x1Dccg/5Y5TQ/UdvbqIWJxkFY6PvGAggOGXAgHHhwkqFuy02SfVuvLj6LVx0tbea2pp5pqd8XeRvqnOacPAIyCDg81I+59FUxSWzUtugMlZQSkcLeRe144MZ649Ynqg2i03ukuNVVUdKXukpHmOQuB6g4PNZUch1ytG0ffKSG8ts09OKatq2Gc5HN7+fEOX+KTzW8MGGoLlY5owTgchy5dFeqH4J+JBo2zvOm1I49Te5SSepPdRLelouzv9qai+7cv5KJb0gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAue+05+/Btd8Vx/nUq6EXPfac/fg2u+K4/wA6lQdBjxVVQeKqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKg6lVVB1KDnGD+7tl+4835GFdHDqVzjT/3dsv3Hm/Iwro4eKCqtccDKuRBHnaB01ddWbVXmw2WmNXXVcREMbpGtGcOxzcQPFRpoi4dorTWkLTp6n25tEkVso4qRj5KyIucI2BoJxOPJdF8APXJwchVa1rc8IAyclBBf0V9pLn/xb2P51H+nT6K+0ljlttY/ncf6dTqiCCvor7SP2trH87j/AE6fRX2kvtbWP51H+nU6oggr6K+0ljlttY/ncf6dPor7SP2trH87j/TqdUQQV9FfaS6e9vY/nUf6dBqztIE8L9tLJg/9Lj/TqdUwEEN7U2/cet3GqtVa90/R2iR9rdRxtppmO/5Rrx0e7/C+RTKrO7Hq558JyCr0BERAREQEREBeAa4uMnrNdjHCXZHxr2VhOXkcIIPLPkgo0uA5kO9oPRYvVXq6Zupa57iaKcgEn/m3L5NxLjX2TQl+utojikraK3zT07JB6hkaxzhxcxkZA6EKG7dWdo/UmlqaqjZollNcqFrw30abiayVn8d1wUGwdjTiOysDnl3E64VTnZdnmXhTKTyOCeXtK5o250h2gtCacbp6yO0g6m9IlqGmeCUu4nkFwyJQMeSlvZS/6pvmnK92so7fHdaK4z0cgomObERG/hBAc5x8D4oN4DSW8Ln4zzHDkZVXND2lr2tHPkMeAOV645YBIVOBvU8zjGUGGl09bpb/AA3t7D6ZC0hjuFuOfF44z9UfFZpueH1sZ8cK3uxw8OTgAD5FegKh+C74lVUPwT8SDRtnP7U1F925fyUS3paJs7/aeovu3J+SiW9ZQVREQERUJQVRUB9i1Oh1rSS6qq9N1DDBWx84SQS2RvCCTy6Yzjmg21FiNM3g3ilkqBGI2hxaG+Iw5zSSenPhyFlsoKoiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC577Tn78G13xXH+dSroRQxvro3UupNy9C3Wz2x1VR2ltZ6VKJGNDO8MBbkEgn4DunkgmYeKqrQTnp1zzVyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqDqVVWjqUHONP/AHdsv3Hm/Iwro8eK5xp/7u2X7jzfkYV0cPFBVERAREQEREBERAREQEREBERAREQEREBERBZI7gZnrzwo70vdrxqumvFyFQaOOF76enjZ0LmFzST164CkVzQ7HsOVHtx0/cNP0dYNJRtfDVy8c0fCS5pJJeRjHXPt6INeOsJ9Y7AauuraeP0mkp7hStbIDwvdE17fPxI/CtS0NqLtER6KsbbZofT89ELfB3Erpmguj4G8PIzjnj2KSb1p6O27L6htmmrbN6S+hq5o6ZuC+WoexxLR/jO/Gos09unvBYtJ0FBJs1djHb6Jkb5i1oa4RsALvh+Qyg2N2pO0o54cNvdNZHIHv25APX/xhbN2cZr9UaYvM2paaGlurr5WmeGFwLWnvTnHM+PtUbab383M1JavdaxbRXC4UYe6Js0QBYC3k4fD+JSb2eptRVGlK6u1HYKuy1tZdaqoNNKAOFr5OIeJ80EnoiICIiArHFoyC4Dl5pKeGMnn95c39puhpbbuXo/VF2YHWaZzaG6vrMmljgZxv4iG4cDl/M8+WOSCV9ny0UeosuA/s1L4/wDoolvQXOu/+hdAaT26EdnsFJZ7ldallJQ1lOS10c7mucDzJycMcp305Qut9opaJ075TTRCMvJ+H45/CgyqKmVVAVChOF4kHjcMuPEOQPwQg9eR5dcqPb3puDUVwucjZRBc2TRy0NQ0fBcxnL73EOfxclrGqpN+hqeoZYJtPttn/JGahncRy8xIAo/2911v7rWK5y206Ya22VbqWRr6CodmQE8xiXlzCDoPbmhuFFYGtuhDqsud3hHjh7sH5Fsy1TbJ2r3WIfRmbe65Y9Z1JA+MH1ndQ9xPThW2DPigqitVQgqiIgIiICIiAiIgIiICIiAiIgIiICIiAqKqICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCitLg3OeQxnKuJwMlWNPC0ZGcnCDnOn/ALuyY45e483P/wBhCujQeRIycqHYNAX5vajk1+7h9yXW+SAczniMUbR4ebT4qYfWxkjDcHIQeiKjeYVUBERAREQEREBERAREQEREBERAREQEREFFaWZLjxOGcdPBXog8u7PFkhp88/gWM1U1o0zdQeYNHUZOOY+lu6LLrE6pI+hi6jP/AInP+TcgivsbNB2Up+ED1bjVAZ6kcY/Cpo4G5J4RlQz2Mj/xJwc//KNV/PCmhBVERAREQUIyMZIUWdpfSTdVbSXWGnNSaqnp3yU0FOQBM84HC7IOR8WPjUpu6dcL5qlzGU0ziWmNoPHnwGEHM1BeajdXdjQlP31KWW61RXq6W52RE0skmiPA3meP6YzkTjGea6Iu+obJZGNddbnS0g5AcbiOXP8AMV+fem73U6M1ZqFuimVEluNVJRQ6npeVRFCeBxY1ueHGW56eK6A2n0BsvqOqca7VNJr+41IL3ivjw5rvV6cOOY/94oJY0DvNofXWrJNN6Zr311VHRvq3SMA7sMa9rCM5znLx4eakQOAPCuZbY6ttnayvH0L2yirJ2WGqBgL3Na0ek0/iB16fKpeF73BY31dKUPEeZ+nyY/Eg2zUV3o7LZau7Vj3CnpWccpaOYHL860bSW+G3GopZYKHUUEc0XF3kc54S3Bx4Z+NYvcm765l0HeGT6dp4I3UpyWSvOPWHsWn7AaK0Hqbs9WCp1pYrXW93UV5L6oH1X+mT+R8soOh45YpIo5Y3Rljy0tOeoPTHxqC+yNn0bW/C7jP0QyZDvAZd0UO3rUjtv75DBtdujcNR2+KoJZY6cNEQl4zinPq54T065wsHZ77u1oW2XK33OzXjSNNfK0XCS8R471h5+qActLTxYyefIIO4dQahsumbXLc7zc46WkaQC6V3IHwaMeJWsaA3e0frq81Vs0zUzVz6UAzytaO7ZnOATnPPhPgof2i0Ntlqi8+7Vdr+HXlyhax9TT1jRwxzO+A4kAHiBacfEVv+ofT7TvBRu03ZYamV1uMcrQS1rWhrQ05HgBlBMA5hVAwtC93txMn/AIKUHziT8ye724v2KUHzh/5kG/KmVoXu9uJ9itB/LyfmXpR3vX0lZFHVaat0MDnYc/v5CWjz6IN6UXWrcC81XaVuu20lPQi0Uen2XKOYMd35lL2NILuLh4fXPLhz7VJ8YIYAQAcc8dFy5qWzarvnbTvlJpDWP0J1zdKQySVnudHWccYfGDHwPIAyS08XX1faglbtM7gXnbbbGTU1ip6GorGVtPAGVjHPjLXuIPJrmnPLlzVu8u5lx0xXWTSWkbKy+60v+TQUcjy2CGJvw55iOYYOfLIzg8+XOD+1lpLc6zbQy1mqt2vontwuFM00P0PwUmXFx4Xd4wkjHl4qReEU3bgpZbiDw1mhyy3Fx5cbZsva328IefvoKakvu/m31lk1dqF+ktVWijAlulvttNLBUQQ59d8L3cncI5niHTw8ps01eKLUFgoL5bXufRV9NHUwOc3hcWPbkZHgefML0vdwobTZ6y53OeOnoaSB89TLJ8FkbQS4n2YC89NXq2aisVHe7LVx1durIhLTzsBDZGHoQCAR98IMiijm67nXKgulXQs2o3CrW08z4m1NNR0zopg1xHGwmcEtOMjIBwegXze+zdPtO7mfMaX/AHhBJ6KMPfZun2ndzPmNL/vCka21Lqy309U6mnpXTRMkME4AkiLgDwPAJAcM4OCRnxQYu86w0pZblDbbzqay22unAMNNV18UUsgP1rXOBKytTWUtP3Pf1EMXfyCOLjkDe8eejW56k46DmuWzbrnoWt1hSbi7QVutrderjUVMupbbDHWzyU8nJjXxu9ePu29AC0NxyHiW4dJpvUmxO0dk0rqa611mqNX0VvhuFTJw1kTeGdjmuIA4XsBLRy5AN69UHT1Bd7XX1E9PQ3GjqpoDiaOGoY90Z6YcASR99fLqTVGm9NQMn1Hf7TZopDhj6+sjgDj7C8jKhvfLTen9uLTozVGjLTQ2SutF+oqGM0cLY3VFJM4xy08hHOQOHretk5GeuV8up67RdDvrqOvbprU25Op/RaendR0lsiqaayRhpxGHyENYX54j1PM+ZQTtQ3q0V1p916G50NVbuAv9LhqGPh4R1PGDw4Hic8l8VVrDSlLdaa01WpbLBcKprXU9LJXxNllDvglrC7LgfDHXwXMOh+8o7D2j7QzTc2lqGO0Nq47HJOyQUj5qKYvxwEsHFhruEfBGG+CzEW0ehj2P57/VWSmq79NpX3YddZm8dWKgU3es4ZDza1uA0NGBwjGEHUax2oL7ZdP0BuF+u1vtVGHBpqK2pZDGCeg4nEDKwmzlbVXLaPSFxrpnz1VVY6KaaRxyXvdCwkn2kqL5bfSa07X1zt+pIIq+36VsEEtsoqhgfCJp3Avn4DkFwB4cnpgeQQTZbr1abj3Pufc6Gr7+AVEJgqWSd5ETgSN4Sctzy4hyWOu+udGWe6NtV31ZYLdcHY4aWquMUUpz09RzgVDOmdO2XS3bRu8VnZBb6Wp0O6sfHEA2Kne6raHlrfgsBLeMgYGXOPiVrWkRoio0TdLDpjazVW5UVynqXVmpKuhp6dlwkc92ZBUykHDegc0DBGeuUHU0lTBHTPqZJY2QMZxukc8BobjPET0xjnlYvTurNMajdMNO6is94MBxN6DWxz92f8LgJx99c2aOser9b9ivRtPYwy61VJXCWptlTP3bLnSU9VK30Rz84wQGdSAQ3Hkstp3UGiKrd/SU2oNBai2u1VTvkpaFjaSOKiuQkbw+jvlY3EjR9SMDnjnzQdLoqDoqoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCjhlpGSPaFTwORnH4VVwDmlp6FWAnBdg8h8FBjDfLS6++4ba2M3ENMncfVcIAOfwhZPHrBxJHhgrnSlLv1dMzS53CLRMWt/wDYQrowDrk55hBeiIgIiICIiAiIgIiICIiAiIgIiICIiAiKhIAJJwB1QVXnl/QNBd+BXcbcgFwy7p7VG+926FDt9aoIo43Vl/ubjDbLcz9kqJOQ5ZxkZc3x8UGybkV9Tbtv9QXGhqHRVNNb55Y3sPNjmxuII9uQo605o3WOotFW+41e6WoIhdbfHK+JscLg3vY8lvNvT1l8t/l3auO0t7rr8LTQOfb55PRsniawRk+t6nLkccj4LM7d0m5Mm32nn0t1szYXWync3JOQDG3A/Y0HwaJ2ZvukrEyx2XdC/wANO2V8oY2GEDJOXfUrbtm627TWa7U14uc1ynobrVUraicjic1khaM4GPBPQtzejbraRnqHD5f+TWk7bU24wp9SOt1fZjMy8Vgf3rnAOcJHeTD1KCbg5zmZbwk+zosVqXUFDYaWOpr5XNZK8RNDACeI8uWfjUV7Xbw1lbrWfbzcGgZZdUMc90DWnMdUwFxa6PxILGF3MDktl31ka7TFHxSMica6IseT0AkYS75MoNttGorfX177fFLIKmJnE5kgAJGSPD2grNNOWg4I9hUM0uoaeza7rbyZm3K1CkayWrhxwxOMr8A9OZy35VLFgudNeLTT3Cjc50M7OJpd1x7cIPuz1xhaRvdqJ2mNsL1eIKoQ1lNSOfSycWDx5A5e3mt1eSGkgjPhk9VAPakiqL/etK6Gazit9zqC2uLAS+CJzXeufIZbjr5oI62X0gdoN+9O0t2gjM9/swpHQwAkx1EkzncTuLA4eGHGeZyRyU0642K0RqSslu1JTxWm6Pp+CnrKWEGSJ/FkSNyccXMjnyWA7WJo6rbq13Onq4HNs1yhrqnm4PfA2ORhDOWC7LxyJA681Ndnr4LlaaSvg42MqYx3ZeBxD4x08EEK7M7KX3QO7tx1bXakffqCqtctIySo5VAc6WJ4yAOHow+Pkp4OS4NLAQOeT/8AXVWiMhzTyJ6ucepVzRkl2CM9Qgw+srVPeNM3C008zY5amLga+TkBzHl8SgTRHZnlp6GGk1Vqyeupm1EsptbI2upWF0rneqSA7Ja459riulHN4mFp5/GqRMLGcPIY8Agw2ldLWLTFM+kslrpaKJ/CZO6bjjLW4BOfYsu6GNww6NhHkWq8Ajp9/KuQRJufsVo3VtCxlNRQWetY58jKymiy9hccl3M4znmvm2j2x1PovVM1Tc9USajtYgYylfUnE8TsEOAaG8Ib8HxJ5KYngnHM/F/SvLunCR7uR4gAT4nHhjog9uSq3xVGjl0x7FUICYCqiAo/t225pN+Ljuh7scYrbKy1+gejY4OF7Hd53nFz+B04fHqpARBoG/W3J3R0BJpUXj3J46qGo9I9G77HduJxw8TeueuVXdnbG368pbZUsuVXY9QWaXvrTeKPHfUryAHDB5OY7Ay04zjr1zvyIIJvW0+6WtaZlh3B3SpqjTJe01lNabUKWaua054ZH59UHHMDI9imy00FHa7ZTW23wMp6OlhZDBCwerHG0Ya0ewABfUiCnCPIJwt8h8iqiCnC3yHyIqoghy3bc7h6PqLrQ7e6ystNYbjWS1kcF3tklTNb3ynLxC9sjQ9ueYDwce3mTom9+3dFpPbDbXRVBd60SVOvaPv7oOFtQ6onMxfO0fBDg45A6DAHPqunl89ZR0tX3XpVPDP3Mgli7yMO4Hjo4Z6EeY5oIpftnrHU+pbJV7k6utl2tOn6oVlHQ222OpRWVLf2OaoLnu5t5ngZhuT5K6q281vY9eah1DoDVNmoqTUskc9wo7tbX1Ihna3hMsLmPaeY+pdyypcRBC+ntjaq1w7hNqNbVd0m1xaxS1lRVUbe8jqDHIx0w4XAFn0w4jAHCABk4W6fQL/xI+9t7p/+b3uL6d3H/R+573u+L7/Dn2Z8VuiIMLoSxfQxoix6b9K9L9yrdBRd/wAHB3vdRhnFw5OM8OcZOFE+7EVjZvbaJ6DV8uhNaPs7xT3KppY5aC5UveHipnh72h8jDhwGQQCDz5YnJYvUWnrDqOiFFqCy2270odxCGtpWTsB88PBGUHO20Nkju/aX1XXnVEus6YaXFvvN3Y1jKc1UszfpEIjyxjWxMA4QXEHiJOVt+m9q9xLNpZm38G4VBDpCFr4YqmC1lt2bTOJPciUv7ppw4t7zgLh1HsmCx2e1WO3st9lttFbaNnNlPSQNijb8TWgBfcghah2KNFsxatBU2rKiKvsNydcrLdoqbgdTy96+RgfHxESNHG4EZGevJfazbzXGp9S2C47kaostZb9PVrbhR0Fntr4G1FUwERyzOke4+rknhbgZKlxEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFQdSqqg8UHONP8A3dsv3Hm/Iwro4eK5xp/7u2X7jzfkYV0cPFBVERAREQEREBERAREQEREBERAREQEREBWSDiGFdlYTXd7j09pC6XqSSKP0OlkmaZHBrctaSMk+HJBp29m59u26tMLIonV2obk/uLXQN+FUTHAa3mRgZcwHHPmtU2a2qvVZf5Nf7nT+nX2YAUtE7nFRs5kYGBh3MDOOrOq+Ps/beS32pj3Y1rUTXO9VpldTUs7cw0rRI5jXMaeWSxkZBx4Zyp842tAJ4mtPIAjGCg13cqhrbjt/faG10vpNXLb5o6aBxLQ6TgcGgkc+ZwoLsG5W9Nmq7PoRm3VidcYbd9LY+tnaTHExoycN6lStv/uHQ7ebeXG6zVUEdzmp5I6CAytD5JeE8Lg1xyWglvFjOAQom7JlHdbvbNQbx6tdU1Nzqo3ijEvExkMMYeSGDkC1wLefsCDF1naR3PoLXd7lVbe2VlNaLm221bxWTHhqDI5nCMj65pCmjs/m/VGi6i76ht0FurbvXTV7KaJznMEcruNpBPM8j4qKey3FR6+sO5E1XTQmO73iepawtD2xukfMWkZz0LuR9i+Ps9bh3PR24lXs/rCshdFR1L4bZV1EndubG0SYBzjIIYwDr1QTLu1tXZteQx1Akns99o5GzUV3pWgSRuGOWM4cC0FpDgRglYfRmrbpbr/FoPcanphdJXONrrHMDorjG0EZxgcMpDHPLWt4QCMFS5wse9knVzc4IJwOXktN3Z0RT6w0nNTQOFPdIsS0FY0lr4pWkEEEc8HGCOnMoMzX2GzXaJkU1LD3cLiHNjHCOLGMOxjOOXXxX32a209poGUVMS2KMcLR5BRh2bde3HVVmu1m1AQ++afrXW+umDQ1sr42ta54Axgl/EeYH9Cl1obgEeXLnlBa4ER5AJI8go43M2d0jrm+RX2+tuBqYKcQxmnq5YuEBznZwx45+sVJS83RDHInAGCDzyEHN+hdgtC6gpL2y5yXWoZT3N9JGx1zqHAMDGOAIMmDzceq6Hs9HSUVsgoqH+16YBjADnkPDmtR2faXUmpDxEON7lycePdRc1vXAOHhAAB8uSC5ERAVFVUJwOaACFQDqF8d3fNBbamog4XPjic5oJwMgFabadduuOmqudkMcNzpHlksDncj1PEPHGACThBv4PsVV4UD3SUkUj8ZdG1xx7Rle6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiKhQVVCQOpAVF80kEPf946Mvcz4ORnh4uv4gg+tF5x8v+sSeq9EBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUHVyEgDJPIK0N8HHkDkc0HOVP8A3dk33Hm/Iwro8eKhiHQd+j7UcuvXtxaHW+SEnI+EYmNHhnq0qZOEFvjjII5oPRERAREQEREBERAREQEREBERAREQEREFq0Pfqhp7ntrX26qjfJBVObDK1mclrsgjlz6ErflrG6OnXap0Ld7FFI+KetpZIYpGP4SxzmkBwPgQTnKDJadp4qOwUFJA0tihpYWRjGOQYAPxL7wDwODWjP1PF4lRH2ddwqO/WKLSdxrRFqezsfT1NJJykc1j3NY8A8z6jWuJx9UPNSfd6IXG0VtBNJJCamnfE58TjxgEEZb7RnwQcibt2Wp3v3so4dN1dbXWW0z00FyzCGsp8vLZC0/VfAdnp0C6gp9OU2nduXWG1teY6O1yQta1v7I4RFuSPM46DzXy7U7c2Db201NHZGyyOrJnS1M8pJe8kkgdT04j8q3MsaW8PPAxnl1Qc19gyhr6XTWpzXUM1IXXBzCXxlvE5r38QGfrc9B0ysb2y9ob5f66j1vo+jBuNLC81z4pMPLIy0xOA65A4ycY9qmzZSB8Fo1E10DoQ7U9zc1pZjLTUHBx5YW9yMY9ha8AtIwQ4ZBHjlBpOxN7Zf8AaHTdwFV6VP7mwRVT+uZ2xtEnT/Cyt1cOQBbluB8a1HQehLbpCputTa5ZiLnVzVJhLz3TDJIXnhGcNHxAL6txNY2bRGmZ7xe6uKmjZGRExzuckmMBgGcnJI6eaCPduKK4W3f3VNJSU8UNompfTJSGgGSofUyBxJxknAb4qahjHLGPYoL7KdnvQo9RauvdPV0kuoblJWU0M5cSyCThkbgP5hvMjHTkp0GMcuiCqofgu+JVVHfBPxING2d/tTUX3bl/JRLelomzv9qai+7cv5KJb2gIiICo4ZCt4sDLs59nNWxlxy4g8uhPI4+JB896ZJLaqqCJjnPkhcwYB6kELQ9QaGN3pqK5QtloblG5jZwz1RJEHYcCDyJLQPDKwOrNgbLqDUFVdqnU+pIJKmQOMcFdKxjfDkA8AD7yh/YbaCk1xDqKS66s1Ri3XR9LEBcJm5a0uAJ9f2BB1/b2llJGwgt4WNbwkYxgYX0LUdutGUeirA20UtxrqxjcuElXM57z6znZ4nOJ+q8+mFs7SC/h4n55Hjx6pHlnog90REBEVCgqio1VQEREBERAREQEREBERAREQFQqqILVEG+OtL9prcPQtqtFQyKmuvpgq2uA9YRmAN6g/XuUwrnvtOfvwbXDzFx/nUqDoFpJJGOQzhXqg8VVAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBQjIIVuCD6vPJHXwCvRB5NY/iyX8ufq4V5yOgznrzVyICIiAiIgIiICIiAiIgIiICIiAiIgIiICtc0E8xnkQrlTCCF96NkhqevdqTSF0bp3UkbXPFTFGT35DWgRuw4AA8IGcHHXBVm3tNvvY4ain1RHa9TtLYxSvNdFSmnLQQfgRHjz6vXy9qmvCYQR8y77nlxLtFWtvxX1pz7f2FVdd9zzjGjLWMH+HWnP/AHSkAKqCPo7ruVGXdzoO0RNc4uIbfm8yep/YepV3uzufgj6CbUc/+vm/oVv6IIp1NNvDX2Cot9lslss9dIQ6OvF1jm7r1geHu3RYPIYznxWraW2f1nqjUlDqHeLUMF4NuPDDbo4mtifgEiQmMtGeJ3QtPwRzU+qrUHjBA2KMRNawMaA1gaMAAdBgL3REFCcBWue3B588dPFXHorDjmA0Hz80GkbPerS6jaQctvcoPI/81Et54vY75CoGv/Zttt3v1fdotY6goTWTmZ8MNTKxoccDoHjyXw/qXKP7YGqPnk36RB0Pxew/IVQk8vhDB5+r1XPX6lyi+2Bqf55N/XVknZcpMeruDqce01cx/wDiIJq13cau1aQudyoiYqmCLjY4Di55A8RhQRtpvbr+TS1Pdb/oG5Xi3OmqImXKjeXyTls7wMQRxcsBpbyPPA818WuOzbSWvSFyuQ15qKfuKcuDH1Upa71h1zIeS89g92NJaP2NsWnZX1l6vcE1ZGy3UEBqJjKaqYx8Ybks4gW8yPqgeaCWNHb47fagu9NZW3Zttu0oOaSuxC9hB+AeIghx8ARkrQuy5qCyWS163rb1daG2Quv0hY6rqGxNIy/By4jkVhdZ2DcfduifSwbf27SNrqpWPNXO5sVdC5p5PwY2vPPnjIz5rBXvslXOhmgq7Hqp1Y6CMTS0NS4tbVyt54Li48AJyOLDsZzzQSvdt+KSulkp9C6bveqJDII4qinpXijcc4P64DXNAyCM+w+S+rbHVG4V13Emp9W2ttipJ6UOpreJ2zklg9ZxdwNI+E3CwVl3VrNF08Vv1jthcrHRUbBG+sttM6oic/6nhDI2hwPPLgeR+NYTV9v0rvnuZRCwavqYo6Ohc+aS31JD4staeB4Y8YJ4SMHpgoOmuL2H5CnF7D8hXPA7LlERkbgan+eTfpFX9S5RfbA1P88m/SIOhuL2H5CqcQzjhd/olc9fqXKL7YGp/ns39dfTaOzVSW660tezXGpJ3U0rZBHJWTcLsHOD6/sQT4HDpzHlkK9eLW54SDgMceXXK9kBERAREQEREBERAREQEREBEVCgqueu0+Q3d7a1xzj+yA5f41Kug1EO9Wh9Q6r3G0Pd7RBTuo7N6Z6U6WcMI7wwFuGkc/2NyCXgRkjPPKuXi1xM2AwYOcknBH3vJeyAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiLRdx93NAbeV9JQ6wvhttRWROlgYKSabjY13CTmNjgOfmg3pFFFk7RmzV3uMVvo9bUzJ5nBkfpVNPTsJJwBxyMDR98qVgQRkIKoiICIiAiwdXquxUusKHSVRW8F5rqWSrpqfu3HjijOHu4gOEY8icnwWbQVREQEWD1xqyw6L03Uai1LXeg2yncxss3dPk4S9wa31WAnmSB0WbaQQCOh5oKotB1Tu5o3TuuaXRlbVVs15qBGXQ0lFJOIGyODWGVzRhgJI6+BBOAVvqCqIiAiLBXXVtgteq7Npeuru6u97Ext9P3Tz3wibxSesBwtwOfMjPggzqLCaU1VYtUe6nuFXCr9ybjLba36W5ndVMWONnrAZxkcxkc+qzaAiIgIiwuoNU2Ow3Sz2y61hgq71VGkoGd093eyhpcW5aCG8h1dgIM0ioOmV8Vru1tuctbFb66mqn0NQaaqEMgf3MoaHFjsdHAOaSOoyg+5ERARUWvXPW+l7dpi6alqLxTPtNpdIyuqacmYQujID2kMBJcCQCBk55INiRfPbquCvoYK2lf3kE8bZYn4I4muAIOD7CF9CChHJMDOfFFVBQDGfaqoiAqKq+G/XWhsdkrr1c5u4oaCnkqamXhLuCNjS5zsAEnABOAMoPespIKumfTTsDopG8Lm45ELBWLROmrJVS1VvtVLFNI7iL+5ZkHOcg4yCstYbrQ3yyUN5tk3f0NfTx1NNLwlvHG9oc12CARkEHBGV9pQWhoyT1z5q3umFuCPv+Pyq9AEHlUU1PUs7uogimYPqZGBw+QrD2HSFgsdbNWWu3QUs0xy8xxtbnmT4AeZWeaqoCIiArXsDsZzy8irkQUwFVEQEREBERAREQEREBERAREQEREFFYYxxOdz5jB5+S9FRBRrR18QMK5UCqgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLnrenVds0b2mdG3q7U9wnpm6eroyyipHVEmXSDHqN545cyuhVEuprZc5e1FpC7w2+sfboNPV8U1UyFxije57S1rngYBPgCclBGe826GnN3dH3PbfRWjb7fdTVjWCKOotfcNoPXae/e95zGAOh9vPkt81ZqDVelbbt9tRpurpX6uutCyCe6VMfew0kNNE0T1BYccbiQQ0HkT1Xt2kdBXe5UVDuDoVrotc6Zd6RSGJvrV0A5yUzwObwRkhvjzb9UtO3ZtEWs5dv91L5t/dLtZ4Kaalv9hnoZDWUjZMYlERw5wjkBzgZLSCPYG4UWpdZaB3J09pTWN+ZquzanMkFBdXUcdNUUtWwcXdSNi9RzHj4LgAQeRzjKx2lL7uVulcdR33SeqqXS1gtVwlttppn2yOp90JIfhyzuf6zYySAAzBAJ8Rz13RVk0Fdt2bA7a/amjjtFucau6aguFsqqUQOb+xR0wkLS6XiHPIIA+VZbbW+e8udQaL1XZr9LTvu1RX2Gtt9slq2XCGZ3EIh3QPDM12QWv4RzBzjmg8LFuxrqs2E3L1ddIKK36g07dKqkp6dsIfHTmJsWWHPw8Oc/meowpB3L1ZebF2frlrK3ywtu1PZY6uN74g5gkLWEnhPLHrHkoh22tt/15sJvVb2251Jfrrqa5/rGRwzHN3cLu5J6cQ4eHPTK89a7i3nWXZ/rdBWLbrWD9Te47aa4QzWx8cVIImt7wh5+G53AQxjRxEkdEElxaquk29OgrRJHQuhuulp66pk9Fb3olAYfUf1a0k82jkVrOiNSbw6/1hqiG0X+zWS0aW1LUUJdLbRKbixsuO5dzywMiAPGDkucPDpl6SzXcb67a3F1qrhR0mj56epnMDu7hlIjxG92MNccHkefJZPs3Wi52xu44ultrKIVmublVU3pELo++hf3fDIzI9ZpwcOHI4QYXSN83H3WiuuqtK6xptJafhrJqOy03uZFVOru6dwmaoc/m1jnZAazBA8eWT5y77VlPsTddWVFmhbqu2XJ1hmtrHEwm4h4YOE5yYznjxnOARnxUc6R0VtfoCiuOl909tqyuu1FWTm33Kns9RVtu9M55dFwPiBaJADwlruHGBz6rYpNtL9fezjVstGhrTpG+m8x3u2WWnDmOeIXDu2T8bjiZzA7yHwcgc8Bje1FaN0LTsHXzam1hSakpqyakbcqf3NjphQP75rmugfHzewOAYRICSCHAjGD1ZD+ws/xR+JctdoLX2otyNnq7Sum9stbMuM7qeS7MqrU9jaRrJmOLWH/AJVxeG4DR8EOccYXUsQIiaD14R+JBzZtVQawou0lujWV+src6K2m2SXd4soaa2E0z3MYw94e54GjBI4uIjPJZ/Rdx3Z3L0y/X1j1ZSaXoat8jrHZX2uKoZNCxzmsdVSu9cGQtP7GRwgg8+iyWhtO3CffLeiSuoKyltt4gtcFLVvgcI5wKR7JDG48n8JODg8j1WvbW69m2v23p9A6t0xqR+pbG2SloqehtU1RFdmB7jE+CVjSzDgWg8RBBzlB66t3svruzxa9xbDa4oLw67QUFbbpB3gErZjHNE0npxFvqu6gOHipJ2rte41BHXSbgantl6dUiOWmipKAU/oTzxd5DxA/TGD1Q1x9Y4OVCNXoLV9q7MlmtNwtNTPf6rVlNdqyjpIjK6mElV3jgeHPwW4Lj0HPnyyupW+PxlBFW8WsNSx620vtvoqpp7fer+Jqiouc0AmFBSRDLntjdyc9xyADy5e3Ij680Wr7Z2rNqLdqi9w6ggjguklFcjSspp5OKmcHxysZ6mWlrSHNAyH4IyMnbd67Ze9PbraT3ZtNkrr9Q2ulqLbeKKgj7yqbTyZLZY2Z9fhcTkDnjHhkjW5r/ftf9pLba/0Gi9S0Ol7Q24x+6Ffb3wccslOQ4lp5sZyY0OdjicXAdEGa0num+y7e7q6uvtLSPh01qq4UlPFSQNgMzWGNsTXkfCe5zwC88/kXz3W47z6a2/duXctTW25yU9OLhcdLC3RxU8dMQHPjinH03vWMJPE4kEgjB8cJbdub9qjZzejSslBU0FbeNY3Cstnpcbom1AD4ZInNLhzY8x4Dhy5rWq2i2rk0myhsmxFTPuFJGyEWSpslUyKGo5Bz5JiRH3IOTxB/MY6cyAkbW+6s931hpPS9g1VR6Mt1/sYvTb7WwRyPla44ZTQiU92JMZLi7PLkBnrtGiLxrjTsOqTuBUU14sNpphXW7UVPHFE6shEZfIx8LHYD2Y+EAGuytQ3AhobFHpfTev8Abe1XTQDLO2J9RbbbNVm1V7QOJoa3ikZAWjDXAZzjJ5LX9qNCwXO/a7t2hqbUFl20u+nn2+GO6CZkcldJkGanjm+mNjawkEkcyceWA2LTlx3j1fob3ybXqe22r0uF1batLvt0csEtOMljJ5z9N7yRozxMIAyOXgMXqHWdHuBU7EauooXU7Lhf5HPgccmGRsL2PZnxw5pAPiMFaXp6x7X6b0NHYdZbM11TuBbqc0poobNUztuczQWsmjmYO7LH+qS7Ixl3Lot2+hC+W+n2Th+hCmtM1HfZau50VngkdTUHeROPrEl3D1AJLscWQCg6FrI6iWgljpKhtPUOic2KV0fGI3keq4tyOLBwcZGVzT2fbjetGWXdnVuodRU1bZrPqW7OrqSC2CKSpq2CMunY/jPAHdBFggE/CXTreTQuZNL2SuuVJvJtDcLTdqC6ahvF0utvrZKR3oT4ZQzuXd705uaOXx+IIQZ6lr97J9uzuf8ARNbBUOpPdSPSXudH6MaXh4xCZ8973xj58WccXLHiq6y3lmvHvfUWnr3R6Po9YUUlbJe7jEyT0YMA/W8YfiMylx4eJ5wPIkhR1TW/a+g0JFba/Y2tn3Ihpm0xs7rLUls9UBw973zfpRhLvX4g74JUg6ppH6Z0jouw602ysly0SaNzbzBa7dLWG0Vhy5ro2Zc4RZLgXNy7OefQENv0YzdFlwvdhuN9o7xa5KBk9k1X6JCC2Zx4TFLBG8Nk4fhZbwggYzz5QxthV6s012aNfajderZX01LU3HuKGW0NLRUNqBxyuJcQ9rsn6WW4HLmcLath9PWyj3nqbptfbtQWnb42tza9lwjnhpamsLwWejxz4f6oyS7GBzHjz1m1tvDNit0dr5NLaibqKCW4VjGC3vdFURy1DTH3Txnjc4HIA6gE+CCQdy9d69tt22xsOjIrS+u1ZRVDZG1cWIopGwQuEvq8w1gc93COuAE05fdzNF7z6e0VrnU9Dq226ppqp9FWR21lHLSzwM7xzOFnIsx55PMdMHPpfbLeJN2di62O1Vz6W2UFwZXzNgcWUrnUUbWiR2MMJcCBnGSMLK7n2m6VfaH2julLbqyehoPdf0ypjhc6Kn46ZrWcbgMN4jkDPU9EGE0ff9x907tqC/aX1XTaW03a7jLbrVAbZHVG4viwHyzuectjJIADC04J5gjJ2Ds1a21Rraw6oqdWxUcFwtmpKq2iCmZhkLI2x+pnq7Bc71jzPJaltlW3vZqK/aLuGidUXyiddZ62xV1moTUxVMMxDhFIQQIXtdyJfgc+uOv29jOW5T6b17UXmmbTXKXW9wfVwteHtjlLYi9ocORAdkZHkg23e3Wd7sNTprSuk46U6l1TWvpKKeqaXQ0kbG8U07mD4fC3GG9CTz6YOCnvmuNuNa6Yt+rdUR6tsGpa33MbWS2+KkqaGsc0uiwIsNfG/BGCMtx1Pj9W/VpvFLqvQm49otdXd26Uraj0+io2d5UPpKmIRyPjZ1e5mAeEczn41rOs71LvHrjQ1q0fbLubJYL5De7vdK63S0kMZhB4IG961rnvJLgQBy5c8ZwHtctTbraq3q1rt9pK82qw2yyGjldd5aEVE1OyWBru7ZGTwve95ceJ2A0N9qx8WrNX1+2O9WhNc1NJcL1pWzzs90qaEQtq4Z6SR8bnMHJrsN548x5ZO47X2m6UnaH3dulVbquChr/cj0Opkhc2Ko4KZzX8DiMO4TyOOh6rUrxYL6/VHaNmjstxdFd7FSRW14pnkVj22+VhbEcfTCHEDDc8zhB72bWF80XorY2rEsH0K3agorVdWugBdFLLTN9HkD/qRxAg+HL2rd9TauvUu+umtBWKSBlOy3z3a/vdEHubTgiOFjT9SXPzz64WDr9EVGqOyRbdI1dPLR3SPTFGYWTNMclPVwwsewHOC0h7MHyyVjuyQblqy3X3du/w93ctTTQwQDOQympWCIcPkHSCQ8uuAUE7KqIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqIiBhVREEbbEWWmsw1x6NLPJ6bq6uq5O9IPC9/BkDAHLl45PtUkfKiIKoiIKY+NVREFFVEQFTCIgqiIgIiICpj40RAREQMfGqoiAqIiBj4/lREQEREFUREHGHaE1zq3ZndSrsehL5PS27U03uhUwVMcc4pqiVwEj4ONuWZPPB4hnoF03srpO16Q29oKC1uqZfSm+n1VRUycc1RUTAOkke7AySfZ0AREG5phEQVREQc+9tLUuo7JZNLWyxXuqtcF+uT7bcDTtZxyQPaMgOc0lp64LcHmVNukrFbtM6coNPWiEw0Fup2U1OwnJDGjAJPiT1J8SSiIMqiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD/9k=)

To vent

To vent

Ambient air

To vent

Zero air

HC — span gas

Required for diesel testing only

3.2.2.   Figure 5/4 is a schematic drawing of such a sampling system. Since various configurations can produce accurate results, exact conformity with the drawing is not essential. Additional components such as instruments, valve, solenoids, and switches may be used to provide additional information and co-ordinate the functions of the component system.

The collecting equipment consists of:

3.2.3.1.   A filter (D) for the dilution air, which can be preheated if necessary: the filter shall consist of activated charcoal sandwiched between layers of paper, and shall be used to reduce and stabilise the hydrocarbon background emission of the dilution air;

3.2.3.2.   A mixing chamber (M), in which exhaust gas and air are mixed homogeneously;

3.2.3.3.   A cyclone separator (CS), to extract particles;

3.2.3.4.   Two sampling probes (S1 and S2) for taking samples of the dilution air, as well as of the diluted exhaust gas;

3.2.3.5.   A sampling critical-flow venturi (SV), to take proportional samples of the diluted exhaust gas at sampling probe S2;

3.2.3.6.   A filter (F), to extract solid particles from the gas flows diverted for analysis;

3.2.3.7.   Pumps (P), to collect part of the flow of air and diluted exhaust gas in bags during the test;

3.2.3.8.   A flow controller (N), to ensure a constant flow of the gas samples taken in the course of the test from sampling probe S1; the flow of the gas samples shall be such that, at the end of the test, the quantity of the samples is sufficient for analysis (approx. 10 litres per minute);

3.2.3.9.   A snubber (PS), in the sampling line;

3.2.3.10.   Flow meters (FL), for adjusting and monitoring the flow of gas samples during tests;

3.2.3.11.   Quick-acting solenoid valves (V), to divert a constant flow of gas samples into the sampling bags or the vent;

3.2.3.12.   Gas-tight, quick-lock coupling elements (Q), between the quick-acting valves and the sampling bags; the couplings shall close automatically on the sampling-bag side. As an alternative, other ways of transporting the samples to the analyser may be used (three-way stop-cocks, for instance).

3.2.3.13.   Bags (B) for collecting samples of the diluted exhaust gas and the dilution air during the tests; they shall be of sufficient capacity not to impede the sample flow; the bag material shall be such as to affect neither the measurements themselves nor the chemical composition of the gas samples (for instance: laminated polyethylene/polyamide films, or fluorinated poly-hydrocarbons);

3.2.3.14.   A pressure gauge (G), which shall be precise and accurate to within ±0,4 kPa;

3.2.3.15.   A temperature sensor (T), which is precise and accurate to within ±1 K and has a response time of 0,1 seconds to 62 per cent of a temperature change (as measured in silicon oil);

3.2.3.16.   A measuring critical-flow venturi tube (MV), to measure the flow volume of the diluted exhaust gas;

3.2.3.17.   A blower (BL), of sufficient capacity to handle the total volume of diluted exhaust gas;

The capacity of the CFV-CVS system shall be such that, under all operating conditions which may possibly occur during a test, there will be no condensation of water. This is generally ensured by using a blower whose capacity is:

3.2.3.18.1.   twice as high as the maximum flow of exhaust gas produced by accelerations of the driving cycle; or

3.2.3.18.2.   sufficient to ensure that the CO2 concentration in the dilute exhaust sample bag is less than 3 per cent by volume.

3.2.4.   Additional equipment required when testing compression-ignition-engined vehicles.

To comply with the requirements of paragraphs 4.3.1.1. and 4.3.2. of Annex 4, the additional components shown within the dotted lines of Figure 5/4 shall be used when testing compression-ignition-engined vehicles.

|  |  |  |
| --- | --- | --- |
| Fh | : | is a heated filter, |
| S3 | : | is a hydrocarbon sampling point, |
| Vh | : | is a heated multi-way valve, |
| Q | : | is a quick connector to allow the ambient air sample BA to be analysed on the HFID, |
| HFID | : | is a heated flame ionisation analyser, |
| R and I | : | are a means of integrating and recording the instantaneous hydrocarbon concentrations, |
| Lh | : | is a heated sample line. |

All heated components shall be maintained at 463 K (190 °C) ± 10 K.

If compensation for varying flow is not possible, then a heat exchanger (H) and temperature control system (Tc) as described in paragraph 3.1.3. of this Appendix will be required to ensure constant flow through the venturi (Mv) and thus proportional flow through S3 particulate sampling system.

|  |  |  |
| --- | --- | --- |
| S4 | : | Sampling probe in dilution tunnel, |
| Fp | : | Filter unit, consisting of two series-mounted filters; switching unit for further parallel-mounted pairs of filters, |

Sampling line,

Pumps, flow regulators, flow measuring units.

Appendix 6

Method of calibrating the equipment

1.   ESTABLISHMENT OF THE CALIBRATION CURVE

1.1.   Each normally used operating range is calibrated in accordance with the requirements of paragraph 4.3.3. of Annex 4 by the following procedure:

1.2.   The analyser calibration curve is established by at least five calibration points spaced as uniformly as possible. The nominal concentration of the calibration gas of the highest concentration shall be not less than 80 per cent of the full scale.

1.3.   The calibration curve is calculated by the least squares method. If the resulting polynomial degree is greater than 3, the number of calibration points shall be at least equal to this polynomial degree plus 2.

1.4.   The calibration curve shall not differ by more than ±2 per cent from the nominal value of each calibration gas.

1.5.   Trace of the calibration curve

From the trace of the calibration curve and the calibration points, it is possible to verify that the calibration has been carried out correctly. The different characteristic parameters of the analyser shall be indicated, particularly:

|  |  |
| --- | --- |
| — | the scale, |

|  |  |
| --- | --- |
| — | the sensitivity, |

|  |  |
| --- | --- |
| — | the zero point, |

|  |  |
| --- | --- |
| — | the date of carrying out the calibration. |

1.6.   If it can be shown to the satisfaction of the technical service that alternative technology (e.g. computer, electronically controlled range switch, etc.) can give equivalent accuracy, then these alternatives may be used.

Verification of the calibration

1.7.1.   Each normally used operating range shall be checked prior to each analysis in accordance with the following:

1.7.2.   The calibration shall be checked by using a zero gas and a span gas whose nominal value is within 80-95 per cent of the supposed value to be analysed.

1.7.3.   If, for the two points considered, the value found does not differ by more than ±5 per cent of the full scale from the theoretical value, the adjustment parameters may be modified. Should this not be the case, a new calibration curve shall be established in accordance with paragraph 1 of this appendix.

1.7.4.   After testing, zero gas and the same span gas are used for re-checking. The analysis is considered acceptable if the difference between the two measuring results is less than 2 per cent.

2.   CHECKING FOR FID HYDROCARBON RESPONSE

2.1.   Detector response optimisation

The FID shall be adjusted, as specified by the instrument manufacturer. Propane in air should be used, to optimise the response, on the most common operating range.

2.2.   Calibration of the HC analyser

The analyser should be calibrated using propane in air and purified synthetic air. See paragraph 4.5.2. of Annex 4 (calibration and span gases).

Establish a calibration curve as described in paragraphs 1.1. to 1.5. of this Appendix.

2.3.   Response factors of different hydrocarbons and recommended limits

The response factor (Rf), for a particular hydrocarbon species is the ratio of the FID C1 reading to the gas cylinder concentration, expressed as ppm C1.

The concentration of the test gas shall be at a level to give a response of approximately 80 per cent of full-scale deflection, for the operating range. The concentration shall be known, to an accuracy of ±2 per cent in reference to a gravimetric standard expressed in volume. In addition, the gas cylinder shall be pre-conditioned for 24 hours at a temperature between 293 K and 303 K (20 and 30 °C).

Response factors should be determined when introducing an analyser into service and thereafter at major service intervals. The test gases to be used and the recommended response factors are:

|  |  |
| --- | --- |
| Methane and purified air: | 1,00 < Rf < 1,15 |
| or 1,00 < Rf < 1,05 | for NG fuelled vehicles |
| Propylene and purified air: | 0,90 < Rf < 1,00 |
| Toluene and purified air: | 0,90 < Rf < 1,00 |

Relative to a response factor (Rf) of 1,00 for propane and purified air.

2.4.   Oxygen interference check and recommended limits

The response factor shall be determined as described in paragraph 2.3. above. The test gas to be used and recommended response factor range is:

Propane and nitrogen: 0,95 < Rf < 1,05

3.   EFFICIENCY TEST OF THE NOx CONVERTER

The efficiency of the converter used for the conversion of NO2 into NO is tested as follows:

Using the test set up as shown in Figure 6/1 and the procedure described below, the efficiency of converters can be tested by means of an ozonator.

3.1.   Calibrate the analyzer in the most common operating range following the manufacturer's specifications using zero and span gas (the NO content of which shall amount to about 80 per cent of the operating range and the NO2 concentration of the gas mixture shall be less than 5 per cent of the NO concentration). The NOx analyser shall be in the NO mode so that the span gas does not pass through the converter. Record the indicated concentration.

3.2.   Via a T-fitting, oxygen or synthetic air is added continuously to the span gas flow until the concentration indicated is about 10 per cent less than the indicated calibration concentration given in paragraph 3.1. above. Record the indicated concentration (C). The ozonator is kept deactivated throughout this process.

3.3.   The ozonator is now activated to generate enough ozone to bring the NO concentration down to 20 per cent (minimum 10 per cent) of the calibration concentration given in paragraph 3.1. above. Record the indicated concentration (d).

3.4.   The NOx analyser is then switched to the NOx mode, which means that the gas mixture (consisting of NO, NO2, O2 and N2) now passes through the converter. Record the indicated concentration (a).

3.5.   The ozonator is now deactivated. The mixture of gases described in paragraph 3.2. above passes through the converter into the detector. Record the indicated concentration (b).

With the ozonator deactivated, the flow of oxygen or synthetic air is also shut off. The NO2 reading of the analyser shall then be no more than 5 per cent above the figure given in paragraph 3.1. above.

Figure 6/1

Diagram of NOx converter efficiency devices

![Image 23](data:image/jpg;base64,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)

Flow control solenoid valve

O2 or Air supply

Flow-control valve

Flowmeter

VARIAC

~AC

Ozonator

NO/NO2 supply

Analyser inlet connector

3.7.   The efficiency of the NOx converter is calculated as follows:

![Formula](data:image/jpg;base64,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)

3.8.   The efficiency of the converter shall not be less than 95 per cent.

3.9.   The efficiency of the converter shall be tested at least once a week.

4.   CALIBRATION OF THE CVS SYSTEM

The CVS system shall be calibrated by using an accurate flow-meter and a restricting device. The flow through the system shall be measured at various pressure readings and the control parameters of the system measured and related to the flows.

4.1.1.   Various types of flow-meter may be used, e.g. calibrated venturi, laminar flow-meter, calibrated turbine-meter, provided that they are dynamic measurement systems and can meet the requirements of paragraphs 4.4.1. and 4.4.2. of Annex 4.

4.1.2.   The following paragraphs give details of methods of calibrating PDP and CFV units, using a laminar flow-meter, which gives the required accuracy, together with a statistical check on the calibration validity.

4.2.   Calibration of the positive displacement pump (PDP)

4.2.1.   The following calibration procedure outlines the equipment, the test configuration and the various parameters which are measured to establish the flow-rate of the CVS pump. All the parameters related to the pump are simultaneously measured with the parameters related to the flow-meter which is connected in series with the pump. The calculated flow-rate (given in m3/min. at pump inlet, absolute pressure and temperature) can then be plotted versus a correlation function which is the value of a specific combination of pump parameters. The linear equation which relates the pump flow and the correlation function is then determined. In the event that a CVS has a multiple speed drive, a calibration for each range used shall be performed.

This calibration procedure is based on the measurement of the absolute values of the pump and flow-meter parameters that relate the flow rate at each point. Three conditions shall be maintained to ensure the accuracy and integrity of the calibration curve:

4.2.2.1.   The pump pressures shall be measured at tappings on the pump rather than at the external piping on the pump inlet and outlet. Pressure taps that are mounted at the top centre and bottom centre of the pump drive headplate are exposed to the actual pump cavity pressures, and therefore reflect the absolute pressure differentials;

4.2.2.2.   Temperature stability shall be maintained during the calibration. The laminar flow-meter is sensitive to inlet temperature oscillations which cause the data points to be scattered. Gradual changes of ±1 K in temperature are acceptable as long as they occur over a period of several minutes;

4.2.2.3.   All connections between the flow-meter and the CVS pump shall be free of any leakage.

During an exhaust emission test, the measurement of these same pump parameters enables the user to calculate the flow rate from the calibration equation.

4.2.3.1.   Figure 6/2 of this appendix shows one possible test set-up. Variations are permissible, provided that they are approved by the administration granting the approval as being of comparable accuracy. If the set-up shown in Appendix 5, Figure 5/3, is used, the following data shall be found within the limits of precision given:

|  |  |
| --- | --- |
| barometric pessure (corrected)(Pb) | ±0,03 kPa |
| ambient temperature (T) | ±0,2 K |
| air temperature at LFE (ETI) | ±0,15 K |
| pressure depression upstream of LFE (EPI) | ±0,01 kPa |
| pressure drop across the LFE matrix (EDP) | ±0,0015 kPa |
| air temperature at CVS pump inlet (PTI) | ±0,2 K |
| air temperature at CVS pump outlet (PTO) | ±0,2 K |
| pressure depression at CVS pump inlet (PPI) | ±0,22 kPa |
| pressure head at CVS pump outlet (PPO) | ±0,22 kPa |
| pump revolutions during test period (n) | ±1 l/min |
| elapsed time for period (minimum 250 s) (t) | ±0,1 s |

4.2.3.2.   After the system has been connected as shown in Figure 6/2 of this Appendix, set the variable restrictor in the wide-open position and run the CVS pump for 20 minutes before starting the calibration.

Reset the restrictor valve to a more restricted condition in an increment of pump inlet depression (about 1 kPa) that will yield a minimum of six data points for the total calibration. Allow the system to stabilise for three minutes and repeat the data acquisition.

Figure 6/2

PDP-CVS calibration configuration

![Image 24](data:image/jpg;base64,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)

Filter

Variable-flow restrictor

Surge control valve (snubber)

Temperature indicator

Revolutions elapsed time

Manometer

Data analysis

4.2.4.1.   The air flow rate (Qs) at each test point is calculated in standard m3/min. from the flow-meter data using the manufacturer's prescribed method.

4.2.4.2.   The air flow-rate is then converted to pump flow (V0) in m3/rev at absolute pump inlet temperature and pressure.

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| V0 | = | pump flow rate at Tp and Pp given in m3/rev., |
| Qs | = | air flow at 101,33 kPa and 273,2 K given in m3/min., |
| Tp | = | pump inlet temperature (K), |
| Pp | = | absolute pump inlet pressure (kPa), |
| n | = | pump speed in min–1. |

To compensate for the interaction of pump speed pressure variations at the pump and the pump slip rate, the correlation function (x0) between the pump speed (n), the pressure differential from pump inlet to pump outlet and the absolute pump outlet pressure is then calculated as follows:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| x0 | = | correlation function, |
| ΔPp | = | pressure differential from pump inlet to pump outlet (kPa) |
| Pe | = | absolute outlet pressure (PPO + Pb) (kPa). |

A linear least-square fit is performed to generate the calibration equations which have the formulae:

V0 = D0 – M (x0)

n = A – B (ΔPp)

D0, M, A and B are the slope-intercept constants describing the lines.

4.2.4.3.   A CVS system that has multiple speeds shall be calibrated on each speed used. The calibration curves generated for the ranges shall be approximately parallel and the intercept values (D0) shall increase as the pump flow range decreases.

If the calibration has been performed carefully, the calculated values from the equation will be within 0,5 per cent of the measured value of V0. Values of M will vary from one pump to another. Calibration is performed at pump start-up and after major maintenance.

4.3.   Calibration of the critical-flow venturi (CFV)

4.3.1.   Calibration of the CFV is based upon the flow equation for a critical venturi:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| Qs | = | flow, |
| Kv | = | calibration coefficient, |
| P | = | absolute pressure (kPa), |
| T | = | absolute temperature (K). |

Gas flow is a function of inlet pressure and temperature.

The calibration procedure described below establishes the value of the calibration coefficient at measured values of pressure, temperature and air flow.

4.3.2.   The manufacturer's recommended procedure shall be followed for calibrating electronic portions of the CFV.

4.3.3.   Measurements for flow calibration of the critical flow venturi are required and the following data shall be found within the limits of precision given:

|  |  |
| --- | --- |
| barometric pressure (corrected) (Pb) | ±0,03 kPa, |
| LFE air temperature, flow-meter (ETI) | ±0,15 K, |
| pressure depression upstream of LFE (EPI) | ±0,01 kPa, |
| pressure drop across (EDP) LFE matrix | ±0,0015 kPa, |
| air flow (Qs) | ±0,5 per cent, |
| CFV inlet depression (PPI) | ±0,02 kPa, |
| temperature at venturi inlet (Tv) | ±0,2 K. |

4.3.4.   The equipment shall be set up as shown in figure 3 of this Appendix and checked for leaks. Any leaks between the flow-measuring device and the critical-flow venturi will seriously affect the accuracy of the calibration.

4.3.5.   The variable-flow restrictor shall be set to the open position, the blower shall be started and the system stabilised. Data from all instruments shall be recorded.

4.3.6.   The flow restrictor shall be varied and at least eight readings across the critical flow range of the venturi shall be made.

The data recorded during the calibration shall be used in the following calculations. The air flow-rate (Qs) at each test point is calculated from the flow-meter data using the manufacturer's prescribed method.

Calculate values of the calibration coefficient for each test point:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| Qs | = | flow-rate in m3/min at 273,2 K and 101,33 kPa, |
| Tv | = | temperature at the venturi inlet (K), |
| Pv | = | absolute pressure at the venturi inlet (kPa). |

Plot Kv as a function of venturi inlet pressure. For sonic flow, Kv will have a relatively constant value. As pressure decreases (vacuum increases) the venturi becomes unchoked and Kv decreases. The resultant Kv changes are not permissible.

For a minimum of eight points in the critical region, calculate an average Kv and the standard deviation.

If the standard deviation exceeds 0,3 per cent of the average Kv, take corrective action.

Figure 6/3

CFV-CVS calibration configuration

![Image 25](data:image/jpg;base64,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)

Filter

Variable-flow restrictor

Surge control valve

Manometer

Thermometer

Vacuum gauge

Appendix 7

Total system verification

1.   To comply with the requirements of paragraph 4.7. of Annex 4, the total accuracy of the CVS sampling system and analytical system shall be determined by introducing a known mass of a pollutant gas into the system whilst it is being operated as if during a normal test and then analysing and calculating the pollutant mass according to the formulae in Appendix 8 to Annex 4 except that the density of propane shall be taken as 1,967 grams per litre at standard conditions. The following two techniques are known to give sufficient accuracy.

Metering a constant flow of pure gas (CO or C3H8) using a critical flow orifice device

2.1.   A known quantity of pure gas (CO or C3H8) is fed into the CVS system through the calibrated critical orifice. If the inlet pressure is high enough, the flow-rate (q), which is adjusted by means of the critical flow orifice, is independent of orifice outlet pressure (critical flow). If deviations exceeding 5 per cent occur, the cause of the malfunction shall be determined and corrected. The CVS system is operated as in an exhaust emission test for about 5 to 10 minutes. The gas collected in the sampling bag is analysed by the usual equipment and the results compared to the concentration of the gas samples which was known beforehand.

Metering a limited quantity of pure gas (CO or C3H8) by means of a gravimetric technique

3.1.   The following gravimetric procedure may be used to verify the CVS system.

The weight of a small cylinder filled with either carbon monoxide or propane is determined with a precision of ±0,01 g. For about 5 to 10 minutes, the CVS system is operated as in a normal exhaust emission test, while CO or propane is injected into the system. The quantity of pure gas involved is determined by means of differential weighing. The gas accumulated in the bag is then analysed by means of the equipment normally used for exhaust-gas analysis. The results are then compared to the concentration figures computed previously.

Appendix 8

Calculation of the mass emissions of pollutants

1.   GENERAL PROVISIONS

1.1.   Mass emissions of gaseous pollutants shall be calculated by means of the following equation:

![Formula](data:image/jpg;base64,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)
 (1)

where:

|  |  |  |
| --- | --- | --- |
| Mi | = | mass emission of the pollutant i in grams per kilometer, |
| Vmix | = | volume of the diluted exhaust gas expressed in litres per test and corrected to standard conditions (273,2 K and 101,33 kPa), |
| Qi | = | density of the pollutant i in grams per litre at normal temperature and pressure (273,2 K and 101,33 kPa), |
| kh | = | humidity correction factor used for the calculation of the mass emissions of oxides of nitrogen. There is no humidity correction for HC and CO, |
| Ci | = | concentration of the pollutant i in the diluted exhaust gas expressed in ppm and corrected by the amount of the pollutant i contained in the dilution air, |
| d | = | distance corresponding to the operating cycle in kilometres. |

1.2.   Volume determination

1.2.1.   Calculation of the volume when a variable dilution device with constant flow control by orifice or venturi is used

Record continuously the parameters showing the volumetric flow, and calculate the total volume for the duration of the test.

1.2.2.   Calculation of volume when a positive displacement pump is used

The volume of diluted exhaust gas measured in systems comprising a positive displacement pump is calculated with the following formula:

V = Vo · N

where:

|  |  |  |
| --- | --- | --- |
| V | = | volume of the diluted gas expressed in litres per test (prior to correction), |
| Vo | = | volume of gas delivered by the positive displacement pump in testing conditions in litres per revolution, |
| N | = | number of revolutions per test. |

1.2.3.   Correction of the diluted exhaust-gas volume to standard conditions

The diluted exhaust-gas volume is corrected by means of the following formula:

![Formula](data:image/jpg;base64,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)
 (2)

in which:

![Formula](data:image/jpg;base64,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)
 (K/kPa) (3)

where:

|  |  |  |
| --- | --- | --- |
| PB | = | barometric pressure in the test room in kPa, |
| P1 | = | vacuum at the inlet to the positive displacement pump in kPa relative to the ambient barometric pressure, |
| Tp | = | average temperature of the diluted exhaust gas entering the positive displacement pump during the test (K). |

1.3.   Calculation of the corrected concentration of pollutants in the sampling bag

![Formula](data:image/jpg;base64,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)
 (4)

where:

|  |  |  |
| --- | --- | --- |
| Ci | = | concentration of the pollutant i in the diluted exhaust gas, expressed in ppm and corrected by the amount of i contained in the dilution air, |
| Ce | = | measured concentration of pollutant i in the diluted exhaust gas, expressed in ppm, |
| Cd | = | concentration of pollutant i in the air used for dilution, expressed in ppm, |
| DF | = | dilution factor. |

The dilution factor is calculated as follows:

|  |  |  |  |
| --- | --- | --- | --- |
| DF = | Formula | for petrol and diesel | (5a) |
| DF = | Formula | for LPG | (5b) |
| DF = | Formula | For NG | (5c) |

In these equations:

|  |  |  |
| --- | --- | --- |
| CCO2 | = | concentration of CO2 in the diluted exhaust gas contained in the sampling bag, expressed in per cent volume, |
| CHC | = | concentration of HC in the diluted exhaust gas contained in the sampling bag, expressed in ppm carbon equivalent, |
| CCO | = | concentration of CO in the diluted exhaust gas contained in the sampling bag, expressed in ppm. |

1.4.   Determination of the NO humidity correction factor

In order to correct the influence of humidity on the results of oxides of nitrogen, the following calculations are applied:

![Formula](data:image/jpg;base64,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)
 (6)

in which:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| H | = | absolute humidity expressed in grams of water per kilogram of dry air, |
| Ra | = | relative humidity of the ambient air expressed as a percentage, |
| Pd | = | saturation vapour pressure at ambient temperature expressed in kPa, |
| Pb | = | atmospheric pressure in the room, expressed in kPa. |

1.5.   Example

Data

1.5.1.1.   Ambient conditions:

ambient temperature: 23 °C = 297,2 K,

barometric pressure: PB = 101,33 kPa,

relative humidity: Ra = 60 per cent,

saturation vapour pressure: Pd = 2,81 kPa of H2O at 23 °C.

1.5.1.2.   Volume measured and reduced to standard conditions (para. 1.)

V = 51,961 m3

1.5.1.3.   Analyser readings:

|  |  |  |
| --- | --- | --- |
|  | Diluted exhaust sample | Dilution-air sample |
| HC[(1)](#ntr1-L_2008119EN.01011301-E0001) | 92 ppm | 3,0 ppm |
| CO | 470 ppm | 0 ppm |
| NOx | 70 ppm | 0 ppm |
| CO2 | 1,6 per cent by volume | 0,03 per cent by volume |

Calculations

1.5.2.1.   Humidity correction factor (kH) (see formula 6):

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

H = 10,5092

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

kh = 0,9934

1.5.2.2.   Dilution factor (DF) (see formula (5))

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCABBAYYBAREA/8QAHQABAAMBAAMBAQAAAAAAAAAAAAYHCAUCAwQBCf/EAEAQAAEDAwMCBAUBBQYDCQAAAAECAwQABQYHCBESIRMYMVYUIkGW1AkVJDJRYRYXIzhCUnG00xkzQ1dmdpGUtf/aAAgBAQAAPwD+qdKUpSlKUpSlKUpSlKUpSlKq3XHcppPt6tZn6iXmWiS5DkTo1ugQHpcqS0ygqcUlLaSEpAHdaylCfVSgO9fdjGuuC5BoXA3C3CQ9YsUmWJOQuuXAJDkWKW+s+IEFQKgO3CSeT2HNVZF33YDHuuEf2x06zbFca1JdbZxXJ7ixEct9wW6EFgK8B9x1jxEuJKfFQk8c88cHjS9QjWjV/DNB9M75qpnsxbFosUfxVobALshwnpbYaBIBcWspSkEgcnuQOSO1gmX2/UDCMezy0sPsQcjtUS7RmpAAdQ1IaS6hKwCQFALAPBI5+pru0pSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKVT+8P/KhrCf8A0Pev+TdqKbWMKxXUbYtpvg2b2aPdrFesKgxZ0N8HodbLQ+o4IIIBCgQQQCCCAazrvItcbTvUbb/jWqeNtYlt0wi/sN2+bZZq5q1T2W/3JqYhYQthtLbSyVI8ZXSXfm571/RRKgpIUk8gjkGv507zcxxLcRpLqxmsnKbM9iGn1ulWzELcqcwpd2vaXEtyrn4fUVFLQK2GPQkl9fBBQa2FtWu1qu22/TFVqucSaI2H2Vh4x30uBp1MFnqQrpJ6VD6g9xVq0pSlKUpSlKUpSlVpuG1OzPRzTC76k4hp/Ey5GPRn7jdIb95FuU3CZaW4642otOBxYCf4OE89+Dz2NK6Vbutw+sWlVl1owbabDu2O3l14Ijxc8YTcQ0y84y6tLL8ZttRCmlcJ8UFXKfTk8Wpo7uTxvcFpvecv0otElzILG49An4zfFfs6XBuTYP7rKPS54XKhx1hKh69uQUildH97uumt2cZ7p9hu16zIu2m839nXwTc+S02mR4rrYQ2oQldfKmHe/YcAckcirQ0J3Eakai6l5LpNq3oLL01yCwWqJemEqvjN0ZmxX3FthaHWkJT2U2R2Ku4UDwRwb7pSlKUpSlKUpSlKUpSqe3SYHrBqnpXetMtKX8PjN5Xa5tnu0rIHZSVR2H2/D6mEsIV1L4U5/HwAek9+4qoo+07WXLdns3anqFlOLWgW6ywLdYLzjkmYtbjsZQWDLQ6hHyKKEApQT2Uo+oFQvUjaZuH3DacaYbetQbRi+H4TgcuHJud8jZK/eblchFYVHQGUORmggrQ44Spwq4JSf9PSq5s/vWu+Lbu9NLfYM8tUvTnKoMu33DFFQgZkcx47zrly8UJ56A58K1yVgcuhPQeeocjdLs8s+qGnVywzRvSfR6y3PIG3Wp96udlTHlROVJUl2MuOwpRcJCuSoj19T3qxNrWlOR6MaTW3AMox7BbZNtbTEYu4my42zcPCjtNGVI8RtBMhZQSo8H6dzVv0pSlKUpSlKUpSlVTuw/yvau/+x75/yLtVV+l1/kc05/43b/8ATlVXOijkix/qr62WDC0oOPXXF4dxyFDS+W27kERShRAIAWS679CfnWfqap3bZkWuuO6770JWhmDY9kFxGRSnHHLreXIaorqJNzLJaaQyv4hRPX8pW0OUpHV8xKd4bYIX9pdF9LdU8o8ebmM/A7ZGn3SS6syJCXGWnnA7yfnPi8q5UCQVK446lc3HWd8/zLepAzK6w8AwrRd3HWnym3OXnI5rU1xngcKdQhrpSo9z0jngEDk+tR/+3v6gnsXb790XD/pVpDD38olYraZObRLbFyB2G0u5s215bsRuSUjxEsrWApSArngkAkVFtRtetL9J7pFs2dXq4w5cyP8AEsojWOfOSpvqKeSuMy4lJ5B7Eg/Xjiol5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/Ep5ztvHuu+faF5/ErmHdNtVOTDNDcJ5vwg/swXI4TePiBE8TxPADnwnIR1/N0+nPBrp+c7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKec7bx7rvn2hefxKtbEcssWc45ByzGpL0i2XFBcjOvRXYy1JCik8tvJS4nuD2UkGoRuNwbUbU7Si+6c6c3PG7e9k8CXZ7jIvbL7iW4ciO40tTIZUD4oKwR1cp7HkVSmg+gu8Hb3oxadF8MzXSGTCsqJSYlxn2y5LkBT77jxUpKXUoV0qdPA4AIA5qfaF7ZJ2gdgzfIbVl7eW6pZ4+q53jJL3F8JiVNCVeE34LJ6m4yFLUQ2lRICjwewArXbZtU3D6D6x5/qVMzLTm5w9U763d8iitwpyXIyQ9IdUiISvgH95WB4nV/Cn+tbFSlKEhCEhKQOAAOABX7VD5rsV2n6jZXdM4zbRy3Xa+3l8yZ016dLC3nCAOohLoSOwA4AAHFcT/s4dk3/AJB2j/703/rVoDGcbsuHY7bcUxuEIdqs8VqFCjhxSwyw2kJQjqWSo8JAHJJNfTc7nbbLbZV4vE+PBgwWVyJMmQ4G2mWkAlS1qPZKQASSewArPds306Y5JFkZFhWn+qGUYfEEkv5XaMRkvWseCoJWUKPDjoHzcqbbUAEK54qxtFNwGmu4KFkV30uuyrtascu5szlwSjhiU8I7LxUyeeVIAeSnkgfMlXAI4JsilKUpXiVoCggqAUrkgc9zx615Uqvsy1lsWL6h4xpPbrfJvmWZKoyf2fDI5t9sQrh64SlHs0yk8ITz3ccIQkHuU+jWfcHpdoLBtcjUG9vtzb9KTBs9pgRHJlwuT5IHQxHaBWs8qHJ44BIHPJANY5Pv20o0+x6RfNVcJ1EwN0R3ZFvg5Hjq4rt1KHAgNRl9SmlukKSrw1LSoJJKgOlXGlG1hxtLieeFAKHP9a8qUpX4pSUJK1qCUpHJJPAA/nX7SoxqTqXgukOG3DUDUjJYlisNrQFSZkkngEnhKEpSCpa1EgJQkFRJ4ANU9E3vaapgt5Nk+Bal4rh0gsfD5ZfMWfjWpaHkgocU53W02SpCQ44hKSVDgnuRa+kGqeN616b2TVLD0S02a/tOPwxLbDbpQl1bfKkgnjkoJA554I54PapjSlV/p5rFZ86yrK9P5dtkWPKsOlhqdapagVvRHB1R5zCh/wB7HdBICwBwtK0KAKe9gUpUM1O1k0s0ZsD+Tao53Z8cgMILnVNkhLjvH+lpocuOqP0ShKlH6CpBDyawz8aYzFi6MCyyIKbmia4fDb+FU34gdUVcdKeg9R544HrVeYLum0H1Iv0TG8Qz5qVNuSnE20vwZUVi5lvkr+DfebQ1K4CVH/BUvsOfTvVrUrHWpG4nUq+bnNKcf08mog6YP5fIxu43BHClZDObhvOPoZV3SYrCkJbKwQVPBafRs87FpSlKUpSlYV/VSyK9zLDpDonGuT8GxamZpHtl9XGUUvOxUOMpDQP+0qe6iPqW0fTkHbWP4/Y8UscDGcatMW2Wq1x0RYcOK0G2WGUDhKEJHYAAVUej+lOC7YomrF+Rklrt2L3zKJWXvpccDTNnQ5EY8dDiieEpC21uD0AStI+nfjI3y6LnHn86ftGexcKbjrks5XJxKa1aZSQjqHhuqQFcL7hKlJShR4AV3HM7yvcPpbhmMYzkt7vEorzNhp/HrTEhOyrpc/EaDoSzEaCnFEJUkqPHSjkdSkjvXx4DuU07zvMU6cPxchxTMHYarhHsOUWh22y5UVKukvM9Y6Hkgg8hCiocEkAd65d63l7bcey84XedS48WWi5myOTFwZP7NauAB6oq5/h/DJeHSeUFwEEd+KulKkqSFJIII5BHoRXCzHPsG08trd4z7M7HjUB50MNyrvcGobS3SCQgLdUkFXAJ4557Gs4ZRuP0Ge3V6f3djXbBF2eLheSMyZKMmiGM1IclWstIWoOdKVqSh0pB7kJXx6GtA4Xq1pZqRIlRNPNScWyd+EhLklqz3ePMWyhRISpYaWopBIIBPrxUsrLu1ov5tuG3HarXfoMuJlcfBIDfqY0K2x0q4B7DhxyQXCOOeeeSQBVS7V3P76P1Ctwuomett3C4aaPs4zjLbqAtq2xvGkNKW0FfwOKTGJKh6l93/dWot0+htg3EaI5Bpnfpsa3mUluVBuUgcpgS2lhbb3qOw4KVDkcpUofWvpuu4zSvGtU7VoZdbjeEZpdmPHgW9uwznBIYTyFPpdS0W/CHQvlZV0jpV37V9lj1903yPVS66LWqVeV5bZGUybhDdsU1puOyr+B1T62g10L4+VQXwr6c1G7/ALtNMLXmV1wPHLVmGbXfHnPCvicUx6RcmbUvgHofeQPDCwD3bSpSxwQUgipbpHrdp5rjb73dtOLq/cIdguq7LMddiuMcS0MtOrQEuAKBSHkpUFAEKCkkcipw++xFYckyXkMssoLjjjiglKEgclRJ7AAd+ayvu53IaDXjbXqFasZ12wSbdJNncajR4OTRHJDqypI6UJQ51KJHPYVctq3IbebxOiWi0a7afTZ011EeNGj5LCcdedWQlKEIS4SpRJAAA5JNWPWBNyDytW/1LdFdBczbbmYVY7I/lgtbiOtmXPDctSVPIV8qwn4VsDkdgVj/AFGt05HjllyzHblimQ29qbarvEdgzIzieUOsOIKFoI/kUkiqb07/ALvNl+2OwWXUHUCELDibS4SLoltSzKU5JcU02002FLddPWE9KAVEpJA/l6/OdpXBVaW8sxzPcTcyG4wrZZE5Bi8mF+1H5TyGmwypQ6eQVhSkqKVhAUrpISeJLm+5PTzDcqk4DAiZFmGVQWW5E6y4paHbnJgtL/gVILY8NjqHcJcWlSgeUpI713NKtadPNZoFyl4Nd3XZFkmKt13t0yK5EnW2Un+JmRHdCVtq9eCR0q4PSSBzVL65Rhhm8/QHUK0uKblZY1esKuzSSUiTDEYy2So/Xw3UFQHHfq9RxxWoajNx1M0/tGdWvTG55haouWXuK5Nt1ndkpTKksN89a0I9SB0r/wCPQrj+E8SaslfqV6fYJM2qalahTMMsj+URLNEhx7y7AaXNZY+PYPhoeKetKeSTwDx3P86iW8zMrthv6ZMM2Z5TL18xrHbI48HOjw2JCGEu/TuFNhaCP5LNen9Qqxs6cbLcCj4+YrEzCb/jCbRMiMpR8K6wnw0usf7OwPHH0PFaUzPbBoXqNkUnMMzwRFxu84N/ESTcJbXX0ICE/K26lI4SkDsPpTEtsOieAzJl0wfEXbJcJsF+3KmRrlKU6hl0cK6PEcUEq7AhXHIIFZgz3YXq9BzrS6No/qheRgOnUgyURbxlhZmtqUgN/uYat6kMKCC4CpZX19Z56e5O8GkqS2hKiSQkAknkk/8AH6150pSlKUpVEbyNtJ3O6Toxe0X02LKrBcGr7jV0BUBGuDKVBAWU9whQUQSOSk9KgCU8HgYjuO10s2KtY/qftS1BmZ7b0Jhvrx9ESRZ7m+OAl9qYp9KWm19lELH+HyQeeKoneNpnqTiu0G85ZnDLEq8ZTqJbcx1Ai2pCnokS3DoaEXg8l9phDENCl9I6y2VkccmtjamXrS6doBkt7v70GdgErFpTr5jOtJZkW5cZXytKUej5kEBH05KayrjyYOJ/qE6WTr7Cn2fGb1o01Z8NReVcqbnIWhTkUE9kSQwCFgcFXPHfqArvfqCO/tPU3bZjGGtLfz86jRbjCEQj4lm1ND99WTzylogtlRPykNq59OKrzdHZNJLVprmOzrSnIoTMVy6rzfUO+X65iU3jENb4lPBvr6nHpjnhEtx0BS+nrUogqBP9BcdRBbx+2N2x5b0NMNkR3FjhS2ggdKj2Hcjg+lczNdN9PNSoce3aiYLj+URIjpfjsXi2szG2nCOkrSl1KglXBI5Hfg1m/KNt+3tjdfp9YGNC8AbtczCsllSYScbhhh55qXa0tuLb8PpUtIccCVEcgLVx6mtC4TpDpRppJlTNOtM8Wxd+chLcp2zWiPDW+hJJSlZaQkqAJJAPpzUurLW1V13D9w25LSi7I6Jj+XMZxCcUhSDJhXKMgcpB7FLa2C2VA91c9h2rg5/ovq3oLucu26zQnGnc0sOaQ24mdYbHkoYmrU2EBE2F4hCHXEhJPhkg8lwDnxPklOfZHqXuctX9zuPaNZbheL3pTKcryDL4rMTotocCnokRhDqnHn3kp8Pr+VDaVqVyVBIqvNXIt8e/VC0tj4zdIVumDTOf0PS4SpTYSHpXI8NLjZJ/r1dv5GpBgcPNEby9eIki8RJ9+Xp3YREkQYhhpDp+L8IBK3XOCFcfMVcf0Fez9LebbBtOteOLKGsosN6u8PKYriemYxcjNeWRJB+YuFpTXdXfgAc9uBcOhKtO3rxqnM07tcqMiRnMo3iStaFxp10TEipkOxyg8dAKUtr57+K29z35q0Z0GFc4Ui23KIzKiS2lsSGHkBbbragUqQpJ7KSQSCD2INZU3ebbtvWO7aNQr1j2hWn9tuMOzrcjS4eNQ2XmVhaeFIWlsKSf6g1c9q20bc7NPiXiz6C6eQZ8J1EiNKj4zCbdYdQQpK0LS2ClQIBBB5BFWXWX92+3HUHNs2wPcboPOhtal6aPq8C3zXfCjXy3rV/iw3HP/DJSpwJJ7EOrBI+VSeq/uM1oyfH27JhO1fPrRm9wSYyVZI3FYstse7pVIeloeUXmkfxANoK3BwAAT2ovWDT9GhWsWzix5VcRLwXGJ1zt90ukpsJgrv0hgFiQ4hRKWluSFrWgnsjvwR01qjccvTpWJY7F1Etkq5NyMyx9NoiwloEpdyFwZUwtoKPKggguOBPfwUO/TmqK/T6dXZc63G4VlzhZzdrUyddZceWrmW5bHko+De6j3WyQF9BBIAUPTqHPpwtz9t/qnZxc8EaWqzWjTqLbsukRSPh13YvpWwh0g8KdDPSkA/MA2sduDzMdeXn8v3k7e8EsbTb8rGDfMyvC/EPMOCIvwrRUkA8eI670pJI7oNahqKXfSnTi/Z9ZtU7xhtsl5djzDka13hxkGTFacC0qQlf8iHHBwfTrVx6mpXWZd/Nj1d1H0LyLRjSfR+55ZMy2Gy2bi1dIMSNBLcppwhwSHkLUopbPHQkjv3IrhZ1o3qDuO2S3TQjJdNZmE5PbLLbYVqF4nQ325M2E2ytLiFxXXQhta2lN8q4UAsnpqB6pYrrLuc0b0q24StEsrw9+FdLSvN7rdG2EwbdEt6Oh0xH0ukSFuLCS30pVyk8q49RvIDgAD6V+0pSlKUpSlKUr0y4kS4RHoE+M1JjSW1MvMuoC0OIUOFJUk9iCCQQexFU5Z9mu2uxXBmZbdMIqI8WSmbGtTk6U7ao8hKgpLrUBbpitrChyFJbB5JP1NT3UrSnT3V/Hk4vqNi8W9W9p9EpgOFTbsaQjnoeZdbKXGXE8nhaFJUOfWuHpvt20d0nvcvKMKw5DN+ntfDybxOmSLhcHGfl/wjJlOOO9Hyp+Tq6ew7VHLhsr2oXa6Sb3ddAsOmT5khcqTIkW9Li3nlqKlrWVc9RKiSefXmroaabZbQyy2ltttIShCRwEgdgAB6CvOvAsMqeTIUyguoSUpWUjqSk8cgH1APA/+BXnSqv1C0TTk+p+G6y4pfzj2V4stUGVITH8Vq72Z5QL8CSkKSVDkeI0rk+G4Org8kG0KVX1y2/aM3jUBnVa6aeWqTmEZaVsXpaVGW0UggBDnPKRwSOkdu57dzX0WjRDSew59M1Ss+DW6Jltw6hLvDYV8TIChwUrXz8yeAOEnsOBwBwK4OZbWNCc7yuTnN8wYM3+ekIn3C13GXbHp6AEgIkmK638QnhKRw51DgcVPsQw3FNP8chYhhOPQLHZbcgtxYMFlLTLSSSTwkdu5JJPqSSTXZrweZZkNKYkNIdbWOFIWkKSof1B9a86UpXEzPCsR1ExuZh+dY5b77ZLgkJlQJ7CXmXQCFDlKu3IIBB9QQCKguCbXdDNOL7CybGcJJulrSpu2yrlcpdyXbkKT0qRF+Kdc+HSU/Lw30jjt6V9upG3bSDVe+RMpzLFXF32FHMRm7W24yrbO+HJJLKpERxtxbfJ56FKKee/HNdzTXSnTrR/Hji2meI2/H7Yp0yHWYjfBeeIALrqzypxZCRytRKjx3NRvSXRU4DlGYajZRkJyTM81neLMuSo/hIiQGiUxYEZBUotsNo7kdR63FLWfUAWhSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKV//2Q==)

![Formula](data:image/jpg;base64,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)

DF = 8,091

1.5.2.3.   Calculation of the corrected concentration of pollutants in the sampling bag:

HC, mass emissions (see formulae (4) and (1))

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

Ci = 89,371

![Formula](data:image/jpg;base64,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)

QHC = 0,619 in the case of petrol or diesel

QHC = 0,649 in the case of LPG

QHC = 0,714 in the case of NG

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)
 g/km

CO, mass emissions (see formula (1))

![Formula](data:image/jpg;base64,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)

QCO = 1,25

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)
 g/km

NOx mass emissions (see formula (1))

![Formula](data:image/jpg;base64,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)

QNOx = 2,05

![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)
 g/km

2.   SPECIAL PROVISIONS FOR VEHICLES EQUIPPED WITH COMPRESSION-IGNITION ENGINES

2.1.   Determination of HC for compression-ignition engines

To calculate HC-mass emission for compression-ignition engines, the average HC concentration is calculated as follows:

![Formula](data:image/jpg;base64,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)
 (7)

where:

|  |  |  |
| --- | --- | --- |
| Formula | = | integral of the recording of the heated FID over the test (t2 – t1) |
| Ce | = | concentration of HC measured in the diluted exhaust in ppm |
| Ci | = | is substituted for CHC in all relevant equations. |

2.2.   Determination of particulates

Particulate emission Mp (g/km) is calculated by means of the following equation:

![Formula](data:image/jpg;base64,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)

where exhaust gases are vented outside tunnel;

![Formula](data:image/jpg;base64,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)

where exhaust gases are returned to the tunnel.

where:

|  |  |  |
| --- | --- | --- |
| Vmix | = | Volume of diluted exhaust gases (see para. 1.1.), under standard conditions, |
| Vep | = | Volume of exhaust gas flowing through particulate filter under standard conditions, |
| Pe | = | Particulate mass collected by filters, |
| d | = | Distance corresponding to the operating cycle in km, |
| Mp | = | Particulate emission in g/km. |

---

[(1)](#ntc1-L_2008119EN.01011301-E0001)  in ppm carbon equivalent.

---

ANNEX 5

Type II test

(Carbon monoxide emission test at idling speed)

1.   INTRODUCTION

This annex describes the procedure for the Type II test defined in paragraph 5.3.2. of this Regulation.

2.   CONDITIONS OF MEASUREMENT

2.1.   The fuel shall be the reference fuel, specifications for which are given in Annexes 10 and 10a to this Regulation.

During the test, the environmental temperature shall be between 293 and 303 K (20 and 30 °C). The engine shall be warmed up until all temperatures of cooling and lubrication means and the pressure of lubrication means have reached equilibrium.

2.2.1.   Vehicles that are fuelled either with petrol or with LPG or NG shall be tested with the reference fuel(s) used for the Type I test.

2.3.   In the case of vehicles with manually-operated or semi-automatic-shift gearboxes, the test shall be carried out with the gear lever in the ‘neutral’ position and with the clutch engaged.

2.4.   In the case of vehicles with automatic-shift gearboxes, the test shall be carried out with the gear selector in either the ‘neutral’ or the ‘parking’ position.

Components for adjusting the idling speed

Definition

For the purposes of this Regulation, ‘components for adjusting the idling speed’ means controls for changing the idling conditions of the engine which may be easily operated by a mechanic using only the tools described in paragraph 2.5.1.1. below. In particular, devices for calibrating fuel and air flows are not considered as adjustment components if their setting requires the removal of the set-stops, an operation which cannot normally be performed except by a professional mechanic.

2.5.1.1.   Tools which may be used to control components for adjusting the idling speed: screwdrivers (ordinary or cross-headed), spanners (ring, open-end or adjustable), pliers, Allen keys.

Determination of measurement points

2.5.2.1.   A measurement at the setting in accordance with the conditions fixed by the manufacturer is performed first;

2.5.2.2.   For each adjustment component with a continuous variation, a sufficient number of characteristic positions shall be determined.

2.5.2.3.   The measurement of the carbon-monoxide content of exhaust gases shall be carried out for all the possible positions of the adjustment components, but for components with a continuous variation only the positions defined in paragraph 2.5.2.2. above shall be adopted.

The Type II test shall be considered satisfactory if one or both of the two following conditions is met:

2.5.2.4.1.   none of the values measured in accordance with paragraph 2.5.2.3. above exceeds the limit values;

2.5.2.4.2.   the maximum content obtained by continuously varying one of the adjustment components while the other components are kept stable does not exceed the limit value, this condition being met for the various combinations of adjustment components other than the one which was varied continuously.

The possible positions of the adjustment components shall be limited:

2.5.2.5.1.   on the one hand, by the larger of the following two values: the lowest idling speed which the engine can reach; the speed recommended by the manufacturer, minus 100 revolutions per minute;

2.5.2.5.2.   on the other hand, by the smallest of the following three values:

the highest speed the engine can attain by activation of the idling speed components;

the speed recommended by the manufacturer, plus 250 revolutions per minute;

the cut-in speed of automatic clutches.

2.5.2.6.   In addition, settings incompatible with correct running of the engine shall not be adopted as measurement settings. In particular, when the engine is equipped with several carburettors all the carburettors shall have the same setting.

3.   SAMPLING OF GASES

3.1.   The sampling probe shall be inserted into the exhaust pipe to a depth of at least 300 mm into the pipe connecting the exhaust with the sampling bag and as close as possible to the exhaust.

3.2.   The concentration in CO (CCO) and CO2 (CCO2) shall be determined from the measuring instrument readings or recordings, by use of appropriate calibration curves.

3.3.   The corrected concentration for carbon monoxide regarding four-stroke engines is:

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAA9ATYBAREA/8QAHQABAAICAwEBAAAAAAAAAAAAAAYHBQgCAwQBCf/EAD0QAAEDBAEDAgIIBQIEBwAAAAECAwQABQYHEQgSIRMxGJYJFBUiQVFW1BYjMjNCJHEXYZHTGThSV3WUtP/aAAgBAQAAPwD9U6UpSlKUpSlKUpSlKUpSlKUpVDdRHWnpPpriz0ZnNu1yu9ubYeetNotzkh5tDqkpQpxwgMsg94ILjie7ghPJ8VZey9l2XVur7/te+w5ki147anbvJYipSX1tIR3lKApQSVcfmQP+dU7pHrw1H1EZpHwnVWL5zcZBDjk6bIsv1eHbmkJVyt91a+BysJbCU8qKle3AJGyFKUpSlKUpSlKUpSlKUpSlKUpSlKUpStPPpY//ACUZV/8AJ2n/APY3Vz9RGMzc16aMvwu1XC2Qrhf8cct0J25yhHjfWHWwlsLcP9IKiKp/K9z7q6Wdgaztu47xjGVYds+6ixSXbJYXLcuwXZ0pLZbUHHBIYWpagfU7XSEFXngitvKUpSlKVFtnbOwjTmDXXY2xb8xaLDZ2S9JkO+ST7JbQkeVuKUQlKByVEgCqOw/qE6n9k42xszC+lyDHxKXGclQIN9ysQr5cWvBacQwI62me9PcQlbn3uU/eSDyZT0r9TLHU9as2yCDiFwxyHi+UO46xFuSQiaS1HYW4X2wSG1hx1xPaCeAkc+eQLxpSlKUpSlKVr9s3qu+xttxun7S+BO7G2EWPrl0jNXBMO32GPwClydK7F+mpQIIbCCo8p9u5PMO2F1ebg0nPwvFNxaIiQ7tnF/tVitl2sd6M6zqdkSEokpdUttt1h1DaiptHasOcH7wCVcbZUpSlKUpSlaxdcOhN6dTOvpOocCumC2rGriuJKmTbu7M+vB5l0udjaGm1NhBKW/vEk/1Dj2Nezd+gtpdRXTTdNVbDewy35P8AXYky3i3PS3rW8IzjbiG5BWlDwS52uIV2eQFAgkjioxknTvtvqIz/AFbct04niuD4fqiWi7x7VZL49c5F1nIDfpI7yyyliOj0knj7yzyRyOeRtxSlKUpStC/pVjLmJ0Lj1zW5/CN12JFZvja1FEZ37zYbS6rxwOxUgjyPZR/x5G+aQEgJSAABwAPwqiv4x6e+nG3bc2J/Ev1RleUJnZPFQjuWi9PQYvbGjtBKS46836CwkFRUt1RJHniP5d1jZDrrXtz2zsPpm2FYMSiRDKjy3noL0kknhpMmK08pyL3kpHcoEJKh3do5InmwOovHsPyy06yxvG7vmWf3u3m6xcctHpJcZhg9v1mS+8tDUdnvIR3KVySRwk15sH6krZetkN6Y2LhN517nMqCblb7bdno78e6xwT3mHKYWpt5aAOVo8KTz7EAkXHSlKVVW78g6hrI5aU6NxvX1xbdDpuLuV3iRD7CO300spZbV3c8qJJI44HjzzVW/x79IF+hen75puH/Zq3tJXnel6tVyf3lY8Ht0tEhCbeMVuT8xpbXb98uqeQkpUFccAc+DVk1oX9FoJNwu3ULkeTqcdy+VsN+PdnZKj9Z7W+8oQtJ/pAWt4AcAe4/x4G1u98a1nkuIWtvak8wbZb8msk+DKQPvt3Nuez9TSk9quPUeUho+P6XFDkc8jAbA6l7Zjuxv+Deu8Dvuxc5ZiInXC2WZbDTFpjrICFzZT60tsFYJKEeVqA54AIJ44H1MQMp2Xc9S5Vr+/wCFZDYcbOS3VF4cYMdiP6/pAtvtLUh5B+8oOJPHCVA8EEVhrd1XXPM7M9nWptC5tmuCxy+RkER2HFM9tlSgtyDEfdS/JTylQT91BURwkHwTZurNv4FuXX0LZmBXkTrLMbUpRKCl6M4j+4w83/Uh1B5CkHzz7cggmEfGV09Dx/Fd7+Ubz+1r58ZXT1+q738o3n9rT4yunr9V3v5RvP7WnxldPX6rvfyjef2tPjK6ev1Xe/lG8/tafGV09fqu9/KN5/a0+Mrp6/Vd7+Ubz+1p8ZXT1+q738o3n9rT4yunr9V3v5RvP7WnxldPX6rvfyjef2tPjK6ev1Xe/lG8/tafGV09fqu9/KN5/a0+Mrp6/Vd7+Ubz+1p8ZXT1+q738o3n9rT4yunr9V3v5RvP7WnxldPX6rvfyjef2tPjK6ev1Xe/lG8/tatvHcgtWV2KBktjfcet9yYRJjOOMOMLU2ocgltxKVoPH4KSCPxFQXqH0DgvUrq65atz5l4RJhS/EmRzw/Alo59OQ2fbuSSeQfCklST4NVviFq66sFxVrAHV6qzJy2oRCt+X3G4zoUh1gAJS9KgNsLS46kc8hD6QvgeQSTVM9Wuksh1LqPWmdquF2zAYXtOBsLYd0QxzIlDv5ky0x2xwGmwEpS2P7baU+eEqVWxG7t3aXmaHul3F0xzOrbllvVAs9kYuiD/Ej8gdjUJktkrKnFKCSUglPkngJJFPWZxvTX0jeTZFsNsWSybYw+3W/GLk8oCG5OiIZS7BU6eAl7htSkp/yHHB5IFdXUZc4u5+srQGE6qfjXy5a6u8nJsrnQHw43Z4BDQDUhxHPYp7sUkNk8nkcjg81Kt35bdJnWZrPVeZ5te8S17Kxudd4pgz3bcxf76l0tiC/JbUhRDbHLoaCh3FQ5B5TVdQrw3Z9mah1LN6lczyDV8+ZkLr2TSro7FVd71HcAYtS7kjsLjKAp1SEpc4dKO3uUAEis9q7Y2BC1L1Uw8e2zkqsS1vkVpGB5IxkjokpnPLSJluTLSsLkttlwj01qXxyASe0cT7qawu7af6crZkmOdU+fKuWTZdjyod6lZY6pEf1w0zLLJ9QByOoBx/0lFSEeeOEitxtPa2RrDG5tlj7ByfL4s+5v3OLLyC5quEiOy6lHbHQ+rlSmk9pKeST94+TWN3D02aQ387bHtwYDFyVVmS6mD9YkvthgOFJXwG1pBJ7E+TyfFVz/4cfRP/AOwVn/8Auzf+9Vqag0PqXQlpnWPUWGx8cgXOQJcqOxIecQ48EhIX/NWrg9oA8cewqfVq7lPS/sDXO87v1GdLl8sUK65ahtrL8TyD1UWy9KSrkSW32gpcZ8cqPIQpJUVEgdygqUR9c7x2xmdhvW9F4vj2LYnPbu8DG8bnvz1XK4t+WX5kp5ln+U0olSWUNjlYSpSj2gVVPTvd4umOsLf2C7VuDdkuOxrzFyfE5E94Nx7xBCXEqRHdWQFuNd6UqbHkcHgEDmpVu56w76l7d1nqqyWm/ZOzrCfY5GQxp/emLLlLWWbS52goC1FBdPkqTwnuAChz3dG+6dY2jpIxRvJstt2OSNd2duwZTFvD6Ib9pmw0ht5t9twgoJKe5PI+8FJ48nio79GzYr+cL2ds+ZZJFox/ZWwLnk+NRn0KbUq3PEem8GyB2pX/AIngdwSD7EE2nubqnx3WGeWDTuJ4pdM+2Rkf82LjdndbQuLFH9UqW84eyM1xzwpXJPHtx5qvdm9aOxdE49b5m7unKfY7hfJUaBaHrZfGblbX5bryUlh6QhCVR1paUpY7kELLawknjmtsaUpSvHeLvasftUu+Xy4x4Fut7C5MqVJcDbTDSASpa1HwlIAJJNeptxDraXWlBSFgKSoexB9jXKq83rvjXXTvgcjP9j3RbEVKxHhw46A5MuMpX9EeO1yC44r8vAABJIAJqsB1Mbxs2OObKzjpOvtowlqOzNfcjX6NLvMOIR3OvvW9KQrhCSFFtKy4AF8p8cVY/ThuiL1DabsO4INlctMXIFTFMRHHQ4tDTMt1hBUQAO5SWgogc8FRHJ45Nl0pSlKVwdaafaWy82lxtxJStChylST4IIPuKhuPaT05iWQv5bi+qsStF7kqK3bjBs0diQtRPJJcQgK5J/51m8uwrD8/srmOZzi1pyC1PKStcK5w25LClA8glDgI5H4HiujDNeYFrm3Ks+v8KseNwVq7lR7Vb2orajyTyUtpAJ5Uff8AM125hguFbCs6sfzzErPkVsUtLhh3SE3KZ70nkK7HARyPzr5c8Fwm9Y0MMu+IWWbYEthlNrkQGnIiUAFISGinsAAJHAH418YwHBo1gYxWPhljbssUhTNuTb2RGbIHAKWu3tBA/ECu2VheHTrdGs83E7NIgQiTGiuwGlssk+/Ygp7U+59h+NZSLFjQozUOHHaYYYQG2mmkBCEJA4CUgeAAPwFdtKUpSo/mevcC2NbRZ9gYXY8kgpV3Jj3WA1KbSeQeQlxJAPKR7fkK9OL4jiuEWlqwYbjVrsVtZ49OHbojcZlPgDwhAA9gB7fhUev+jNLZVkyM0ybUuH3a/tlCk3ObZY70oFB5SfUUgq5H4efFTVppphpDDDaW220hCEIACUpA4AAHsK0M+j5+u5F1RdV2Y5f6r2TMZY1akPSR2utwEPy0tNhJ44R2MsAHjyEJravqLwnXOf6nudi2pd0WiwNyYUxdxUpKTDeaktrZcSpQIBLgSn29lkfjWF2Z1HxsS2FE05rzBLrsHPpMT7QkWm2yGY7FriEgJfnSnT2R0q5PaOFLVx4T5BPkxDqUuVy27E0ln+p7vhmQu47NySQ/Knx5NvEVh5lsFmQ2eHQS8ru5CFI9PynhSScdY+qTJNlw5WUaG0feM6w6HJejfb6rvFtrdxLJ7XTAae5XICVJWgKX6SVKTwlRB7hP9Hbywbf+FDNMIdls/V5Llvulrns+jPtM9o8OxJTXJ9N1BI5HJBBBBIINTybMjW+G/PmvBqPGaU864fZCEglRP+wBrRzqZ6/uljNun7Y2GY3ntylXW8Y3cIENpWM3RpDjzjKkoHqLjhCQSR95RA/HmrOxP6Q3pPvcizY1bc/urlwnrjQY7asWuqAp5wpQlJUqMEgFRA5JAHvzxWzdaE9TRm5F9J304YhkfqvYvDtU27wo7gKWDckolrKwfZSwY8Q8eeOE/wDq875utNPtLZebS424kpWhQ5SpJ8EEH3Fa72XPtFdI3T3Z4mLXaZkNhTd59qxu2WltMmddLg9PfUqBEaT2ham3S6354CUtfePjk9eV9Vewta2SDkW0+mnILBb7xc7fa4D0e+QpwaelSW2UJmBs8xiA53ePUSVJKO4Ep5leZ9RjMHY8vTWrMGuGwM3tkJFwusOJMZhw7Sw4f5X1uW8e1C3B3draEuL8clKUkKrpwXqfx+85hf8AWGycZna+zfG7Z9tybVcn232ZluCSVy4chs9shpBSpKjwlSSCCnwaimN9duurzf8ACod8wPNsYx/ZT/1bD8musJgW67PKUEtNgtOrcYU53AoDyEFQP+/GytKUpSlKUpSlKUpSlKUrVnYPTPsbBd+zeqPpiuFmF+v8RMPLsSvby2LffkJ7e15t9CVGPIASD3FCkkjnx3L75FdcQ37vi8Wqy7VxiwYDgNqnRrrcbbb739rzr+/HdS6zGWv0G22YocQhTg4UtztCfupJNVdgl0hdP/Xzt+Rtu4sWG1bkh2eZiN3mvBqFMchMlp6J6y+EpfBc5DZPkDx7pBsvPsmxLd+eZDq/W8WwZHd42vr7b52Rx5Xqpsb04Mtx4SloBRy/2qcUkK70pjpJHCgahHQpuHXuAdMdu1rszJrdhmUasEm0ZTa79LbhvwHEvOOJcIWoBTS21JUlxPKVDngniuPQBa75f8o3pvz7Ift2JbQzAT8WD6VIVNhMeqn66lCgkht31ElJIBPafccE7h1VPVbZ7rf+mjZ9ksVsk3C4zsVuUeLEitKdefdUwoJQhCQSpRPgAeasy1oU3bIaFpKVJYbBBHBB7R4r1VQ3VX0uR+oWBjeRY3k68T2Hgc9N0xbIENeoI7wUhSmnkf5tLLaOR+BAPkdyVeAX7rhvuOtYi/rnXeNXyQkxZeXtZG7NiRxwQqUxbzHS4pfHCkNrcCQogKPHNU91KavT0+Xfpn2RBTdLhr7Tl3lx8onketJZbnIbQbnISgDuHq+ot1YHPLhPHmr03DvHUN4xGx49YbjiuxLnmV2tbNjsEe5NyPtD/VsuKkD0iohDCEmQXDwgekOSORVQ6euUHQXXBu+xbUmMWFnbi7df8RuUtwNQ7k3FacTIYS6rhIfbLo5bJ54SSPBBOKz+RjPUZ14YXdMPdtN/wTUuMXlrOr2HkO2z/XR3mfs9x3+2tQSe9Se4gJUvngpNVndN9dN259s6xwPDskt9t1tqnM7bFxbFbShap+R3UvoaZloSeEsQIynCsEqK3Eh09oHbz+mlKUpSlKUpSlKUpSlKUpSsZkWL41l9scsuWY9bL1b3v7kS4xG5LK/90OApP/SvmO4vjOIWxuy4ljtsslva/txLdEbjMo/2Q2Akf9KxeQ6t1llt4j5DleusYvN1idojzrhaI8iQz2nlPY4tBUng+RwfBqTNNNstoZZbS22hISlKRwEgewA/AVypSlKVweZakNLYfaQ424kpWhaQUqB9wQfcVHsa1rrnDJsq5YfgOOWOXNV3yZFttTEZx9XnytTaQVH7yvf8z+devKcMw/OLcLPmuKWfIIAWHBFukFqUyFj2V2OJI5H58V22XFsYxqzpx7HcctdqtaEFtMGFDbYjpSRwQG0AJA4/DiuUfG8dhvIkxLDbmHmzyhxuKhKkn8wQORWSr//Z)
 (per cent vol.)

3.4.   The concentration in CCO (see paragraph 3.2.) measured according to the formulae contained in paragraph 3.3. need not be corrected if the total of the concentrations measured (CCO + CCO2) is for four-stroke engines at least:

|  |  |  |  |
| --- | --- | --- | --- |
| |  |  | | --- | --- | | — | for petrol: | | 15 per cent |
| |  |  | | --- | --- | | — | for LPG: | | 13,5 per cent |
| |  |  | | --- | --- | | — | for NG: | | 11,5 per cent |

---

ANNEX 6

Type III test

(Verifying emissions of crankcase gases)

1.   INTRODUCTION

This annex describes the procedure for the Type III test defined in paragraph 5.3.3. of this Regulation.

2.   GENERAL PROVISIONS

2.1.   The Type III test shall be carried out on a vehicle with positive- ignition engine, which has been, subjected to the Type I and the Type II test, as applicable.

2.2.   The engines tested shall include leak-proof engines other than those so designed that even a slight leak may cause unacceptable operating faults (such as flat-twin engines).

3.   TEST CONDITIONS

3.1.   Idling shall be regulated in conformity with the manufacturer's recommendations.

3.2.   The measurement shall be performed in the following three sets of conditions of engine operation:

|  |  |
| --- | --- |
| Condition Number | Vehicle speed (km/h) |
| 1 | Idling |
| 2 | 50 ± 2 (in 3rd gear or ‘drive’) |
| 3 | 50 ± 2 (in 3rd gear or ‘drive’) |

|  |  |
| --- | --- |
| Condition Number | Power absorbed by the brake |
| 1 | Nil |
| 2 | That corresponding to the setting for Type I test at 50 km/h |
| 3 | That for conditions No. 2, multiplied by a factor of 1,7 |

4.   TEST METHOD

4.1.   For the operation conditions as listed in paragraph 3.2. above, reliable function of the crankcase ventilation system shall be checked.

5.   METHOD OF VERIFICATION OF THE CRANKCASE VENTILATION SYSTEM

5.1.   The engine's apertures shall be left as found.

5.2.   The pressure in the crankcase shall be measured at an appropriate location. It shall be measured at the dip-stick hole with an inclined-tube manometer.

5.3.   The vehicle shall be deemed satisfactory if, in every condition of measurement defined in paragraph 3.2. above, the pressure measured in the crankcase does not exceed the atmospheric pressure prevailing at the time of measurement.

5.4.   For the test by the method described above, the pressure in the intake manifold shall be measured to within ±1 kPa.

5.5.   The vehicle speed as indicated at the dynamometer shall be measured to within ±2 km/h.

5.6.   The pressure measured in the crankcase shall be measured to within ±0,01 kPa.

5.7.   If in one of the conditions of measurement defined in paragraph 3.2. above, the pressure measured in the crankcase exceeds the atmospheric pressure, an additional test as defined in paragraph 6. below shall be performed if so requested by the manufacturer.

6.   ADDITIONAL TEST METHOD

6.1.   The engine's apertures shall be left as found.

6.2.   A flexible bag impervious to crankcase gases and having a capacity of approximately five litres shall be connected to the dipstick hole. The bag shall be empty before each measurement.

6.3.   The bag shall be closed before each measurement. It shall be opened to the crankcase for five minutes for each condition of measurement prescribed in paragraph 3.2. above.

6.4.   The vehicle shall be deemed satisfactory if, in every condition of measurement defined in paragraph 3.2. above, no visible inflation of the bag occurs.

Remark

6.5.1.   If the structural layout of the engine is such that the test cannot be performed by the methods described in paragraphs 6.1. to 6.4. above, the measurements shall be effected by that method modified as follows:

6.5.2.   Before the test, all apertures other than that required for the recovery of the gases shall be closed;

6.5.3.   The bag shall be placed on a suitable take-off which does not introduce any additional loss of pressure and is installed on the recycling circuit of the device directly at the engine-connection aperture.

Type III test

![Image 26](data:image/jpg;base64,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)

See detail (i)

See detail (i)

Take-off

(a) Direct recycling at slight vacuum

Crankcase

(b) Indirect recycling at slight vacuum

Bag

Vent

Control valve

(i) Connection of take off bag

Control valve

See detail (i)

(c) Double-circuit direct recycling

(d) Venting of crankcase with control valve (the bag must be connected to the vent)

---

ANNEX 7

Type IV test

(Determination of evaporative emissions from vehicles with positive-ignition engines)

1.   INTRODUCTION

This annex describes the procedure of the Type IV test according to paragraph 5.3.4. of this Regulation.

This procedure describes a method for the determination of the loss of hydrocarbons by evaporation from the fuel systems of vehicles with positive-ignition engines.

2.   DESCRIPTION OF TEST

The evaporative emissions test (Figure 7/1 below) is designed to determine hydrocarbon evaporative emissions as a consequence of diurnal temperatures fluctuation, hot soaks during parking, and urban driving. The test consists of these phases:

2.1.   Test preparation including an urban (Part One) and extra-urban (Part Two) driving cycle,

2.2.   Hot soak loss determination,

2.3.   Diurnal loss determination.

Mass emissions of hydrocarbons from the hot soak and the diurnal loss phases are added up to provide an overall result for the test.

3.   VEHICLE AND FUEL

3.1.   Vehicle

3.1.1.   The vehicle shall be in good mechanical condition and have been run in and driven at least 3 000 km before the test. The evaporative emission control system shall be connected and have been functioning correctly over this period and the carbon canister(s) shall have been subject to normal use, neither undergoing abnormal purging nor abnormal loading.

3.2.   Fuel

3.2.1.   The appropriate reference fuel shall be used, as defined in Annex 10 to this Regulation.

4.   TEST EQUIPMENT FOR EVAPORATIVE TEST

4.1.   Chassis dynamometer

The chassis dynamometer shall meet the requirements of Annex 4.

4.2.   Evaporative emission measurement enclosure

The evaporative emission measurement enclosure shall be a gas-tight rectangular measuring chamber able to contain the vehicle under test. The vehicle shall be accessible from all sides and the enclosure when sealed shall be gas-tight in accordance with Appendix 1 to this annex. The inner surface of the enclosure shall be impermeable and non-reactive to hydrocarbons. The temperature conditioning system shall be capable of controlling the internal enclosure air temperature to follow the prescribed temperature versus time profile throughout the test, and an average tolerance of 1 K over the duration of the test.

The control system shall be tuned to provide a smooth temperature pattern that has a minimum of overshoot, hunting, and instability about the desired long-term ambient temperature profile. Interior surface temperatures shall not be less than 278 K (5 °C) nor more than 328 K (55 °C) at any time during the diurnal emission test. Wall design shall be such as to promote good dissipation of heat. Interior surface temperatures shall not be below 293 K (20 °C), nor above 325 K (52 °C) for the duration of the hot soak rest.

To accommodate the volume changes due to enclosure temperature changes, either a variable-volume or fixed-volume enclosure may be used.

4.2.1.   Variable-volume enclosure

The variable-volume enclosure expands and contracts in response to the temperature change of the air mass in the enclosure. Two potential means of accommodating the internal volume changes are movable panel(s), or a bellows design, in which an impermeable bag or bags inside the enclosure expand(s) and contracts(s) in response to internal pressure changes by exchanging air from outside the enclosure. Any design for volume accommodation shall maintain the integrity of the enclosure as specified in Appendix 1 to this annex over the specified temperature range.

Any method of volume accommodation shall limit the differential between the enclosure internal pressure and the barometric pressure to a maximum value of ±0,5 kPa.

The enclosure shall be capable of latching to a fixed volume. A variable volume enclosure shall be capable of accommodating a +7 per cent change from its ‘nominal volume’ (see Appendix 1 to this annex, paragraph 2.1.1.), taking into account temperature and barometric pressure variation during testing.

4.2.2.   Fixed-volume enclosure

The fixed-volume enclosure shall be constructed with rigid panels that maintain a fixed enclosure volume, and meet the requirements below.

4.2.2.1.   The enclosure shall be equipped with an outlet flow stream that withdraws air at a low, constant rate from the enclosure throughout the test. An inlet flow stream may provide make-up air to balance the outgoing flow with incoming ambient air. Inlet air shall be filtered with activated carbon to provide a relatively constant hydrocarbon level. Any method of volume accommodation shall maintain the differential between the enclosure internal pressure and the barometric pressure between 0 and –5 kPa.

The equipment shall be capable of measuring the mass of hydrocarbon in the inlet and outlet flow streams with a resolution of 0,01 gram. A bag sampling system may be used to collect a proportional sample of the air withdrawn from and admitted to the enclosure. Alternatively, the inlet and outlet flow streams may be continuously analysed using an on-line FID analyser and integrated with the flow measurements to provide a continuous record of the mass hydrocarbon removal.

Figure 7/1

Determination of evaporative emissions

3 000 km run-in period (no excessive purge/load)

Ageing of canister(s) verified

Steam-clean of vehicle (if necessary)

![Image 27](data:image/jpg;base64,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)

Start

Fuel drain and refill

Max 1h

Fuel temperature 283 to 287 K (10°-14 °C) 40 % ± 2 % of nominal tank capacity

Ambient temperature: 293 K to 303 K (20°-30°)

Canister load to breakthrough (petrol)

Canister load to breakthrough (butane)

Butane/nitrogen loading to 2-grams breakthrough

Repeated diurnal heat builds to 2-gram breakthrough

Tstart = 293 K (20 °C)

ΔT = 15 K

Max 1h

Fuel drain and refill

Fuel temperature 291 K ± 8K (18 K ± 8 °C) 40 % ± 2 % of nominal tank capacity

Ambient temperature 293 K to 303 K (20°-30 °C)

Preconditioning drive

Type 1: one Part 1 + two Parts 2

Tstart = 293 K to 303 (20°-30 °C)

max 5 min

12 to 36h

Soak

Ambient temperature: 293 K to 303 K (20°-30 °C)

Type 1 test drive

Type 1: one Part 1 + one Part 2.

Tstart = 293 K to 303 (20°-30 °C)

Max 2 min

evaporative system conditioning-driving

Type 1: one Part 1

Max 7 min

and max. 2 min from engine shut-off

Hot soak test

Tmin = 296 K (23 °C)

Tmax = 304 K (31 °C)

60 min ± 0,5 min

6 to 36h

Soak

T =293 K ± 2 K (20° ± 2 °C) last 6 hours

Diurnal test

Tstart = 293 K (20 °C)

Tmin = 308 K; ΔT = 15 K

24 hours, No of diurnals = 1

End

Notes:

|  |  |
| --- | --- |
| 1. | Evaporative emission control families — details clarified. |

|  |  |
| --- | --- |
| 2. | Exhaust emissions may be measured during Type I test drive but these are not used for legislative purposes. Exhaust emission legislative test remains separate. |

4.3.   Analytical systems

Hydrocarbon analyser

4.3.1.1.   The atmosphere within the chamber is monitored using a hydrocarbon detector of the flame ionisation detector (FID) type. Sample gas shall be drawn from the mid-point of one side wall or roof of the chamber and any bypass flow shall be returned to the enclosure, preferably to a point immediately downstream of the mixing fan.

4.3.1.2.   The hydrocarbon analyser shall have a response time to 90 per cent of final reading of less than 1,5 seconds. Its stability shall be better than 2 per cent of full scale at zero and at 80 ± 20 per cent of full scale over a 15-minute period for all operational ranges.

4.3.1.3.   The repeatability of the analyser expressed as one standard deviation shall be better than ±1 per cent of full scale deflection at zero and at 80 ± 20 per cent of full scale on all ranges used.

4.3.1.4.   The operational ranges of the analyser shall be chosen to give best resolution over the measurement, calibration and leak checking procedures.

Hydrocarbon analyser data recording system

4.3.2.1.   The hydrocarbon analyser shall be fitted with a device to record electrical signal output either by strip chart recorder or other data processing system at a frequency of at least once per minute. The recording system shall have operating characteristics at least equivalent to the signal being recorded and shall provide a permanent record of results. The record shall show a positive indication of the beginning and end of the hot soak or diurnal emission test (including beginning and end of sampling periods along with the time elapsed between start and completion of each test).

4.4.   Fuel tank heating (only applicable for gasoline canister load option)

4.4.1.   The fuel in the vehicle tank(s) shall be heated by a controllable source of heat; for example a heating pad of 2 000 W capacity is suitable. The heating system shall apply heat evenly to the tank walls beneath the level of the fuel so as not to cause local overheating of the fuel. Heat shall not be applied to the vapour in the tank above the fuel.

4.4.2.   The tank heating device shall make it possible to heat the fuel in the tank evenly by 14 K from 289 K (16 °C) within 60 minutes, with the temperature sensor position as in paragraph 5.1.1. below. The heating system shall be capable of controlling the fuel temperature to ±1,5 K of the required temperature during the tank heating process.

4.5.   Temperature recording

4.5.1.   The temperature in the chamber is recorded at two points by temperature sensors which are connected so as to show a mean value. The measuring points are extended approximately 0,1 m into the enclosure from the vertical centre line of each side wall at a height of 0,9 ± 0,2 m.

4.5.2.   The temperatures of the fuel tank(s) are recorded by means of the sensor positioned in the fuel tank as in paragraph 5.1.1. below in the case of use of the gasoline canister load option (paragraph 5.1.5. below).

4.5.3.   Temperatures shall, throughout the evaporative emission measurements, be recorded or entered into a data processing system at a frequency of at least once per minute.

4.5.4.   The accuracy of the temperature recording system shall be within ±1,0 K and the temperature shall be capable of being resolved to ±0,4 K.

4.5.5.   The recording or data processing system shall be capable of resolving time to ±15 seconds.

4.6.   Pressure recording

4.6.1.   The difference Δp between barometric pressure within the test area and the enclosure internal pressure shall, throughout the evaporative emission measurements, be recorded or entered into a data processing system at a frequency of at least once per minute.

4.6.2.   The accuracy of the pressure recording system shall be within ±2 kPa and the pressure shall be capable of being resolved to ±0,2 kPa.

4.6.3.   The recording or data processing system shall be capable of resolving time to ±15 seconds.

4.7.   Fans

4.7.1.   By the use of one or more fans or blowers with the SHED door(s) open it shall be possible to reduce the hydrocarbons concentration in the chamber to the ambient hydrocarbon level.

4.7.2.   The chamber shall have one or more fans or blowers of like capacity 0,1 to 0,5 m3/min. with which to thoroughly mix the atmosphere in the enclosure. It shall be possible to attain an even temperature and hydrocarbon concentration in the chamber during measurements. The vehicle in the enclosure shall not be subjected to a direct stream of air from the fans or blowers.

4.8.   Gases

4.8.1.   The following pure gases shall be available for calibration and operation:

Purified synthetic air: (purity < 1 ppm C1 equivalent, ≤1 ppm CO, ≤400 ppm CO2, ≤0,1 ppm NO); oxygen content between 18 and 21 per cent by volume.

Hydrocarbon analyser fuel gas: (40 ± 2 per cent hydrogen, and balance helium with less than 1 ppm C1 equivalent hydrocarbon, less than 400 ppm CO2),

|  |  |  |
| --- | --- | --- |
| Propane (C3H8) | : | 99,5 per cent minimum purity. |
| Butane (C4H10) | : | 98 per cent minimum purity, |
| Nitrogen (N2) | : | 98 per cent minimum purity. |

4.8.2.   Calibration and span gases shall be available containing mixtures of propane (C3H8) and purified synthetic air. The true concentrations of a calibration gas shall be within 2 per cent of the stated figures. The accuracy of the diluted gases obtained when using a gas divider shall be to within ±2 per cent of the true value. The concentrations specified in Appendix 1 may also be obtained by the use of a gas divider using synthetic air as the dilutant gas.

4.9.   Additional equipment

4.9.1.   The absolute humidity in the test area shall be measurable to within ±5 per cent.

5.   TEST PROCEDURE

5.1.   Test preparation

5.1.1.   The vehicle is mechanically prepared before the test as follows:

|  |  |
| --- | --- |
| (a) | the exhaust system of the vehicle shall not exhibit any leaks, |

|  |  |
| --- | --- |
| (b) | the vehicle may be steam-cleaned before the test, |

|  |  |
| --- | --- |
| (c) | In the case of use of the gasoline canister load option (paragraph 5.1.5. below) the fuel tank of the vehicle shall be equipped with a temperature sensor to enable the temperature to be measured at the mid-point of the fuel in the fuel tank when filled to 40 per cent of its capacity, |

|  |  |
| --- | --- |
| (d) | additional fittings, adapters of devices may be fitted to the fuel system in order to allow a complete draining of the fuel tank. For this purpose it is not necessary to modify the shell of the tank. |

|  |  |
| --- | --- |
| (e) | The manufacturer may propose a test method in order to take into account the loss of hydrocarbons by evaporation coming only from the fuel system of the vehicle. |

5.1.2.   The vehicle is taken into the test area where the ambient temperature is between 293 and 303 K (20 and 30 °C).

The ageing of the canister(s) has to be verified. This may be done by demonstrating that it has accumulated a minimum of 3 000 km. If this demonstration is not given, the following procedure is used. In the case of a multiple canister system each canister shall undergo the procedure separately.

5.1.3.1.   The canister is removed from the vehicle. Special care shall be taken during this step to avoid damage to components and the integrity of the fuel system.

5.1.3.2.   The weight of the canister shall be checked.

5.1.3.3.   The canister is connected to a fuel tank, possibly an external one, filled with reference fuel, to 40 per cent volume of the fuel tank(s).

5.1.3.4.   The fuel temperature in the fuel tank shall be between 283 K and 287 K (10 and 14 °C).

5.1.3.5.   The (external) fuel tank is heated from 288 K to 318 K (15 to 45 °C) (1 °C increase every 9 minutes).

5.1.3.6.   If the canister reaches breakthrough before the temperature reaches 318 K (45 °C), the heat source shall be turned off. Then the canister is weighed. If the canister did not reach breakthrough during the heating to 318 K (45 °C), the procedure from paragraph 5.1.3.3. above shall be repeated until breakthrough occurs.

5.1.3.7.   Breakthrough may be checked as described in paragraphs 5.1.5. and 5.1.6. of this annex, or with the use of another sampling and analytical arrangement capable of detecting the emission of hydrocarbons from the canister at breakthrough.

5.1.3.8.   The canister shall be purged with 25 ± 5 litres per minute with the emission laboratory air until 300 bed volume exchanges are reached.

5.1.3.9.   The weight of the canister shall be checked.

5.1.3.10.   The steps of the procedure in paragraphs 5.1.3.4. to 5.1.3.9. shall be repeated nine times. The test may be terminated prior to that, after not less than three ageing cycles, if the weight of the canister after the last cycles has stabilised.

5.1.3.11.   The evaporative emission canister is reconnected and the vehicle restored to its normal operating condition.

One of the methods specified in paragraphs 5.1.5. and 5.1.6. shall be used to precondition the evaporative canister. For vehicles with multiple canisters, each canister shall be preconditioned separately.

5.1.4.1.   Canister emissions are measured to determine breakthrough.

Breakthrough is here defined as the point at which the cumulative quantity of hydrocarbons emitted is equal to 2 grams.

5.1.4.2.   Breakthrough may be verified using the evaporative emission enclosure as described in paragraphs 5.1.5. and 5.1.6. respectively. Alternatively, breakthrough may be determined using an auxiliary evaporative canister connected downstream of the vehicle's canister. The auxiliary canister shall be well purged with dry air prior to loading.

5.1.4.3.   The measuring chamber shall be purged for several minutes immediately before the test until a stable background is obtained. The chamber air mixing fan(s) shall be switched on at this time.

The hydrocarbon analyser shall be zeroed and spanned immediately before the test.

Canister loading with repeated heat builds to breakthrough

5.1.5.1.   The fuel tank(s) of the vehicle(s) is (are) emptied using the fuel tank drain(s). This shall be done so as not to abnormally purge or abnormally load the evaporative control devices fitted to the vehicle. Removal of the fuel cap is normally sufficient to achieve this.

5.1.5.2.   The fuel tank(s) is (are) refilled with test fuel at a temperature of between 283 K to 287 K (10 to 14 °C) to 40 ± 2 per cent of the tank's normal volumetric capacity. The fuel cap(s) of the vehicle shall be fitted at this point.

5.1.5.3.   Within one hour of being refuelled the vehicle shall be placed, with the engine shut off, in the evaporative emission enclosure. The fuel tank temperature sensor is connected to the temperature recording system. A heat source shall be properly positioned with respect to the fuel tank(s) and connected to the temperature controller. The heat source is specified in paragraph 4.4. above. In the case of vehicles fitted with more than one fuel tank, all the tanks shall be heated in the same way as described below. The temperatures of the tanks shall be identical to within ±1,5 K.

5.1.5.4.   The fuel may be artificially heated to the starting diurnal temperature of 293 K (20 °C) ± 1 K.

5.1.5.5.   When the fuel temperature reaches at least 292 K (19 °C), the following steps shall be taken immediately: the purge blower shall be turned off; enclosure doors closed and sealed; and measurement initiated of the hydrocarbon level in the enclosure.

5.1.5.6.   When the fuel temperature of the fuel tank reaches 293 K (20 °C) a linear heat build of 15 K (15 °C) begins. The fuel shall be heated in such a way that the temperature of the fuel during the heating conforms to the function below to within ±1,5 K. The elapsed time of the heat build and temperature rise is recorded.

Tr = T0 + 0,2333 × t

where:

|  |  |  |
| --- | --- | --- |
| Tr | = | required temperature (K); |
| T0 | = | initial temperature (K); |
| t | = | time from start of the tank heat build in minutes. |

5.1.5.7.   As soon as break-through occurs or when the fuel temperature reaches 308 K (35 °C), whichever occurs first, the heat source is turned off, the enclosure doors unsealed and opened, and the vehicle fuel tank cap(s) removed. If break-through has not occurred by the time the fuel temperature 308 K (35 °C), the heat source is removed from the vehicle, the vehicle removed from the evaporative emission enclosure and the entire procedure outlined in paragraph 5.1.7. below repeated until break-through occurs.

Butane loading to breakthrough

5.1.6.1.   If the enclosure is used for the determination of the break-through (see paragraph 5.1.4.2. above) the vehicle shall be placed, with the engine shut off, in the evaporative emission enclosure.

5.1.6.2.   The evaporative emission canister shall be prepared for the canister loading operation. The canister shall not be removed from the vehicle, unless access to it in its normal location is so restricted that loading can only reasonably be accomplished by removing the canister from the vehicle. Special care shall be taken during this step to avoid damage to the components and the integrity of the fuel system.

5.1.6.3.   The canister is loaded with a mixture composed of 50 per cent butane and 50 per cent nitrogen by volume at a rate of 40 grams butane per hour.

5.1.6.4.   As soon as the canister reaches breakthrough, the vapour source shall be shut off.

5.1.6.5.   The evaporative emission canister shall then be reconnected and the vehicle restored to its normal operating condition.

Fuel drain and refill

5.1.7.1.   The fuel tank(s) of the vehicle(s) is (are) emptied using the fuel tank drain(s). This shall be done so as not to abnormally purge or abnormally load the evaporative control devices fitted to the vehicle. Removal of the fuel cap is normally sufficient to achieve this.

5.1.7.2.   The fuel tank(s) is (are) refilled with test fuel at a temperature of between 291 ± 8 K (18 ± 8 °C) to 40 + 2 per cent of the tank's normal volumetric capacity. The fuel cap(s) of the vehicle shall be fitted at this point.

5.2.   Preconditioning drive

5.2.1.   Within one hour from the completing of canister loading in accordance with paragraphs 5.1.5. or 5.1.6. the vehicle is placed on the chassis dynamometer and driven through one Part One and two Part Two driving cycles of Type I test as specified in Annex 4. Exhaust emissions are not sampled during this operation.

5.3.   Soak

5.3.1.   Within five minutes of completing the preconditioning operation specified in paragraph 5.2.1. above the engine bonnet shall be completely closed and the vehicle driven off the chassis dynamometer and parked in the soak area. The vehicle is parked for a minimum of 12 hours and a maximum of 36 hours. The engine oil and coolant temperatures shall have reached the temperature of the area or within ±3 K of it at the end of the period.

5.4.   Dynamometer test

5.4.1.   After conclusion of the soak period the vehicle is driven through a complete Type I test drive as described in Annex 4 (cold start urban and extra urban test). Then the engine is shut off. Exhaust emissions may be sampled during this operation but the results shall not be used for the purpose of exhaust emission type approval.

5.4.2.   Within two minutes of completing the Type I test drive specified in paragraph 5.4.1. above the vehicle is driven a further conditioning drive consisting of one urban test cycle (hot start) of a Type I test. Then the engine is shut off again. Exhaust emissions need not be sampled during this operation.

5.5.   Hot soak evaporative emissions test

5.5.1.   Before the completion of the test run the measuring chamber shall be purged for several minutes until a stable hydrocarbon background is obtained. The enclosure mixing fan(s) shall also be turned on at this time.

5.5.2.   The hydrocarbon analyser shall be zeroed and spanned immediately prior to the test.

5.5.3.   At the end of the driving cycle the engine bonnet shall be completely closed and all connections between the vehicle and the test stand disconnected. The vehicle is then driven to the measuring chamber with a minimum use of the accelerator pedal. The engine shall be turned off before any part of the vehicle enters the measuring chamber. The time at which the engine is switched off is recorded on the evaporative emission measurement data recording system and temperature recording begins. The vehicle's windows and luggage compartments shall be opened at this stage, if not already opened.

5.5.4.   The vehicle shall be pushed or otherwise moved into the measuring chamber with the engine switched off.

5.5.5.   The enclosure doors are closed and sealed gas-tight within two minutes of the engine being switched off and within seven minutes of the end of the conditioning drive.

5.5.6.   The start of a 60 ± 0,5 minute hot soak period begins when the chamber is sealed. The hydrocarbon concentration, temperature and barometric pressure are measured to give the initial readings CHCi, Pi and Ti for the hot soak test. These figures are used in the evaporative emission calculation, paragraph 6. below. The ambient temperature T of the enclosure shall not be less than 296 K and no more than 304 K during the 60-minute hot soak period.

5.5.7.   The hydrocarbon analyser shall be zeroed and spanned immediately before the end of the 60 ± 0,5 minute test period.

5.5.8.   At the end of the 60 ± 0,5 minute test period, the hydrocarbon concentration in the chamber shall be measured. The temperature and the barometric pressure are also measured. These are the final readings CHCf, Pf and Tf for the hot soak test used for the calculation in paragraph 6. below.

5.6.   Soak

5.6.1.   The test vehicle shall be pushed or otherwise moved to the soak area without use of the engine and soaked for not less than 6 hours and not more than 36 hours between the end of the hot soak test and the start of the diurnal emission test. For at least 6 hours of this period the vehicle shall be soaked at 293 ± 2 K (20 ± 2 °C).

5.7.   Diurnal test

5.7.1.   The test vehicle shall be exposed to one cycle of ambient temperature according to the profile specified in Appendix 2 to this annex with a maximum deviation of ±2 K at any time. The average temperature deviation from the profile, calculated using the absolute value of each measured deviation, shall not exceed ±1 K. Ambient temperature shall be measured at least every minute. Temperature cycling begins when time Tstart = 0, as specified in paragraph 5.7.6. below.

5.7.2.   The measuring chamber shall be purged for several minutes immediately before the test until a stable background is obtainable. The chamber mixing fan(s) shall also be switched on at this time.

5.7.3.   The test vehicle, with the engine shut off and the test vehicle windows and luggage compartment(s) opened shall be moved into the measuring chamber. The mixing fan(s) shall be adjusted in such a way as to maintain a minimum air circulation speed of 8 km/h under the fuel tank of the test vehicle.

5.7.4.   The hydrocarbon analyser shall be zeroed and spanned immediately before the test.

5.7.5.   The enclosure doors shall be closed and gas-tight sealed.

5.7.6.   Within 10 minutes of closing and sealing the doors, the hydrocarbon concentration, temperature and barometric pressure are measured to give the initial readings CHCi, Pi and Ti for the diurnal test. This is the point where time Tstart = 0.

5.7.7.   The hydrocarbon analyser shall be zeroed and spanned immediately before the end of the test.

5.7.8.   The end of the emission sampling period occurs 24 hours ± 6 minutes after the beginning of the initial sampling, as specified in paragraph 5.7.6. above. The time elapsed is recorded. The hydrocarbon concentration, temperature and barometric pressure are measured to give the final readings CHCf, Pf and Tf for the diurnal test used for the calculation in paragraph 6. This completes the evaporative emission test procedure.

6.   CALCULATION

6.1.   The evaporative emission tests described in paragraph 5. allow the hydrocarbon emissions from the diurnal and hot soak phases to be calculated. Evaporative losses from each of theses phases is calculated using the initial and final hydrocarbon concentrations, temperatures and pressures in the enclosure, together with the net enclosure volume.

The formula below is used:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| MHC | = | hydrocarbon mass in grams |
| MHC,out | = | mass of hydrocarbon exiting the enclosure, in the case of fixed-volume enclosures for diurnal emission testing (grams). |
| MHC,i | = | mass of hydrocarbon entering the enclosure, in the case of fixed-volume enclosures for diurnal emission testing (grams). |
| CHC | = | measured hydrocarbon concentration in the enclosure (ppm volume in C1 equivalent), |
| V | = | net enclosure volume in cubic metres corrected for the volume of the vehicle, with the windows and the luggage compartment open. If the volume of the vehicle is not determined a volume of 1,42 m3 is subtracted. |
| T | = | ambient chamber temperature, in K, |
| P | = | barometric pressure in kPa, |
| H/C | = | hydrogen to carbon ratio, |
| k | = | 1,2 · (12 + H/C); |

where:

|  |  |  |
| --- | --- | --- |
| i | = | is the initial reading, |
| f | = | is the final reading, |
| H/C | = | is taken to be 2,33 for diurnal test losses, |
| H/C | = | is taken to be 2,20 for hot soak losses. |

6.2.   Overall results of test

The overall hydrocarbon mass emission for the vehicle is taken to be:

Mtotal = MDI + MHS

where:

|  |  |  |
| --- | --- | --- |
| Mtotal | = | overall mass emissions of the vehicle (grams), |
| MDI | = | hydrocarbon mass emission for diurnal test (grams), |
| MHS | = | hydrocarbon mass emission for the hot soak (grams). |

7.   CONFORMITY OF PRODUCTION

7.1.   For routine end-of-production-line testing, the holder of the approval may demonstrate compliance by sampling vehicles which shall meet the following requirements.

7.2.   Test for leakage

7.2.1.   Vents to the atmosphere from the emission control system shall be isolated.

7.2.2.   A pressure of 370 ± 10 mm of H2O shall be applied to the fuel system.

7.2.3.   The pressure shall be allowed to stabilise prior to isolating the fuel system from the pressure source.

7.2.4.   Following isolation of the fuel system, the pressure shall not drop by more than 50 mm of H2O in five minutes.

7.3.   Test for venting

7.3.1.   Vents to the atmosphere from the emission control shall be isolated.

7.3.2.   A pressure of 370 ± 10 mm of H2O shall be applied to the fuel system.

7.3.3.   The pressure shall be allowed to stabilise prior to isolating the fuel system from the pressure source.

7.3.4.   The venting outlets from the emission control systems to the atmosphere shall be reinstated to the production condition.

7.3.5.   The pressure of the fuel system shall drop to below 100 mm of H20 in not less than 30 seconds but within two minutes.

7.3.6.   At the request of the manufacturer the functional capacity for venting can be demonstrated by equivalent alternative procedure. The specific procedure should be demonstrated by the manufacturer to the technical service during the type approval procedure.

7.4.   Purge test

7.4.1.   Equipment capable of detecting an airflow rate of 1,0 litres in one minute shall be attached to the purge inlet and a pressure vessel of sufficient size to have negligible effect on the purge system shall be connected via a switching valve to the purge inlet, or alternatively.

7.4.2.   The manufacturer may use a flow meter of his own choosing, if acceptable to the competent authority.

7.4.3.   The vehicle shall be operated in such a manner that any design feature of the purge system that could restrict purge operation is detected and the circumstances noted.

Whilst the engine is operating within the bounds noted in paragraph 7.4.3. above, the air flow shall be determined by either:

7.4.4.1.   The device indicated in paragraph 7.4.1. above being switched in. A pressure drop from atmospheric to a level indicating that a volume of 1,0 litres of air has flowed into the evaporative emission control system within one minute shall be observed; or

7.4.4.2.   if an alternative flow measuring device is used, a reading of no less than 1,0 litre per minute shall be detectable.

7.4.4.3.   At the request of the manufacturer an alternative purge tat procedure can be used, if the procedure has been presented to and has been accepted by the technical service during the type approval procedure.

The competent authority which has granted type approval may at any time verify the conformity control methods applicable to each production unit.

7.5.1.   The inspector shall take a sufficiently large sample from the series.

7.5.2.   The inspector may test these vehicles by application of paragraph 8.2.5. of this Regulation.

7.6.   If the requirements of paragraph 7.5. above are not met, the competent authority shall ensure that all necessary steps are taken to re-establish conformity of production as rapidly as possible.

Appendix 1

Calibration of equipment for evaporative emission testing

1.   CALIBRATION FREQUENCY AND METHODS

1.1.   All equipment shall be calibrated before its initial use and then calibrated as often as necessary and in any case in the month before type approval testing. The calibration methods to be used are described in this Appendix.

1.2.   Normally the series of temperatures which are mentioned first shall be used. The series of temperatures within square brackets may alternatively be used.

2.   CALIBRATION OF THE ENCLOSURE

2.1.   Initial determination of internal volume of the enclosure

2.1.1.   Before its initial use, the internal volume of the chamber shall be determined as follows:

The internal dimensions of the chamber are carefully measured, allowing for any irregularities such as bracing struts. The internal volume of the chamber is determined from these measurements.

For variable-volume enclosures, the enclosure shall be latched to a fixed volume when the enclosure is held at an ambient temperature of 303 K (30 °C) [(302 K (29 °C)]. This nominal volume shall be repeatable within ±0,5 per cent of the reported value.

2.1.2.   The net internal volume is determined by subtracting 1,42 m3 from the internal volume of the chamber. Alternatively the volume of the test vehicle with the luggage compartment and windows open may be used instead of the 1,42 m3.

2.1.3.   The chamber shall be checked as in paragraph 2.3. below. If the propane mass does not correspond to the injected mass to within ±2 per cent, then corrective action is required.

2.2.   Determination of chamber background emissions

This operation determines that the chamber does not contain any materials that emit significant amounts of hydrocarbons. The check shall be carried out at the enclosure's introduction to service, after any operations in the enclosure which may affect background emissions and at a frequency of at least once per year.

2.2.1.   Variable-volume enclosures may be operated in either latched or unlatched volume configuration, as described in paragraph 2.1.1. above, ambient temperatures shall be maintained at 308 K ± 2 K. (35 ± 2 °C) [309 K ± 2 K (36 ± 2 °C)], throughout the 4-hour period mentioned below.

2.2.2.   Fixed volume enclosures shall be operated with the inlet and outlet flow streams closed. Ambient temperatures shall be maintained at 308 K ± 2 K (35 ± 2 °C) [309 K ± 2 K (36 ± 2 °C) throughout the 4-hour period mentioned below.

2.2.3.   The enclosure may be sealed and the mixing fan operated for a period of up to 12 hours before the 4-hour background sampling period begins.

2.2.4.   The analyser (if required) shall be calibrated, then zeroed and spanned.

2.2.5.   The enclosure shall be purged until a stable hydrocarbon reading is obtained, and the mixing fan turned on if not already on.

2.2.6.   The chamber is then sealed and the background hydrocarbon concentration, temperature and barometric pressure are measured. These are the initial readings CHCi, Pi, Ti used in the enclosure background calculation.

2.2.7.   The enclosure is allowed to stand undisturbed with the mixing fan on for a period of four hours.

2.2.8.   At the end of this time the same analyser is used to measure the hydrocarbon concentration in the chamber. The temperature and the barometric pressure are also measured. These are the final readings CHCf, Pf, Tf.

2.2.9.   The change in mass of hydrocarbons in the enclosure shall be calculated over the time of the test in accordance with paragraph 2.4. below and shall not exceed 0,05 g.

2.3.   Calibration and hydrocarbon retention test of the chamber

The calibration and hydrocarbon retention test in the chamber provides a check on the calculated volume in paragraph 2.1. above and also measures any leak rate. The enclosure leak rate shall be determined at the enclosure's introduction to service, after any operations in the enclosure which may affect the integrity of the enclosure, and at least monthly thereafter. If six consecutive monthly retention checks are successfully completed without corrective action, the enclosure leak rate may be determined quarterly thereafter as long as no corrective action is required.

2.3.1.   The enclosure shall be purged until a stable hydrocarbon concentration is reached. The mixing fan is turned on, if not already switched on. The hydrocarbon analyser is zeroed, calibrated if required, and spanned.

2.3.2.   On variable-volume enclosures, the enclosure shall be latched to the nominal volume position. On fixed-volume enclosures the outlet and inlet flow streams shall be closed.

2.3.3.   The ambient temperature control system is then turned on (if not already on) and adjusted for an initial temperature of 308 K (35 °C) [309 K (36 °C)].

2.3.4.   When the enclosure stabilises at 308 K ± 2 K (35 ± 2 °C) [309 K ± 2 K (36 ± 2 °C)], the enclosure is sealed and the background concentration, temperature and barometric pressure measured. These are the initial readings CHCi, Pi, Ti used in the enclosure calibration.

2.3.5.   A quantity of approximately 4 grams of propane is injected into the enclosure. The mass of propane shall be measured to an accuracy and precision of ±2 per cent of the measured value.

2.3.6.   The contents of the chamber shall be allowed to mix for five minutes and then the hydrocarbon concentration, temperature and barometric pressure are measured. These are the readings CHCf, Pf, Tf for the calibration of the enclosure as well as the initial readings CHCi, Pi, Ti for the retention check.

2.3.7.   Based on the readings taken according to paragraphs 2.3.4. and 2.3.6. above and the formula in paragraph 2.4. below, the mass of propane in the enclosure is calculated. This shall be within ±2 per cent of the mass of propane measured in paragraph 2.3.5. above.

2.3.8.   For variable-volume enclosures the enclosure shall be unlatched from the nominal volume configuration. For fixed-volume enclosures, the outlet and inlet flow streams shall be opened.

2.3.9.   The process is then begun of cycling the ambient temperature from 308 K (35 °C) to 293 K (20 °C) and back to 308 K (35 °C) [308,6 K (35,6 °C) to 295.2 K (22,2 °C) and back to 308.6 K (35,6 °C)] over a 24-hour period according to the profile [alternative profile] specified in Appendix 2 to this annex within 15 minutes of sealing the enclosure. (Tolerances as specified in paragraph 5.7.1. of Annex 7).

2.3.10.   At the completion of the 24-hour cycling period, the final hydrocarbon concentration, temperature and barometric pressure are measured and recorded. These are the final readings CHCf, Pf, Tf for the hydrocarbon retention check.

2.3.11.   Using the formula in paragraph 2.4. below, the hydrocarbon mass is then calculated from the readings taken in paragraphs 2.3.10. and 2.3.6. above. The mass may not differ by more than 3 per cent from the hydrocarbon mass given in paragraph 2.3.7. above.

2.4.   Calculations

The calculation of net hydrocarbon mass change within the enclosure is used to determine the chamber's hydrocarbon background and leak rate. Initial and final readings of hydrocarbon concentration, temperature and barometric pressure are used in the following formula to calculate the mass change.

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| MHC | = | hydrocarbon mass in grams, |
| MHC,out | = | mass of hydrocarbons exiting the enclosure, in the case of fixed-volume enclosures for diurnal emission testing (grams) |
| MHC,i | = | mass of hydrocarbons entering the enclosure when a fixed- volume enclosure is used for testing diurnal emissions (grams) |
| CHC | = | hydrocarbon concentration in the enclosure (ppm carbon (Note: ppm carbon = ppm propane × 3)), |
| V | = | enclosure volume in cubic metres, |
| T | = | ambient temperature in the enclosure, (K), |
| P | = | barometric pressure, (kPa), |
| K | = | 17,6; |

where:

i is the initial reading,

f is the final reading.

3.   CHECKING OF FID HYDROCARBON ANALYZER

3.1.   Detector response optimisation

The FID shall be adjusted as specified by the instrument manufacturer. Propane in air should be used to optimise the response on the most common operating range.

3.2.   Calibration of the HC analyser

The analyser should be calibrated using propane in air and purified synthetic air. See paragraph 4.5.2. of Annex 4 (Calibration and span gases).

Establish a calibration curve as described in paragraphs 4.1. to 4.5. of this appendix.

3.3.   Oxygen interference check and recommended limits

The response factor (Rf) for a particular hydrocarbon species is the ratio of the FID C1 reading to the gas cylinder concentration, expressed as ppm C1. The concentration of the test gas shall be at a level to give a response of approximately 80 per cent of full-scale deflection, for the operating range. The concentration shall be known, to an accuracy of ±2 per cent in reference to a gravimetric standard expressed in volume. In addition the gas cylinder shall be preconditioned for 24 hours at a temperature between 293 K and 303 K (20 and 30 °C).

Response factors should be determined when introducing an analyser into service and thereafter at major service intervals. The reference gas to be used is propane with balance purified air which is taken to give a response factor of 1,00.

The test gas to be used for oxygen interference and the recommended response factor range are given below:

Propane and nitrogen: 0,95 ≤ Rf ≤ 1,05.

4.   CALIBRATION OF THE HYDROCARBON ANALYZER

Each of the normally used operating ranges are calibrated by the following procedure:

4.1.   Establish the calibration curve by at least five calibration points spaced as evenly as possible over the operating range. The nominal concentration of the calibration gas with the highest concentrations to be at least 80 per cent of the full scale.

4.2.   Calculate the calibration curve by the method of least squares. If the resulting polynomial degree is greater than 3, then the number of calibration points shall be at least the number of the polynomial degree plus 2.

4.3.   The calibration curve shall not differ by more than 2 per cent from the nominal value of each calibration gas.

4.4.   Using the coefficients of the polynomial derived from paragraph 3.2. above, a table of indicated reading against true concentration shall be drawn up in steps of no greater than 1 per cent of full scale. This is to be carried out for each analyser range calibrated. The table shall also contain other relevant data such as:

|  |  |
| --- | --- |
| (a) | date of calibration, span and zero potentiometer readings (where applicable), |

|  |  |
| --- | --- |
| (b) | nominal scale, |

|  |  |
| --- | --- |
| (c) | reference data of each calibration gas used, |

|  |  |
| --- | --- |
| (d) | the actual and indicated value of each calibration gas used together with the percentage differences, |

|  |  |
| --- | --- |
| (e) | FID fuel and type, |

|  |  |
| --- | --- |
| (f) | FID air pressure. |

4.5.   If it can be shown to the satisfaction of the technical service that alternative technology (e.g. computer, electronically controlled range switch) can give equivalent accuracy, then those alternatives may be used.

Appendix 2

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Diurnal ambient temperature profile for the calibration of the enclosure and the diurnal emission test | | | Alternative diurnal ambient temperature profile for the calibration of the enclosure in accordance with Annex 7, Appendix 1, paragraphs 1.2. and 2.3.9. | |
| Time (hours) | | Temperature  (°Ci) | Time (hours) | Temperature  (°Ci) |
| Calibration | Test |
| 13 | 0/24 | 20,0 | 0 | 35,6 |
| 14 | 1 | 20,2 | 1 | 35,3 |
| 15 | 2 | 20,5 | 2 | 34,5 |
| 16 | 3 | 21,2 | 3 | 33,2 |
| 17 | 4 | 23,1 | 4 | 31,4 |
| 18 | 5 | 25,1 | 5 | 29,7 |
| 19 | 6 | 27,2 | 6 | 28,2 |
| 20 | 7 | 29,8 | 7 | 27,2 |
| 21 | 8 | 31,8 | 8 | 26,1 |
| 22 | 9 | 33,3 | 9 | 25,1 |
| 23 | 10 | 34,4 | 10 | 24,3 |
| 24/0 | 11 | 35,0 | 11 | 23,7 |
| 1 | 12 | 34,7 | 12 | 23,3 |
| 2 | 13 | 33,8 | 13 | 22,9 |
| 3 | 14 | 32,0 | 14 | 22,6 |
| 4 | 15 | 30,0 | 15 | 22,2 |
| 5 | 16 | 28,4 | 16 | 22,5 |
| 6 | 17 | 26,9 | 17 | 24,2 |
| 7 | 18 | 25,2 | 18 | 26,8 |
| 8 | 19 | 24,0 | 19 | 29,6 |
| 9 | 20 | 23,0 | 20 | 31,9 |
| 10 | 21 | 22,0 | 21 | 33,9 |
| 11 | 22 | 20,8 | 22 | 35,1 |
| 12 | 23 | 20,2 | 23 | 35,4 |
|  |  |  | 24 | 35,6 |

---

ANNEX 8

Type VI test

(Verifying the average exhaust emissions of carbon monoxide and hydrocarbons after a cold start at low ambient temperature)

1.   INTRODUCTION

This annex applies only to vehicles with positive-ignition engines. It describes the equipment required and the procedure for the Type VI test defined in paragraph 5.3.5 of this Regulation in order to verify the emissions of carbon monoxide and hydrocarbons at low ambient temperatures. Topics addressed in this Regulation include:

|  |  |
| --- | --- |
| (i) | Equipment requirements; |

|  |  |
| --- | --- |
| (ii) | Test conditions; |

|  |  |
| --- | --- |
| (iii) | Test procedures and data requirements. |

2.   TEST EQUIPMENT

2.1.   Summary

2.1.1.   This chapter deals with the equipment needed for low ambient temperature exhaust emission tests of positive-ignition engined vehicles. Equipment required and specifications are equivalent to the requirements for the Type I test as specified in Annex 4, with appendices, if specific requirements for the Type VI test are not prescribed. Paragraphs 2.2. to 2.6. describe deviations applicable to Type VI low ambient temperature testing.

2.2.   Chassis dynamometer

2.2.1.   The requirements of paragraph 4.1. of Annex 4 apply. The dynamometer shall be adjusted to simulate the operation of a vehicle on the road at 266 K (–7 °C). Such adjustment may be based on a determination of the road load force profile at 266 K (–7 °C). Alternatively the driving resistance determined according to Appendix 3 of Annex 4 may be adjusted for a 10 per cent decrease of the coast-down time. The technical service may approve the use of other methods of determining the driving resistance.

2.2.2.   For calibration of the dynamometer the provisions of Appendix 2 to Annex 4 apply.

2.3.   Sampling system

2.3.1.   The provisions of paragraph 4.2. of Annex 4 and Appendix 5 to Annex 4 apply. Paragraph 2.3.2. of Appendix 5 is modified to read:

‘The piping configuration, flow capacity of the CVS, and the temperature and specific humidity of the dilution air (which may be different from the vehicle combustion air source) shall be controlled so as to virtually eliminate water condensation in the system (a flow of 0,142 to 0,165 m3/s is sufficient for most vehicles).’

2.4.   Analytical equipment

2.4.1.   The provisions of paragraph 4.3. of Annex 4 apply, but only for carbon monoxide, carbon dioxide, and hydrocarbon testing.

2.4.2.   For calibrations of the analytical equipment the provisions of Appendix 6 to Annex 4 apply.

2.5.   Gases

2.5.1.   The provisions of paragraph 4.5. of Annex 4 apply, where they are relevant.

2.6.   Additional equipment

2.6.1.   For equipment used for the measurement of volume, temperature, pressure and humidity the provisions in paragraphs 4.4. and 4.6. of Annex 4 apply.

3.   TEST SEQUENCE AND FUEL

3.1.   General requirements

3.1.1.   The test sequence in Figure 8/1 shows the steps encountered as the test vehicle undergoes the procedures for the Type VI test. Ambient temperature levels encountered by the test vehicle shall average:

266 K (–7 °C) ± 3 K

and shall not be less than 260 K (–13 °C), or more than 272 K (–1 °C).

The temperature may not fall below 263 K (–10 °C), or exceed 269 K (–4 °C) for more than three consecutive minutes.

3.1.2.   The test cell temperature monitored during testing shall be measured at the output of the cooling fan (paragraph 5.2.1. of this annex). The ambient temperature reported shall be an arithmetic average of the test cell temperatures measured at constant intervals no more than one minute apart.

3.2.   Test procedure

The Part One urban driving cycle according to Figure 1/1 in Annex 4, Appendix 1, consists of four elementary urban cycles which together make a complete Part One cycle.

3.2.1.   Start of engine, start of the sampling and the operation of the first cycle shall be in accordance with Table 1.2 and Figure 1/1 in Annex 4.

3.3.   Preparation for the test

For the test vehicle the provisions of paragraph 3.1. of Annex 4 apply. For setting the equivalent inertia mass on the dynamometer the provisions of paragraph 5.1. of Annex 4 apply.

Figure 8/1

Procedure for low ambient temperature test

![Image 28](data:image/jpg;base64,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)

START

If necessary: fuel drain and refill

preconditioning section 4

two options

Forced cool down 4.3.3.

Ambient cold soak 4.3.2.

12-36 h

Cold soak min 1 h

Low temperature exhaust emission test 266 K ± 3 K Section 5.3

END

3.4.   Test fuel

3.4.1.   The test fuel must comply with the specifications given in paragraph 3. of Annex 10.

4.   VEHICLE PRECONDITIONING

4.1.   Summary

4.1.1.   To ensure reproducible emission tests, the test vehicles shall be conditioned in a uniform manner. The conditioning consists of a preparatory drive on a chassis dynamometer followed by a soak period before the emission test according to paragraph 4.3.

4.2.   Preconditioning

4.2.1.   The fuel tank(s) shall be filled with the specified test fuel. If the existing fuel in the fuel tank(s) does not meet the specifications contained in paragraph 3.4.1. above, the existing fuel shall be drained prior to the fuel fill. The test fuel shall be at a temperature less than or equal to 289 K (+16 °C). For the above operations the evaporative emission control system shall neither be abnormally purged nor abnormally loaded.

4.2.2.   The vehicle is moved to the test cell and placed on the chassis dynamometer.

4.2.3.   The preconditioning consists of the driving cycle according to Annex 4, Appendix 1, Figure 1/1, Parts One and Two. At the request of the manufacturer, vehicles with a positive-ignition engine may be preconditioned with one Part One and two Part Two driving cycles.

4.2.4.   During the preconditioning the test cell temperature shall remain relatively constant and not be higher than 303 K (30 °C)

4.2.5.   The drive-wheel tyre pressure shall be set in accordance with the provisions of paragraph 5.3.2 of Annex 4.

4.2.6.   Within ten minutes of completion of the preconditioning, the engine shall be switched off.

4.2.7.   If requested by the manufacturer and approved by the technical service, additional preconditioning may in exceptional cases be allowed. The technical service may also choose to conduct additional preconditioning. The additional preconditioning consists of one or more driving schedules of the Part One cycle as described in Annex 4, Appendix 1. The extent of such additional preconditioning shall be recorded in the test report.

4.3.   Soak methods

4.3.1.   One of the following two methods, to be selected by the manufacturer, shall be utilised to stabilise the vehicle before the emission test.

4.3.2.   Standard method

The vehicle is stored for not less than 12 hours nor for more than 36 hours prior to the low ambient temperature exhaust emission test. The ambient temperature (dry bulb) during this period shall be maintained at an average temperature of:

266 K (–7 °C) ± 3 K during each hour of this period and shall not be less than 260 K (–13 °C) nor more than 272 K (–1 °C). In addition, the temperature may not fall below 263 K (–10 °C) nor more than 269 K (–4 °C) for more than three consecutive minutes.

Forced method

The vehicle shall be stored for not more than 36 hours prior to the low ambient temperature exhaust emission test.

4.3.3.1.   The vehicle shall not be stored at ambient temperatures which exceed 303 K (30 °C) during this period.

4.3.3.2.   Vehicle cooling may be accomplished by force-cooling the vehicle to the test temperature. If cooling is augmented by fans, the fans shall be placed in a vertical position so that the maximum cooling of the drive train and engine is achieved and not primarily the sump. Fans shall not be placed under the vehicle.

4.3.3.3.   The ambient temperature need only be stringently controlled after the vehicle has been cooled to 266 K (–7 °C) ± 2 K, as determined by a representative bulk oil temperature.

A representative bulk oil temperature is the temperature of the oil measured near the middle of the oil sump, not at the surface or at the bottom of the oil sump. If two or more diverse locations in the oil are monitored, they shall all meet the temperature requirements.

4.3.3.4.   The vehicle shall be stored for at least one hour after is has been cooled to 266 K (–7 °C) ± 2 K, prior to the low ambient temperature exhaust emission test. The ambient temperature (dry bulb) during this period shall average 266 K (–7 °C) ± 3 K, and shall not be less than 260 K (–13 °C) or more than 272 K (–1 °C),

In addition, the temperature may not fall below 263 K (–10 °C) or exceed 269 K (–4 °C), for more than three consecutive minutes.

4.3.4.   If the vehicle is stabilised at 266 K (–7 °C), in a separate area and is moved through a warm area to the test cell, the vehicle shall be destabilised in the test cell for at least six times the period the vehicle is exposed to warmer temperatures. The ambient temperature (dry bulb) during this period shall average 266 K (–7 °C) ± 3 K and shall not be less than 260 K (–13 °C) nor more than 272 K (–1 °C).

In addition, the temperature may not fall below 263 K (–10 °C) or exceed 269 K (–4 °C), for more than three consecutive minutes.

5.   DYNAMOMETER PROCEDURE

5.1.   Summary

5.1.1.   The emission sampling is performed over a test procedure consisting of the Part One cycle (Annex 4, Appendix 1, Figure 1/1). Engine start-up, immediate sampling, operation over the Part One cycle and engine shut-down make a complete low ambient temperature test, with a total test time of 780 seconds. The exhaust emissions are diluted with ambient air and a continuously proportional sample is collected for analysis. The exhaust gases collected in the bag are analysed for hydrocarbons, carbon monoxide, and carbon dioxide. A parallel sample of the dilution air is similarly analysed for carbon monoxide, hydrocarbons and carbon dioxide.

5.2.   Dynamometer operation

Cooling fan

5.2.1.1.   A cooling fan is positioned so that cooling air is appropriately directed to the radiator (water cooling) or to the air intake (air-cooling) and to the vehicle.

5.2.1.2.   For front-engined vehicles, the fan shall be positioned in front of the vehicle, within 300 mm of it. In the case of rear-engined vehicles or if the above arrangement is impractical, the cooling fan shall be positioned so that sufficient air is supplied to cool the vehicle.

5.2.1.3.   The fan speed shall be such that, within the operating range of 10 km/h to at least 50 km/h, the linear velocity of the air at the blower outlet is within ±5 km/h of the corresponding roller speed. The final selection of the blower shall have the following characteristics:

|  |  |
| --- | --- |
| (i) | area: at least 0,2 m2, |

|  |  |
| --- | --- |
| (ii) | height of the lower edge above ground: approximately 20 cm. |

As an alternative the blower linear air speed shall be at least 6 m/s (21,6 km/h). At the request of the manufacturer, for special vehicles (e.g. vans, off-road) the height of the cooling fan may be modified.

5.2.1.4.   The vehicle speed as measured from the dynamometer roll(s) shall be used (paragraph 4.1.4.4. of Annex 4).

5.2.3.   Preliminary testing cycles may be carried out if necessary, to determine how best to actuate the accelerator and brake controls so as to achieve a cycle approximating to the theoretical cycle within the prescribed limits, or to permit sampling system adjustment. Such driving shall be carried out before ‘START’ according to Figure 8/1.

5.2.4.   Humidity in the air shall be kept low enough to prevent condensation on the dynamometer roll(s).

5.2.5.   The dynamometer shall be thoroughly warmed as recommended by the dynamometer manufacturer, and using procedures or control methods that assure stability of the residual frictional power.

5.2.6.   The time between dynamometer warming and the start of the emission test shall be no longer than 10 minutes if the dynamometer bearings are not independently heated. If the dynamometer bearings are independently heated, the emission test shall begin no longer than 20 minutes after dynamometer warming.

5.2.7.   If the dynamometer power is to be adjusted manually, it shall be set within one hour prior to the exhaust emission test phase. The test vehicle may not be used to make the adjustment. The dynamometer, using automatic control of pre-selectable power settings, may be set at any time prior to the beginning of the emission test.

5.2.8.   Before the emission test driving schedule may begin, the test cell temperature shall be 266 K (–7 °C) ± 2 K, as measured in the air stream of the cooling fan with a maximum distance of 1,5 m from the vehicle.

5.2.9.   During operation of the vehicle the heating and defrosting devices shall be shut off.

5.2.10.   The total driving distance or roller revolutions measured are recorded.

5.2.11.   A four-wheel drive vehicle shall be tested in a two-wheel drive mode of operation. The determination of the total road force for dynamometer setting is performed while operating the vehicle in its primary designed driving mode.

5.3.   Performing the test

5.3.1.   The provisions of paragraphs 6.2. to 6.6., excluding 6.2.2., of Annex 4 apply in respect of starting the engine, carrying out the test and taking the emission samples. The sampling begins before or at the initiation of the engine start-up procedure and ends on conclusion of the final idling period of the last elementary cycle of the Part One (urban driving cycle), after 780 seconds.

The first driving cycle starts with a period of 11 seconds idling as soon as the engine has started.

5.3.2.   For the analysis of the sampled emissions the provisions of paragraph 7.2. of Annex 4 apply. In performing the exhaust sample analysis the technical service shall exercise care to prevent condensation of water vapour in the exhaust gas sampling bags.

5.3.3.   For the calculations of the mass emissions the provisions of paragraph 8. of Annex 4 apply.

6.   OTHER REQUIREMENTS

6.1.   Irrational emission control strategy

6.1.1.   Any irrational emission control strategy which results in a reduction in effectiveness of the emission control system under normal operating conditions at low temperature driving, so far as not covered by the standardised emission tests, may be considered a defeat device.

---

ANNEX 9

Type V test

(Description of the endurance test for verifying the durability of pollution control devices)

1.   INTRODUCTION

This annex described the test for verifying the durability of anti-pollution devices equipping vehicles with positive-ignition or compression-ignition engines during an ageing test of 80 000 km.

2.   TEST VEHICLE

2.1.   The vehicle shall be in good mechanical order; the engine and the anti-pollution devices shall be new. The vehicle may be the same as that presented for the Type I test; this Type I test has to be done after the vehicle has run at least 3 000 km of the ageing cycle of paragraph 5.1. below.

3.   FUEL

The durability test is conducted with a suitable commercially available fuel.

4.   VEHICLE MAINTENANCE AND ADJUSTMENTS

Maintenance, adjustments as well as the use of the test vehicle's controls shall be those recommended by the manufacturer.

5.   VEHICLE OPERATION ON TRACK, ROAD OR ON CHASSIS DYNAMOMETER

5.1.   Operating cycle

During operation on track, road or on roller test bench, the distance shall be covered according to the driving schedule (Figure 9/1) described below:

5.1.1.   the durability test schedule is composed of 11 cycles covering 6 kilometres each,

5.1.2.   during the first nine cycles, the vehicle is stopped four times in the middle of the cycle, with the engine idling each time for 15 seconds,

5.1.3.   normal acceleration and deceleration,

5.1.4.   five decelerations in the middle of each cycle, dropping from cycle speed to 32 km/h, and the vehicle is gradually accelerated again until cycle speed is attained,

5.1.5.   the 10th cycle is carried out at a steady speed of 89 km/h,

the 11th cycle begins with maximum acceleration from stop point up to 113 km/h. At half-way, braking is employed normally until the vehicle comes to a stop. This is followed by an idle period of 15 seconds and a second maximum acceleration.

The schedule is then restarted from the beginning.

The maximum speed of each cycle is given in the following table.

Table 9.1.

Maximum speed of each cycle

|  |  |
| --- | --- |
| Cycle | Cycle speed in km/h |
| 1 | 64 |
| 2 | 48 |
| 3 | 64 |
| 4 | 64 |
| 5 | 56 |
| 6 | 48 |
| 7 | 56 |
| 8 | 72 |
| 9 | 56 |
| 10 | 89 |
| 11 | 113 |

Figure 9/1

Driving schedule

![Image 29](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD//gA2IEltYWdlIGdlbmVyYXRlZCBieSBHTlUgR2hvc3RzY3JpcHQgKGRldmljZT1wbm1yYXcpCv/bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAyUDrAMBIgACEQEDEQH/xAAdAAEAAgMBAQEBAAAAAAAAAAAABgcEBQgBAwIJ/8QAYBAAAQMEAQIDBAMJCgsDCAgHAQACAwQFBhEHEiEIEzEUIkFRFTJhFiM4V3F1gbK0GDNCUoSRk5Sz0gkXJDQ2N1ShsdHTYnJ2JSZjc4KDwcM1Q0VHVWRldKJThZbh8LX/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A7KREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBpM4rb/AG/F6yqxe0RXi8Na0UtJLUCFj3FwBLnn0a0EuPz1odyqO4It2W2/xJ5m3N73T3a9z2CinmdTRllPAHSEiGIHv0N9AexPcnuSujFTOJfhc5r/AOGrd+u5Bcq5d8ZI5MueAZPUTOobDhVqmpwyKOTzaq8l00bQX67RRNc7fSe5LO++2uiYcqx+bLp8SiutM++wUoq5KEOPmthJADyNem3N/nCrTxq/g05T/wB6j/a4UFxQ/vTP+6P+C/a/EP70z/uj/gv2gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAsCGzWqK8T3iK3UkdyqImwzVbYWiaSNp21rn62Wj4A+iz0Qa2Ow2aO/SX+O1ULLvLAKeSubA0TviB2GF+uot7DtvS+l7tNsvdtltl5t1JcaGbXm01VC2WJ+iHDbXAg6IB/KFnIg8AAGh2C9REBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEWhzTMMew+1G5ZFc4KGn3oGR4BcfsBI2uVeZPFXUVks1twCCZlPGZoJatxb0yg+60t6mHR9SNHvtB1pfsjsFgbC6+3u22oT7ERrKlkPma1vp6iN62PT5hVtm/iM4sxO4ihrr66skLWuD7dF7VH3G9dTDrf2fBcoYVwxzDylaxWXesrKalihiko5bi53vtkGyWB2t9mt2R8wr2w/wkYbT2u3uyAitr2RxuqiHzAOkGi7WpNa3v0QaHkvxiWekno24FQtuYOzU/SMclN0+ugPXfwWmsHit5PyN1VDjnGVLd5adofIKB1RUGNpOhsMB+PzXUts4+wq3W2nt1LjFqFPTN6YhJSskc0d/VzgXH1+JK3FrslotbnutlsoaFz+zzT07Iy78vSBtByyOf8AnyM6PCFyk0NH/IKzufn2Yn7oTnr8RNz/AKjW/wB1dbIg5J/dC89fiJuf9Qrf7q9/dCc9fiJuf9Qrf7i61RByUPEJz1+Im5/1Ct/urz90Lz1+Im5/1Gt/urrZEHJX7oTnn8RNz/qFb/cXn7oTnr8RNz/qFb/dXWyIOSf3QnPX4ibn/UK3+6n7oTnr8RNz/qNb/dXWyIOSf3QnPX4ibn/UK3+6n7oTnr8RNz/qFb/dXWyIOSf3QnPX4ibn/UK3+4vf3QnPX4ibn/UK3+4utUQckjxCc9fiJuf9Qrf7qfuheevxE3P+oVv91dbIg5J/dCc9fiJuf9Qrf7i9/dCc9fiJuf8AUK3+4utUQckjxCc9fiJuf9Qrf7qfuheevxE3P+o1v91dbIg5K/dCc8/iJuf9Rrf7i8/dCc9fiJuf9Rrf7q62RByV+6E56/ERc/6jW/3V5+6E56/ETc/6hW/3V1siDkr90Jz1+Im5/wBQrf7i8HiE56/ETc/6hW/3V1siDkn90Jz1+Im5/wBQrf7i9/dCc9fiJuf9Qrf7i61RBySPEJz1+Im5/wBQrf7qfuheevxE3P8AqNb/AHV1siDkr90Jz1+Im5/1Ct/uLweITnr8RNz/AKhW/wBxdbIg5J/dCc9fiJuf9Qrf7qfuhOevxE3P+o1v9xdbIg5J/dCc9fiJuf8AUa3+6n7oTnr8RNz/AKjW/wBxdbIg5J/dC89fiJuf9Qrf7q9/dCc9fiJuf9Qrf7i61RBySPEJz1+Im5/1Ct/up+6F56/ETc/6hW/3V1siDkn90Lz1+Ii5/wBRrP7q9/dCc9fiJuf9Qrf7i61RBySPEJz1+Im5/wBQrf7qxbp4luZbJQPuF54dnoaJhAdPV09VCxpO+xcWgBdgLGuFDSXClfS11NDUwPGnRysD2n9BQcc4v40K+pvdIzIMZtVDa3ytbUz09RJJLGwnu5rPiQNq2rd4rOI66siporjdGOke1gfLb3MYNnQJcToD7SrXbhmJNb0jGbLoDQ/yCL+6quy/wy8c5FkVRdpbdHTiWJjBDE6VjWkb97TXgd9/JBZ9nzbDrxXtt9oyqx3Gsfvpgpa+KWR2gSdNaST2BP5At+uFsw8L/IOL1Fyv+K3Q1DaOUm309KXMmfG53SBsOLthp333vuvMT8Smf4TeLfYs3pKl9LboxTVMcoY17yxhb3Pl9W9gfHfzQd1oq+4u5fwrkGkgNkusHtsjR1UUkgEzT0hxHTvZA3revgVYCD1ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUbz74h7JxtWPs0FE643UxdTemTTI3H02QDv1BI7KHeK3xCVuM3elw7j6ppp7zHIJK+pbuXyR0nULW6Ac49TXba4610636RfhLw3XrKrzVZfy1HUNNSeqOlkkZIahkjAQ/qDndGiddJGxv7EFbYJgHJHPd9deaqrLLKKwMqpZqhwDI3PPV5cbjpxA36H5LsnifhTCePbRJRW+hFdJUNi9olrWtm6nsB95ocD0Akk6B+XyU5xyx2rHrVFa7NQ09FRxD3YoYwxu/iSB8Trufitkg/EETIYmxRNayNjQ1rWjQaB6AAegX7REBERARajMMksuJY7WZBkNfFQWyjZ1zzyb03voAAdySSAAO5J0q0g8QuLtjhrrri2cWWyTOaI71cLI+OiIcdNcXgktadjRI0guJFp7vk1itNHQVlxulJTwXGphpKJ5k2KiaY6jYzW+ou9Rr4d/Tutug9ReIg9RFrL1frPZqm3UtzuEFNPc6kUtFG93vTykE9LQO57Ak/AfFBs0Udocxs9ZnNxw2B85utuo4qydpiIYI5CQ3Tvie3opCg9RebHpteoCLzY+a9QEXhIHqV6gIvNhPRB6iLwEH0KD1FHfuxs3+MT7g+uf6a+ivpXo8o+X7P5vlb6/Tq6vgpDsfNB6iLxB6i8BB9Dtax+QWdmTMxo18H0xJRurW0YduTyGvDDIR8G9RA7+p3r0KDaIvNj5r1AREQEREBERAREQEREBERAREQEREBERAUG5O4sxLkC0PoL1QtYS4vE9OBHJ1kepcBs/zqcog4D5V8Nea8dtdkeL336QpoHFxMLXU8sbAT8GuJf29fT4qZeHnxQm3UVpw3N6B75utsUdwbKSWxkdutpBJdvfcn4hdjTxMmifFI0OY9pa5pGwQexC5t8RfhosWRWitv2FW9tJf4+qcUcDWMZWO1oRjZa2P57O/TSDpKCWOeJssT2vY4ba5rgQR9hC+i/n/AMAeIDKcNy+3Y5mldJ9zlP8A5JUOqY5PMpW7B69aLiR6aA372131RVMFZTMqKaaOaGRocySN4c1w+YI7FB9kREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBc2+MLnEYdbHYhi9ZMzI6gAyywb6qaPRPYjRDjtpBB9Nq5uWc1oMAwa4ZNXxvmZSxksiZ6yO+Dd/D4+vyXHHh2xnIOZebTyTfaS2/R9LKyStjfGXxTlrAwRBri47Le+3dvdP2IJr4ReC5J5/8YWcUQmnllFRbmTfWD+sP80g779QPfse669aA0aHovxTxMghZFG1rWMaGta0aAA7ABfRAREQEREBERBWfiTwW7Z/xs602KSmFzpK2C4U0VT+81DoiT5Tz8A4E9z22Bv5qCZBzQ+GwVlg5l4pynHbfW0z6SurIIhWUPS8Frj5jPQaJI11EfarC56sebXTHLdcOP7lLT3yzXGKvZRmpMUNxjbvrp5dEAhwIIDu2x8N7EYruWMtuljntNNwdmhvlVC6E09bDE23hzmkHrnLtOj79/dGwghPOljiGHcOR4PmNTFjgyS10dr6YoqkNc7zDFVCR46nOY33Qx3un4jspxf7rmd85KoOJrPlVTb222zR3HIcgipYhV1Bc7oZHE0gxxOcfeJDew7DWu8RyfjfJcL4A43tdFQVWR1uH5JSXm5U1AOuR7GySySthae7ukyBo+JA2pFW1F9sXKVJy9T4hkFXYchsEVFdLdDSddyt0rHl8T3wA7cOk9Lg3ZB39mw3WEXzJcY5gdxjkl7myKjrrWbpZrpUxMZUtDJOiWnmLAGvI+sHgA67H7I1wtX8tcjWe8XKvzj6CoqO41lFb5aS200s1U9kzgHy+YwtEbB0sDWhrnacS70W0w2lyLOOe4eR6qw3KwY3Z7RJbbbHc4PIqq2WV+5JPKJ6mMA7Dq0TofM6hnh55CumK4NeaOrwfJrzSm/XF1sqLLR+1Nmd556oZA07icHdw52mkO9dgoLh4JzOvzTDqme9QU8N8tNyqLRdW04IidUQO0XsB7gOBa7R9NkKu/ExZ7/Wcq8YPt2XVVrZUXh0FMyOhglFLMInkzgvBLiRpvS7bRrYG/WaeG3FL5jOFXGqyeFlNfMhvFTe66mY/rFM+cjUXUOxIDRvXbZI76Wq8SdLe6a44Jl9qx653+nxy+GrrqS2xiSp8p0Rb1MZv3tH4D5j0HdBB7jaM5ufieyKx4zlEdme/Grd9KXp1K2So8thPaKP6gfI49yezQDr4Kb8UZNlFkzvMOP80vjb/FYaCC50d3fA2Kd9NIHFzJWt7FzddiPXvv7PtgdtvU3iDyHLamx3Cgtlyxq3NhfUx9JEoJc+I9/rt3oj4EL9W3GLnP4hs2uNbballlumNUlDHVlumSO24Pa0/MAoIdht9yzknGp87/xqR4fPVySOsNkidSmCGJji1ntYkBfK5+tnRboHt8hj5DzVmN14bwrJcVio6PJK/KorDX0jmh9PJNqVrmbOyI3OEbtg9QHbfxWqw7HMewLFHYlmfA0mT5BbXSRUdyocZjrIbtH1ExPM+j5btEB3maI18fQbu54Pl7uOOMaeXEbTQXOmzmhu10t9homQwUUIL9ucGnRLW9Ic4fH562gyr5JyfxfmOF3O98hS5ZbMivcNmudDPQRwRwyzb6JIOju0NIPY/LvvfboVVX4irDeb7/i++h7bUV30fm1urqvyWg+TTs8zrkd8mjY3+VWogo680+a3O+ZBcM15LdxtaYal0Nio6Oro2GSFvpVTvkDi7qP8DbdaI7KN4xzbkVL4d8gyGrqaDIsjtN8kx+gradoEFxmLmNhn03QLSH9XbWw34bWvxqx2+w5Nk/8AjC4gvua5hU3ieeiuP0V7dS1kDnbgDJnnyoGtHYh2un/cPjjPF2c3PhjPLDX2KGy5McuN/tkHuiklePLe1kThodHuuYD2A7egQWHV4zy/i1Nar/bs1uWaXM1UTb1ZqmKmhpZoXECQ056WmEs3sbcd69Pgfm+45byVyxlGN2jKrhi2MYo6GlnmtscXtddWPaXuAkka4MYwdtAdz+Xt5feRM8yu3UOPYRheT45kdTUxCvrrvawyktkQcDM4SP2ybYBDQ3ewd9jpfOndduKuV8xutRjV8veMZXNDcIKqz0TquWkqms6JI5Yme/p31g4Aj4fPQYeU51yTxvx5eKXI46W6Xg3qG0YzeKoxxR17Z99Es7GH3TGA7q7NDtD7SsDLckyHiqz0OYy8p/dvSR1MMWQ22qfSgGORwYZqQRAOjLHEe4S4EHvrS+ec4zyRylgl5vN1scccdJfaW6YxjNzijZJJBTgtkjqPXvMHO9x5Ota7ArDu1DY8i+jbNgPh3obXeaioj9vq8hxGKCjt0IP3wlxAErtdgGE79fkEEuqa2mp/GTLcJJB7NFxuZnPH8QVxdv8AmC0GG33LOScanzv/ABqR4fPVySOsNkidSmCGJji1ntYkBfK5+tnRboHt8lLa7ErhV+Jye5SWyobj02AutTqxjAIhK6qJ8ofJ3Qd6+SrXDccx7AsUdiWZ8DSZPkFtdJFR3KhxmOshu0fUTE8z9J8t2iA7zNEa+PoA3eTc05RXeG+3Z3j8MFHkUd8p7ZXUrGtkifK2bokjaXb0x/bR9QHdjsbUjuNj5vsGJzwUGZ0+QXa7VdMJq2qpYYYrFGes1M0YJHmsHuBjD6aJ0dqPZJhGWy+Hmx2p+JWqhvkmQ0VfV2uwUTIYaZgnBO2tOi5rAOpw+P5NqWeKKxXe9Y/jz4bRcb9j9FeY6i/2i3uPn1lKAewaCDIGu0SwHv2+WwENvmU3Pj/kfDKW28wHNaW93aK13Wz109LNPH5p0KiPyWtMbWn4Ht3A777ZFXYskl8bLhBm1ZT7xRtYOm307tUgrgDRd2/UJ2fM+v39VHsusP0zcsKqONuGauxWKzZLQ19yq5LOyhq5+h+tMiI810bQXFznaG+nW9bU/wA4F9xnxQ2jNIsVvV7s1yxxthM1shEppZzV+Z1yjfuxhvcu/L660g1Noye8cn5FklezkqTBsftFwltlqpqKSmbPVSRdn1MxmDiWF3YMGu3x33M28P8Andzy22320ZA+jnv2N3J1urKqj15FY0Dcc7ACQ3rbvbfQEfD0FX2nD8b49v2SWrNuHpMvoqu6T3CzXihxxlyfJDKer2eUgFzHsdsAu90g+o+NneHez3SgsF1ud0wqxYZ9JVzpKO12+hjglipW7EXtBZ2dLok/YPlsgBaCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvF6iCl/EHwdYc7xq4T2m2UVJkckntLKxkYY+SQNI99wG3evxPwHyXP3hN5nuGJZbHgOU1dQ+0SEU9IH+8KRw9B8SG/WOgPUrugjYIK5E8WXBE1O6XkTB2timp5HT19Kzoi0D/CZoN7DTRrZPf5IOu2nYB+a9XPXg95jreQLbVWC8RmS425hkNV1OPmM6h2PUSSR1AfkC6FQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXhOgT8l6oDzvm9Fg/H1wuM9w9iq5IXto3D6zpBo6H26Qcr+IzLcj5X5iZxti9xp6u0NkYzppg5wc4de3P+fZwB19i634hwumwTCaSwQvjmliLnSztboykvc4E/kB1+hc4eBjAJLhV1fJl8pKeonnllbSzOJ62u+9EPA1r+MPU+q6+QEREBERAREQEREBeaCq3xF8p03GuOUEsVbbYrpX1sMUMVXs/ePMaJpQ0a30NO/XQ2D39DKLjyLhVuw6ny+syOhjsVSdU1Z1FzZySQGxtALnu7Hs0E9iglSKN4NneKZrT1E2M3mGvNK4MqIuh8U0JPp1xSBr2b+GwNr88sXSusfF2VXq2TeRXW+zVdTTSFgd0SMic5p0dg6IHY9kEm0oxxrhVtwSw1FntdTV1EE9dUVrnVLmlwfM/rcB0gDQPp/8AFarE85oLfwnjea5te6SibVWejqaysqC2NrpZImuOgB6kk6a0fkC+2Gcscf5heH2fH8hjqbkyPzfZJqeammcz+M1krWlw+1u0E3RRC78mYHaZKmK45TbKeamq3UcsTpdyNma0PczpA6iQ0gnQIAPdSCwXi1360wXay3CluFBUN6oaimlEkbx9hH/+hBnaTQWFfrvbbFaKm7Xiup6CgpWGSeonkDGRtHxJP/8ApUZwnlTA8yuj7XjmQw1VeyLzvZpYZaeV0f8AHayVrS9v/absIJmihly5V49tvmiuy60wviqpqR8Zm29ssPaVpaB1e526jrQ36qUWq52+622C52ytp6yhqIxJDUQSh8cjD6Oa4diEGWvVAbXzJxpc8ibYKHLaGaukmNPF7sjYZZR/9WyYtET3/wDZa4lSPMsrx7D7K68ZNdae2ULXBnmyk7c8+jWtALnuOj7rQT2QbpFG8HzvFc1pqifGbxDXCmeGVEXQ+KaEn0D4pA17N/DYG/gtXeuXOO7NlDsaueU0dPc43sZNH0vcync46aJpGtLIid/w3BBOF6qu8M2V37MOPKm65FXCtrGXitpmyeUxmo45eljdMAHYdt+p+O1aKDxF6iDzXfaL1EHi9REHmgi9RAXi9RAREQEREBERAREQEREBERAREQEREBERAREQEREBfiaJk0L4pGhzHgggjsV+0Qfz55S+mOBueY6rH65kNPUmGR8XSRC+NvllzXD10S3vo/Nd34beqPIsZoL1Q1MFTDVQtf5kJ2wu17wH5DsfoUD8SHGtDn+BVwbb21N5o6WV9vcPrl4Y/pj+0FxHb/eqv8CuemSx1vH19ubPpW31D20dGT7zYm7dJr7A4lB1GiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPPguGfHFm9XkPIVJhNklrZY6F3kVFF0jplnPVst13O2lvy9PRdyvOmOPyC4o4jo8f5Y8WV+y6Keamp7bUR1tLFMGtfKS7o6SA49/j2JQdYcU2Okx3AbVaqO2G2sip29VOW9LmO7+o2e/6VKV40aaAF6gIiICIiAiIgIiIKa8XoB4ztuwD/wCcls+H/pwsfIYorn4xseoboA+jteJ1Fwtsbxtgq3VPlveAe3UGfH4aVh8p4PbOQcOqMbulTV0jJJI5oamlcGywSxu6mPaSCOxHp8vko/deKG3Kx2A1OXXwZVYfMNHksZjFWTISXte0gsfGQQOgj0A7+uwjmemG2eLLjWe3ER1d5ttzo7n0djLBFGJIuv56eDrfyU552/1I5z/4er/2d6wMI4vhs2XTZpkOQ3LKsokp/ZY6+uZHG2mg3sxwxRgMjB+J7k7PzO5dl1jpslxW7Y7WyzRUt0opqOZ8JAe1kjCxxbsEb0e2wUFB3Ktx+HifhClrcZuGV5E6io6iwWemqWxRzTRUjC6SUv8AdDGNIOyDrfy2sLOazN6/m7ia65fidixyX6algpfZrmausewxHra9wY1vl9x2BPc/Dfe1Mi4itlwxfErbbb3dLRc8QiZHZbvB0OniDYxG4Pa5vQ8Pa0dQ0AdfLYWvHCVJW5LZsuybMsivmS2itZVU9dI6GJjWN394bAxnlsjdvbtDqJH1vgg0XA9hs8nN/LmRvgjfeIr42kZK7u6GExNcQ3+L1OHc/HoHyWw4Keyj5o5hx+3ANs9LdKKrhjYNMjqJ6cuqAB6Dbmgn7VFsCwW73blrlS82bJ73idzF+bC2pp4WSxVMBhB06KZpY4g7LXjuNnvoq5eMsDtGB2aoordNV1tVW1Lqy4XCseH1FZO760kjgAPsAAAH86CNeJHGKjK8NtlDbr9arTdqW801bbY7m8CmraiMksp3tP1g7e+kA9x6KDSZZdo+TcKfzNxgLVc47g6jsWQ2u4makFTO3p8tzQepodrQa4n567Ei4OTsGs2f42LNd3VMBinZVUdZSydFRR1DDtk0bu+nDZ+HoSoxaeKKyfJbTfM3zq85e+yzefa6app4KaCCbWhK5sLR5kjR6Oce2z2QRfws2K0NyPlPJGQxuvMuaXGikmPd7IGSB7Yx8gS4uPz7b9FXuQXSvsXCnPlqxuWSK32zInwUYhJApo53xiojZr6rR1P7D06ipFw1x/fbneOSbzZsvyDEK6fNLjTzGCCOSKqpw5rmOEczCA4F7+mRmj3+Ou1yYjxli2OYBU4VDSyV1srRKbg6tf5ktc+UffJJXdtud8xrWhrWkFO5fb83uPBU+Du4nxy2WOK1sZTVrsuh8ujLGgsqe8IGw73ydjezs99rV3GtzefmjjSGeyW/LrlasJFwZBJeGQ08lY5/ly1LJS17ZHBoYRofHYPZWJUcFT1tlixK58k5VXYVCWBtleIGl0TDtsL6hrBK6MaA6d+gHfsFLc640tORw2ae31tZjl3sA6bRcbZ0tkpWFoaYulwLXRFoALCNdvh3QVi6HPqrxCYvllbiljxWo+j6ujrYGZJFUz3SERl0YEYYxz/LeAdgH1HoAth4Nbfb7lwC2srooqutvtdXS3vzWAunldM9jmyb9fcA7H4H7VMML4sZas0dm+TZPc8syYUxpaesrYooo6SEnu2GKNoawnvt3r3PzO9VceC7W69XSpsOXZTjVrvMxmulotdW2OmqHu+uW7aXRF/o7oI7emkGr8E9PS0vDU1NQuD6WK+V8cLgd7YJdNO/yAK8FEeJ8As3G+KHG7DLVSUIqpahgqHBzmGR2y0EAe6OwG+/zJUuQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB4uCcxdLxn41ozapPoO0T3Kl82T6sclPKIjUHvvtsu3/wDBd7rlv/CC4bQ1eB02cPqZm19tfHRQxtaOlzZZCSSfn2QdQU80c8LJoXh8b2hzHA9iCNg/zL6KE8FZRR5hxNj9/oI5o4JaRsIbKAHdURMTvQnt1MOu/ppTZAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQRPlzLY8G4+ueUywtmZRCPbHb0euRrPh3/hLnf8AwfmOW2rtmR5mYz7XJcDSAH+CGCN4P87yrb8X3mDw8ZOYmdb9U2m/ymJR3wM4rU47wnT1ktWyaO9zm5RsDNFgc1rO536/e0F9oiICIiAiIgIiICIiAiIgIiICIiDxeoiAiIg8XqIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqz8T+OUGR8G5RDcA4soaCW4xBp1uSCNz2fo2FZi0udWM5NhN8xwVPsputvnovP6Ory/NY5nV07G9b3rY/KgojwB5nDeuLZMRjp2xSY4B1uBdt/tEs0g3vt218F0iuQ/8AB20LrXfOTLU6UTGiqaSDzOnp6+h1S3evhvS68QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREFJeNW1y13Bdyq2XCSljopYZJGMaT5odMxoB0R6E7+PopB4VgR4esL2B/wDRjP1nLD8Xv4POTfyX9pjWX4VfwesL/Njf1nILOREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4fT9IXq8Pp+kIOUfAc4vzzlxxGiblB/a1S6vXKHgM/055b/ADnB/a1S6vQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEWNPXUcFTFTTVUEc8v73G+VrXP/ACAnZ/QgyURfiWRkUbpJHNaxo25zjoAfMlB+0XwoaylroPPo6mGpi3rrikD27+WwdL7oKm8Xv4POTfyX9pjWX4VfwesL/Njf1nLE8Xv4POTfyX9pjWX4VfwesL/Njf1nILORF855Y4IXzTPbHGxpc97nBoaB6kk9gEH0RatuRWJzg1t6triToAVcff8A3rZNcHNDgQQRsEfFB+kREBERAREQERfOeaOCF80z2RxsaXPe5wAaB6kk9gEH0RfOnmjnhZNC9kkb2hzHscHBwPoQR2IX0QEREBERAREQEREBEXyqZ4aaF008rIomDbnvcGtaPtJ7BB9UXxpKmnq4Gz0s8U8LvqyRvDmn8hHZfKruNDSSMjq6ymp3ydo2yzNYX/kBPdBlovF8aiqp6eSGOaeKN8zuiJr3hpe7W9NB9T9gQfdERARF8qqohpaaSpqZY4YImF8kkjg1rGgbLiT2AA2SUH1RYNvutuuDWOoa6lqmyQsnYYZ2v6onjbXjRO2keh9D8FnICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLw+n6QvV4fT9IQco+Az/Tnlzv/wDacHb/AN7VLq9cn+Az/Tnlv85wf2tUumcxu0tixW6XmC3VVzmoqSSeOjpmF8tQ5rSRG0AEkk6H6UG3RURG3nR3Hzs9qc1tNFcm0RuTsalsjG0rGBhk8h8xPnB/SNF29A9vhtWpxnk8WZ4FZMqhp3UzbpRR1JhcdmMuHdu/iAd6PxCCRooRyxyFS4NR0UENouN9vt1c+K1WqhhLpKl7ddW3ekbG9TS5x9AfitH4YMtybM+NprxlskbrqLtWU72RxtY2JscmhGOnsQ3uNnZOu5PqgtNEVD825JyEOc8K4/wvLo8bhvlDVSzzvtkNWA6IPeD0vG/RmuxHrtBfCKgcuPPnHVjqMsmzSzZ7brcw1FfbZbKyhldA367o3xk+8B37/I9j6G2cfzbH7vx/R5w2uipbJU0QrDUVLxG2Fmtu6yewLTsH7QgkqKFYTyrgGZ3F9uxrJKatrGx+aIHRyQySR/x2Nka0yM/7Tdj7V9s55MwjCqqCkya/wUVXUM64qVkUk87mfxvLia5/T2PfWuxQS9FosJy/Gs0s/wBL4teKW60XWYzJC4+48erXNOnNdog6IB7qNs5q4vfkQsDMxt7q01HswID/ACDN6eX5/T5XX/2eraCwUUdznNsWwm3w12U3mntsM8nlwB/U6SZ/8VkbQXvP2NBX6wfNMYzW2y3HF7xT3Knhk8qboDmvif8AxXscA5jvscAUEgRQD/HNxl90xx37sLf9ICo9mP1/J87/APlef0+V177dPVvawuQ8qvtp5y4yxmgrGxWq+/Sn0jCYmuMvk07Xx+8RtunEnsRv4oLMRRDOeS8Jwmpp6XJ79BQ1VSwvip2xyTTOYPV/lxtc4N9feIA7HutiMxxg4gcubfKB9gEPnm4NmDoQzet9Q+R7EeoPYoN8iiFh5MwS+5Fc8etGT26rudrjMtbAyQjymDXU7qIDSG7AcQT0k99LTUfOvFFZdYbZT5nQumnm8mGR0crKeV+9dLZywROO/k5BZCKn+U+abJhnLGKYjV3ez0lHVmpkvk1TI7ro2Nh6oB27N8x5Hc79Ndt7U1zfkbC8LZRnJb9BRPrQTSwtjfNNMANktjja55A+J1oIJWi1WKZFZMpskN6x650tzt8+/Lnp39TSR6g/EEehB0R8VtUBERAREQEREBERAREQEREBERAREQEREBERBiXasZb7XV18g6mU0D5nD5hrS4/8FQHDPF2M8kcSHMM7t8V1yXLPNrJrjLt09GHPcIW07t7iDGhpAbr7e3ZX9eqJtxs9Zb3O6RU08kJPy6mlv/xVGcAch47h/BJtWYXOmtN1wzzqG7Uc8gZMx0cjjH0sPd/W0t6dA9R7BBL/AAu5Fdci4et0l9qXVV0t89Rbamdx26V0Erow8/Mlobs/E7UF8R1+x2s5Zx/Dc4uzqLDqG1SXu6UzXvH0hKZfKp4C1nvSDqBPQ0d+/wAtjacEXu2ca+HigybPqr6EhuldNXyebDI4xmqmc6Jpa1pPduj6dt91h8tUltsHiowHP8hbFDZZ7ZNamV04Hk0tX98dEXuPZnUJCAT8d/JB+uEW8ZXblSrvvFt5+gWxUBgvOLi3PpWznY8uoEbtBpbsDbWn1762d9AKgb7W2rJvF1hsmJTQVVTYbXWvyKrpnB7GwyM6YIXvHYu6ySG72Nq/kFTeL38HnJv5L+0xrL8Kv4PWF/mxv6zlieL38HnJv5L+0xrL8Kv4PWF/mxv6zkFnKGc5gHhTNwQCDj9d6/8AqHqZqGc5kDhTNySABj9ds/8AuHoKi8PvCXFmScJYtd71hdurK+st7X1E7jI18ji5w3trho9vgsrif2njLxAXTiGK4VVTi1baBebJHVzGR1CQ7pkha9x30e689/TpB9SSfPDzzBxlj3BuK2y85tZaOupLc1lRTyT/AHyNwc7sWgb39ixcGp5+XOacm5OtUdTT45S2B9gsVXPE6L2yR/UXzMBG+gFzhv7R8QQAlVHyvmOTU9xyLAMGpb1ilvmkiZVVFzMFTc/LOpHUsfQ4EAggdZHUR8D2G1vnNdgi4stGb4/QVl8ffKmOhtVuj1HNNVvcW+S8nYjLS1wcTsDXbewqh4LordRcRRRXbmXKMQq8eE1Pd7R7VRRCgkZI7YDHwl5a71Hd2ySO57L20X5+JcJYjHhVzvOOWrLslkbLf8iggkmoopdkzBrQI2iQs20uHbZPxBAWa7k7NsZzDHLRyJhlst9uyOqbRUdxtVzdUtp6p31IZQ9je5+Y7eut6K22bcjXiLPmcf4Lj1Pe7+ykFbcJa2rNNR2+Fx0zzHta5znuPo1o3o7VFcuU9mtGe8c0b+UMkzK8Nyy31FVHV3COWkoofM11GOJoZG9xI6dneg7XZWXjFdQ4h4qs+hyOrgozlNDb6uzz1TxGydsDDHLExx0C5p79O96G0G4oebaK2Y9l8+c2eSw3rEfL+kaCGb2hs4l/eH079N6xISAAQCCe6x5eU83x6G1X7PcDorNjN0qYqd01NdDPVW0ynUTqmMsa3RJAPQT07/QoZz7mUef4ll9Di1ofc7Xh1xttZW3KmkEkdaWSdU8LAB73ls94kE+h9O27LzrmHFbVilsudiko8rrLzUwQWm20dWwy1bpHAbA94t6QSSSOxGjolAyvka9S5/UYHx/YKK93m307Km7VNdWmmo6Br/3tjnNa5zpHDuGgdh3+etBknIDMu4Y5Rstztb7Jk1isdZDdbZJKJQzrp5CySN415kTx3DtA/Mem4hbbH7H4huQ7XduQb/hlVd56e5232SemijuMHllrtOmjd1OjcC3QI7b7fFYEVLjVVQc13iyZJlOVVNHis9trbzcJKZ1HO4QOcI4nRMaXOZrRPpo/aCgsOyZ9TYH4eeOZGW2e73i62i3UNotdO4NfV1DoGab1Hsxg9XOPYD8oW0s/JORWnMbTi/I+NUNmmvvU2011urzVUsswGzTyFzGmOTWtdi13oCqizehdDgPh7ymtvdwsVkttBDTV11oejroXVFHE2KUl7XNa3qaWlzhoB3z0txmdnxipzrB8ereTc4zW6S3eG4UNFTVVDKyl8rbhUzFkQLYwN/HZG9eiCWVvM+UXHOMixLC+OJb5W43XFlwe65NhYafpb0uaXN15ryXhrO/ZhJPfS2tx5Iy29Zre8Z48xS3XEWBzIrlcLrcXUsAqHN6vIiDWOc9wHq7sB/MTgcANYOUeYXgN6jksYJ+OhANf8SotT3255vm+dQ5HyxU4BbscuklFHaqCWnpZjTsAIqpJpQXEP9RrsNINrfOVsgyXgbOq224vUWnJ7FHVW+7UT7iInUDhC5zqiKXp++dI95oABJGgfQnO475FnxDw02fKc1s76OOktlHDQsp60Vc906oWCJwAALZJHH6h2R3JKrLiWagr+MPEGyy1l1uUEkdS6mmuMjpKqojdRSBkry73j16LgSPQhZOd1NDknhJ49uNkvDp6bFZ7NU3t9se2WeiZFCGSnp0dPj6g7Tgda2RpBZ/+NLLsantNZyVhVHYrHd6hlMysormap9umk/e2VTSxoaD6dbCQCO6t+VzmxPLG9Tg06G9bPy2uXuXbfiFXhtDbbnzBnWZ0+Q1MEFDabbV2+aWtcXhzXNAhGmtIBJJHwHxXT1NF5NIyHqe/oYG9T/U6Gtn7UHP/AAJleYz8nckzZNYY6O3xXPrr6mW9tmba/LpwWwtb0DrZrZ6h0gfIrd0PLWb3nH6jOcc47ircMh63xOmuXk3Ktp2E9U8MHQW67OIY5wc7Xb1UVxuWluGSc+4PDcaWDIrzUzst9E+YNmm6qEgOY09yPmR6fFSPibk7CrN4bLVW3O7UFG+w2dtDcaGaVrJ4qmFnluhdEfe63Ob2GtnqCC3MQyC15VjFuyKyzme33CnbPA8t0S13wI+BHoR8CCoZyvgFFluQ2e75Zd4XYdY4Zqqss87CIKiYDbZpndWixgBPSRr1+BIWH4SLVcrL4ecUoLtTS01V5EsxikBDmMknkkYCD6e65vZbLOORKTGORbHiuRW6GlsV+pZWxXipnAg9qae1M8EdILm9wXO770Agr3geox2fnjKjxcYPuBbaYPbm0gLaIXTzOxgb6DcX1ukaJH5FvMe4XxiG3X6/cs09nyi83Conqa251jSY6am2SxkZfryWsZ/F1r59gtIJcfrPFlYZOPxRgW201Yy+ooA1tN5Tm/5NHK5nuGQPG/mAB8u0NvHJ+H8v5XW0OVZ5bMc45ttV5bLaavy6q/PYQeuUjuyn36NHc/l7tC1fCNV19XxbUukqayqskd5rIsdnqy4yyW1rwIS4u7nR6gN/AL58+gHk/iDtv/zlk+H/AKAqwuPL/iV/x1kmFXG3V1ooyKRnsBBihLGt1GAOw00t7fIhVN4r7HFkuUcX2CeurKGGvyCSGWakk6JmsMB6g13wJGxv7UE3xDk4ZdnNys+MWR1wx60gxVuQmpDYHVIHeCBvSfOI+Lg4Afb23X9p57zfJ8LOZYjxRJWWWije+5SVN2bG4ujJMjKcdO5eloBLtAbJaAdLJ4Pr5eNMwruDr7N/kjWy1+JVjwB7XSOJc+An4yxnqPzI6vgAvx4Y+n9xrRuBb3oLqSR/66oQe3XnvInY0OQMf45qa/j+EMdU3KeubDVOZsNkfFBoktY4luyfeIOtDupV4jrs6p4bltlom3VZZNS2WhcP4Xtbw1x/ojIf0Kuhof4Pbtr/AEY/+YpSwjIeU+LcdY7rp8fx92RVbfVpkdE2mpv07dK4fkQRGtvNzwzxNZBZMKxGfIbnNjNtpaGkZK2CCCKIkGSaU9mMa3pHzJIAVscS8jVuUXm94rk2OyY7lNj8p9ZSCcTwyxSb6JYpB9Zp13B9Nj1+EexMNPi6zX02Matw+365/wD8L3EiP3XWbDY39zVu/XcguZERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4fT9IXq8Pp+kIOUPAZ/pzy5+c4P7WqXVssjIo3SSOaxjQS5zjoAD1JPwXKfgM/055b/ADnD/a1S6Sz7G4cvw66YzU19bQQXKnNPNPRua2VrHfWDS4EdxsHYPYlBTl/vl556qqvFMMlmtvHsUxgvWRa0+5hp96mpAfVh9HSemvs7OvSy22is1ppLTbadlNRUcLIKeFg92ONg6WtH5AAqbtHh4baLbBbLVy9yhQUVOzohp6a8Mjjjb8mtEegFNblxvFcLdiNLU5Zk75MZqo6ltQa0ebXuYR2qXa++A67+m9lBOXNHUH6HUOwPx1v0VOeEL/Vncv8AxJc/7cq5CoxxphNuwSw1FntlVV1MM9dUVrnVBaXB8z+twHSANA+iCUKgOTfwz+Kfzbcf7KVX+qz5T4etueZVaMmkyfJLBdLTBJBTVFnqWQvDXk9R6iwkHRI7EdiUEh5gu1BZOLMnulzlZHSwWqo6y70cTG5rW/lc4gAfElcu1duv1B4buEcWqbX9IQ3S+MlqbbUVIp2VjS+SeCnke4ENa4OB0QfQdlc8Hh5x+rrqefLsxzfM6enkEsdDfLsZqYuHoXMa0dX5D2+fZT/kTB7JnGKPx67tnigD2TU89LJ5U1LNGdxyxOH1XNPp8PUeiCkuYW8k5AzGLhUcfWLEq6yXmnqKC6S5bAejvp0ABjZsSN7dO++vQrcTXt1HzXmNTxrx7WZVkXTT0t7ulbdmUlJSFrNsgiLwT9XRcGD1A+SktLw9U3HIrRdc8zq8ZhDZJhUW2hqqaCCBkw7NlkETR5r2/Au/5r73fiitZmt2yfD86vGKS3zoN2p6amgqIqh7B0iRolafLk16uH8yCi6SuyO0UXiRmfR260XZlFRTS01pndJBTySwyeY5ryAevpJc46Hvb16K8LZh+DyeGyixu7sp6fFjYYZKmXqDAxvltkdP1aIDurb+rXr3WXgfDOL4hccjqqOpulwjySmZBdYblOKgVLgHdUj3EdRe/rf1d9e92A7LQv4IfJZG4dLyHk0mCscNWIiHflB3UIDU9Pm+SNAdO/TttBp8Khtt48U8kxqzc6Ky4VROsE0svmh0Urh1VDXH1c4di/1O1mc3QY7jNFyPkWN3M0ucVuJmSppYajpcadjixtV5YG+puyBJvtpTPNeL6G8XK0XzH7vW4pf7PTGjoq+3xxuHs3/8iSJ4LJIhoENPofQrzBuLbdY6u+Xa+3Ssyq+3+EU1zr7ixg8yAAgQMjYAyOPR7tHr8fQIKks9Fl9R4eqfCafh6xvx2osbWirdlcDGO6o+v2ogw9ndX3ze+x+PZeWRt4jz7w4Q3+spq25RUN4imqKeqbURy9NKGtcJGkh+2huyCe6msvBNR9z7sMp+Ssogwd+2GyhkDniEnZgbUlnmiL4dPft22plPxnjxyTCrzR+fQDDYaiC2UlP0iEsmiERDwQXHTWjWiO/rtBS/Fl4zuPlLlK/WjAKTJq52Ry259ZUX6Ojlp6eEARQtY+Nx6Okh2wQD/wCytFerXkdq4152bcrZarJba+COuis1Hd4qw0NQ/wDfuoMA6OvTXAFo+z0V55LxdUS5dW5ZhmYXTD7tcmMZc/ZaeGop6zoGmvfFK0gSAdusaP8Av3j23hTHKTjvJMTluV1q58nc6S83eaRrqypkcd9Wy3pAHwbrQ2fiSUGnvVmwDEvDFq+0MlPZIceigq5KIBlVM2URlzA/1LpZCN7OiT3Vcc1VWbVvhzutqn4ms+L4pQW2I05uV4ZLUwtYWiMxwxs02TuPUj1IPro9D5Rg1lyTjyfBru2aa1T0bKVxDumQBgb0PB1oOBa1w7a2PRQK68GVGT48/Hs85HybI7UyEx0lOWQUwjdrTJXmNu5ns9QZNjfcglBpMn+/80+H2WYNkfJbrm57nDZcfYIzs/NaXGLlmTfEZyderRg1JlNfRz0tthkqL2yifQUoi6msja6Nx6ZD7xI13H5VZ2c8R0+RWrFGUeUXmzXjFY/Kt12pejzul0bY5A8EdJ6mtG9a7/Z2X0yji2SsyhuXYvl11xfI30jKOsrKeKKeOujYPdM0MrS1zx8HDRAOvkgiXB9uyeh5qzeuuVntOO0V3pqerms9Le4q18VUNAzFjA0sEjSST0jZA9Veqg/F/G1twiW63I3Guvd/vUwmul2ry0zVBaNNaA0BrGNHo0en6BqcICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAo/ecJxC83iK8XjF7JcbjDoRVVTQRySs16ac4E9lIEQYl0ttBdKT2W5UVNWQdQd5VRC2Rmx6HpcCNhLtbbfdrfLb7pQ01dRzN6ZaeoibJG8fItcCCFlog1GMYzj2MUb6PHLHbbPTPd1vioaVkLXO+ZDQNlbdEQVN4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWcvlV08NVTS01RFHNDKwskjkYHNe0jRBB7EEfAr6rHuNZDQUFRW1BcIaeJ0shDdkNaCTofHsEGoZhWIMcHMxaxNI7gi3QjX/wDCt5FGyKNscbWsY0ANa0aAA+ACrO+8w0NHxPY+QrfZamrorzWUtPBTzzCGRjZ5TGHuIDhsAb6fjvWx6qzkEdvmCYXfbsy7XvErDc69muipq7fFLKNenvOaT2W0utntd1tUlquduo66glaGSUtRA2SJzR6AsI1pZ6II/asKxC1Wz6MtmL2SioTK2Y08FBEyMyNPZ5aG6Lh8D6hZeS43j+S0Iocisltu9K13U2GtpWTMDvmA4HR+1bT+deoMGyWe12S2x2yz26jt1DENR01LA2KNg+xrQAFq7Ng2G2a8yXm0YpYrfcpN9dXTW+KOZ2/X32tB7/FSFeoNPk+L45k9NHS5JYbXeIIz1Rx11IyZrD8wHA6P5F9bdYbLbrL9CUFpoKS2dBj9jhpmMh6T2LegDp0fj27rZrxBiSWu3yWv6LkoaV9D5Xk+zOhaYvL1ro6NdPTr4a0tZjGF4ljEk0mN4xZbNJONSuoaGOEvHyJaASPsW/RBi0dvoqOapmpqSnhlqpPMnfHE1rpXa11OIG3HXbZ2Vp75g2G3y7RXa9YpYrncItCOqq7fFLK3XppzgT2+C1/LucjAMZpr0bYbl59ypaHyhP5XT50nR176XenrrXf5j1UxB2gxae3UFPVVNVDRU0U9UGiolZC1r5ekab1EDbtDsN+ixLFjVgsVNU01kslttkFVK6WojpKVkTZXu7Fzg0AEkfNbZeII7YsEwuxXZ91smJWG2V8m+uppLfFFKd+vvNaD3UjRRrkbMrZg+PMvN0hqZopKuCjjjp2BznSSvDGjuQANnZJ+A+J0EGwfjlhkyGPIX2W3OvEcRiZXmlZ7Q1h7Fok11Aa7a2sGuwTDK6/tv9didhqruwhza6a3xPnBHoest3sfNSJeoCwb5aLVfLbLbbzbaO5UUo1JT1UDZY3/AJWuBBWaTobUb4zzK2Z9hlJldmiqo7fWPmbB7Qzoe4Ryvj6iNnWywkD11690Gdj2NY/j1udbrDZLbaqNxJdBR0rIo3E+pLWgA/pWMMIw4emKWEf/ANNh/urfr1Bh2m12600zqa2UFJRQud1mOmgbE0u+J00Ab9O6/VZb6Ksmp5qmkp5paWTzIHyRNc6J2tdTSRtp122NFRfE86ZfuS8zwsWx1O7F/YuqqM4cKn2mIydm6HR0616nf2KZIMOstlvrKqmqqqhpZ6ikcXU8ssLXvhJ9Swkbae3w0lHbKCjt4t9JRUtPRgOAgihayMB29jpA132d9u+1logwfoa1/RP0R9HUX0b5fleyezs8no/i9GunX2aXlJZbVS3OW6U1upIa6aFlPJUMha2R8TN9DCR36W7Oh6Da2C8QYsduoo6+W4MpKdtZKxsck7YmiR7W+jS7WyB8ASkduoo6+W4MpKdtZKxsck4iaJHtb6NLtbIHwBPZZSBB6iLxB6i8XqAihV1z1tDzFZ+PDajIbla57h7b5+vL8t3T0dHT338+oa+RU1QEREBERAREQEREBERAREQEREBERAREQEREBERAXh9P0herz4fpCDlDwGf6c8t/nOD+1ql1guUPAZ/pzy5+c4P7WqXV6AiIgIiIC+FRVU8EsMU08Uck7+iFr3hpkdonTQfU6BOh8AV91zrzq3Oj4luMPoSfG2ksuf0QK2Kd3S/2ZvnmfocNgj6nRog76thB0UiqbKc0y688mS8c4GbXR1dtooqy+XivgdPFSiT97iiia5pe93rtxADftWfxnm1+qM1vXHma01C3IrXTR10NXQNcynuFJIekStY4l0bg73XNJI36HSCx5pGRROkke1jGAuc5x0AB6kn4BRXG+SsByS9PsthzCx3O4sBPs9NWMe9wHqWgH3tfZtZHJuI0+c4PcsVrLlX26muDBHNNROa2UsDgS0FwI07Wj27gkKiOcLtiMd9wrjfGLcLJdrVkNGKS5zUvsdJQsj957I53ACRzmkN6G76j690HQ+UZHYsYtbrpkV3obVRNcGmernbEzqPoASe5PyHdYmHZrimYU0tRi+Q2y8RwkCX2SpbIYyfTqA7t38NjutPlHHNvyPkqxZhd6t1XBZKaWOktcsLXwCeQ/v8A3/hgAAdu2gRoqveq3XvxdWybCoImusFrqoctraZoEUpkAEFM8js6Rrx1fEjWv4J0F4Xa4UdqtdVc7jUx0tFSQvnqJpDpscbQS5xPwAAJS03CjutrpbnbqmOqoquFk9PNGdskjcNtcD8QQQVFedv9SWc/+Hq/+weqtwjke8HDePePOOaChu2RjH7fNdqmrL3Udop/IZ70xYQTI7+DGCD80HQyKmOQM/5ApOYafjLDrZZKqrrLAy4i4VwkbHSO857JJJGtcS5mmtDWDv1OG3aC0Noz3meryu68XGgxf7qrexla6/FsgoBRPA07yQesylxDQOw9SfTuHQijEnIGHxV89DLfaWKogusVne2XqYDWyM62QNcRpzy0700n5Huorwxn96u1lyqkzqK3015xKvkpLjPQ7FPNG2PzBK0Hu3bd7H2fDehRuWOuNt4K46zM26WuvF/5EgyR1I1/S6okndM+GMOPpuMRN36BB2Iioz7t+WcMyrGRyRSYtU2bKLmy2MFp81stsqJATG1xf2ladaJ+YPf03d83X5L/AC+kP6Trq9N/agx5bnQRMqnSVcDfY2eZUjzATC3pLtuHqOwJ7/AL8WC722/Wemu9nrIa2gqoxJBPC7bJGn4g/oXNvFDc6GTcyOutRjT6YVVQLqKaKcSOqPYz0eQXOIbHr1Dtn5FYXDN95rg4Hsl9xi1YxTY9ZbXuKkuLpH1d0bGXmR7XM02IHRDAe51s9iEHVyKnsi5inm47wy54jZ2VeR5sY4rRQ1UhEULy3qlfM4dzHGN713Pb07o3Mc6wXMsesvIk1nu9pySoFFR3a20b6U0laRtsMsbnuDmP9GvBB2DsILhRUXeOQuTr3y7lvG+EWvH6f6FNLKbxcBI5kEUsDXlro2nb5HPcQ3QADWne1EpvE/VYHdrlh/KNjhkyS11JikntLy2nniLGvjkDX7I2Hen/AA9EHUKIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKm8Xv4POTfyX9pjWX4VfwesL/Njf1nLE8Xv4POTfyX9pjWX4VfwesL/Njf1nILOUW5ZtFFe+Ob7QV/tHkGilkPkVEkLtsYXN95hDtbA2N6I7HYJClKwb7Q/Sdlrrd5nl+1U0kHXrfT1tLd/wC9ByBccdht/gvxSrs09VT3C7XC1SPlmqZJmMl89wa5jHuLWAEg9LQAdeimvKGAU/E1FY89xnIchkyM36jp7tV1dwfKLrHNJ0yNmjPua+I6QNfl0RkWzjDkys4XoOOrxTY9TOsF1oHUFXFWvcKunhmc973DpJYdFoA13O96Vnc84Zdc3w6ktFnkpI6iG8Uda41EhY3y4pet2iAe+vQIKk5SzHEr7z7eMR5IutdT4ljdHTmG2U8FU+Ovq5mh5km9naSWsaQA1xA38+62fA+X2+Dlm9YPiFyul0wia1fSFrNZT1Lfo2drg2SmY6docYyCHgHYHoPipjleK5hjnKNbyJgVFb7wLxRxUt6s1VWGkMrod+VPFL0uaHBpLS1w1r8vbP42s/I1Vll5yzOrjDQQ1dO2lt2O0VY6eno2DuZJH6AfKT22BoAn7AApfgXiWk5P4SoMmzXJMiuFxlZURWlwuUrG21scr2tc0A++8uDnFz99iB20rj8KuQ3bKOA8ZvN8qn1dwkilhlneduk8qaSNrnH4ktYNn4rM8POF3bAuHLPiF6lpJbhRe0ea+lkL4j5k8kjdEgH0eN9vXa/Xh1w264Bw/ZsSvctJLX0JqDK6lkL4z5k8kg0SAfRw+HqgifiLGOfT+OSZ/nMVnw1gmdUWWOSZs91qPRgIh998TdjbR8T39QoTw1dcbt/iNpLRxq6/0WJXqyTzT0FbTVENL58ThqWnE/venY67bJH2CxeSsSy6l5gtHJ2J2m25E+mtElpqLVW1YpnMa6QyCaGRzXNa/uWnfw7fHtg2TCuS7hzpYuS8nmsVPSQUFTQvtNLUPkdQxvG2ESFoEz3O+sdMAAAG9INBxfiFq5pfkucZ/wC13NjrxU2+zUQq5YobdTQu6A6NrHDUpOyX+vYemysbKbdmttk484Uu+XVdVHfrnW+03SmleyrktdM3zGQPlOj1kHpc4eoA7nvuUWfHOSOM7tkFHhNhtGT47eLhLcaOKpufsc1tnl7yMdtjhJF1AEdJDvULXjiDNabG7BkAySluXINnvNRefMq5JDRSGoHTNSMJ26OLoDQ0gdiCdDfYJPY+J4cKzy03rj+pFlsRimivtpknmliqx07iljDi4Nla4d3bGx+U7o7DMt4s5ApbllvLd6vE18rqyZttp4Ke4eXaKZri2IQGBhYH9uov2STrffe7ptlp5Ly/kGx37LKSmxCx2HzJWWuhuxq5bjO9vSDK9rWtETR3De5J9fXtrcbsHJ/F8FwxnDMfs2UY5LVzVVofU3U0ctuEri90UrSwiRjXEkFpBOz8+wVbc8vu2U+HZlPeququNRZs4orfDcaiB8T6+mbO10Mzg8A9Ra7R2N9u/falnOOWY9cudocHzu719Bhdqtba+qpKSGpf9JVUjiGMlMDS7y2t97XYE+u1I73xdnl34forBecnhveSPv8ATXetqKmZ4gia2YPdDD7pIY1o00aGyT6Dst9n+JZZbuTqbkvA4qCvrX282272isqTTtrIA8vjfHKAQyVpOveGiP8AeFf8P5XZLbzW7EeP7jc6/CLta5KiOlqaaqay11keyWxOnaHCN7Rvp2QHemvQ/DwmYGckwTHuSsivt7rr7BPOy2OdcZPLhp45Hx+S9u/fa5/U929k+6NgDRszBLTyXds6q8tzWrjsdtbRGkt+NUNeamMOJ26ed/SGvf8AAaHYfLXf6cFYFdMP4Mt+CXyqpxXQxVcU01FIXMAmllcC1xAOwHj4eoQUZUUvENTR3SizfL7tnHIU883m3Gww1tQ+kk6j5bKYR/e2Bg17u9E7B7emJkhlznwi8fZPktVX1l1Zd6ehM/tkrDJH7a6Il4a4Bz+ljffILgdkEEndlceYzzDiWAw8Z2yyYvQQ0zZIIsoZXkt8pznffvZAwOdNo/wnhvUBs69ceHhvMKbwxUHHkVVaX36zXMV1G8yuMFQGVTpmNc7pBaXBxB7dj8fig13NN5x6y8iYtxNfLxdrXg1Na5LncmwyVdTPXkyvZFTySs65fL6g5x79/Tf1V8+OMtxixc42PHeMK+5VWHX6nmjrrbLSVbYLdVRtLo5ojOwFoeB0loOtgn5Kb3zF+Q6u7Y1yhbqCy0uaUNFNQ3ayurHClrKR8hcI2zhpLXtIDgSCNn5DvssSt/KN+5Gp8py2SDF7DQUr4abH6G5GqNTM/sZaiQNa0gD6rQOx19uwsDJ7RR36wVlpuHtHstTH0y+RUPhfr17PYQ5vp8CuT+MaqpwbwaUuT4pNU02R5BVC2MqJamSSKBz66WJsjInEsYQ0nu0DZ0TtdguHU0t+Y0udcQ4fzKXhi8cRZMbVRW+hkM1gvdHO6SWSb2h07JHxkDpDSQCPiCdfNB9OUuNbbxdxnV57hNdcqbK7CxlXNcZ66aV10Ae0TMqWucWyB4Lj6e6da0r8sta25WikuDGljaqnjmDSe4Dmh2v96pLNMe5k5HxZuA5Fasfx63VDo23q9UlyNS6ria4Oc2ng6AYy4tH1z2Gwrxt9JDQ0EFFTtLYYImxRgnemtAA/3AIKMxL2/wDx6c+/RlfS26t9ktPkVlS3qip3+xP1I8fxWn3j+RVHlJ4fg41rp7Nk+R5HyLQ0T6p+S2tldM91WwFznOl/e2w7Gj301vf1G1d154lvN4v3MU01xpKSjzehoqa3yRvc6SJ0NO6NxlboaaXEdgTtu/RampxrmPIOKX8aOseLYnTNtht9TdYLg6obUxhnT0wwNY3y+vQDnPJ6Q52gTpBquR7hleVY1wY625JWWW6ZFJEayspX6cBJRB0rgPQu0Xlux2doqQZnbo+JcuwK543X3b6OvV6hsN2oqu4TVTKnz2u8uciVzumVrm76m63sgqL8n2HK7LZOBscpKu3UmSWy4R0jJT1S0xliptaOgHFjg3R7bAcfkppLi+fcgZ1jNzziz2rHLFjFZ9IQ0VLcfbZa6saNRvLuhoZG3uQD7x+Pr2C3roasW6o9gEZq/Jf5Ak+qZOk9O/s3ra41tldgxsktHybcMqwnlqR7ycjugqQGVIeSx0T43eX5AGh0aa3Xx/hLsy4U7qqgnpW1E1O6WJ0YmiOnxkgjqafgRvY+0KjJ7LzU/BKnjq7Y/jOUCWGSkjyW43QlronEhss1M6Nz3StBHo7WwO/zDF5jpsiv3InD2O2zM6ul+lqO4C4XS1y+UKqFsELpJIwCWgvHV0u79PXsHstteaMcX8vYPBj1ZcRYsonntlxt1TXTVLBM2PrhqIzK5xa/YLXaOnA9xvuodn+KX3EM44ExXEbjTTXa00lzigmrg4Q1Bjp43PY/p2WNeA5oI307B76U8t2K5zmvKNhzDOrZbceteMtlfbbVS1/tkk9VI3pM0kga1oaGj3Wgb36oKktOWcZ53k+UX3l67XOZ8V0mobJa4qevMFBSxHpEjDTt6fOcdkuJJGh6LIpuXsjsnA+awUF4rrjUWi7w2uxX2tppGzSUtQ7Ucrw9oc+SNoeNkbJ6dg/GzbVjnI3Gl7yGDCrFasoxu818lypaWe6exT26eXvI0kscJIi4bGtEd1+jxZlWT8R36xZ3lslTkd5rPpCGaB7n01qmY8PhjgB0ehhaN+m9n8qCnsnu3GGJ4ky/cX5TkL8/txjmNXPR3J7ryeoebFUiRnQ5rwXEb10kDRCsPK6w8sc14xgVxfW0+Lx4y3I7nQRzPh9sfI4MjhlLdOLG9QPT22d7+zcXmDnvJ7LT4nNS2XFJHOjbccmoLu6V742kFxpoegOje7X8I9gSPtW05L4+yZub2PkXj+soZMitdCbZV0t1kcIrjSE76XSNBLZA7bgdaJPf07hC6DD6bDvF3i9BaKiqFlkxqtfSUU0zpW0ZDtPZGXkuEZPS4NJIBLtaHZdHKj8Wwbkyv5ztfJWZ1Fgp6entdRQttlBNI/2Vrjtmnub98LiXFzu2uwAKvBAREQEREBERAREQEREBERAREQEREBERAREQEREBeH0/SF6vD6fpCDlHwGf6c8t/nOD+1ql1euUPAZ/pzy3+c4P7WqXV6AiIgIiIConxF3eixLmHinN7558GP2uW6RV1YyB8rYHTU7WRhwaCfeOx+gq9l+Xta9vS5ocPkRsIKFF+t/G3iBynJcokfQ41mtvt81HdpInGningjMZgkcB97cWu6h1aB+e19uMK5+e+JC98kWannOKUWPMsVHcJIXRsr5fPEr3xdQBcxvcdXp6a9Vej2Ne0tc0OafUEbBXrQGgAAADsEES5euWXWjAq+6YPbKW6Xql6JWUc7HO8+MOHmNYGkEv6Nlo+Y9Cqd5v5JxPlDjKXBMNglyLJ7/5cVPbRTvbJbpA9pdLUdQ1D5ej3Px+zZXSC/DY2Nc5zWNDnepA7n8qDnLxF8i3bHKjH+NKK6XS2CpomPvmQ0dBLUTQQhpb0who/fZC13vfwQQfU9pHwLnHFFEaDAMDt97pXTdbw+qtM8Zme1hc+SWV7QC8hp7n7ANdgrs1+X+dAPtP86CH84Mkl4XzaKJjpJH2CuaxrWlxcTA/QAHclc+Y7h03EODYFy3hlsrZI3WmljzG2NL3yVUMzWvdOGnuJInu9NdhodgHb60XiClbZK24+MCnvVE2WW3VPHbXQ1AicGP6q3qHcjsdHej3+xffFoZm+K/Nah0MgidjdvDXlp6Set3YH0KuNEHKWR1NfSW/muz0jJYq/KctpLHQFzSA91UxkbiPnqMyHt8lYPiKtLaO1cU2y2Usrqagzm0sYyNhd5cUbXtBOh2AAHc9ldbmMdrqaHdJ2Njej9i/SCnPFBTzz/wCLPyIJZfLz+2SP8thd0tHmbJ16D7T2VxO+qV6iDm7Fr5QWbk/mPDrn7VTXq9zzV9tgdSyEVMAonbe14HToa+fr2GypdwtDNH4TbPTyQyMl+5uUFjmEO30SdtequHpb1dXSOoDW9d9L1ByBWYuH8K8JZbeLZd6qy49FJHeoaB00VTBT1Denzx5REmmOa0u6e+j8trdQUfEeRcgYrZuP7Xds3nZXR19XWOyK4SUlpjj95szi95aZN+jD3PodbC6lX5jjjjBEbGsBOz0jW0FP8UU88fiT5lnkglZFL9DeW9zCGv1SuB6Sex0fXS4/8Z1nu1X4kspnpbZXTxO9l6Xx073NOqWIdiBor+kSa+0/zoPUREBERAREQEREBERAREQEREBERAREQEREBERAREQVN4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g84X+bG/rOQWciIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiINTe8cst6uNquFzoIqmqtNQamhkeTuCUt6eoaPrr57W1+xeogIiINRdMbstzyC03+ut8M9zs/nfR9S7fVT+a0Nk6dHXvNGjva26IgIiICIiDxeoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC8Pp+kL1eH0/SEHKPgM/055c/OcH9rVLq9cn+Az/AE65c/OcH9rVLrBAREQEREBYl2uVvtNC+uuldS0NJH9eepmbFG38rnEALLVG8/PwlnI2JVGVx3vJqmkhnlt+J263e2Coee3tT49gab6Dq7du3oUFwWC/2PIKV1VYbzbrrTtOnS0VUydgPyJYSF8r7k+O2GWCK+X61Wt9QdQtra2OEyH5NDyN/oXPHHs0cXivtdVasBumB0t6x6pFXR1TYofbDE8dMphicQwjsNnRPr8yd54e8XsOfU2X51mdoob5dbrfKyj/AMvp2zCmpIXBjKdgcD0ADe9a32+SC/fPiFOZ/MZ5QZ19fUOnp1ve/TWvitbYcnx2/PmZYr9arq6nOphRVkc5jPyd0E6/SufeQsT+57GsC4gp8irK/HL3lj6eq2/To6Ju5fYeoOJ6Qe3c70NdgNKzrrxVilFleMZPjsdHilbZpTHq300cIrqdzCDSyAaDgdbGwSNdvmgmt3ybHbPV09HeL9ardU1J1Tw1VZHE+Y717jXEF36FF/EFmtx494kvOX2mlpKqtoDAI4qoOMbvMnZGd9JB9HE+vquf+Gr3Zsixm7ZTmnEeXZtd8krah1TcI7LDVwNgD3Rsp4XvkBY1gbrTQNO/IF+cs+6qm8Fmb2fJ7Ze6GG23aGCz/S0fTUvoPa4HQh/c7Ldlvqda18EHWdzulutVtdcbtX0lBSRtBknqZmxRs383OIA/nX6tNzt13oI7haq+lr6OUbjqKaZssbx9jmkgrnHk+7xXXxKU9qyHEr/ltixyxxVlJarZRMqWe1zOI9olje9rXBrQWt3vR/Ss/jUXSk55lq8W4/yrFcRvVrk+lqa4W5lNSsrYwSyeNjHua1zmjpOtbPzQXu2/2R1fT29t3txrKmMy09OKphklYDoua3e3AEdyFjXXL8UtNyZbLrk1loK5+uimqa+KKV2/TTHOBP8AMqD8HHHWKVPD1jze62+mqr2aqeelr6ju+ibDJJExkZJ01jdOcR6EuJPoFpcWi47qsQutjsfGmV8oyXKoqDW5NJaoYm1srnu99tVK4dIaewLewI36koL85nz+k4645uWWzUza51K1ghpRO2MzufI1g0T8B1gnQJ0CpSLpQfRjrk6tpRRsYXPqPOb5TQPUl+9aHz2uQL1DBfP8HVb7xeaeGvuNuDYqKpnYHyU7RcRDpjj3H3sBh16jsppzrT2m253x5x1S4jXVeHNjqrtWWCwUTCKyRhHltdF1Na6NryXuG9HffaDoewX2y3+kdWWK72+6UzXdBmoqlk7A75dTCRv7FsVzTQvrWc24nkGB8W5hilLPI6gyRtRaI6SjqKVw+9yObG8jrjdsh2gddt/A9Kj0QeoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgqbxe/g85N/Jf2mNZfhV/B6wv82N/WcsTxe/g85N/Jf2mNZfhV/B6wv8ANjf1nILOREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4fT9IXq8Pp+kIOUPAYP/AD55b/OcH9rVLrBcoeAz/Tnlv85w/wBrVLq9AREQEREBVjyHgWTVHI9v5GwW8WuivtPbXWqpprrTyS0tTTGTzANxkPY4O77Hr2/TZyIKfx3inJ28uWnk3I80iuN0gpJ6SqooKAxUrIXj3I6cF5cwNcS4l/UXE/BejjzPMSv19qeMsjsVLar9Vurqi33iillbRVLx98lgdG4dnEA9DhoEK30QUyzgijh4xp8dgyOrZklPeDkDMh8lvmm5l2zMY96LD9Us36Ad991kQceZzlOX4/eOS8hsVTQY3U+20Nus1FLEyoqgNMnmdK4nbe5DW9tn1+dsVVRBSwmepmjhibrqfI8NaNnQ7nsvqgp2l485Bw2qutFxnkuP09huVVJWMo7zQSzPtssh3IYHRuAc0nuGPGgfn33+bhwb7RwFdONW5PUS3C7VLKyuvNXCZXS1Hnsle7y+oaB6A0NB7evc73cqIK15B49vNZmduz3Cb1R2nJaOjNBOytpnTUlwpi7qEcrWkOBa73g5p2PRfLA+PckZndXnue5DS3K9vovYKKjtsUkNDQwk7d0te4ue9x9XO+37NWeiCB8Q8dswjiGiwCtuIukcEdTHLUMiMPmNmkkeQG7OtCTXr8NqF4vxjybZMUZx5BndngxKFr4Ia+G2vF2bTOJPlBxd5LXacW+Z0kj11tXgiCmKXg90fhtq+Hp8iEjHGQ0te2l6TH/lHnx9TOr3tO7HRGx8lk3bjbMr5YsbvFzyy30/IGO1EstHdaWg/wAlkjk918EkRILmOaACQQQe4VvIgqex8fZneeQbXmPIuRWuf6Ea/wCjLVZIJoaVsrxp00pkcXPdr0HoO327tdeogIvxI9sbHPeQ1rQSSToAD4r80s8NTC2aCWOWJ4217HBzXD5gjsUH1REQEREBFReN3zk7lEXrI8Oyq3YvYKOumorPBJa2VbrkYT0ulme47YxzgQAzuB+TvO+Dc4nz3AYbvX0bKG7U1RLQXSmYdtiqoXdLw3ufdPZw+QOvggnKLTZhlOPYjZnXjJbvSWuha4M82ofoOcfRrR6ucdHsAT2Wnwbk/Bc2raihxjIqaurKZvXNSuZJDMxvb3vLka12u47613CCYooTlPLHHWMQVU19y62UfslUaOeMvL5GTBocWdDQXEgOBOh22FvcYyjH8mx+O/2G70lwtcjXObVQybYOn629/VI+IOiPig3KKjuVedsVdxvlM2AZnQS5Fb6J0tKWRdTXFr2hxjMjfLm0Cd9PVr1Vu4nVT12MWutqXh89RRQyyOAA250bSToenclBtEVR5rlWZX/lY8bYFXUlm9goI6+93melFS+nbISIoYonENL3AdRLtgA/Z323GFXyRRZTe8YzmOK7UNLHHPbMigpm0zatrvrRSRtJDZGn+L2I39iCxkVa+JzKr5hXCV+yXHKtlJdKM03kyuhbIG9dRGx3uuBB91xHdS+/5Vj+PG3xX28UdBNcZWwUcc0gD6iQ691jfVx7j0+YQbtFU2VZPf7ZFy7V0uXWmrNjs7aq2W6GFpqLVIKWR5M+2+91uaHNB2NBSPCMuhZwxj2ZZbdKWlE9kpa2vrJy2GMPfE1zj8ANuPYD56AQTZFEcG5KwjNp6inxjIaavqKdgklg6XxShh/h9EjWuLf+0AR39Vj5Vyzx1i8NTLfcutlH7LVmjmjLy+RkwaHFnQ0FxIDmk6GhsIJsigV+5j4ysdmtl4umZ2qGhurC+hka8yee0HRcGsBcAD2JIGjsHupdTXm11FkZe4LhSvtb4PaW1gmb5Ji11eZ1+nTrvtBnooRiHLHHmW3g2jHspoq6u6S5kID4zMB6mIvaBKB8Szai1VzTY6bxAt47mvFlht7LYS+d8x811ydUCNtL8g4N97XqeofLuFwIoTdOWeObZc6e21+YWmCrqK2SgjjMpJFRG4Nex2hphBIBLtDZ1va/ebcp4DhlzjtmTZLSUFdJH5vs/S+WRsf8d7WNcWM7H3naHb1QTNFrI8gssmPjII7rQvtBg9o9uE7fI8rW+vr3rp18dqN4byzx7l94+iMdyekra8sL2QFkkTpWj1dH5jW+Y37W7CCO+L38HnJv5L+0xrL8Kv4PWF/mxv6zlieL38HnJv5L+0xrL8Kv4PWF/mxv6zkFnIi1+SXNllx643iWJ0sdBSS1L42nTnCNhcQPtOkGfsfNernzjSg5X5Ow2lz2o5WmxoXUOmoLba7ZBLT0sfWQ0PMgLpHdu4J+za3Fu5Sv+N8T5VduQ6KmoL/jdRUUUE0sb6ekvMrIy6B8Ox6Sa1pvbfpregF1ooBxbyTYsn4rosvqr5aQIaGKS8yxTBsNFOYmvlY8uPudJd6E/wA6YxzNxnkl8gslmy2jnuFR/m8T45IfP/8AVuka1sn/ALJKCfoohl/JmCYkatuR5PbrfJR+T58cjyZGeb1eX7jQXHq6XHsD2BPoFBqbnfF6nnClwylyKwSWOeztnjrm1PU6auknayOnafq76D1a7k9Q9NdwuhERAREQEUG58v8AdcW4eyfIbHUimuVBQulp5TG14Y4OA30uBB9T6hV1hNk54yXDbLkbeardStulBBWiA4rTv8vzGB/T1bG9b1vQQX8irOtkzCxPwO13fkO0SV89ykiuck1CyB13Z0uLYoWAEMcB0+hG9b38Dtso5Y46xenqpb9l1so/ZKo0c7C8vkbMGhxZ0NBcSA5pOh22EE2RQHKcxob3xBdMownMrRRRmke6lvM2pKaneCAXPBada9CC0kE9wtpdcysGJ4hRXnLMhoaeGWKJvtRJ1UyuYD97Y0Fzi7uQ1oJ18EEqRRvCs5xXNbdU1mK3qmuTKY9E7WdTZIXaOg+N4DmHt8QPRVPw1z7jQ4rxmt5MzW102R3Tzy9r2BhLW1MsbHObG3pjb0sA27QOiUF+IvjR1MFXTR1NLNHNBKwPjkjeHNe0jYII7EEfEL7ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLw+n6QvV4fT9IQcoeAsf+fPLn5zg/tapdYLlDwGf6c8t/nOD+1ql1egIiICIiAufecMmzmg8Q3G9BZcbdXUjfpCWlp/pptPHc5PZdP62lpEflBxILt9XUdaXQSo3nW526yeILhy83muprdbYH3hktVUyCOKMupmhoc49hs9u6CUZlyNdYc3gwLC8diveSexitrjU1Zp6O3QuOmmWQNcS5x7BjQTrv6LO415AmyG9XfFb/AGV1hymziN9XRCcTxSwv+pPDLodcZ9O4BaexUGxe52/GPFRnDb7VwUjMstluq7JUTvDI6hkEZjkjY89i4Eh3Tveu6YTc6bKvF3kN+x+RlZZ7Pi0Vnq6yB3VC+rNR5vlhw7Oc1uwdHtooNh41QD4acp2Afeo/X/8AdwqQckch1uP3+xYfjVg+nsnvMT5oaeSp9np6eCMe/NLJ0nTQewABJ1+Tcf8AGqQPDTlJJA96j9f/AN3CsPlnI8gqeYse49osuZhNsrLNJcH3RsMTp6yVr+j2WJ0vusIA6z8UEgwbkq/z8lzcd5xi0FkvLqI11BU0VaamkrYWkB/S5zWua5pPoR8D6dt6nCeacgzhly+5DjietdaqianrX1N1ZTQ+YyRzWRRPMZ8yRzWh5Gmtb1NBd3Ve4O6yUvi9sFBbc4vmYTQ2atiqa+5Vrahgn7OMERaAwFrdFzW70T377Uk8KecYlb8CyK23C82+3VdrvtwnrGVM7Yj5Tp3OE3vEdTde7sfFukFw8b5ja86xOmyG1Mnhjlc+KanqGdM1NMxxbJFI34Oa4Efb2I7FarlLPX4pVWOx2mzuveSZDPJBa6HzxBG7y29UkkkhB6GMbonQJPYAfKI+EZlRUYTkuQuglgoMhyq4XW2skaWk00jmhjgD6AlriP5174koMFuVxw+y5uy62s1tbK22ZHRVQphbKgM2GulJ90ydgAQQS34a2g32F5/kEucVGEZti8VnvAoDcKSooKt1VR1cId0uAeWNLHg/wXDuO/y3G8B5uyLPMVkyLE+MqyrpaRh9rE90ZCXTNJ6oafbD5zg3RJPQ3Z6dkrR4RcsrxLm20YBDyNJn9juNuqqisZVNZJVWkRt3G98rCeoPcQ0B3z9PQr8eEPkHDbZ4c6KK4Xq32+Wxe0/SMc07Y3sBme9r+knbg4OGiN7Ox6hBZVx5exKk4hj5MZJUT2meJpp4WR/5RLM5xYKcM3++dYLSN6BBO9BR/wDxqZXjlRaKvknCKawWS8VDKaOspLn7W63zSfvbKtvQ3pB9Otpc0HsVSlfYbw7wm49kFTFcbZRU+YDIp2wRgz01vfPJqVrCCPdDxINgjXcjSlXMFuxarwqit935gzfMaXIamCGhtVtnt80ta4vDmuYBENNaQCTsfAfHSC2c75GudHnNPgOFY/FfskfS+2VntFX7PSW+n3pr5pA1x6nHsGNBPxX0wLk6K6Vt/sWV237m8hx2EVNypnz+dC6mLeoVMMoA64iPXsC09iFVNfZX2/xR5PTXPPr3h7r/AGqgmtNTTSU7G1wgjEUsRfNG5pe1w6ulujpxOvRYhxm1ZVl/IlDjeW5bl+SU+H1FoludU+lNCHTbcylD4mNJk6gfmBtwJ7IJPdeU8vyXjC+ZbS8fhuEVNDVRwVBuG7i6Doez2r2fp6fL3slvX1dIJG/jMvCv+D1hev8A8MZ+s5V7iPLWBUHhagt9bd6Omu1vsJtFRZXvDaw1bIjCYvJPvkucN71rRJOtFWF4Vzvw9YX+bGfrOQWaiIgIiIKX8FZEfh9tFveNVVBWVtNVtPqJRUyE7+3TgnhO1NZs+uEJBpK7OrpPSkehj6mDY+zYKz75w3ObzeqzD86vWI0mQSGW8UVFDDJHNK4afLEXjqgkcPVzT3U8wHE7NhOJUGMY/TmC3UMfRE0nbnEklz3H4ucSST8ygrjnSvsVPyBhIbi91y7L6Z9TU2a1U1S2GBoDQJJ5i/3B09uknuD6KD1lZl9Z4quMLjleJ2jGauqp7pAGUlz9rqJ4m05IEzg0N6QT7ut9y75K3+S+OBlV6s+SWrIK/G8ks3mMo7jSxslBjkHvxyRPHS9p1vR1orTWzhalbnVlz295df71lNske41k5jZHJG5hZ5LYWt6I4wHOOm6JLiSSgjHB+NWSr5v5cyCrt1PU3GC+MpoJpow8wxmEOcGb+qXHWyPUABVhmz58a4r8QVuxyL2OibksEXlQDpZDFP5Ym6Wj0BB1ofA/Yuo8Nwm34xf8nvFJV1U02RV4rqlkpb0xvDAzTNAHWh8drAt3GOPU78zbWedcqXL6nz7jTVPSYxuPoLW9IBA133vYPcFBAvEpjeMw+E6626CnpW2+1Wynltpa0ARPYWCNzPkXAkb+PWfmrbwT/Qmx6/8Aw6n/ALJqqe4eHK33THH4td+QczuGNxRltBbZamPopT/APUGbk6B9UO7Dt27K57NQx2y1Uluhe58dLBHCxzvUhjQ0E6+Ogg5qOExZl4uORbHf7lcobFPbbfWyUNJVOp/bemJkbOt7NOMbS6Q9IIBcQT6KS8SUM/H3iEvPF9pudfX4tPj8d6paerqDObdL53luja93fpcO+j9n2kz3kHjWDIsjoMtst8rsZymghdTRXOkjZJ5sDjswzRPBbIzfcA6IPfa/fGHG1Lh1ddb3W3mvyHJLy5puF2rg0SSNZ9SNjGgNjjHwaP8A4AAIr41u3hoyk633o+3z/wAriUQ4Zkuj/EHdP8btDFDnNTb46nHemXrpIKEg+ZBTfASMOw49ydO+Gy66+VcJt/IeCXDELpV1VJR1xiMktMWiRvlyNkGuoEerQO49Ficlcc2nNnWSrqK2utl1sVY2rt1xonNE8Lh9ZvvAgsdobaRo6CCmb5v7rvFF/wCHqP8A/wCbMvnLFHdaTwz43c2iSx1dE2qqYXjccs8FBG+Brh6H3iexVv1XFlnqLjyBXPuNwEmc0UVHXgFnTA2OB0IMXu9j0uJ97qG/s7JeuKrFdOPbBiUlbcad+Ox0/wBE3SCRrKullgYGMlDtdOyB3GtHfp6aCI+JJ0VqzHinIaItjvAy2C3NkaNPfSztc2ZhI9W/V7endYfBeP2eq5r5evdVb6eor2X1lLHLLGHmOIxBzmt36dR1vXr0j5KVWLieofmFvyvOMyueYXK0B30UyopoaanpHOGjIIogA6T/ALR/m7DUmwzCbfjGQZPeaOqqppsir211SyUt6Y3hgZ0s0AdaHx2gqLwuYhjeuU3us1FIBl9xtbWyQtc1lIzRbC0Ee6zcjj0jt3VZirukvgh46tdNG+rhuuSR26rgNT5Imp/bKgiF0h7Ma4sY3Z7D4rqfj7Brdhjchbb6urqPp29VF4qPPLfvcs3T1NZ0ge6Oka3s/aVpLPw7i1Fw1HxZVSVtwssYkLJpntbUNe6Z0oe1zQA1zXO2CB8O+++wqzm2PkjIcGo6UcY2bEqizVtPU2m6vyulDKCSN4Aa0dDQA5vudOwPT10pXSMEnjSifPBE2R3HjZHgAEB/tw2QfiftWwl4Yr73VWyHPORL5llktVQyppbZUU0EDJZGfUNQ+NodPr7db+Pqd7vNuMW33ka0Z3a8mutgu9DTiiqXUgY5tZSCTzDC8OHbbviPn6ehQQLwx4xZKy/cr3utt1LV1c2cVtIXTwtk6YopBI1o2Dr35C7t8QD8AozwPeM7jqs4yG18bUuTV90ySsjrrjNf4aWRoid0Mpyx7HEMY30G9d/RX7x7hFuws5D9H1VXUfTt7qLzOJy373LN09TGdIHuDpGt7P2lRi8cUV8GT3a/4LnN1xCa9vEt0p4KWGqp55daMzWSj73IRrbmnvrekFP2vAb/AHLizPsQra3H8Rpp8khrLRbZrxDV0tLKX9bqKXp+q1z2jTNep+qe+9/e8rvVJkeIjmzi021lvu8QteQWW4ebSQVLvcb1NaetkZOttJIOvQ6Vg0nBuGxcYV2DTGvqY7hUmuq7nJMPbZawnqFT5muzwQNdta7d9nfwp+I7rcbla5M65DvOWW60VLKuit81JBTRumZ9R85jb1TFvr30N+u++w/Pi9/B5yb+S/tMay/Cr+Dzhf5sb+u5Yni9/B5yb+S/tMay/Cr+D1hf5sb+s5BZy1GY3i24/i9yvd4DzbqGmfPVdEJlPltHve6PXtvstuvjV00FXSy0tTFHNBMx0ckcjepr2kEEEH1BBI0goOzcKWartVPlXD/ImTYZR3WIVsFPST+dQkSDqB8hxGvtbvt6fBYUOW5Zc+LeZsDzyWhuV7xOzTMNypYg2OqjmpJHxuLfRsgA7616/MbMpoOCZLB59Jg/JWYYvZ5nueLZTzRzwwlx2RF5jS5g/SfyqWYpxXi+PYPeMUgFZWQ3xkwu1bVzmWrrnSsLHvkkPq7ROtDQ+XrsK0yB+IxeEzA6bKrbcLlT1tFZ4aW2W5wZLcasxMMUJ+BBLdnfy+elF/EHc88uuNY1W5FxxZ8ToqDI7eaGZ94ZU1kTzIAGxtiYGsGh3HV6Aeuu1nUnBsB40ZhN1zO/XKOgrIaqx1zxGye1OgGoRGQNHpGx3HfZ9O2vjkPBcuYUcP3fchZDfq2jljlt80cMFJHSPa8O62wxt6HvdrpLn77E60g1dsx+1Xbxn5RX3GkiqpKDG6Q07ZWBzWOkJYXaPbfT1N38nO+ayqaio6bxoRUtPSU8MEXHbRHGyJrWsDa7Q0ANDQAAVi23CKCi5Ju2dMq6p9fc6CCilhd0+U1kRJDm6G9nffZ0tNm/GDb9yLaM6teTXXH7vQ04oqk0gY5tZSCTzDC8OHb3viPgfT0KCXZZXXi3WCprLDZWXu5M6fJonVjaYS7cAfvjgQ3QJPp31pQH7tOYfxLUv/8Ad1P/ANJWkvUFWfdrzD+Jal//ALup/wDpLb4hk3I1xv0NJkXGcFitzmvMlazIYaosIG2jy2sBOz23vsp4iCsvFR+D1mn5sf8ArNUD4s415EuHGGL11DzbkFupaizUkkNJHbKdzadjoWlsYJ7kNHYE99BXVyJi1HmuFXXFbhUVFPS3KnMEssBHmNaSDtuwRvt8QsrELJT43itqx6kmlmp7ZRQ0cUkuutzY2BoLtADZA76CCp+aIJqXPOFqapq31k8V/LJKh7Q10zhTEF5A7AkgnQ+a1/B+NWSr5w5cyCrt1PU3GC+MpoJpow8wxmEOcGb+r1HWyPUABWpmWE2/J8gxm81lVVQzY7XmupmRFvTI8sLNP2CdaPw0mG4Tb8Yv+T3ikq6qabIq8V1SyUt6Y3hgZpmgDrQ+O0HOVyoqW1cY+JC026FlLQU90c6GnjGo4y+Nhd0gdgCfgPsU4zfHcmqrpxvl2FVePV9+sllIZYrtP0e0RSRMDpodHbXjWur09O/wM3uHEVkrLRnttkuVybHms4nrnNLOqA9IbqP3fTQ/hbX7zPiukvRx242q/XKwZDjsHs9vu1K1j3+V0Bro5GOHRIw63oj19PUoIbxlk9JW8z3GLLuPrjhmfV1l05zqzz6SvponerXN90uB13IJ0Nb+C13g2wrF5/DlS1tRZKGee++2C4ySwNe+domkjawkjfSGtGh6ep9SrFwjjR9oymbL8lye4ZVkclIaGKrqYY4IqaAnqLIoYwGs2e5Pcn+fe44rwi38fYFQ4fa6urqqOi83y5aktMh8yR0h30gDsXkdh6IIR4MJpZ/DZijppHSOa2qjaXHemtqpWtH6AAFcKi3FOE2/jzBLfiFrq6uro6EymOWpLTI7zJHSHfSAPVxHYeilKAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC8Pp+kL1eH0/SEHKHgL/ANOeW/znB/a1S6wXJ/gL/wBOeXB/+pwf2tUusEBERAREQFq8kx2xZJbxb8hs1vu1IHh4graZszA4eh04Eb+1bREGmyLF8dyK2stt/sVrutFGQWQVlKyWNhHYFocCB+hZVhs1psNtjtlktlFbKGP6lPSQNijb+RrQAs9EGLc6CiudG+iuNJT1lLJrrhnibIx2jsba4EHRAKwcpxbHMoo46PJLFbLxTxO644q2lZM1jvmA4HR/ItwiDU2/Gsft8dBHQWS2UjLcHCibDSRsFMHfWEeh7m/jrW/iq34q4etVvxJ9tzvH8dvdZHeK2tpXy0zakRRzS9bQC9uwfTYHbfzVvIg+cEUcETYomNZGxoa1rRoNA9AAPQLFvlotd8t0ltvNupLjRSjUlPVQtljf+VrgQVnIg0eM4jjGL0s9PjOPWmzRz95G0NIyEPPwLukDf6VXfC3DVnsXF+OWPOccxu83yzmfpqXUrKgMD6iSVoY97A7WnDtr1VwIg+b4Y3xGJzGujI6S0jYI9Na+Sj1hwDCLDdn3ax4jYbZXv31VNJb4opO/r7zQCN/YpKiDU5PjWP5NQihyKyW270rXdYhraZkzA75gOB0ftC+mO2Gy47bW22w2mhtdG07EFHTtijB+emgDf2rZIg0kuJYxLfDfJMds77oQWmtdQxmcgjRHX09Xp29fRbO3UVJbqOKioaaClpYWhkUMMYYxjR8GtGgB9gWQiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKm8Xg34esmA//K/tMay/Cr+D1hf5sb+s5Yvi7G/D1kw0T/mv7TGsvwra/c9YXr/8MZ+s5BZqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAvD6fpC9Xh9P0hByj4DP8ATnlv85w/2tUur1yh4DP9OeW/znB/a1S6vQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREFT+Ls9Ph6yY/wD7X9pjWX4VgR4esL3/APhjP1nLD8Xpa3w85MXjY/yXt/KY1l+FX8HrC/zY39ZyCzkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBeH0/SF6vD6fpCDlDwGf6c8t/nOD+1ql1guUPAZ/pzy3+c4P7WqXV6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDwkAbPotRZcnsV5uFZQWu5QVdTQvLKmNhO43A6IPb5/JfLPbxHYMPul3lp31DKame90bNbd2I+J0uLPBXmtZJz9c6OnoooqTJZJ6iUEe9GNPlaB3+YA+KDpnxclrfD5kpeNt/ybY/lMayfCsd+HrC+/8A9mN/WcsPxfDfh4ybX/5X9piWb4VvwesL/NjP1nILNREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF4fT9IXq8Pp+kIOUfAZ/pzy3+c4P7WqXV65Q8Bn+nPLf5zg/tapdXoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIK18St+ttj4fvrq+qiifPTFkMbngOkJc1p189dQXAvhjy6LD+YrFeKmEzt832XoBA15jTGD3Pzeu2/Fvx9f8/wD2LH46SSeBrnObNK5pI643e7oHfZpXGnBHFeVZDyDJHbKame/H6+J9eyWQtOmzAEN007IIJ+Hog7d8W5aPD5kpd6f5N+0xrJ8Kv4PWF/mxv6zli+LlvV4e8mb8/Zv2mNZXhV/B6wv82N/Wcgs5fCvq6ehoZ62rlbDTU8bpZpHejGNBLnH7AASvutfkVHRXCxV9vuTg2iqqaSCoJeG/e3tLXdz6die6CoLFyzyPmNC/IcD4rjr8aL3CjqblemUk9c1riC+OMtPSDrt1FTDDeVbDkHHd2zCSmrbc2xCobeaGePdRQywNLpY3NH1iANgj1+w7ArbGsf534usdPY8SGMZ9i9I0igiqJDSVzYdlzWdWwx3r2Oz/NoDFu16xXkHg3lAHFazEsktVPU1d9trZDBMasU8jo5JHx685jgD9bs7XcEaJC/sRvdPkmK2rIaOKaKmudHFWQslAD2skYHtDgO29ELZ/wA65mdNW4R4YcCoMPuFfRXXNZ7Rb/bJqqSd1I+phb5j4uskRgNaQ1rdBu9gArZ8t4fbOFsNi5GwWe50ddaayl+lBNcJp23anklbFI2dr3FrnnqDg4AEH0+Gg6GRc/1tlu2YeKTIrLUZJeKXF6Sy0FVV2+lrJIfaXnrDGdTSHMZ3c53SQXdLQVIOPqusxXni98YtuFbW2SexxX62MrKh88lH9+MMsLZHkvLC7TgHE6+CCx84yW3YfiVzya7CY0Ntp3VE4hZ1PLR8Gjtsk6HcgfMqO5xyRBjNpw64/RM1WzKLzRWuNpmEbqf2lpcJHdj1dOu7R6/NaDxd2mkuXAWTTVL6prqGkdUwiGpfEC8dgHhpAe3ufddseh1sBVvzVjP0Xw7xVaccuNfR1Vbl1qfBV1FTJVPp55IHgPaZSezTohvoNdgEHUSLm7MsKh4byjAcgxO/ZDJUXnJqWzXptfcX1DblHOHbkkDu3WC3YIA9VqMzzDCMn5wyq1cp32tp8axx0VFa7PC2q8mpnLeqWom9nbtzgdNaCdAHsPXYdUJ/OuU8Vzjpxjl3EMcyG6XfG7ZjdRccfuE4nZUUjTC4Pp/MkAe4McR0E9wPj8vzJxc+u8Og5TumX5LUZtDjzb1R3Btyka2lDIPMjhZGD09PS0Ak7JJJ33QdXrxRzi27Vd/40xm+17g6ruNopaqcgaBkkia5x1+UlVbz/wDcu3ObTJyZnUFuw5lC8xY9DLOyevqurXmSNh96SNrewHzH2lBeqfzrlnhbKbJYeZMnteE1N+fhJxV97ioLlHPG2GeKUNcacT+/5bmk9/mSO/SFuOLeMqbk7jCLPsxul1qMvyCOWrpbhDcJofooFzhCynaxwaxrQGkjR332g6ORc9ZbFmN5yfjnh7J8gfuqt09fk1bbJXwPr2Qe6yMP91zQ86L9a3vtpSyz8eu42y2XIcRrX0eHC1zuutjmqZpmmaMF0c0HWXdDjoh3cAj4E+gWyodyhnUeEfcz5ltfX/T2QUtlb0zCPyTN1ffTsHqA6fq9t79VzLhWScXZjjE2VcnZreYs2uj5JoJqUV7BZW9RELKbym9ADQGuJ77JOye62tVmN3zPibiW4X+Qz3Ok5LoKGeqMRj9q8sydM3SQNdTS0nt679PRB1si5YzPMMIyjnDKrVynfa2mxrHHR0Vrs0LKryamdzeqWom9nbtzgdNaCdAH09d7Ph7M2S1nImF2C/XK9Yxb7S+4WCuqmziamY6Mh9N5koD3BjiOknuB8T8A6U/nT+dc6eGnAqq4YBjvJt1ya8VmWy25/s8tRXyGlZB5booYpIwdPYNCQ77l+ztQG5x8ROw+4QXXOb5lnJbYppX3yyPrqiSKpG3N8osHlNiboDXYa36diA6mzzMrVh0Vmfc46qR15u9PaKRkEfUTPMSG9XwDQAST9nbZUkXI+fQfdvxJwXk+Q1dxnulyv9roKuWKuliEjHmXqf0tIAlJaD5gAcNnRW55ayDGI+XbbxnmF/ulswWwWWOpnp2SVUst0qHktjjmljDpHMawdXc+8fUn4B08vhcauGgoKitqSWw08TpZCGkkNaCSdD17Bc6cMZfYrfzgMNwK8191wm7W19TDS1MVT02qrj7uZG+docI3sG+nZAPpr43VyxaaS9cc32hrXVTYTRSyE09S+B+2MLh77CHa2O43ojsdgkIMzAcnocyw+25RbIaiKiuMPnQNnaA8NJIGwCQD236/FbxcnYxPXYd4WMHZiVwr6G85vX0FpNXJVSTeyGZ0gdJC15LYj0ggBoA2d+oBUr5aw+2cLYbFyNg09zpK601lL9KCa4TTtu1PJK2KRs7XuLXPPUHBwAIPp8NB0OobxfnUeb/dP5dtfQfQOQVVld1TCTzjD0/fRoDpB6vq99a9VMWEFoI9D3C544gFzOBc1izXmjslf92148m41Z1FSHUe5XH4dI2d/A6QdD/z/wAyLiXPK3iW08czXLAcsya5cgWmKOpOQUJrp/PmaR5hnkd968tx39g7evcG0s6jyLMOaePrRS5Lc7LQXTFpau7toJ3Rulj6mOc1mj7jnEhvWPeDSdFB0QvVS8Ql4657xjF7VXXCXHsvoawew1dZLUtpaqma2TzY3Suc5ocw6c3et9/VWnl7rwzFbs/HmRvvLaKY29smug1HQfLB3211a9UG0RcX2S5ce1Nkpae+5Pk3H/L7THJUXq+vqml9UHgyb27ynQHuAwhoA1+mzswtd9yvxR0GNtyu50NiGHQ110it1U+AVgFU9oY0tduMPcW7c0hxYOnfdB0EiprHZanBOf2YNS3CvqsbvtkkuNNTVdVJUOoamGTpkEb5C5/lvYd9JJAcO2lT+H5jxbn8Fyy3lnJ7r9NVlZM22UtP7cxlnpmOLYvJ8lvR5nbqLyTs638UHYy8XJMnM+TQeHWoa+/Ti6DKW4zDkMlK8SPpXbe2s6CA4v8AKBHpvY3rqWFlOV8ZYJaaPJeIMkvE+S0NTEa6lmbXyi9wFwErZxK3o69EvDh0kaOvgg7DUMs2esuPLt+4/FrfE+z2+mrTWGcES+b/AAejXu6+ezv5BViaCm5h8QGVWTI5ayfFMQoqNlPa2VMkMVRU1DPMM0oYQXFoBaAToaH27/PDVgkxrxS55aRcKuto4rFQGidVSmWWKAu92IvPvPDDtoLiT0gbJ0g6EREQEREBERAREQEREBERAREQEREBeH0/SF6vD6fpCDlHwGf6c8tj/wDU4f7WqXV65Q8Bn+nPLf5zg/tapdXoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIMa597dUj/wBC/wDVK5X8FIaOVuS2tJIFbIDsfHzz3XVVf/mM4/8ARO/4Fcq+Cv8A1u8oD/8AUJf2goLY8Xv4POTa/wDyv7TGszwrDXh6wvtr/wAmM/WcsPxe/g85N/Jf2mJZfhV/B6wv82N/Wcgs5anL7BQZRi1zx26MLqK5UslNN09nBr2kbH2j1H2hbZEFFYhbeesCsUOJ0lBieYWygYKe23CouElHO2Bo0xsrOkgloAHun0HqVsca4pvb8S5BqMou9DUZfnVI+CtnpGOFJStEDoYYowfeLWB3dx7n9GzciIKEoOOc6yTgq3YdksFpsN/xiejfYKymqDUxSSUjQI5ZBrbQ7TgR6gHevgv3m+Ocp8sW6ixDK8ds+K2BlXFUXirp7r7ZJXNjcHCOBgaPLa5w3t/cdvXXe+EQc518uZUXiyyuvw+hoLp5GO0Aq7XU1Ps5qYy4hpjl0Wte0jfvDRBcOx0pvxdh2TycjXzk7N4qGhu9woo7bQ2ykn89tBSMd1FrpdAPe5/c6Gh+nQnlLjNkpsprMngoI2Xitp46aoqg53VJEwksaRvp7b9QNrcoIlzFi9TmfGGQ4tRVEVPVXKhfBDJLvoa86I6td9bHwCreuwzkXLcHwCkv9rstpueNZXQV1RHFXGRktHTMLS9pDT98cSSGfLWyr1XiCu+b8Mu+YjCxaX0jfoXK6K71XnyFm4IevrDdA7d7w0O35QtJdcazjC+Tb9mGC2miyK1ZI2J9ytE1wFHNDVRt6BNFI5pYWub9Zp0d+iuBEFM02IcmZDh/IE2XXWmhuWS2yaitVjhq3SUVsaYXMb1SdPvPcSC5wHz1vehIPuOu/wC5w/xf9VL9Mfcn9EdXmHyfP9l8rfVrfT1fHW9fBWMiCOcYWerx3jfGsfuBiNZbLTS0c5icXML44msd0kgbGwdHQVe5li2Z2Tm53JOL49bcqhrbRHbZqOprm0lRRuY8uEkUj2ub0u33HrtXKiCkMUwHP6nm+o5AzV9jfQ3PHpbTNbqOd7vYIzI1zIg5zR5u9OLn+77zzoaAWLjNj5k49xCXj7GLJZL9QwebFZL7UXT2c0sL3OLRUQFhc9zC466DogBXyiCjqzirLLDa8EvuN3pl9y3E4JoKo3aoeGXaGfZmjMp6nMIcSYydgdgfRbWw2TkPLeRqTJs1pIsZsFtoZ6ansNNdDVOrJZh0vkqHMDWFob9VuiQe/b424iCicTtHMHGuNSYNjWPWfKLZTPkbY7rUXb2Z1LC9xc1lREWkvLC4/UPcADssi98X5pX4Rx7bLhkrb/ebHldJe7vW1szmh8bC8vZF7pJ6eoBoOt6329FdyIKfuuNZxhfJt+zDBbTRZFaskbFJcrRNcBRzQ1UbegTRSOaWFrm/WadHfoszDsd5Fr6TLrvm9zgjq75TOp7dYqaqMtJbI/Lc0beWjqkcSOpwGvX56FqIgrbBMCuVv8PVLx1dKuKmrzY5bbNUUry9sbnte3qadAnXUD8FCMaxzmCl4wh4tpscxvHo4KD6OkyOK4+cySLpLDLHTNYHea4fF5ABJd39F0AiDny58WZxHwBgVgomWibJ8NutNcm07ql3s9WYHyaYJC0aJa8HuB32N/Fby8Y1yFSZhaOUrDarVLfqi0Nt2RY++vMcUzQ4vY6Go6SBIxx17w0R/vudeIKywC3cmXbPanLc0nZYLVHR+y2/G6Sv9pb1F23TzyBoa5/wAb6fo72BfqE3OyV1uEnl+1U0kPXrfT1tLd/71nIg52x/izPblwnBgGQx2ez3LFqumqMbulPUGdk80D3ubJIzQLGkEN169yddtHY5vjnKfLFuosQyvHbPitgZVxVF4q6e6+2SVzY3dQjgYGjy2ucN7f3Hb113vhEHjQAAB6BUNLw5kNbxPyniNRcaKkqsqyWru1vlilc5gifJE+NsvugjZj6XAb0D8VfS8Qc/Ztj3MWf8X1mCDGsbwindRiGaZlyFS2rLAC2KKONgEMbnNG3O2Q3sAfVavMaXM7dznxjFY2Wx18t+I1DamkqJnNp6oM6GyRCUN23fq1/ToEDY1tdLLTVWM2SpymjyeegjfeKKnkpqeqLndUcTzt7QN9Pcj1I2grnF8UzHKOWqDkXOrbRWGGx0U1LZrRT1oq5GyTdpZ5ZQ0N2W9g1v6fTvZ+SW+oumP3C20lxqLZUVVNJDFWU/75Tvc0hsjftadH9C2CIOfMhsPMmS8dS8bZDiWM3GaWl9hkymquokjLddPtIpzH5gm139QOrvv4LTV9qynFvE1YLXhIpLrPZOOaenmpq+cw/SFPHUmMtEgDgyTfS8Egjto+u104tP9zNk+7D7rvo+P6c9h+j/AGzbuv2fr6/L1vWurv6b+1BXuAYjll35WqOTs7pKK01ENu+jLRZqaq9p9mic7rkkllADXPce2m9gFqcZsfJ3FtNcMYxDGrXlWOyVk1VZ5ZrsKOS3iVxeYZmOaetjXkkFh2QT6b7XgiClqzivML3w9HaclzH23NYroy+Ulxd1Op6OrY/qjijGt+S0bb8/eJA9Al4ZzjmQt9inttvwSkjqo5breKG8+0y1EbDtzKZgYCzqPxeew7d/jdKIKcyvCc2xvlSv5D44itNyN7pYqe9Wi41DqcSuiGo5o5QDpwGgQ4fP132/HEeDZ/bOXsmz3N6uzTSXy3U8LILe95bSuY7tEOobLWtA9/8AhEk6CuZEBERAREQEREBERAREQEREBERAREQF4fT9IXqgvPuQx41w/k9y9sdR1H0bPFSSteGuFQ6Nwj6Tsd+rWtd/kgorwGf6c8t/Zc4P7WqXV65O/wAHZarrDbMuyGuil9lu7qV9PM9rh5rmOnEh2Ro+8fgT9q6xQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQY9w/wAxnP8A6J3/AAK5W8Ff+t3lD84S/tBXVVw/zCo/9U7/AIFcq+Cv/W5yh+cJf2goLY8Xv4POTfyX9pjWX4VfwesL/Njf1nLE8Xv4POTfyX9pjWX4VfwesL/Njf1nILOREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFyH47OS6Soozxfaqb2y4Cop6ioczqL4ZGkPYwN1p/U1wPquieYc3o8Ewa4Xyd7fPjgkNNH1AF8gY5zQN/a1cb+GzB8m5c5bHJ13qYnUVDcmVFVJIAXPewtdHH0gjY6Whu9aGkHYHAOKMwriKwY6yqlqhBTmYvlj6HbmcZSC34aLyP0KdrxrQ0aaAAOwA+C9QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfCv/zGcfOJ3/ArlXwWDXLvKH5wl/aCuqa//Mp//VO/4Fcs+C+KSPlzk8vjewOr5SOppG/8oPzQWr4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWciIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIo/leZ4zi0UUuQXiloGzPLI/McT1OA2R2B12QSBQTmfki0ccYlUXe4OL6joPssDWk+a/vobHp6Huey55z3xhyzWwxYVY4Yq5s4++1LjUMfFo70wBpB3rvv5/NRTAuH+UuZ7oa7ki+3iktlI8PjZXu8/r336Y/e9z1PwPogjeQZtyD4jMpt9jiDLdRRuET44ttZp7g3qd376Dz+hdu8PceWTjjD4LFZ6ZrHaD6qbQ65pPiXEeutkD7NLKwPj/ABPCabysds9LRyFhZJOyMCWQE705wA38P5gpSgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKtL/AM88S2G+Vtku+Z0dLcKGZ0FTC6GZxje31aSGEHX2FBZaLVYnkNnyrH6W/wBgrmV1sq2l0FQxrgHgOLT2cAexBHcLX59nOM4Pb6esyS4ilFVKIKWGOJ8s9RJ/FjjYC55/IO2wgkhGxorCo7RbaOsmrKSip4Kif99lYzTn999z8e52tJgef4vmra1tgr3yVNA8MraOop5Keppifq+ZFIA5u9djrRUpQVN4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWciLX5Fd6KwWC4Xy5PdHQ2+mkqqh7WFxbHG0ucQB3PYHsEGwRUvF4neI5ImzC73XySNiT6FqunXz2GeiszCMuxzNLGy9Yvd6a6UD3Fvmwu+q4erXA92u7jsQD3QbxF4vUBF4iD1EXiD1F4sDI7vRWCwXC+XJ7o6G30slVUvawuLY42lziAO57A9gg2CLX45d6K/wBgt98tr3SUNwpY6qme5haXRyNDmkg9x2I7FZ6D1F4iD1F8K6qp6KjmrKyeKnpoI3SzSyvDWRsaNuc4nsAANklfOzXKiu9qpbpbahlTRVcLJ6eZn1ZY3DbXD7CCCgy0Xi9QEWutl7tNyuNwt1BX09TV22RsVZFE/qdA9zeoNdr0Ou+vVbBB6iKNZ9nWM4Nb6esyS4+zCqlENLDHE+aeok/ixxsBc8+noO2x80ElRRbA8/xfNW1rbBXvkqaB4ZWUlRTyU9TTE/V8yKQBzd67HWitJknNPH9ivVdZ6m51lXV27/6QFvttRVso/wD1r4mOaw+uwTsaO0FiItdjd8tOR2WmvVjr4LhbqpgkgqIHdTHj/wCBBBBB7gjRWHkmWWXH7tZLXc55I6q+VZpKFrYnOD5Q0uIJHZo0PUoN6i8HcbRB6i8Wuyi9UOOY5cr/AHN7mUNtpZKqoc0bIZG0udofE6HYfNBskUTxXkDH8jvJs1C6rjuTLZTXSWmnpyx0UM42zqPdvV37tBOlK0HqIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgL8ucGjZIA+ZX6VFeKnmqg4+x6ey254nyGrYI2Q9J+9NePrHfbuN/NBpPFRz/APcbTMx3C6mOov0+w+RsfmNhAJBHYg9Xun038FRPHHE3InO01XkWQ3SojpI5dedcHvDZZe3UGN0XD3SPUaU48J/B1XeL0zkPNomyROcJ6Sn3oPc4B7XHp+XUD6+oXZvp3QVZhHAHGuJXaa526zedNLCYS2pLZGNaS09h0jXdo/nKs2erpacDz6iGL5dcgb/xVX8184YtxrLPbbg98l59gFZTUwadStLywd/T1afj8FQlpwDmTnP6Pu2X3VtusBgM1HI5sZc8F3Ye613f19UHXmN5JZMihmmslwirY4HhkjowdNJGwO4HwW2Ve8D8ax8ZYg6yNus9xkklMkkkgaADs6DdAdtH4qwkBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQflx6Wk6J137Bcq8UN5ms2MXu72/ii1VDq691t1rI73UmKurDI/6kMfT7mmtABee53oa9epquOWWlljgm8iVzHBknSHdDiOztHsdHvpUjj/KWZ4xjVRYs9w3JrxmtHI+OB9rtLpKS6guPlSMljHlxjWg4O0Rr032QWTxLmFpzrArdktmp30lNUtc11K9oa+nlY4tkjcB8Q4H8vY/FeZNitjfktLn1TbKu4XmxUNQyhjheXHTwS5scZPT5jvqg9j3A2q9wKmyviDgimfLitZlGR1Fe+rrbZbHe9G+plL3AEB2wwaB+G999d1IOSb7m2K5tZsgpKKuvGEupZKe8UNBSNmqqWYnbKkNA65GD6rmtPYAnR2gg/Fl+kyTxR3693q1VeI3AY5FQ0dluLCyqrohL5jqokDod0/V01ziP0LoZUXZzduSuecfzSlx252XGMSpauOCruVK6lnuU9QzoLWROAcImgb24Dvvsr0QVN4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWcobzl/qVzf/wAP139g9TJRTmKjq7hxLl9voKaWqrKmyVkMEETep8sjoXhrWj4kkgAII74WO/h5wsHuPotnb/2nKAWsUeAeMi7W62NZR2TIcXN2r6aIdMbJ4nu3L0jsCQx35es/NfHh3kPK8M4usGKVXC/IlVW22jbA+SOgY2J7gSexc7YHf1IUh4xwTJckzrJuTORLXHZq68W76ItlpbMJX0NER7xe8djI499D09703oBrsMvHIfJmNT57b+QIMSjq5JHWCyCmp5YjExxaw1bngvcZC3v0lvSCCPktnb+Rs7zzhe13fBLNTUmS1dy+jLnJM5j4LSWPLZ6jpc7740aBa3v9bvvXeusNxvCsFxN+LZ9wnU3vJ7WZIaaroscdVx3lnUTFI2ZoLWkggO6yCNd/ktnlWI5RBwpicN1wmChtRvgrsqxvFIXxudSOBDWlrHF0haA0vDT3OvlsBt7/AJPk/HfIeGUruVYc0ob5dYrVcrXVx0ramF0vZtRF5Ia5rAfUHYHYd99pJf79l+acz3Tj7Fcgkxq047RwVF5uNPTxzVU00w6o4I/MBYxvT7xdon1Cq/Lcftlxu+FVPFnDtfbrLaMloa253T6FdSVErWv7MYx4857Gguc9xHSCG+vwsa4Cv4y51ybMKix3e54vl1LSefVWykfVPoaqnaWASRMBf0PadhwB79kGLkGc8j8Y4VlxymnbkU1BUU0GM3Z0TIfpJ1QelrJY2Ee/E7fUQGhwHwWyq7NzNitNar/DltTmtWaqJt5sbqKnggdE86eaZ4DXMMe+3U49QHf5GNZrQ8jcu4nllZS2ma1WylqqKqxK33KmFPU1c1M/rkkeD7zGyd2tD/mPTvvf3/k/LMotlBYMBxLI7TlNXUxNrZrxZnx0tqjDgZnSPeAyTsCGhhO97HfSD27ZPkmccsX7EMfyo4jYcXbFHcK+GOF9VXVUjeoRR+cC1jGD1OiSRr49tJdM1vdTgfLvHOV1dNc7vYsbqaimu1OxrG3Gklp39MjmNOmyNPZ2ux32HzwsmwzG8X5kyi95zx27KsdyR8VZRXOCzm4PoJ2s6ZYZGMBe1riOoEDX+/XtgxyoueD8o3LHuKrfiVrrrDU0FggjtZp7rX9ULup0jQezXP6elhAP83cNi7Nrzj3CvEOLYrNR02RZTa6KkpayraHQ0UTKaN005aT75a0jTT2JPf5HOq8lyjjPNMXpL3mozPG8jrW2uWWqhgjqqCrePvb2mEAOicQQWuG269T8Y/m3H1xq+LuIL5WYc/IpMRoII7xj0sIdNLBJTRxzBsbuzpY3MDgzt3H2Ja7TiV+z3HaXjrhW30NFT1Laq83m840+jbSxt7tjgD+lzpy4diAQO3qNkBnW+78vZ3yZnWPWDL6PG7Xi91Ap6k2yOd1QXMaWUzgdfex0vc53dx62j0Ulv0XIt6y++OuuYu49xa3lsNrfTtpXTXF3Tt1Q98vUGMB7BgAPz1rZzOFLNdrbyFylWXC21dLT3DIGTUcssRa2oj8gDrYT9Yb7bHxVYSWaw0fKOa1nLfHmRZddqm5uksE8VqmuFLLQEDyYIg373G9vcO69dz3Pqg+sWWZdmvh95Ts1flttq6/GPa6eW8UNLFLFdaMU739PTvpaXjbS9v1fhsjvt7JlmRca+FvGLm+6Q5Bd7xT26isEE9KymipnTwsEcTy0++1gDnF50Xa769VgcZ4hlrsN5ss9ZhRxqrv0crrVQxsa2n6ZaR7Y4o3t0xxb7rXdPYOK+FbY7tyL4Y8estPht0iveE1FvMlpvVL7Oy5SUsQZNEzq7OY5rnAE62e32oN7mF+znii0UGY3fkKLNLYypihyChlpaeExMld0+dSGIBzehxHuO6tg+o0r9cfOpy6KQDqZtjwN+o7Fcv3a3YXf222z8d8A00d+qqiMVr7/AIs+npLZDv74ZXnpD3a7AMcd/wAwPUMMTYoGwxta1jGhrWtGgABoaQc1cIsyDGc45byC+Zi6vt1kuEst1hba4YjXPbS9YlDgfvZAGukdj8VvsWbzFl/HzeR6bNmWi4V1ObhaseZbopKEQaLo4pnuHmvc9oG3hzddXYdlh2O13FvJPK/H93x29w0+bPlmobvHS9dEIXUjmEvkB91wPbp9d9vy/TEOQMjw3imjwW4YFlU+a2igFspIKW2vlpKtzGlkUzKkfexHoNJLiCNHsUFr8QZjDn/G1ky6Gn9m+kafrkhDuoRyNcWSNB+IDmuAPyTJsWsj8lpc+qbZV3G82OhqGUMcLy46e0lzWRk9PmO+qD2PcDelq/Dvh9fgfDePYtdXxur6SF76ny3dTWySSOlc0H46L9bHY67LC5MvubYpnFmv9HRVt5wl1NJT3eht9IJqqmmJ3HUhoHmSMH1S1p7AE6O0EH4sv0mSeKO/Xu82qrxG4DHIqGjstxYWVVdEJvMdVEgdDun6umucR+hT2CHBuCePLjW1NdNBbjVzVs0tTIJKmrqJXdXQNAGR50AB8h3OgSojbJLryNzpYs4pcbu1nxfEKOsbBVXCkdT1FznnZ0FscLgHeW0De3a2fyqvLJfcpu3ItTnPI/D3It6q6WocMftsNuaaK2Q/wX9L3DrnPqXkdj6fDQXD4WbBdrLx1WV13oHWqS/XiqvMFrPb2CGdwLIdfDsOrXw6tdjtafxL3O32XOOKrtdqyGioKTIJZqieZ3SyNjadxJJVl8c5RVZZY5blWYtfcakZUOhFJd4WxzOAAPWACfdO9b+YKgfiDxOXKsx4zhlsMl3tdNkDpbi3yDJDHF5R06X4BvUB69j6IP3xDlWYcjXmpzeCoZacADXw2ihdAx9TcS0lpqZXnZib1AgMGidd/T3q6wS7848g8Nt5Dh5AorE+igqH0tHDaYntuJgc/qfO4/UDi0sDWDQA2dkqZ4Pj9+4x5dr8etNnrazAMnMldSOp4y9llrdffI3a+pE/4H0B6R8HFfTw+WC+WfwqUlgutoraG7Norix1HPEWyhz5ZywdPrshzdflCCE3TLeY7nw4ObqXK6CyUtPTNrYsajoGywTwNcGvMszvf6n+84AdmjQ3vZVg8+3A5HxvjuM0wdHJm90oKEtB95lO8iec/kETHA/95R37msh/cO/cx9CXD6c+53yPo/yHe0eZ176OjXV1a+GtrfWa2XG68y4bFWW+rhocSxT2jzJIXNZ7dUhkPRsjRcyJj969Ov7UENvtBmlx8VeUWbB7tR482bHqD2y6SU4mkpYWuOmwxn3S9xIG3dgAfjpTrhzI8wpeRMn41zO609/qLPTU1bRXdlOIJKiCbY6ZWN90OaQBsevdfXGbPdYPE7l17mttXHa6mwUEMFW6IiKWRr3dTWu9CR8R8Exmz3aDxO5dfJrbVx2ypsFBDBVuiIilka93UxrvQkfEfBBbCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg1eVXaCx47XXaplhijpYHydUrulvUAekE/adD9K4b4yosq5553bkl/pXPs0MnXJ1RHyI2s6umMOA+B0O538yVcnjzy682nDLViNqpYZWZK6SKVx6vMDopISwM122S7R38wrF8NGCU2D8U2ei9lqoLhPTtnrW1TA2SOZ4a58eh8Gu2Bvv80FkUVLT0dLHTU0TIoYmhjGNGg1o7AfzLnjxSc43TGq+PBMB6J8jq2ls1RHp76TewA1u/wB8230cCNEKw/EByhaON8PlqKqTruFW0w0dO1vUXvI0CRsEDv6j5KpfB7hN6ul2u/JuY2uFs10e2Si8wu6uoa3I0H+CRsA7PcFBueM/Dg2W/VuWctXSHLb1VSue1jeptONhhbKR0sd5g09uh7mj6b7roingip4WQwRtjjYNNa0aAH2L9heoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC80vUQeaHyReog8XqIgqbxe/g85N/Jf2mJZfhV/B6wv82N/WcsTxe/g85N/Jf2mJZfhV/B5wv82t/Xcgs5EWjznI7dieLV9/utXS0tNSQud11EwiY5+vcYXH0LnaaPtKDd6HyCLnev5tuF34GseXWG72mO/TXS3090gpQ2UUvnzEOic13UWktHx7+pCtaw8p8e33Kp8XtGX2msvEDnNdSxz+84g9wwns8j4hpOtIJlpFHs4zfFcKoIq7Kb3SWuGd/lw+c4l8rvkxjQXOP5AVlYlk1gyuysvOOXakudA8lonp5OoBw9WkerXD4ggEINvpFALzzTxXaGUD6/OrJG24M8ymc2fzA9nUW9fug9LdtI6jodj8lOqKpp6ykiq6SaOenmY2SKWN4cx7SNhzSOxBHxCD6ppaTM8uxrDrWLnk96o7VSuf0MfUSaMjv4rWju4/YASsHBeRMLzgVH3KZBR3R9Nrz4oyWyxAnQLmPAcB9pGkEpRQzNOVOP8ADrnHbMlyigt9c9gf7O4ufI1h9HOawEsb9rtBbqryrHKTF/uoqb3borH5InFwdUN8gsPo4P3o7+GvX0QblFE8E5JwjOJZ4MVyOiuc9O0PlhYXMla0+j+h4Di3uPeA139Vj5dyrx7iV6js2R5XbrdcHta8wSPLnRtPo5/SCIwfm7QQTRNKsuf8yumNcf26+YxXwMkqrvQQCYMZMySCaUB2t7BBb6EfPsVMczy/GsNtP0plF5pLXSGTy2Pnd3kd8GtaNuc77ACUG80Pki0eGZfjWY2l10xm80l0pGuLHvhf3jcPVr2nTmO+xwBWpoeU+Pa6+22yUeX2epuF0i86hhiqA7z27I90jtslp0N7OjoFBMl6oBkfM/GGP3uWy3fM7ZTV0DxHPH1OeIXfxZHNBaw/Y4havnTlu24HiFtudDcbNNVXSqp20YnqQWSU73tEk7Q0++1jXb2DobBPyIWkmlG7jnmHW7EG5dWZJbIrA/8Ae7h54MMncgBhH1ySCNN2Tor94Rm2LZrQS1uL3qkukML+ibynEPid8nscA5p/KBtBIl4sG/Xe2WK0VF2vFdT0FBTM65qiokDI4xvWy4+ncgfpVf8Ah45UoeSsAZeqqstMN4jMr7hQUs+zRR+dI2Lr2djbGA7Ot9z2QWcmh8goRjnLfHGRZB9AWXL7VW3Fxc2OFkhHnEeojcQGya/7BKm/wQF6q04+y293Xm/k3GK+pjktdh+jPo+MRNa6PzoHPk24d3bcB6+i+8nOHFEd8NnfnVnFUJfJJ8x3kh/8XzdeXv8A9pBYeh8k0tZd8hslolpIrpdaKifWue2mE8zWeaWsL3dO/XTQSfs7rBxbOcPymomp8byW03eaBofJHSVbJHNaToO0DvpPz9EEh0Na0NIigtbzBxpRZM7HKvMrTDcmy+Q6N0p6GS+nluk10Ndv+CXbQTrQTQWqveS2CyVNPTXi82+3y1MUs0LamobGXsiAdI4dR9Gggk/DaxsUzPFMr88Y1kVru7qfXnNpKlsjowfQkA7APwPoUG/RQ7NeT8Cw24Q2/JsnoLbWTM8xsDy50gZ/Hc1oJa3sfedodj3UmoLlQV9tiuVFW09TQzRiWKpilDonsI2HBw7Ea+KDLRQjG+WuOcjyH6AsmX2utuRLgyGOQjzi31EbiA2TX/YJW6zXMMawy0i6ZReaS1UjniNj53d5HH+C1o25zvsAJQb1FTVDyj90POuL2bFr9R3DF7lY6ypnEMbXEzxP0AXEdbHDttp19oVyoCIiAiIgIiICIiAiIgIiICIiAiIg4c8T1Becj8YFmsFthlq5RHQywwt2elrSZJCB/wB1hJ/IuweRMkZiGGXHI5IPaGUTQ8xg66tuA/8AiuPsCyG55D/hBvOur4pX0dxuNvgcxob0QwQ1DYwdep1rue5VweOzJbnY+JI6K3zRxR3Oo8ioLmg7a3TgAT6dx8EFGP5Opebec8aZeqqCyWejqOuIShvd4LyxpJ1vZ6W/lK70jYyNvQxrWtHoANAL+VPBuF3TO+QqCx2mt9jnD2yee0kFrW+8TsfHQP6V/ULD7RNYcaobRUXKouctLEI3Vc5PmTHZ952yTvv8yg2yIiAijHKN+u+NYNcrzYLBVZBdYIwKSgp2FzpZHODRsDv0jfU77AVV19v/ACrxxT2DJcwyaz5Dbrjcqagulsp7WKZ1EZzoOp5Q4mTpd2IeO4+XwC+EXgVY82cqtwuN1isForL9l9TRPqqSgghJZFEOoe0Tv+qyMFrvjska7eqCz0UH4EyC65Vw/jWQ3udk9xr6Fs1RI2NrA5xJG+lvYeg9FOEBFQnKeTckVPiMtXHOGZXRWCkq8eNxfJUWuOq++NklB+to9w1vx7a+1fLML1zfxXaXZbf71Yc5x2je03Snp7d7FVwwlwBkj6T0u6djYP8Aw2QHQCKPz5njVNhcGY1t4pKOxT00dSysqJAxnlyAFnr8TsDXrvsvhguf4fnEM8mK3+juZpyBPHGS2SPfoXMcA4A/AkaPwQSdFCM05Z48w66fReSZVQUNcGB76fbpJI2n0c9rA4sH2u0pLYr5ab5Z4LxZ7jS19unZ1xVVPKHxvHxIcPlo7+Wu6DZIoJaeYONLtkzcct2ZWmpuT5DFHGyU9Msn8RkhHQ932NcStjnXImF4R7OMqyGjtklTswQvLnyyAepbGwFxA+J1pBKkWpxvJLFkdiivliutHcbZKCWVVPKHRnXrs/AjXcHuPio9jfLPHOR5CbBZMvtdbciXBkMchHnFvqI3EBsmv+wSgm6KtMgyq90niGxnEaeqY2z19krKuohMTSXSxuAYesjqGh8AdLbZdyrx7iV6js2R5XbrdcHta8wSPLnRtPo5/SCIwfm7QQTVFq7jkNkt1uprjXXWip6Oqkiip6iSZojlfIdRhrvQ9Xw16rTY/wAlYHf6K71toyu01VNZiRcZhUBrKYDfvOLtAN7HTvQ6OiUEtRQLF+Y+M8lvkdksmYW6quE3aGHb4zN/6svaA/0P1SVoct5msdg5qtOC1N4sdNSSUc8txnnqgJIJx0+TCe+mFwPVo7JGtfaFtoonnXI+E4RJTw5VkVFbJqkEwwyFz5HtHq7oYC7pGvra19q39ju1tvdqp7raK6nr6GoYHw1FPIHxyN+YcOxQZqKsvEFyjS8a43RVDKq1tuddWwwwQ1k2vvJkDZpQ0EFwY07PfQ2N/Iyi457h1uxFmW1mSWyKwy/vNf54MUvcgBhG+s7B7N2exQSVFHcIzfFc1oZazFr3SXSKB/RMInEPid8A9jgHNJ+GwNqRICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCpvF7+Dzk38l/aY1l+FX8HrC/wA2N/WcsTxe/g85N/Jf2mJZfhV/B6wv82N/Wcgs5aPPo45cHvjJGMkb9H1B05oI/enfAreL4XCkhrqGeiqG9cNRE6KRu9ba4EEfzFByVktupazwQYJRyRhjKustccxjHS5wdO5pOx33o+qn3iYxbHcc43xiWw2WgtkloyS2igfSwNjdADN0nTgN9x67Pc9z3W3s/A0dJg5wuuze93Gy01xpay1xSxRB1EyCRzxEHAe+HF3ckD0GgFPOTsIoc7x+ns9fWVNJFBX09cHwBpcXQv6w09QI0T6oKUrLnlT/ABaZlX27B/usnsVsoqW3sfdYaQUMUzPMfIwSg7L3dQLm9x3BPcLdcY0WYw+IK/3uvxWkxW2XmyNfX25t6pql8tXG8BlT5cZBHUwlpd09zsk91O8642lvGVwZjjWS1mLZNFTGjkrIKeOoiqqfq6hHNC/3X9J7g7BH82nG/GMGLX675Tdr7W5JlN4Y2KrulXGyPpibrUUUbPdjZ2B0N7IHyQVr4PcFxSu8OVPW1tjoaqov3tbbhLNC175WNmkiYzqIJDWtYNAdgdn1Uq8GE0s3hsxR0sjnlraqNpcdkNbVStaP0AAKbcU4PQ8e8f0GHW6sqqykovN6JqgN8x3mSOkO+kAdi8j0XvE2E0PHmA2/ELbWVNZS0JlMc1QG+Y7zJXSHfSAOxeR2Hogr7l+42Wk5kxeSgxS75lnFDb56i32ynqY4qalgc7pdUyOk91juodId9n5FFscqMlqfF7YLlkuJ2zF6+vxurbLBSXEVck8bHjpdM5rWt2CNDW+w9e2haPIXG1Rfsvt+Z43lFVi+S0dI+hNXFSx1MdRTOd1GKSJ/ZwDu4Oxon8mtfjnDdNbeRrdyFcMsvd4ySCGaGrqKnyxHUskb0hgjaA2JjPVoZruSSTtBofCfRU9xseY5PcImT3u75NXR3GWUBz+iN4YyAn+I1vo307qHXzH8PpOSOLuPMfuLbjiX3S3arraR9Q2eGGthjEjaUtAAa1jnHUZHbqPrtWfdOJ7pSZFd7vgWeXHEG3yY1F0pI6GGqgknI06eNsneKRw9SCQT30vP8RuLxcfW7F6CtulFV22u+k6S9RzA1za4nbqhziNOLvRzSNEaHwCDd5jYMQfyFieTXS5C3ZDSOnprWGVLYjXeYz3oHNI3K0D3g0EaPdUX4bbznLsAuN4pOKGZRPkNyq57pcpr9SxOqneY5hifHIC4NaB09J7dyQO6uHG+Lq5ua0WYZvmVZl11tcb47U2SiipKej6xp8gij7OkI7dZP6Ow1iVfEt3tt0u02Acg3LEaC81D6qut8dBDVRNmf9eSAv7wud6nWxv0HYaCka+15DY/D5NZb3TU9HS0uf0n0XSRXKKtNJTOqGuEDnxkgFji4aOj39FNc4rsil8XT30GIDLHWDHI5bbRSXKKkbTOmkIkqW+YCC7t0bHcdvkFPW8H4xBxjQ4JR1lwp6WmucN0lqy5r6iqqWSdZfK4jRLiAD27AAD0W25D44ZkmQW7KrNf63GsotsT4Ke5UsbJRJA87dDNE8dMke+4B0Qe4KCusTo80f4jmZPWYdSYjTXSyS093pvp2mqZKx0ezFP5cenEtPudWj2+Pz+fgxxrHKTw92zI6ujpPa6qpqq2eslia6SIxSSRNc15BLeiNh1r0275lWBgPFwseWV2Z5JkdZlOU1lMKP2+op44GU9ODvy4YmdmAnue5J/Sd7fjLALXg3HFJg9NUVFwt9M2dnXVBvXI2WR73B3SAP4ZHYeiCluOrhWS8bVFj414fmuWG3A1DnXbJrxFTiva9zuuaRnS6R4PwJG9Aeih1u/ynwP4BLUNbM9mQ00TXPAcQwXGQBoJ+GgB+RXJZ+ErnbbMcRi5Mv4wcFzW2dlPCyfyXEk05qwPM8o7IIAB0SNhZo4OsjeFhxhFerpHQ09WaugrB0efSyCYys120Q1xPr3IPqPVBCuXai9O8UWK262YmzJqaz49NcqG2OroqSJtQ6d0bpgZB0ucxoboa2N7HoVk0cGe1viMxbK6rCKXEmzUdRQ3gOyClnkuEAbuM+WzTnmN+u+idEegCm934qqbpZsenqc0urcysHmGlyWKCNsz/MJ62SRaLHxkEDoPyHfud/rDOK5bfnP3dZdlVZlmRx0xpKOealjpoKKI76hFCzs1ztkF2ydE/MoLGqo45aWSOWNkjHNO2vaHA/lB9Vx5aHup/AHZIYH+yR3S5Chr6iIBr/Z5LlI1+3euiPd7/A6XY5AIIPoVUmI8G2uzYnf8JuGQXK9Ydc2uZSWeqYxraAOkMjiyRvvF3WdgnWiAgxPFDYLLbfDld20dLBb24/BDUWd0LQw0U0UjBEYyPqn+D29dlWrjFXNX45bq6o151RSQyyaGvecwOP8AvKq2p4TuV7gobLmvJF7yXFqGVkkdqmpIYXVHl/UbUzMHVM0du2hvWz3VxRsbGwMY0NaBoADQA+SDnakqbLScreIqfI6ypo7Q23Wr22ameWzNiNE8O6CO/UQdDXxIUdyqsv8AV+G25WCzcMx2jCqexSS09ZfbvEyZsbIy9s/kMaXedvThsjbj3PdXbU8T49W3jPa64z1dVFm9PT09wp3FrWxNhiMbTGQNg6O9knuAow7hG7XTGfuRyzk6/wB6xmKDyYKBlLDSvc1o1H50zAXzBnYgHQJaOrfoggWZWmgyvDfDpa8g3PR176X2pr3a84ewtcWOPxDiOk/MEqceIFtPY8u4mvVpiip7mzKae0xiFgaTRTsc2WLQ/gABp16BR3mjBYKdvCuC/SN0kpaK7+xsroXiOpYI6c9Egc0aa5vS0g6127j1VgWDiuudmNtyrN81uGX1tna8WiOajhpYKVzxp0pjiGny6/hH0+A7DQWHeIhNaquE1TqQPge01DXaMQLSOsH4a9f0Lluhpczwfh6bBsn41t2c4E2nl67vjde3zZYS4v8APdEe5f8AHrGtEep1tdU1dNBV0ktJUxMlgmY6OSN4217SNEEfIg6VO0nCV7t1imxCy8pX23YbL5kYtjaKCSohhkJLoY6pw62s7kDsSAfVBD86osOz7kDgKmiD63Gaujr5qeKrJc6ZkUEL445eokuO2DqBJ30ne1LuYGw2bnbii721rIblX1lVa6ksaA6oo3QhxY7Xq1jg1w+RKjvMWCUB5S4Tw6zyXCz2+hhucdJU0DyJaQxU8bon9RBBPU0E9Ww7uDvasLEuLqmlzaHNMyyysy2+UcD6e2yTUkVLBRRv+uY4o+3W4di8n0+AQVFwTes4FZm+SUHGQymvuuQ1cNbcZL5TUz2sid0MpuiQFwYxvoPTuozk9LmGK8C8h2R1tgsVrr8lp4qS2013gqDQU9TIPPpy+MkRNJAGiANPPb1V93bim6UuT3e+4FnVfiL73IJrnSsoYaynlm1ozsZJ+9yEepB0ddwszHuG8StnG91wirZU3Wmvb5J7vV1b91FbO87MrnAdnAgFuvQgfHewqrli35zeuJvuXg4cpMahtQhltNecpomttkkTm9EjTodPpo9xvqW1pnVd98WWJ02VMhdJacHFyo4i5skft0kgbLIwj3SQN6I/igj4KQVfCV3vVBR47l/Jt8v+JUkkbhapKOCGSpEZ2xk9QwdUrRofAb9fXRUp5K4wtmYT2m50lyr8cv1l2LZdLYWslgYRp0ZaQWujI/gn/gSCECvdptlF41scuFJFFFWV+MVb6zoGjIWOLWvd8yR7u/k0fJX0qqw7heksnIlNyBcssvt/yJlJLTVFTXOZ0zNfoABjQBG1oHZre3ck+qtVAREQEREBERAREQEREBERAREQFjXKrhoKCorag6ip4nyvOt6a0En/AHBZK0ud6+4m+b9Po6o3/ROQcxeDakx/LeZeTM5jiE80d1FVbZy0sLI6h9Ts6Pzbr1Ud8d91yO651b8Mo3GppHGJ9PTNhDneY9h6jv1PoPyaUv8A8HPjlbQ4VfsmmkidS3eWGGAD6wMBkDt9/wDtjSuXKOIsev8AyZa88q6mvbcKA9o2ygROAjcwe70+vvb9UEJ8KfCNNx5ahfbnETfauFnUHgfeQWgkDRPfZcPgVfaIgIiINVk+QWXGrWbnfrlTW6iEjIzPO/paHuOmjfzJVH+JbDK+ywS8uw5PXXWTG6uO5w2C7ubJbAAWs1GwAFkg3triXHq/KrqzjF7NmWLV+NX+lFTbq6Py5mb0R32HNPwcCAQfgQq3l4TuF5FutebcjXrKMZtsrJYLTPSwwCcs+oKmVg6pwNDsQN67oLYs9a242qkr2RvjbUwMmDHerQ5odo/b3WtziNgw+/ShjQ91tqGlwHcgRP0Cfl3Kwsqw43zKcavjL/d7a2xTSSex0c3RBWdQaOmZv8IDp7fLZW+vFAy5Wmrt0r3MjqYHwuc31Ac0tJH290Ff+Fj8HvC/zWz9ZysxR/jnFqXCsItWK0VTPU01spxBHLNrreASdnWhvupAgoDIfw7se/8ABkv9rMp34lLpQWrgbM6i4vjbFJaJ6dnUddUkrSxjR9pc4LX8k8MwZhyFS5vTZlkeOXWmtwt7H2qSNn3vre49y0nZ6+/fXYLBoeArTUXejuGZZll+asoZRNTUV5rw+lbIPRxjaAHEfb2+e0FPOo8mo5uBsWqMaOQiisc10FlmrI6Zk1S1gLC50gLS6JrgQD9v2qc3iHkC7c34JllTgFLiVTT1ElFXVMmR0kz6+jePei6G6dJ0H3gBshWxyfgFDm0Ftn+ka2zXqz1BqbXdaIt86lkI07s4FrmOHZzCNELRY1xTVtzmjzTOMwrMvvFsifFaxJRRUtNRdfZz2xR7BkI/hE/8BoILhd9lp8gzF3E/GNxyqKvvMwu19u12ipoJ6gHpfGwvaXviadgADXcquLXXXex+EbmCKhhgt8tPllVReRQzF8NJFJLTslZE7sSwBzwD27HavSm4dvFnuN1gxHkm9Y7j12q5KuptkFHBK+GSQ7k9nneC6EO+wHXw791s8G4ZxXFcQyTEIXVddYb/AFEk09HVv6/L62Bjmtf9Y/VB6iSQRvaBmGDYBLwrFjF6mhtOM2+mgkjrIpW05pDGWlszZCCGOJ9Xep6jv1UV4Ogp7xznylkda9tZcaOrpLbQzvcHmKiEHU0sPwEn1iR6nus6ThC419spMWyDki+XnCqR8ZZZ5aWFkkzIzuOKapaOuRg0O2gTod+wW8yri+pnzCbL8KyuqxC9VdPHS17oaOKppqyOMaj8yGTt1sHZrgRodkFW+Ia3WDFOMeQaHB7oW1t7vVD9PW+CsY1tH7Q4B2mgDyRK0DZdve/l2Tli35zeuJvuXg4cpMagtQhltNecpomttkkTh0SNPu9Ppo9xvqVo4/w3jdHhWQ47e6isyGXJpHTXyvrXAT1ch+q4dIAjDNDoDfq6Wjq+ErveqCjx3L+Tb5f8SpJI3i1yUcEMlSIztjJ6hg6pWjQ+AJ9fXRQa+plrpfErxxNcWxmvfh1W6pDHBzTKegv0R2I6t9x2KhHhtvOdHALjeKXihmUT5Dcque6XGa/UsLqp3mOYYnxyAuDWgdPSe3ckDuugK3BLfU8kWbNhVTw1Npt01vgpo2tEJZIQSfTY1oAAdlFaviW8W26XafAeQbliVBeah9VXW+OghqomzP8AryQF/eFzvU62N9wOw0FEZHYL9ReGqvxa/wAMVBRNzmnittNBc4qx9FSyTA+QZIyQHMc5w0dH7FdXPFj44x/i+O3XWw1HsFTWUVDS2yzRtjnuMsbj7PTHt77d9R0fTv8AFbFvB+MQcY0OCUdZcIKSmucN0lqy5r6iqqWSdZfK4jRLiAD27AAD0Ul5VwSgz/Go7TV1tVb6ilrIq+grqUjzaSpjJLJG77HWyNH1B+Hqg5/8QN0za643jNbfOMbdiVHbsht/sFVLeIp6uJxkADI44m6YNDuOr0aOx12sPLqamk8XOGeZBC7qx24FxdGDsiRuifyL6ZLwbW5nRwDPuRb5e62imjmt0tPSwUcNK9rw4v8AJYC17yB0lz96BOgNqR8m8YvyzJrJlFpym5Y1fLSySBlVSRskEsEhBkjc1/bvrsfhv0PbQVHxjes1byvyhkVs46OVV/3Qy2z2196gpX0tPAAI4GslBcGkEO2Ox7fIqY+HG15NZ80z+K5WOkx6z11ZBXUdohusFWaKd7T541EfcDyGuAIA1rSkuR8YV/3YV+V4NmdbiNyurWNujGUUVXTVZYNNkMUnZsgHbqB7/Eeu9rxRx1bcBoriYa+tu12u9Uau63StIM9XL30ToANaNnTR2Gyghni/iifxrbHPijc4ZHbQC5oJAM42F8Mhpae6eL7G7RcY43W2z4rPc7bA5g8oVbqjy3PDfTqazuD8NbVhcsYNQ8hYZUY5XVtVQdUsdRBVUxHmQTRu6mPG+x0fh8viPVR+7cU1VytOPVVRml1bmVgEgpcljgjE0gkJL2SQkFj4yCB0H5evc7DQZz5Vn8WPHVRbS2Kpv1tuVHdQzsZ4YYxJCX69SHbAJ79tK7FXOFcXuteZvzjKclrcryf2Y0dPVz08dPDSQE7LIYWdmE99u2Sdn5ndjICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCpvF7+Dzk38l/aYll+FX8HrC/zY39ZyxPF7+Dzk38l/aY1l+FX8HrC/zY39ZyCzkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB4vURAREQEREBERAREQEREBERAREQEREBERAREQEREBERAUP5jyG141x1d667yuip5aaSmDmtLj1yMc1o0PtUwVA+PZvV4fqlvzudIP/43IHgHHT4fKRvY6uVWAfn74V/Kg/AYOnw/0zN76bnWDf8A7YV+ICIiAiIgIiICIiAiIg1OUZLj+L2/6QyO9W60Uhd0CasqGxNLj6AFxGz9gX0xy/WXI7Wy6WC60V0oXkhtRSTtljJHqNtJGx8lDM8w7GmZnFyhlVTUVlNYLXJFT0MlMJ4KYl3U6oZGGlzpde72321obAUB8PNzteS8uck37D+m1WKojpIBRvY2GV1Y1p66o03rGDvW3AdZ9e+9BbN75GwKyXgWe85lj9uuOwDTVNwijkBPptpOxv7dKTxSMljbJG9r2OAc1zTsEH0IKqK2YLx/xPxHc25k+33Wld51Te7pX0bDLcHyPJ94Eklx2GtaD6+ncrK8J9Bd7dwfZobtFU07XummoaapcXS09G+QugjcT37MII+QICCxbhfLRQXi3WesuVJBcbn5nsNLJKGyVHlt6n9DfV3SO516BbFUlzVWUtv8RfD1wrqmKmpKaO+yzzSvDWRsbSNJc4nsAAtlhnI+TZdT5BldsslJSYTRUsxtNTWCQVV0kjaT5rW7AZAS0gEjqP2d9BbaLmyj5W5qvHF0XKdrxrE6bH6Sh9rqaCqlmNXWsj/f5IiD0xsGndIcSSG7O9gLIv3LvJtBitHyuMfx+n48llgLqGeSQ3U0krwxtQXA+WCS4EMG9Aje++gvvIrzbcfsdZerxVso7fRQumqJ371Gwep7bJ/IO6+VmyKyXevrLfbbnS1NZRMhfVU7JNyQNlZ1xl7fVvU3uN/BV74j3fTFmxnA4z1Oyu/0tLOweppIj7ROfydEQB/7yrmkuOfw+J7le0ce2y1S1tYLTJUXC6vd7LRRMpdd2M9573F+mgfxSSg6dX4lkZFG6SRzWsaCXOcdAAepJVc8LZ1fcjuOS4rl9so6HJ8YqIYa40MjnU1QyVhfHLH1e80OAPuneu35BrPF46+N4EyU2f6P8o0jxX+1OkDvZ/j5XT/D30/W7a2gsmuv9moai3U9Zc6OCW5y+VQsfMAal/T1dLP4x137fBbJcr8kXLMbTZ+F6+42e2XW9RXkew0Nqlexk7TStbC1zpR7ru46j6AbKn1kzrk/Gc+xzHOTbZjU1HlEkkNDWWR8o9jqGs6/JlbJ9cEdg5v2oLrRVBVZtnOX59fcb44ZY6K3Y49tPcrtdoJagTVZG/Iijjc3s0a6nk+p7D03gP5lu8HF2d3CvslFRZnhQMdxt5lc+me46Mc0bhpxie3bhvRGtfaQu5FzpfuTuaLXh7OUZsUxqHD2NjqJbQ6aU3P2R5Gpi/8Ae2uIcHdPfpB777roK2VkNwt9PXU5cYaiJksZcNHpc0OG/wBBCDJREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBU3i9/B5yb+S/tMay/Cr+D1hf5sb+s5Yni9/B5yb+S/tMay/Cr+D1hf5sb+s5BZyIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICoPx5t6uAagdj/5Uo/1yr8VA+PVoPAFRsA/+VKTW/8AvOQWF4fbRbbRwzisVsooaSOptdPVStiYGh0skTXPcdfEnuSp4ohwoNcO4aNa1YqLt/7lil6AiIgIiICIiAiIgIiIKwzPkirwjk+kocsgpaDCbjQ/5Ney1/TDXB/eGd++mNpb3aSBv5nvqFY/fbVlniGruSMYa92LY/jk9Hdb1HE4RXCbq6xHH23L5bRvq+wD06d9AzRRzROiljZJG4ac1zQQfygpDFHDG2KJjY2NGmtaNAD7AEHGtn5WwXPcz+6/lm53KKgt1S42HFmWqolpoAD7tRUFrC2aU/Aeg/J2XV2A5fY83xyO/wCPTzzUEkj42vmp3wuLmnR914B9fsW+/n/nXqCgfEfidqzTnDiKwX6jmq7TO+6uqo2OcwODIY3ta5ze4Bc0b7jY2FhYLV3Hj5+U8J32SoqaKO11VbiVc9rne0UZjeXUznfx4u+h8gfQdO+i14goLDo5D4E3w+W/zDhdWA3pOyTDLoa9VqeXIZneASggbDI6UWGyjoDCXbElPvt6/BdJogqWI/dJ4nGNB66XDMdG9fwKyud/0Yv/AOJYvE8cjfEvzPI6N7WP+helxaQHapXb0fj+hXCyGJkskrI2NfJrrcGgF2uw2fivogpviaORviX5nkdG9rH/AEL0uLSA7VK/ej6H9C3/AIl6Oqr+BcypKKnlqah9rkLIomlznaIJ0B3PYFWKiDmivyiyZjPwZcccrDXU1NfRSzvET2+XKyib1sIcB3G/yfapnzyx7uS+IC1riBkjySBvX+TuVwQQxQR+XDGyNmyeljQBs+vYL6IOULfY8JxPlLO7VyTfr5jbrpd5bxaa5l7qaCjraeYAuaDG4MMjHbaQfeOxrYCxaihx6u4R5hyfFcevdPbq2kbTUt3uVzqKqW8siP76GSjqaxu9A7OwfhogdZ1NNT1Mfl1MEUzN76ZGBw389FfVrQ1oa0AADQA+CCm+amuPhKvUbWOLvuai7Ad/qR/BWXguxhllaQQRbqfYP/qmrcr1AREQEREBERAREQEREBERAREQEREBERAREQEREBERARF4g9RF4g9Refz/AMy9QVN4vfwecm/kv7TGsvwq/g9YX+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWciIgIvjJUQRyNjkljY931WucAT+QfFfVB6iIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIvEHqIiAiIgIiICIiAuX/wDCGZQ23YBZsX8lr33es88SE/U8hzT8/j5i6gXGf+Eq/wA7wP8Al3/yEHT/AAxscQ4fv1+g6Pf9CxS1RHhb/U/h35iov7FqlyAiIgIiICIiAiIgIiINVk2R2DGaD2/Ir1brRSF3SJq2pZCwn5AuI2fsC/OL5Pj2UULq7HL5bbvTMd0uloqlkzWu+RLSdH7Cqh5XqsSpecrTX1FiyPOMoo7Q4UdioKaKanoI3yf50/r01j3EdOyT2129FDsHuVztXiTyy5Mwh+Gy1eDS3KS1mpilNTLFOAyd7YvdY46I6fX1J+sg6BvGfYTZr3HZLtltioLnJrppKmvjjlO/T3Sdjfw2tzdrpbrTbprlda6moKKBvVLUVErY42D5lziAFSfhzwPGcg8PdLU36gpbrW5VBNWXitqYmvmqJZXv7l5GwWdta9CN+q0lxsNvruT+JON6u9SZNi1stdXcGvqXslZcJoNsiEnT7r/LHw+zvvugvnFcsxrKqWSqxq/2u8QxO6ZX0VUyYMPwDuknR/Ksa8Z1htmvkNju+VWS33SbXl0lTXRxyu36e6Tvv8PmoxkWJY/Yc7bntrqo7Ze2Weqgdb6fy42XRrGdbetmgXmMgEEdwNb7KmODpWV/ERmvfDuS5fV5R51Vd7v00T/bnSPdotdJMHgNGg0aGiNjSC7Obszu+HjC/ollI76ayuitFV7RGXagm6+st0Rp3ujRO/yKWZVlWN4rSx1WS362WeCR/RHJW1LIQ93yb1EbP5FzFWU2X27ifia1ZnSV1NW2/kuhp6YVsjHzOpQZDCXOY4gkNPT6/wAFbq2Xitr/ABFcgXq44BfMzkss0FqtYpRTOit0Xl9b9Nmkbp8hO+oA9tjfdB0fQ3W211qjutFX0tTQSx+bHVQzNfE9n8YPB0R29drX0eYYtWXmGy0mRWiouU9OKqGkirY3yyQnuJGtB2Wn5hUhx7bMjtd55Na3Dbti+GXS0yVtHQ1roOinrPLc2YRsie4Na/Zdr0934dl9vDNgmHWvgGw5dXU1LT3Y2+aulvz4waqlDo3x9TZCCWtjiHSB6AD0QW3ceSMAt17Nkr80x6luYf0OpZrjE2Vrv4paXdj9hWm5j5Ot+Afc3DI6gkqb1eqWgc2esbF7PBI49dSQTssaGkb7DZGz86Qtpx+r4QrsZw3hnIsisM1HPK6/3dtNRCrdpzvbDI8+Y4g+8CAD7oAWPeaCgvPBHh/uF3oKOvq5sjtNDJPUwMke+nJlBic5wJLCGjbT2Ou4QdR3XJ8dtVhbfrlfbZR2l4a5lbNVMbA8O+qQ8nR38NHuvvjt9s2RWxlzsN1obpQvJDaiknbLGSPUdTSRsfJc85tP1eJ2ns7sGuGTWTFceimtVmtrKdsFNNK/XtBjlexnZo6G6306HYaW6wCjyaHxCG/2nj++Ynjd4tj471BVmmbC+rjJMU7WRSO94j3Sdd99/iUF+oiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDxcveMbM71d8TyXH8Tqn01qxwU0mRV0biPNmlmYyKijcD9YB3mSa9AGtPqQuis0F+did0bi5pW3w0sgoHVJ1E2Yghhd2PYHuuReVcd5aw3wzXnHb1YcRjsvmwz3GvguM01dU1D6qNzpndQAc90nTvfo309Ag7Ph/em/8AdH/BQLkfi6hzW8QXOqyzMrO+GAQCGz3d1LE4BzndTmhp273tb+QHyWVYMnudhwlt25VqMcx6pE/lOfT1h9lDSdR+/J36j37fYtV4ncnqMU4NyS60D3NrpaYUdIWfWEk7hECPtAcSPyIKy8PmLyXjla7ZVZcvzOuwywzPt9ALnepKht0qwC2WXXZvks6tNGjs6O+xC6YUW4mxWmwnjixYtSsDW2+ijjkI/hykdUjvyl5cf0qUoKm8Xv4POTfyX9piWX4VfwesL/Njf1nLE8Xv4PGTfyX9pjWX4VfwesL/ADY39ZyCzlrMqnuFNjVzqLRD59xio5n0kWt9cwYSxuvjt2gtmtNm9yuVnxG63a0Wz6Vr6OkkngohIWGoc1pIYCAdE67dvVBzHwLjHCvIGHRVuc3Kmv2eVr3m7m63OSKthm63e4xnW0sDe2ukf8NCfVbeQuLuDc1pqqeuv30f7WMdrqedstVSURicY5JzJrflEbOuo61oHWl+rLbOD+csOp8pu1ix+SvqIA649Mogq6WbXvske0tftp3ou9RoqFYO+an4r51xqyXqsv8AhFot9RDYa6eXztONJIZ4Y5P4bGO6QCO3fY9UFmca8lQ2rw+WvMM4pLta4qK2UrZKiuLJZbk50LOmWINc4v8AMc7sHads9wPVZVt5brqa52yLN8CvOIW68TsprdcKuphmjMrxtkc7Y3F0D3fAO2N9iQqyzuopn+GHiC6+bFParLccfqryWPDmxwNjDXdevQBzm72pf4zrjRy8HPtlLKya53m40MNnZE4OfNN57Hh0evre6D3H8YfNBJsl5itNo5Gn4/p7De7rkQhglpqWjjjPtDZA4k9TnBrGsDduc8gDY1tb/BM6oMorrraXUFdZ75aJGMr7ZXBgmiDxtkgLHOY+NwB05pI7fBVzjVwtdL4ycqoa2WFlzq8ZoRSB5AdIGuJla35n6rtD4NJ+C+2O1LLp4yMiqbW4SUdrxCCguT4ztrat1T5jGEjt1Bm+3w0UG/8AE9kt6xbhm/XKwU9yNb7M5jKuicwGi2P35xc4ENHptoLgSND4is+ZcxqY+KOLclvlBebFFR5fa5KwVbg+aWGOF7nyaic7ra4AkAnZ+IVneKYE+HvNQBv/AMlv/WaoHzPLR3DAOF/JlgqoHZjY2OMbw9p+8u2DpBLMb5sFXlFqs+TYJkuJ09+k8qyVlyjZ0VT9bEb2tO4XkejXbW3zXk59szAYXiuMV+WZIynFXVUtNPHTxUcJ+q6aaQ9LXO/gt7kjv27bjniob/qwIHf/ABhWv/5qhuL2XLpPEVyjbbPncWLXOqqaWtbDLZYqx9bSmLTHsc9wPSw7aQN6JQWtY+W7JcsLye/SW65UVfisMzr1ZqhjW1dM+Nhf0+vS4ODSWPB6XfMd1DKjxHU5tDcot3HeWV2HRdArL42NjY4t66ixhO5GsJLXOBA2Don4w2e2RR1PN9fPnM2U3uDEZaK6vhsrKSmY8QPMY62Pc10jWgtI127/AC0p9HBEzwReWyNrW/4vienXxNDsn+fuguG1V9JdLZTXKgmbPSVULJ4JW+j43gOa4flBBUI5C5MixzKKDD7JYK7Jspr4HVUdupJY4hFA0kGWaWQhsbNggHvshZvBP+pLB/8Aw9Qfs7FBM0vGV3znibB8MrrFi9XSWOOsq7zVW1tXWVEb5NCKFpIBY0jZ2T3/ACIJVxryizKMou2H3rHLjjGT2qFtRPQVcjJWyQuIAlilYel7dkAnt6/l1oZecKithul5xTj6/ZJitplkjq7xTTwxiTy/3x1PE9wfO1uj3GvQ6Vb4nBcJvFFlFldnM+X3qLAqijlrZIYYRDUGdpEDGxe6A3qaSNkguIJ7KwvC/erDReGizy1M8FLT2WknhuzJSG+zSxyPMrZAfqk+uj6hw+aCR5NzBjdsxTHr1aYazIKjJi1tjt9A0GescRs9nEBgb/DLvqr9YTyZNdMydheU4rXYpkbqU1lLTVFTFUQ1cIOnGKaM9LnN/hNOiPXv3VWW++2Gv5f4dzKjsz8fxm52i40dpgnp2QMp6hxPSNMPQ0yN+ro+9sK0M6yOwPz+34TT232zLq+0V0tHVRwxudbY/LI6nvJ6o2vdpo16kd0Gpn5qmrJrpXYngV8ybG7PM+GuvFJNCxrnM/fPZ43uDqgN77Ldb12323o+csot2TYzxJkWN3E1FtuWd2p0U0TnM62HzQWuHYjRBBafQgg+iifhxtGaP4St81n5bo8doLUJ4a6gmxunkdb5WSPMrZXukB3vbtuA7ELQ0lvtlFxDxY+x3itvFuq+UqSpp6mpt3sew58od0R9Th0dQcQd/E9uyC/825Ofa8xGF4rjFdlmSMpxV1VLTVEdPFRwn6rpppD0tc7+C3uSO/btvKwvk2z5JYb3WChr7fc8fL2Xe01TA2ppJGNLuk6PS5rg0lrwelw/Sqgxey5dJ4iuUbbZ87ixa51VTS1rYpbLFWOraUxaY9jnuB6WHbSBvRKysJtkcfIPKlfPnM2U3uCwCiuz4rKyjpmPEbjGOtj3NdI1oLSNdu/ftpBMuPecaTNq6jqLVh+QMxqogcZb9M1jaammZEZZI3996aAWl42Ov3Rv1WBLztcp8cqMzsvGGRXTC6cvc67NqYI5JImOIdNHTOPmOYNE77dhvto6/fBVbTY94RbPd/o8VcNDjs1ZJSNb+/6Ekjm6776jvfb4qEvmzWu4HOdX3lG04pjFVaHVEFosVmgZHGx7HdFM2WQk9eyGdLRvq2B80G/555Quf0HxvdMLpL7U2u+363TmqoTHGKyFxc72L3nBwkf0jsdN7EF3qFO8v5RbZDYbTSYvdrllt9h8+lx+N8TJ4WAbe+eQuMcbGnt1bIJ9N6Ko6WWGLw4+H6olkYyGLLbS6SRxAa0B02yT6AD7VJMroL7UeLeZ9nzKDGZ7ti8TbXVvtsVayqZHKfNgZ1uADgdP0DshBbHHvI1Pkt7uOMXSzVuO5RbI2zVVqq3seTE76s0UjCWyxk9uoeh7EBbfku8V9hwa7XW2W6tuNZBTPdFDSeX5gOj7/wB8cG6b9Y9/QHQJ7GocYs08fict/wBP8jTZLk1ssU3m09Nj8dNFFSyHs2aSOQhruohwaRvuPTaufOQThd7A7k26o/snIKn4V5RFv8O9FlueQ3ilioqOMyXCtcyV1ze9ztGENcXOJdpoDg09x8Btb628t11NcrZHm+BXnELdeJ2U9uuFXUQzRmV/dkc7Y3F0D3fAOBG+xIVNVlRTHwmcSXN0sU1sst9tVXeQx4Ijp2yyNcX69AHEeqsfxnXGjl4OfbKWWOe53m40MNnZE4F803nseHR6+t7oPcfxh80F4hUVwNkdFj+Ocu5Bf658dvtmc3aSWWRxd5cbRH2aP9waPidBXpHvoHV66G/yrl/F8ljw/h3nLIZrNT3ltLnVyAoqmMPhlc+SFjfMafVgLg4/YEE1rueLjarDSZffeL8jtuG1Toy26uqIJJYo5DpkslO1xexh2O+/iPiRuS8gcw49h2S2mwVVBdbjW3miNTbWW+FspqndbWtiYNj3ndWwTpoAJJCpjxBUWa2vgm53TNeXKN9NXUTIqSzWi0QQU9U9/SWxtkPVI9gHfbde6NqSy3G0UPiD4ifcp4IzU4fLBRSSEAee9rOkAn0Lh1NHz3r4oLWxTkCnu2U1OJ3Wy3LHcghphWMoq8xO9opyekyxSRPcx4DuxG9g/BSu6V1JbLdU3GvnZT0lLE+aeV502ONoLnOP2AAlU3ndSy4eLPjegtZ8yqtNsudVdQw7MVPLGGRh/wAtvHYH5j5q0c+faY8Hvj79TTVVpFvn9uhhjL3yQeW7zGtaO5PTvsO6CtZedJqazR5hXce5BTYJM6Py786aEu8p7g1k7qYO8xsR2CHeuiDrut3mnMtgxrO6PC/oq8Xa8XGgirLdFb4mSe1+ZI5gY0lwDdBjnuc7TQ0b38FUBtmWYRw593HHnKFPfMFp7cKyCy5NRMlb5A7iBso7h4+oGdve7KQ4/kltrvFbjN0u9PHba2+ccQOoqeY6dFO+d0joRv8AhdHUPnppQWxhWf0WQ3+5Y3V2q42LILbGyae3V4jL3QvJDZo3xucySMka209j2ICjdw5eq6u+3WhwfBbxmFFZJTBdK+jqIYYmStG3xQiQgzyNHq1vx7b7haa4VLLp4xrZDaXeZJaMTqGXWRn1YfNmBijefg7ena9dHagnhpx/PDx1WUNr5TpsemtN0rIbrbpcfgqJKWcSuLnSSPeHEOGnbIHbt8EF4N5Xwk8XO5HN01YGxlznlhEokDunyej183q93p+f2d1orXzBV09wtbM2wS84fbb1M2C2XCtqIZY3Su7sjnEZJp3uHoHdvgSNFUBfLTTN4Glvdhy6qulodyRFc7jdZbM2CGEb8uWaOHrLZIRIWO9Q09x8Cp1z1j18PHkdLnfNTa20Xarp4qSGhxSB09TMXh0Zh6JeonYB234flQWtnPJ0lozKHCcYxevyvJX0vts9JTVEcEdLBvQfLLIelpJ9G9yfs2NwPhzJHZJ4oc7qXUtwt0kVkoYai31g1JSzMdp7CAS0/MOaSHAgg919OOamDHfFZyNQZFUxxV97obbUWmWocI/aYYoiyQM32JDvUD+KfkveLr1Zr54t+RKmy1UFXFDZqGnmmhcHMfKx2nAEdjrs06+LSPggvxERAREQEREBERAXGf8AhKu9Xgf8u/8AkLsxcZ/4Sof5XgZ+P+Xf/IQdPcLf6nsN/MVF/YtUuUR4W/1PYb+YqL+xapcgIiICIiAiIgIiICIiCssv47yF3I5z7B8mo7NdKmgbb7hTV9vNVTVUbHFzHaD2Oa9vzB0R+neJhXEFZZOUX8h3XMqq+XattklBco56NjIZQ57XN8prXaijaGABnvb7knZKtZzgCAfiv0gpil4lzXHrPXYnhHIcNpxOrfIYaeptXtFVbWSOJkjp5RI0dPvO11NJbv133WxuXCtspsXxOhw66zY7dsQD/oe4iFsx++D782Zh0JGyEkuAI7nY+StZYtyuFDbYGz3CspqSJ0jY2vnlbG0vcdNaC4gbJ7AfFBXmLcb3qXkCHO8+yOkvt2oaV9Ja6ejoPZqSiZJ2keGue9znvHYkn0OvlrT0fFOb4xQV2PcfcgUtmxqqlkkp6artHtNRbPMJL208gkaOnZJAeDr/AHq5UQVMOD7NTYTheLWu61NLBjF/p746eWMSyVs0Ze5/WdjpL3PJ2N60BpZuTcc3yHPavOMByWlsV0uUEcF2pa2g9qpK7yxqOQtD2uZI0duoHuPh67sxEFY4JxVLZWZTdL9kct8yfKIjDX3I04iZFGGFjIoogT0sbv03s6G1ucR49obNw/Tcb19Y+5ULLW+2zziPynSxva5riBs9J04/EqaogpW28R5ycPiwC7cliTEYKf2MCjtQhuE9KBpsD5y9zQ0N00lrA5wGtjZX3uPCdRLwxjODUeVyQXPF62Kvtd29iGhNE55j64uoggB+vX4A/YrjRBVl94zyKrr7Dl1tzCKizu20HsNZcnW5r6W5Qk9To5YA4ab1d29LgW/zayMC41uVDntXyBmmRsv+RS0nsNKKek9mpKCn6upzIoy5x249y4nfcqy0QERfGsqqejpZaqrnip6eFhfLLK8MYxo9SSewA+ZQfZF8aOpgq6aOppZo54JWB8csbw5j2kbBBHYgj4hfZAREQEREBERAREQEREBERAREQEREBERAREQEREBERAWtyWxWjJLNPZr9bqa5W6fp82mqYw+N/S4ObsH10QD+ULZIg1GU41YsotJtOQ2mjulAXtkNPUxh7C5v1Tr7F+8kx+y5Fbm26+WyluNG2VkohqI+tgew7a7XzBW0RAREQVN4vfwecm/kv7TEsvwq/g9YX+bG/rOWJ4vfwecm/kv7TEsvwq/g9YX+bG/rOQWciIggGQ8McXX+7SXW7YNZKmtld1yzez9Bkd8S7pIDj9pUttlis9ssjbHb7XQ0trZGYm0cMDWQhh9W9AGtHZ38991skQRXFeO8Lxey3Cy2HHaCittykdJWUgYXxTFw6T1NcSNa7dPpr4LXYpxBxvi97berFidBSV7N+VMS+Qwb9fKD3ER/+wB6qdogpm48VwZLzhlF4yzHaS4Y3XWehhpJZJW9YqInuLizpIkjcAfrDW9+p7qycKxDG8NtJtWMWektdI55kcyFp3I8+rnuO3Pd6d3ElbxeoMa5UNJcqCegr6aGqpKiN0c0MzA9kjCNFrgexBHwUXsfGGB2WzUlntmMW+Ggo7kLpTQlpeIqsdhM3qJIeB2B+HwUxRBrb7YbPfPYfpe20td7BVsraTz4w7yZ2b6JG/Jw2dH7Vps647w3N3U78psNLcZqYEQTkvjmiB9Q2Rha8A/LelK0QRuxYJiNjxSoxa04/b6Sy1Mb46mjZF7k7Xjpd5m+7yR2JcSSFsPoCz/c19zX0dTfQ3snsXsXl/efI6ejy+n+L09tfJbREGLabfR2q201tt9NFS0VLCyGngib0sijaNNa0fAAAABRzO+N8KzialnyiwU1wqKQEU8/U+KWMH1aHxua7p+zeu6lqIIzYMBw6w1VFVWTG7Xbp6GndTUstPThjo4nHqc3Y9QT3O97J2tRkXDnGeQX+S+3jELdVV8zw+d/vsbUOHo6VjXBkh+14KnqINLkmKY7kePOx++2ahr7UQ0CllhBjb09mlo/gkD0LdEfBa7BeOsMwh1S/FrDTW+aq0KicOfLNKB6B0jy55A+W9KVoggOTcN8aZJfJb3esRoKmvncHTytL4xUEehlaxwbIf8AvAqSV2K49W0VroqqzUEtLaaiKpt8JgHRSyxgiN8bR2aWgnWvRbpEEUzrjvDM3dTvymw0txmpgRBOS+OaIH1DZGFrwD8t6WXjGF4vjOPPx+w2Oht9skDhJTxR+7J1DTi8nu4kdiSSVIEQa+y2a2WazQWa10NPSW6nj8qGmiZqNjP4oHy7lRCzcMcY2e9/TNuw22Q1YeXs21z4o3He3MicTGw9/VrQp+iCLVvHmF1mEjCqnG7c/HmkllvEWooz1F2267tOyTsEEbK+N340we74nb8VuWN0NTZ7a1raGncHbpukaBjeD1tOviDtS9EEawTA8Rwelnp8VsVLbG1Lg6d7Op8kxHoXyPJe7WzrZPqVI3ta5pa4BzSNEEbBC/SIInjPG+D41TXelsWM22ipry7quEDI+qKo7EaLHbaG6cfdAA7nssDFOIOOMXvbb1YsToKSvZvypiXyGDfr5Qe4iP8A9gBTtEBaOlxPHKa33W3QWS3so7xPLUXGAQAsqpZO0j5Gns4uAG9+q3iIK+sfC3F9l9q+j8NtgFVA+nkE4fOBE/s5jRI53Q0/EN0o3mHF0N75dxiSfG6Crwy347VW2eGUsMcZc5vlMEZPV2A7Fo93XqCrlXiCM4JgGIYRDUx4tYqW3GqcHVErS58s2vTrkeS92u+gT22pMQCNEbBXqIK7j4Q4qjvn0wzCbWKkTeeGaeYBJvfV5HV5W/t6Vocr4wGVeISW+5FYKO5YnJiLbcXTPaSKptX5o6Wg9bSG9w8a16bVxIgjuC4Ti2EW+ahxay0tshnk8yYxgufM/wDjPe4lzz9riVp8v4i46y28Ou+QYtRVle9obLO10kTpgPQSeW5vmD0+ttTpEGsprBZqbH24/T2qhitDYDTihbA0QeURos6Na6fsUUxnhvjTG77Fe7NiNBTXCAk08ri+UU5Pxia9xbH/AOyAp8iCN5xguI5tSw02V49b7vHAS6H2iLboyfXpcNFu/jo91+8awnFMaqTUWDH7ba5TTMpS+lgEZMTCS1p16gE7/KpCiAiIgIiICIiAiIgLjP8AwlX+eYH/AC7/AOQuzFxn/hK+9XgY+Xt3/GBB09wt/qew38xUX9ixS5RHhb/U9hv5iov7FqlyAiIgIiICIiAiIgIiIOe+QbrnMfisxilt1lt1VBFZ6w0cU12fGyaMlolle3yyGPb6Bo6uoD6w9BLbryDl1/ze8YvxnZbNVtsDmxXW53mqkipxO4b9nibG0uc8D6zvRvp8tx/lK+2jGPFFg14yG4U9stz7DcKdtTUu6IjIXtIb1emz2/nC/HDt+s2BZ9yXiuXXOis1bWZHPfKKWvnbAyrpKhrS10b3kB3QWkEA9v0FBYvFOdDMqS6UtdbH2e/2SsNDdre6USCGUDYcx411xvb3a7Q+PyUP8XoB4ztuxv8A85LZ/brD8OdX90nKHKue26N5x68XCjprbU9Jayq9mhdHJKzfq0kj3vj+grM8XpA4ztuyP9JLZ/bhBtszzrLZOQ34DgOP2+ruFNRCtuFxu00kVHTNe4hjB5bS6R7vkPT+fWJgvJ1/q67MMbzHHaW2ZLi9GK17aSpdJS1sDmOcySNzh1NBLdEEbG/nsCJ5vfKy/wDOeQYbk3JVfx9YbTQ01Rbo6Osio5LoJQTLL58gPZhHT0j8vwKh/ElRj3+NnlGHHbneLnQPxAezV90qpJ5a4M6mvmY+Tu+PqPSCPd7duxQWPhnMGb5dx/8AdzY+OInWeCnEsrKi6mOpqnNG5hSs8oh7WEEAvc3rIIGlbGG5FbMsxa3ZJZpjNb7jTtqIHOGndLh6EfBwOwR8CCqM4K5cwSy+Ge1y3G9UFJWWa1eRUW6aVrKiSRoPQGRH3n+ZsFpAIOz37FTvwq2G6Y1wDi1pvMElPWtp5JpIZBp0YlmfI1pHwIa8dvh6IPtyHnt7pc7t/HmE2u3V2TVlA+5SyXOodDS0tK1/R1u6AXvcXdgxo+0nS/OJZ7ksrMrtWXYuy3XrG6f2h0tJJJJQ18ZjL2uhlc0Eemi0gkb/AC6iXPNLx5e+TrHYc5huGOVjrfJNZ8rguIowJA/TqUSenV36gHdu/bu7vouPLxfoMjzzDaTOqnP8Rt+NSTtutQ5kr6Orc1w9mM7e0pLNuPc618DtBJsM5gzfLuP/ALubHxxE6zwU4llZUXUx1NU5o3MKVnlEPawggF7m9ZBA0pDlnL9posDx3IMbopr7XZU+OCwW9rvLdUSvG9SO7+W1nfrPfWtKBcFcuYJZfDNa5bjeqCkrLNavJqLdNK1lRJI0HoDIj7z/ADNgtIBB2e/Y6r+fC7njfE/CF2yitvVgt1mqaxt2q7fJ5VRbW1zi6GQuLXdDW9mu2OwdrsSgvS1chZbj+YWbG+TrPZaMZA8w2q5Waqklp/aAN+zSiRoc15H1XDYd9ndeXjkPLb5nV2xPjSzWarNhLGXe53mplipmTuBIp4xG0ue/X1nejf8AjWt/teC1vIWE49Scg51yFcpLrFcYKeLIIKqCgEJ6vapS2PQaNka2CQTr4bxsZsFptPK/ItlyzkrJsJrqu+S3eibS3iOhpq6kn05sjTIwh72kFrtHtoDXYoLixHlq11+I5LdcjopLFcsSdJHf6BzxKadzGlwdG4a8xjwPcPbfp+WsuRc55Jv3AWS5RcsLtVJit4ss4p4Ya577lTQysIjqJWFojcw7aXNaQ5rTvvohaWz4nbM0475hmwOpyy+z3OKOhjvF2rWTNu8tN7w8nTGkga6NnYOxr4ra5ZzTgVb4XK+1Q3KF1+nx59rdZOk+1w1Ag8uQOj1trWac4uOhpvr8EF0cEjXCeDjQGseoO3/uGKZqGcE6/wASWD6Ox9z1B3+f3himaAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCpvF7+Dxk38l/aY1l+FX8HrC/zY39ZyxPF7+Dzk38l/aY1l+FX8HrC/zY39ZyCzkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFxn/AISr/O8D7/7d/wDIXZi41/wk7CarBXH3QPbdE/H947IOnOFv9T+HfmKi/sWqXKI8K7/xO4bsaP0FRdvl95YpcgIiICIiAiIgIiICIiDBu9otd3ijhuttoq+OKQSxsqadsrWPHo4BwOiPn6r5X/HrFf4o4r5ZbbdY4ndUbK2kZOGH5gPB0Vs0QfKmghpoGQU8UcUMbQ1kbGhrWgegAHYBKingqYxHUQxzMDg4NewOAI7g6PxC+qINVfscx+/eT9OWO13TyD1Re20cc/ln5t6wdfoX4yCzw1ljrqSlgpoqiehkpIpCwDoa5hAGwNhoJHYLcIgrzifjigx3AsXteQ22yXK+WKhbTNrhTNlMZDifvcj2h4Hf7FYaIgwb1aLVeqI0V4ttFcaVx2YaunZLGT8+lwIWBWY9Q0+IV1gsdDQ2yCellhiighbFExz2FoPSwaHc99Bb1eIK94o44oMdwLFrXkNsslyvlioW07a4UzZTGQ4n7297Q8Dv9n5FP54Yp4XwTRslikaWvY9oc1wPqCD6hfteoNTYMax6wGU2KxWq1GY7l9io44Os/wDa6AN/pX6v+PWHIIY4b7ZLZdYo3dTGVtJHO1p+YDwdFbREHxoqWno6WOlpIIqeCJvTHFEwMYwfIAdgPyLF+hLR7fLX/RdD7XMwsln9mZ5kjSNEOdrZH2ErYIg/MUbIomxRMaxjAGta0aAA9AB8F+kRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBU3i9/B5yb+S/tMSy/Cr+D1hf5sb+s5Yni9/B5yb+S/tMay/Cr+D1hf5sb+s5BZyIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC43/wkQ/y3BC5rn/58I2tG9n7x/8A4XZC4+8aN+tt05hwDHWdT6i3T+ZOD6Fs8kGv9zCg6U4YEjeIcPbMwxyCx0Ye0+rT5LdhS1fKlhjp6dkELQyOMdLGj4AdgF9UBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQVN4vfwecm/kv7TGsvwq/g84X+bG/rOWJ4vfwecm/kv7TGsvwq/g9YX+bG/rOQWciIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuB/EDRVVb4uaRlFQ1PVG23vcwtJIaHgl3x7a7rvOpkMUD5GsdI5o2GN9XfYFxr4fstq868XtyvFwjHXFQT0oY8NJAiJa34BB2cPj+VeoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKm8Xv4POTfyX9pjWX4VfwesL/Njf1nLE8Xv4POTfyX9pjWX4VfwesL/Njf1nILOREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBDea8iqMV4vv19pafz56WilcxvVrR6HEH0Pppcx/4PvHY7rkeRZxO6WOpjd0BnTtr/OLye/2a+XxVl+OzKa2wcSC30JYH3aXyH9QBJZ6OAH2hy3Pgyt8FHwxTSNooqaeaqlMrmxBjn6I1vts+p1+VBdSIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICo7xVcv3Dj7G3UGJxxz5G+JtVM98YkZQUnmtj8+Rp7Hqe5rGg+pJP8AB72xmt7+5zErrfhQ1NwNBSSVApaZvVLOWgkMaPmToLi3Ps1t9TwFmH01aMpfm2UVFLVXSvqLLLDSxCOojdHTNkcfdijYC1u/VxJ+KDumMl0bXH1IBVa8n5Jmzs2smC4PT09FUXCnlq6691tI+enooWHQDWghr5XH0aT2Gu3fYlXHmV0OY42y82+hutHAZHRCO40bqebbdAnoPfR+BWFypyFYOO8c+lr0+WWWaQQUNDTN66itnP1YomfEnt39B8fhsIdYcnzjFOWrNgGcXO25BS5FS1EtputJReyTMlgb1yRSxBzm9PSQQ4Ed/wDdcCp/ibDsmu+ZS8q8jtZTX2amNLabLE/qjs9K47LSf4Uzv4Tvh3H2NuBBU3i9/B5yb+S/tMSy/Cr+Dzhf5sb+s5Yni9/B5yb+S/tMay/Cr+D1hf5sb+s5BZyjXKd1rbFxpk97tsjI6232iqqqd72B7WyMic5pLT2I2B2UlUN5z/1K5v8A+H67+wegqjjQ8/ZngNny6l5HxqBtyphUMpprAD07JHSXNP2eoCmHDfI9/uuXXvjvP7dRUGX2aJlQX0LiaWvpnaAmi6u49RsH5/A7Ay/CuR+57wvuP/oxn6zlX18qp6rxmXS52Fglkx3B5G1rm9wJnF7443faeth19iC3Mh5V47x/I2Y9eswtFBdHFodTzTgGMn06z6R72PrEeqkt2u9stNomu90r6Wit8EfmS1U8rWRMb8y4nWlzD4fqjK3cKxxM4clyumyQT1N1ucl9omG5vke4OL2vPV2+ro+ml5QUlNZ+AMYx3k623a7VNLk3k2Kx2uvhq5K/ocXQQSuYXMdGwFwcCRoNH2BBe+H8r8d5ddjaccy22XCvDS4U7JC2R4HqWhwHWAO/u7WzzfOcTwqiirMqv1DaYpndMIqJNPlPxDGjbna+wFc88v3XMLpmPF13v/G1LiIpsvoaWkq33eKorHskceqHy4hpsZA2duOtDt3U4wWnjvfi05EuF3Y2Wox2326js7ZR1eRDNGZJHs36Eu9SO/vEILXxrKsdySwi/WG80NxthDv8pgmDmN6frBx/gkfEHRHxWjxvlnjjIsgNgsmY2iuuRJDIIp+8pHqIye0mh390lU54krNjePY3mbccvTqW4ZVcbVFkFvhqmBtNA+ToM4iA2zzR2c49nbVrckYTgcuC22gvc9PjlosNVTz2+rhljpjQvjeBH0SOBDOo6afnv590G+zjPMQwmngnyrIKG0tqHFsDZ3+/KR69LBtzgPiQNDa1+Z5jTP4ayHM8RutFXNprNV1lDVwubNEXxxOc0/I6cO4P5Cqax+7ZY/xH8j3+gwCfL622zU1so5fpWmpvo6n8vr6WNmO/vhJcS37fmVgi15VbKHm6prMWixWx3jGKit+ixdaapMVZ5D2vkDIXEsEgJJOgCQPsQXtgmVMl4ex/MMouFJSioslLXV9XK5sMTHPia5zj8GjbvT9CyMG5FwrNjUtxXJLfdX0wBnjhk99jT6OLSA7pP8bWvtXO2bT3Kqwnw7Y5BY5MgoK2hiqqi1CqjgZXSU9HE+KN7pPc0C5zul3Y6166UjztnI16zzBcjh4xGK3C03WOKSumyGhd7RRP7TU3SxwL9juG99aOh3QXFf8AkzAbDN5N5y6zUUnthoXMkqm7ZOAHFjtfVIDmk70B1DZ7r85tydgWGVEVNk+U2221ErPMZBJIXSFn8boaCQ37SNKq+G8Px69cz8xXS82ukuU30yyiYyqhbKxkbog54AdsAuIbv/uBfu2X2C38o5xV8Z8dXnNbxUVwp71daq4wU1LBNGzXs0ckg6uhg1toB769RpBY2YcnYvauK7hnttvVpuFDDSyvonisa2KrnaxxZAHfx3FvT0+v2L78TZ3bMz44tuTNudrlldRRSXQUtQ10dHOYmvkjednoLd9w47A9Vz/gVJJFxZ4hbfXWa3Wz2eWtmFtpZRPT0kpo3FwjcWjuCB3AGiO2tLM5RNRTeEbjK02qhL4r/LZKK4QU8jac1Ub4Q50Zk7BvW5jWlzu3fv2QXtiPKPH2W3iW0Y3ltqudfEC4wQTbc5o9XM3rrA+JbsKXyPbHG57yA1oJJJ7ABcz8yU/Id+wq3U1r4fZitfYqunqbLcnZHb2MoXMeB0DTh7rm7b070Tr10ulKdz5KRr5owx7owXs3sAkdx9qCseKuYbJm2dZTj8F2sbm0Fa2G0tpqxsktdCIuqSZvf3272PdGhr1KkFy5Y45tuU/cxX5lZqa7CQROp5KkDoefRjnfVa7/ALJIKqXD3myS+IO8WilhiuFtrJ5aJ0cTQ6N7aIuAbodu432Uu4WxDGKjwx2e1VVNTT0N5sbaq5vkYHGaaaPrkke49y4OJ049x0jXoguAHarnlC9Z7JlFjxHBaNlEbiyWevyCsonT01BEz0a1oIa6Vx9GuI7fpIwfCRd6+9eHjE665TyT1Ap5afzHklzmRTSRsJJ9fda1Ti8Xa1VNxmxCO/R0N8q6CSeGKKRvtMcR2zz2NO/qu9CRrYQQbjrK8souVblxhmddQXmsitLLxQXWkpfZvNgMvlOZLEHODXh3oWnRC1GO3Pl/kNtzvtkvFswq0QVs1Na6Kusjqmoq2xu15s5e9vlhx9A0bA+etnT4pZa3i7xG2201d5qcrbnVFUD6Suen3ClfSMD+gvHYwka0A0d/yd5HybyPebnks3GfFkLKzKiwC43OTvSWON38OV38KXX1Yxvv671pBI+Cs4r84xOtnvVDBRXuz3OotF0ip3F0PtEJAc6MnuWEEH7O47rG5ayu9Y/nHHdrtk8UdLfL2+krmuiDi+IRFwAJ7tO/iO63nE+D27j7CqXHLfUTVZY501VVzHclVUPO5JXfa4/D4AAd1WHiuqb7SZPxfUYzboLjeW5BIKOnnk6I3yGAgdTvg0b2fsCC5JclsMOQQY9NeKBl5qITNFQunb574xvbwze+nse/p2UcunMPGFsNv9uzqwRC4t66Vwq2ubIzqLevbdgN21w6jobB79lXnhRZQPZl02QMlfydDXyQZPNVuDpj3Pk+VoANpy0DpA7bb8g1R7w3YVi9X4Ram4Vlkoaqqu1JcX1c00DXyP6HyxsAcRsBoY3QB7HuO5QXdeuT8As2SU2OXTLbRSXaq6PKpZKkBx6/qbPo3q2NdRG9jXqF8ucsmqcQ4oyG/UDi24Q0hioNAOPtMrhHDoH1997e32KgYcTx6PwD1FydaaSavqbL7fLVyxB87pxIOl/Wfe20ANHfs0a9FY2byyZHceIcNle6YVtRFfLgSd7hooGyDr+x0z4/y6/KgWnketxfku+Y/n2T0MFnsmN22eSrqWMjL6qT3ZHlwAJLiCQ0DXyCtTD8px7LrQ27Y1eKK60Lj0+dTSh4Dv4rh6tP2EAqmKXFbFkPjJyStvdtpri+249Qy0rKhgfHHK5xb5nSexcBvRPpskd1seOaCks3ipz+32qnioqSqslvrJoIWhkbpi5zS/pHYEje/nsoLvREQEREBERAREQEREBERAREQEREBERARFgZDcW2iwV92dEZm0VNJUGMO6S/oaXa2fTekHGni3guuW88WPGbPWOuB9sa1tJ7SPLjJbB8Cekdztdj4vborXYqOhjpoabyoGNeyJoa0PDQHenb1HquIPDNRN5D8TFyyWsmqaYUkxqo4w/ZLmns0n4j3Btd5ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIPFFeWsIpOQ8AuOH11dU0NNXmIvmgAL2+XK2QaDtjuWAd1K0QRbkzEZ8yxV1jp8kvGPvM0cvttsm8ucdB+rv5H4qIcn8MuzXPLZl7M4v9krbXSmnohQti1D1dXW9pc0kOdvRPyAVsIgrTCONMhx7JaW7V3KuYX6nhDw+gr5IzBL1NLR1abvsSCPtAVloiCpvF7+Dzk38l/aY1l+FX8HrC/wA2N/WcsTxe/g85N/Jf2mNZfhV/B6wv82N/Wcgs5ajMrHFkuJXfHaieSnhulDNRySxgFzGyMLS4b7bG/ituvEFHWTgK8WazU1mtnM2e0VupoxFDT08sUbY2fJum9lYHFnG+Ocd2uqpLI2qqKmul8+vuFbMZqqsk7+9I8+vqdAaA2fiSVv7pf7La7ey4XK60NHSSSthZNNO1rHSOd0taHE6JJ7AfNbNBT7eHL9ZorhasF5KuOMY5XzSTOtjbdFUmlMhJkFNK4h0QJJOtO0TsaKyrhwdjzOP8fxjG7jW2GqxyrFdarpEGyTR1HfrkkDh0ydez1A6HoBoDStZEFOXbhO4ZJcbRecz5Cu14vFmroau3SQUcVJTU/lvDiGwN2CXkDqe5xPYAaG9yDNuNqm6ZlHmuKZPU4tknsvsdRUMpWVMFXADtrZoXkBxafquBBH2qw0QVbauFLE/H8oosuuNXk9zyvo+mLlUMbFI8M/emxNb2iawgFoG9EDe9ALAfw1erw62W7N+SLlk2N2yojqIbZJb4oHVDoz97FTM07mDe3bTdnudq4UQVvl3GVbVZrNmmG5ZUYpfqynZTXF7aKOrpq5jPqGSF5HvtHYODgddljWDhugosdzCnut+r7zfswppKe7XqeJjZS10Zja2NgHSxjQ46b3Hp8AALRRBXl84otN045x3Ezc6+lqcbjpjabtTlrammmgYGNlHbpOwNObrRB+HZa228TXWvzK05NyDnNTls1kcZbXSC2xUVNBMf/rnMYT5kg+BJAB9ArVRBE8JwikxfIspvNPW1FRJkdwbXTMka0CFwYGdLdeo7fFRN/E9+tmTX244TyJW41b7/AFjq640AtkNVqocNPlhe/wDenO1s7Dhv9GrJvl5tVkpG1d4uNJb6d8rIWy1MojaZHnTWgn4k9gPis9BV+EcKY9itqzGz09zu1bbcrZ01kdXMJJWudE6OV4kI25z+ouJPx9Oy+Vh4aiZxVV8dZVlNxyO1ny2W6Z8LKea3RxACERubvbmFoIcfX01rsrVRBT1Xw3fMhntlLyByPX5RYbbUMqYrYbbDSipez6hqZGEmUD5abv4q4NdtL1fKomigjMkz2RsA2XOcAB+UlBXlq4tfa+UrxltBlFay0X0mW62CSnjfBUzGIxh/WfeaNHZb8T8ddloRwneqOxVGH2Lk682vCqjrYbWKKKWohheSXwxVTveYw7IALXEDttXMiDU4hj1rxXGqDHbJTCmttBC2GniBJ00fEk9ySdkn4kkqN8kcdRZVdrVkVsvVXjuT2frFDdKaNsmmP7Piljd7skZ/inWj6EbKnS+cE0czXOiex4a4sJa4HTgdEdviCNIK7wri+e15ZVZnk+VVmT5TJSmkpq2WmZBDQwn1bBA0lrNn1JJJ/Sdw3G/DvcMchqorHy9m1vbWVL6qp8gwtM0zvrPcenZJ16lX0iCNcdY1cMWsctuuWVXjJpn1DpRV3NzTKxpAHQOkAdI0T+VxXwzbCKTKMixa81FbUU8mO3A10LI2tLZnFhZ0u36DR+C3lDerTXXavtNJcqSe4W7y/baaOYOlp/MHUzraO7eoDY36hbBBBrnxvQz8q0HIdvuVXbLnFSOoa+KBrTFcYP4LZQRvbTohw79h8l+uPeOqHDuKoeP6S41VVRxQ1MIqZWtEhEznuJ0Brt5h12+AU3RBXn+Ky3f4jv8AFX9KVfsP0d7B7X0N83p6t9Wvq7WbYsAZbc/iyuS6PqjS4/DY6OndCB5MbX9b5OrfdzyGbAA10/FTZEEStmD0lDydeM7ZW1D6q52+ChfTua3y2NiJIcD67O/ilswekoeTrxnbK2d9Vc7fBQvp3Nb5bGxEkOB9dnalqICIiAiIgItdNfLRDfILHLcqSO6VELp4aN0wE0kbTpz2t9S0fErYoCIiAiIgIiICIiAiIgIiIC5/8afJD8Q4+nsdE6qgr7rAQyeGQN6WEljge3odq/nODRs9h81/PHmG+3TmXxCR2mmobjJQtqRRw0fnNf0xMc1srmfAbcC4b9N/FB0j4N+NabG8Hp8nrG0dTdLpD1CoERErG9b9gu332C3+ZX+tRh1op7FjFvtFLG+OGlgYwNeQXDt33r7drboCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKm8Xv4POTfyX9pjWX4VfwesL/ADY39ZyxPF7+Dzk38l/aY1l+FX8HrC/zY39ZyCzlFuWJL5Fx5en462gdcBRyFntsj2RdHSes7YC4O6d9P263r1UpWpzGCWpxO700EbpJpaGdjGNGy5xjcAB+koORq6ryGj8GGLVd4o7dJQ09xtUlsjt75HVEsTZnEiUPAaJC4aAbsd1bFdyRyziVdab7n2K49T4teblFQ+z2+qkfX2ozO1G6Yn73J8ndOu/p8lV0WSWa8+EvE7JbqvzrlYrxaKW50xjc19NKal2muBHr7p9Fcfi6aTxnbtAn/wA5bZ6D/wDMINnmedZRXck/4uuPKS1uulJRtrbvcrm2R9NQxOOo2BjCHSSP9QNgAfp1kca59eK3LbzgOaW+josptNMysbJROd7LcKVx0J4g/wB5mne65hJ0fQn4VZnNjx6w+JLIrpnd9vuO2bKKKkfbLrR3eagpvOgZ5clPNJGQA7QD29fb116rc8I0uG3Xl6+XnD6fIb3SWu2ewnKbhfJ6uGoe9wc6mhbID1tbrfUHaB327gkMTDuU+b+QsIZlmGYlilHRUzHicXKeZz7hLG49bKYNPutAGup57u3pXFw9mkHIXG9nzCnpXUguMJc+Au6vLkY9zHt38QHNOj8tKDeDJjmeGfGmPa5rh7bsEaP+dTL9+C1rmeGzGGPa5rg6s2HAg/53N8Cg33J2WZjR5PZMQwaxQVNzubJJ5rncY5TQUMLPUv6NF7yfRgI+HzWowvOM5ouXDxxyBQ2aWastz7harpaWyRRTsY4B8b4pHOLXDfrv4fao7z1eZBy/j+NZVmd1wzBqq1Sz+3UNX7IKuubJryJKjXuNEena2N7+0KGcbswul8VeNS4Sy7VdpmtFdB9NVtTPUMuVS0BzxFJKT1tY3Q23TSSdb1tBZdFnXImeZBkDeNafGqOxWOsfbvbr1HPK64VTPrtjbG5vRGCQOs9W9ggfAYtZzTejhNgZR4g+LOr5dJLPBaayR0cEdREfv0xk1t0DRp229zvW+xK1PCmX41xXT5Vg2fXemx+uoL1V11NJXOMbK+kmcHslhce0h9QWt24Ea0tNfspvd4u/HnN9+x6e245Zrzcad3THI+RltqIxHDWyxkdTBsEnQPbpPxCCy7DlPI1jz+04xnlvs9xo75FKaO7WOmnjjp542hzop2PLtNIPuv2Nntr11qrTnXJWfVN4uvG1FjNPjltqpKOlmvDZny3aWM6eWeW4CGPe2hxDjvvr1A2g5ct+Rci2LE+P30OTU87JJ73X0sxfBb6cN9w9bfdMjndg09/ybVJ8V2nj/DcfuWKcj5vk2I36x1lR5tOMjqqKGqgdI58c9PGxwa8OafRmySCSO6CV8u53S8g8B2y9RUUturKfLKCiuNBM4OfSVUVQBJGSPXWwQfiCOwOwrI5EzzIY8+oOOMBoKCpyOopXXCtq7j1mlt1IHdIe9rCHPe53ZrQR8N9iqOu1ut0fh3jvNpxu8WOmvOb0NXG26XB9VUVbTO1ral5eAWGTW9Hfz2dgqV8u2Sy2jxGjJc0ut8seN32zR0cF3oLnNRRwVcTz95nkiI6Wub3BcdbH2HQWNgue36PPqzjrPaKggyCOi+kaCttwe2kuNNvpcWteS6ORp7OaSfiQdesU4U5O5P5Hp7Zk1PjOPUOKiZ1LcjJPL7TI9uy+WAdwWM91vSe7nF2uw7a3iymwi7c3vqMObkeUQ2K2StlyasyGerpIZJdj2WIP2JCQeolrtA/PS33hCNZTeFqwvpKfzKyOOvdFE8dPXJ7TMWg/lOgg/Fuy3m/KserstxiwY5aLcySX6OtF5p6k19ZHG4gl7g5rYS/pPSC0/addzCObM3v3IHh6w3LrLQ2ult9zutH7bBVTy+ZHUsquhjG9I06PrY7qJ0ddJA2tJi9xwXJMGF55HzjK8kzWpfJHUYnHdJ4Zfa+pwbTRUUPS4DYA36dySQAsa2l1P4FMakkhmAs2QsluDWxlzqdsdwkc8uA7jpBG0F45dnmaW2rxrBbdbLHV8gXqGWefpklNtoIIyeudxIEj2+ga3sSd/ZvIxLO8ntvJEPHnIlLaxcbjSvq7Nc7Y2SOnrmx/vkRjkJdHKwd/Ugjv2+NZcqSYteOWMT5TrL5d4cEu1lltIvdqrZ6NtLUNnc5hlezTmxv25vftsbPos3B6Xj6787WWPD58jzM2Onmqp7/Pks9XR21z2loib19TZHyAjYa4a7eujoL+yl16bYKw46y3vuoiPsza97205d/2ywFwGt+g36LnPw45xcsC8KjcsyanoJ7FSCb6Mjo5ZHVtVO+rla5kocOkF0hABaT22T3XTsgJjc0epaQFxvhjjkHhCbhdjjlrcvw+4C43CzCF4nAjr5JOjWu7izZAGyda9UFv3jOeVMJscGaZ5asZlx3ri+k6K1ib221xyODQ8vcSyfpLh1gBv2bHdXRDLHNC2WJ7Xse0Oa4HsQe4IXPPOvKuIZxw7V4vg9wjv+R5PGyjo7VStLqmJzntLzMz1iDADsu13+zur5xujlt+PW+gmc10lNSRQvc09i5rA06/SEFM4TdGWTnvnq8SU1TVNoqa0VBgpozJLL0Ubz0MaO5cdaA+a+V0zfnSh45fyVLYMSitsVN9ITY/IypFbHSAdRLpy4NEob7xb0dvy9lrTXZDaOTPEVdcXpHT3iC32qShb5fV1SNo392t/hEdyB32RpV5lI40vPDk9Y3Ncq5EzO42p74bc67zzSQVJiJe99NGQ2KOI9Tj1jWm677Gwu7krmOssFiwC9Y9jb74zL5GtgoxJ0TEyQCSJrT9UEuc0OJ2ANlbCnznMMdy/HrJyDa7HHS5HIaWjrrTPK5tPWBvUIJWyDbg4AhsjfUju0Kp8kyKlseAeHO/vgqKylpHU/nNp4TI8NFEGPcGDuS33naHf3SpRyTlVj5TzzjrGcCudNffoy/QZBc6uid5kNFTQB2hI8dmueXaDfXY7gbQX3cayGgt9RW1BcIaeJ0shA2Q1oJPb8gVG2nkXlrIsDdyXjNkxitsJD5qewt8+W5T07XkH78wljZiBsRhh16bJV43J80dvqJKamFVO2JzooC8NErgCQzZ7DZ0N/auPZ2cOnE6/LbBkd14szmMSe0WC23KRsza1pIEPspAMgc7pA6Q1uj8NFBdnKfLF+xq+YJbLFiUlzq8thqPLoql5gnhmayJzGv+DADIfMJBIDTpbO15tk9m5AtOH57b7Qx1+hlfabhapZTC+aJodJTyNkG2u6T1NcDpwHoCqpzDLbvj2XcBZRyDTTR3BtvuRvHl05c+Avp4g+VzGgkdIPU8Ae6Or5KSZTktp5N5x4/oMIroL1RY3UzXe73Gkd5lNTtMfRFF5g90vcSfdB3/ADHQbuDOeQc4yi/UnGdNjtLZLBVuoJrjeo5pRXVjPrxxNiI6GN2AXnfqCAV9LfzhaoeK7/lmQWqot11xuqdbrraWv63isDg1scbv4TXlw6Xa9Cfl3qbB7Lg+I3rLcY5HzLIcSuVPeKmtpHMyGpoKWvo5XdUc0Qa4Me71DgNu2Pj8PlVYhT5dwFml7wrGMkjiqr1BcKaS4XSaoq75BSv96dnWOthc1zukbJJaO/YILOu2ecrYTj9Nm+e2XHX446SP6SobW2f221RSEBshe8lk3SSA8AN0T2JHdbvknkW9RZlj+Bcf01srb/eaV1wfV17nGloqJv8A9c5rCHPLj2aAR39fVU5mdw4er8LhZY8jzbOLpeXMp6fF2ZbVmome5w6o5o3F3lhvckvbrY+PqpZlgg4o50xvPbxSVUGJVGLMx2qq2h9S22zRvD2eY4Dq6SGhvXrudlB87fWZVJ4vsYoMwo6BlwpMarA2rt5cKasjc8kPax+3RuBBa5hJ0RsEghdHrm6051Z878W+NV+Niers9Lj1dBFcTA9kVVJ1AyeWXAdTW7a0u9NkhdIoCIiAiIgIiICIiAiIgIi8cdNJ+QQVJ4rc6GE8S1szYHTSXTzLaOlwDo/Mhk++DuPTpVNeAvjeWQVHJN1gcHyySRUD5Gg+bGQWvcD9jmkKveZ8qp/EFzfjdpsNBUQ2qJ8dH7V28wRSysEkpGyPcLj2XcfHuJ2rCcRocas0ZZSUbOluySXOJJc47+JcSf0oJAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgqbxe6/c85NtwA/yXuf/ANzGv34Sa+irPD7ibKSrgqHU1C2GcRvDjFICSWO16HRB0fmFm+JvH7llHCOQWOz076itqRB5cbGkk9M7HnsPsaVV3+DynZHxbfLfMQ2sZe5ZHRl3vBhihAOvlsFB00iIg+UFPTwPlfDBFG6V3XIWsAL3fM69T9pX0XqIPjVU1PVQOgqoIp4nfWZIwOafyg9l+qeCGnhbDBFHFEwaaxjQ1rR9gHYL6IgIiIPhWUlLWQGCrp4aiInZZLGHt3+Q9l9Y2MjjbGxrWsaAGtA0AB8gv0iDGrKGjrOj2ukp6jy3dTPNia/pPzGx2KyCAQQQCD6g/Feogx6Kio6KN0dHSwUzHHqLYowwE/PQC8rKChrHxvq6OnqHRHcZlia8sP2bHZZKIC+dRBDUQvgnijlieNOY9oc1w+0HsV9EQfGkpqekgbBSwRQRN+qyNga0fkA7L7IiDHbQ0bK11a2kgbUuGnTCNoeR8i7W19nsY9jmPa1zXAhwI2CPkV+kQfFtLTNpPZG08Ip+no8oMHR0/Lp9NfYvKOkpaKAQUlNDTxA7DIowxu/yDsvuiAvlFTwRTSzRwxMklIMj2sAc/Xps+p/SvqiDHhoaOGqlqoaSCOeX98lbG0Pf+UgbP6VkIiDxfCmoaOmnlnp6SnhllO5HxxNa55+0gd/0rIRBBuRcIqcoyzCrzBXw00eOXV1dLG+MuMzTGWdLSPQ9/ipjR0dLSB4pqaGDzHdT/LjDep3zOh3KyEQeLGfb6F9a2tfR0zqpo02YxNLx+R2trKRBBsywepvvK2C5lFcIYIcZ9v8ANp3Rkun9ohEY6XA6GtbO97Uyo6Slo4jFSU0NOwuLi2KMMBJ9TofFfdEGNW0NFWtY2spKepDD1NEsTX9J+Y2OyyAAAAAAB6L1EGNFQUUVZJWRUdOypk+vK2Joe78rtbK+72Newse0OaRogjYIX6RB+Y2MjYGMa1rWjQAGgAv0iICIiAiIgIiICIiAiIgKlfFzyVQ4VxlW2+GufBe7tGaehMT2h0ROyZXAnfQOkgkA93AK0M0yW0YljtVfL5VNpqOnbtziRtx+DWgkbP2fYVwtxhZKjn3xAVt4uNRJPaYah1bLDUbA8jbWljdEfEg6HyQWv4DeLWUFjPJ1wljkqLrFLT0lPrfkxNl04uBHZxfFsaPoV1Ysa2UNLbqKOjooI6eCMe5HG3TW99nQ/KslAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQfmQbjcPsK4r8I9DVYlz5k+O36Y09WBGxkRlIa+TzNkAdt9l2qfTS4Y8VkVVxn4iKHNLRcJX1FZ0XCSHqLAD1Pb0+p39Xfog7nHovVrcXuQvGP0VzERi9phbJ0E76drZICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgL8SyMiidJI4Na0bJJ0Av18FyR4rufq6C4Tcf4DI51U4GGtq4+7iTv3Ii3Z2Ox6gd9/Tsgg/imz2DlLkekwrHHyy0kNSyEVVNIZGTOHmbIA7Eaf8/guteGuMrHxrjot1rLp6iZrTVVLxoyuA1sN2ekfYCqm8KvAdLjNvpssyeNlXd52mSOGVnWIt9JDve9He6R6b0V0mOyD1ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFQXjPwCTK8Cbc6GhpH1ltbJJJVPawSMj12Ace+tk9h81fq1eU2WlyHHq6y1zpG01ZCYpDGQHaPy2CPh8kFMeCvkGHKeMaezVddLUXa2F0UgkBJLGhnvdR9e79K+1/PjGjWeHvxBew3OrrJbK2Y7fAXxNmY4/Eejh7n+5d74/d7ffbTDdLXUCppJgfLkAI6tEg+v2goNgiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLxxAGydALyR7Y2Oe9wa1oJJJ0APmud/EV4iLBYLBW2LDq2C65DK59K9rQ4sgB7F3UNBx1sDpd66Qanxe86x2G2DE8MvAbeZSHVU9O7Yp2B+tdQ/hEtIIB3o9+ywvCDwaaenhz7Nbe11fOWzW+nqGHzIf/AEjwf4R7juAey0XhI4BkuFwHIOf0wqWlxkpaCsibIKh0kY3LK14PUCHkgHTg5uyuyUBeoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCjvFpxVS5vgVddbfRRyZBRQh9M8kAvDer3dnsPrkquvBfzfS1DafjO+w+RUNLvoydkbtSlz+oxuHfR25x2dDQ/n61I2CFwt4ocCyDi/lCl5MxSOVlve9pbUg9Xs8oZ0gO0BrYa4/Hsg7pHcbXqrLw78oW/kvB4q9knTc6Xphr4XDpc1+ux1s+oG/X4/oVmoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgL4VlVBSU8k9RI1kcbC9xJ9ABs/7gopy3n9n4/wmvyC5VLGmFhbBH2c6SUg9DdbHqRr1C4izzOuQOfsygteP0FUWU9M58dHGzo6QQOt3dzh30N90Fhc8+Kaa6MuOJYFQzw7ldSyXJztOdt4aDG3sW7AcDsHs74LbeHrwv22S10uT540z1lQGVENOwt7HYcHOPcHY+A0VNPDv4dccxPHaC55VaaavyUETF8p6xTHXZrewII3o+voNLoIIPnSwR01OyCFgZFG0NY0ejQPQBfVEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBYN8tNuvdpqLTdqOGtoKphjnglbtkjfkR8lnIg4C5NxDLvDnytFlmLVdTJYaqVrmGM9AlZ1iR9LMAOzCWEDp2ekA9j2XVXC/OGHcl7o7ZPJS3VjAX0dRoPfpoL3M0Tto36nRU+ybHbPklAyhvVE2rp2SCRrC9zfeAI3tpB9Cf51xnzDwhmfHuetzbjqkmrqKjd7cx7Q1xpgwhzw8O7a7E/Ht9qDuFFzJwJ4p7Tk1TPaM6FLY69mmwzh5MUx7gg/EO3rWhruulKGqgrqKGspZBLTzxtkikHo9rhsEflCD7oiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAi0WaZdjmG2qO6ZPdqe1UUkwgZNPsNMhBIb2B76a4/oXPXKXi/xq1GehwigfeKuGpEftdQQyiezpJLmua7rJ3rW2j4oOlbtdbfaaN9ZcquKlp2Al0kjtAAAk/wC4Fc386eJ+x2633bHcHkfXXgxiCOtY7pjj8xneWMg7JZsHuPUfEKp5JeZPEbdW3GjoIrVYHkQ9cbWupmejHe8QX/xif0/Yr24g8MWJ4gaevuz5Lnc2scJdSOEXUfiCNH5eoQc24BwfybzBks9+ymsqKRjpad1ZX3BxM08LvdJi0CHOaxg0HdI+qu5+POP8UwS3upcbs1HQOljjZUywxdLqgsGg5329yf0lSaCJkETYo29LGNDWj5ADQX0QeL1EQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQF+JI2SRujkY17HDRa4bBC/aIOc+aPC/jWSOmu2Ksfars9zSGxSdLCdkuPcnWyfkqBdk/N/BVXUWeaWqjoZ53Mp5apvmMlZCdbY57SNacPq/ML+hSwbxaLbd6V1NcqKnqonMczUsYdoOGjonuNj5IKC4f8UWJX22GLLa2Cz1kMUTTJKPLZM/R6yC4gHRA9Pmr9sd2t17tcFztVXFWUdQwPimicHNcD9o7KgOS/CPgmQw0TMTmGJOgLzM5sclX52+np7SSjp1o+nr1fYqnynww8r47cIYcOymW70bS17ZnVb6Ppd6keWHOAAIHffdB3IvVwHkuc+KDAq1mNVVxuQ9njAifT26GpY5uz3Ehi970PfZU0458S/I1ox19Nl2BXzI7g2QvNaIzAPL0AB0si16g9/tQdkIuW3+K2+Ndo8P3v5j7/J/0l5+6tvn4nr5/TSf9JB1Ki5a/dXXz8T18/ppP+kn7q69/ievn9NJ/wBJB1Ki5a/dXXv8T19/ppP+kn7q69/ievn9NJ/0kHUqLlr91de/xP3z+mk/6Sfurr3+J6+f00n/AEkHUqLloeK69n/7n75/TSf9JP3V18/E9fP6aT/pIOpUXLQ8V17P/wBz98/ppP8ApJ+6uvf4nr5/TSf9JB1Ki5a/dXXv8T98/ppP+kg8V17P/wBz98/ppP8ApIOpUXLX7q69/ifvn9NJ/wBJP3V17/E9fP6aT/pIOpUXLX7q69/ievn9NJ/0k/dXXv8AE/fP6aT/AKSDqVFy1+6uvf4n75/TSf8AST91de/xP3z+mk/6SDqVFy1+6uvnx4fvn9NJ/wBJB4rr2f8A7n75/TSf9JB1Ki5b/dXXv8T98/ppP+kvP3V1+PZnDt8c75edJ/0UHUiLhLkLxC83Xa+mpxK1XrHqDf8Amht7J9e60fXfFv1Dj+lauz8weJ68V8dDQ1V1EzyNF1ohA0T6k+Sg7/dI1rg0nufT7Voc1zTGcOoGVuSXelt0T39DPOkDS93bsASN+u/yLjfJeFvEjl9zfe71cIJatzAwO+lvZ9dO+/QxrQP5lJqbweXy82mgqr7ydWx1joGPqKWWidUthlLffaHOm76OxvQ39iCf8k+KbCccqaeKy1cF5bID5kkIMjWHv2212t9vT7QqazfxR8kXW/Mjw+k9ioXtDW6pupzjs9z1tOvgr3wzwu8YWiyw0l8tEd9rI9bq3Pmg6vdAPuNkI9QT+lWza8Wx62UUNHRWagiggaGRN8hri0D7SCT+koOGMR4J5fzad9Blkt2oqGMGeN1VO4DrBAAAeNb04/b6rpLhfw74fhcVLc7hQsuN7FN5c8k+ns6idkhv1T6DvpXavUGNb6Cht8HkUNHT0sW99EMTWN3+QABZKIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC8XqIPhPSUs7g6amhlcBoF8Ycf8Aevx9HUGiPYqbRGv3lv8AyWUiDE+jbf8A7DS/0Lf+SfRtv/2Gl/oW/wDJZaIMT6Ot/wDsNL/Qt/5L36Ot/wDsNL/Qt/5LKRBifRtv/wBhpf6Fv/JPo23/AOw0v9C3/kstEGJ9G2//AGGl/oW/8k+jbf8A7DS/0Lf+Sy0QYn0bb/8AYaX+hb/yT6Nt/wDsNL/Qt/5LLRBifRtv/wBhpf6Fv/JPo23/AOw0v9C3/kstEGJ9G2//AGGl/oW/8k+jrf8A7DS/0Lf+Sy0QYn0bb/8AYaX+hb/yT6Nt/wDsNL/Qt/5LLRBifRtv/wBhpf6Fv/Je/R1v/wBhpf6Fv/JZSIMT6Nt/+w0v9C3/AJJ9G2//AGGl/oW/8llogxfo63/7DS/0Lf8AkvPo23/7DS/0Lf8AkstEGJ9G2/8A2Gl/oW/8l6LdQA7FDSj/ANy3/kspEGJ9G2//AGGl/oW/8l+4qGjid1R0lOx3zbE0H/gshEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHip5uZcpZbkWQx4Dasdt9msdY6gbUZBFUeZcqhgBf5YYW+XH3ADz1b2CAe4FxKFZ1b7zmePupsI5BbjskU0kVRW0VPFWOJDSDF3PuEEgkg9Q+xB++Gs3bn+C01/dQPt1UJZaWspHP6/InieWSNDv4Q2Ng/IhYfO2c12BYRHdbTb6e43SruNNb6KmnkLGSyzP6QCR39ASo14U6gW/ELxglTbqajuWJXSSgrZaeRz46x7vvntO3ku6n7JIPp9g7Da88YHHyA7FbY/MTjhorsLhGIQ32modGwgeSXO917eokO6Xa3vXZB+cSvHNs+SUcGT4ditDaHvIqqiluskkrG6Oi1pHc70rPC53yLHKrhfPMKu2NZPkFdaMivkNlutrule6rZK6YO6Z2F3dr2lpJI+z4bB6JQQvmzPKfjfja6ZdPSOrXUjWNgpmu6fOle4MY0n4DZ2T8gVBJT4iaOwuyaa64VVVMcPtMmPMt8rR0hvUYm1HXvzNdtka6vjpTrmeDCbhhEtiz+qhp7PeZ46FrpHlpM7juPocAdPDm7B9O3fsq5/wAX3OeFUobg/KFLklBTsAp7XkdEC8tb6M89vcnQ0Nlo/Ig3+R822u3eH6LlSmoPMNVTsdT2yoqBFI6UyiJzNnuQxxJJA2Wt32VlsvdpNmdeHXShFvYwufVipZ5DQOxJfvpAB7eq5q5uyi38meDm6ZfccepqO8W+qjpnxSsbI+iqW1cUUwieRsBw+Xcg6O1KOQMdstbzJxvxmy2UVFiEdLW3ia0U0DYqWqnj15bXxtAaQHEvI1okne0F0Y3kmP5JRurMdvlsvFMx3S6ahqmTsa75EsJ0V+qrIbFSwOnqrzboImzGAvkq42tEg9WbJ11D4j1VQ8iW2gwrnfja843S09rlvtXPaLrBSxtijrYfK6mOe1oALmOGw719B6LS+HXAsbvWS8l5Ne7fS3eoGYXOhp4K2Js0VNGJA6QtY7bQ6QuHU7WyGgfPYdExPbIwPY4Oa4Agg7BB9CCoNzTyHTceY1TXN8VPVVNVXU9JDTy1Ih2JJAx0h+JawHZ0Pl3Hqoz4aZn0FXnuFwyvktWOZHLTWtrnF3kU72iQQA/xWEuA+QOlrvGVZ7TW8f2itrbXQ1VVDf6CGKaaBr3sjknAkY1xGw1wADgOx13QSe88iTUvMWP41T1Fqkx+42SsuU9aX7LTC4AESB3QGa3vY/SFOceyCxZFRurbBebddqZrix01FUsmYHD1BLSQD9ioPk3AcYvfiQwDFKi2Q09gp7FXSm20jfIgkayXqEZazQ6Ooglo7HXdbOnx6yYT4sLHT4pa6azUd4xmrNfSUUYigmdDICx3Q33Q4em9f8SguC+ZfitirqegvmS2a11dTryIKyujhkl2dDpa5wJ7raVlbS0dMamrqYaeFpAMksgY0bOh3J13JA/SuT+ELxR3zErvk2U8QZTml0yauqX1tyjt9LUROhDzG2CN0krXNYwN10gDRH2BfDK4cttfgvzaz5JbLxbYbbd4Y7GLn0moFAauB0IcQ52yzZHqdaAHYIOpI8txeTIXY7HkVofeWfWt7a2M1A/93vq/3LdrmPxHcXYZg/h/myDHrNT0l/sVRRVVPd2N/wAskmNRG18kkv1nl3USdnW9a1pdMxkmME+pAJQafJcvxXGTH90mSWezeb+9e31scHmf93rI2tlba6iuVFFXW6rgrKWVvVFPBIJI3j5tcCQVzzU12F0PL2Z1luwzJ+TsjnnZT1skdthmpbWGt0KRsspDGj5gbPbv6FRbjy83bDeIOcnWi11GNyWm4SSUFs9pbMbY+WIAhrmkt93Yd2OhpB00MzxE5D9zoyiyG9b6fo8V8XtG/l5fV1b+zSy8iyGxY7Q+35BebdaKQu6RPW1LIGb+XU4gb+xVPZuG8GreAqCwS0tJRvmtsNW+9NjYKqOqLGyGq806PV1Ene9a7ei0+DWmjzHxJZY7J5I79Hh1qttHaTWMbIwmeLzJakM+p1vI+sB8fyIL3s90t14t8dwtVfS19HKNxVFNM2WN4+xzSQVrqTMMUq8gkx6kyWzVF4i35lBFXRuqG69dxh3V2/IqW5itMHE3G3KGR4Pd3UMtzippRaqboZHb5ZHthfPE0d2F4cXfAbAI9FGb/ZKGbh5mKY7wfnVvvVHTMltl3bQ0kc0dc0AiodM2fzNuePePfYJ7emguq+ZndaLnXHcHiipHW25WerrZpHMcZhJE4BoaerQb37gg/lCk+RZbi+OSQR5DkVos76g6gbXVscBlP/ZDiNqmLPU3qu8QHFtTklI+kvMuGVRr4XAAsn2zzBodh721EeK7zT3e9ZpleTcU5Nm9yuN6qqJtXDQUtTT09HE7oZSsE0oLQO/UABvY9UHU1RcKOno/bKiqghptNPnSStaz3iA33iddyRr57WNbb/Y7lV1tJbrxb6ypt7/LrIoKlkj6d38WQA7afy6XJWXUuT2Xws8m2e4WO+WWxUd3pJsbhuwb50FLJVxOEQ6XOGo3Dt3Our1Vr8gcccbYXwrdo6ipdjMU9thorleKCIOraxvmBxYSdmR8ryQfierW9DsFnWvPMJul3NntmXWCuuQJBpKe4wyTbHqOgO3taDIeTbbauW7LgcjqFvt1FUVVRVy1rWeQ5nSGR9P8Z3VvuR29Ad9udueq22y8Ox1eM8KX7FoLFNST2++VtNT0L6QiVjQQ0OMr+vYBB77IcfRWXnGLY1X+LTEnV2O2iqdWY/WVNUZaKN/nzMc0Mkfse85oAAce40NILqyTJMfxukbWZFfLZZ6ZzuhstdVMgY53yBeQCVnW+tpLhRxVtBVQVVNM0PimhkD2SNPoWuBII+0LmeC8/SXiIzy7X7j7I81+g5YbXaI6Klp6iC3x+X1SO6ZpGgPkJB6gD22N/BSrw+0l/tfJWX09Lht/xfCLhHFXW+iuUUUbKWr2GzsibG9wa1++rQ7dvQIL2REQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB4qiPGeZ4vfL5VcY5ba7Tbr9VOrKq33O2uqWUlS8afNTlr26LtA9DwW7H6FbyIK0xriufGuM7xjdjyuup8hvEklVWZHJEH1ElXIR1TdGwANDQaD2HxJ2T+s14vqMlxXGY5cmqIctxkxTW/IPIDnmoawNkdJGTpzJOnbmb+Xf52SiCprTxtlV6zq1ZXyVk1uun0ETJabZaqJ9NSxzka9ok63uc9+vQegPp8lbC9RBGeTcJsvIGG1mL35kvslT0uEkLumWGRp2yRh+Dgf0HuD2Kr6n465ngt4sjebGOtwHlirfYIzcBH8vN69dWu3WRv4+quYnS9QVfe+GLDU8D1XFFrq6ihopom6rHjzZTMJRKZpPTrc57dn07HQ12WLc+McrvVixy53TM4I89x2ollorzTW4CBzJB0ugkhJHVG5oAPcHfcfbbS8QVVYeNcjufIdszrkfIqC611mjey0W+2UTqejpXvGnzEPe5z5CO3c6Gh9irfhCx55PeeT7rhGV223mXOLlSVNFc6A1MALXNLZ4yx7XNkAeQQdtcA3Y7LpegrKWvpm1VFUQ1MD99MsUge12jo6IJB7pSUlLSeb7LTQwedIZZPLjDet59XHXqT8z3QRPiHAKbj/G6igFxnu1yr6ySvulynYGyVlTIffeQOzR2ADfgPmdr8c04I7kLBZrBDdXWqrbUQ1dJViLzBHNE/rYS3Y2NjR7qbIgrWyceX5+b4xmuT5NTXC72i1VVBVNp6Dyo6l00nUHt973A0aGtHet9vRba64Ka7l2yZ99KeX9F2ypofY/I35nmuB6+vq7a16aO/mFNEQU9T8a53iNZdabjTLrPbrHdKqSrFDdbY+pdbppDuR1O5r27aT3DHggH57XlbwXSS8D3PjOHI6n2m61LayvvFRB5sk9R5zJXvLOoaB6A0DfYd+53u4kQQvmfBf8YvGdyww3P6MFd5P+VeR5vR5crJPq7G99GvX4qZMb0sDd+gAX6RBUFPxtneM5Lkc+AZhZ7fZ8juD7lUwXK1PqZaOpkAEkkJbI1rt6B08aGv58jjvhejxiizW2XW/1eR27LXiSsbWxATF7o3MmLng6cXlxcNNb09h30rXRBR0vEnIk+Gjjeo5Go5MM8oUrp/osi6vox2FMZOvy9dIDOvo3r4fBby8cW3Kz5LSZPxjeKCwV8VshtVTRV1I6oo6ynhGoeoNc17XsAADmnuBr57s2lraSqlnipqmCaSnf5czY5A4xu9elwB90/YVkIKnx3hunnocuqM9ugyK9ZfCKe51EMPs8UMDW6jhgZtxYGdiHEkkgE+i1FfxXyddcUbgN15Jt78W6G081XBaXMutRTN1qF0hkMY20BpeG7Ou+9kG70QQFvGtNByNjOU0FeKWkx+zTWmCgEJd1Mf09LvMLtjpDfiDv12FopeOMyxnJL5c+NMotFvob/UurK22Xa3PqIoKpw0+eBzHtLS7QJa7Y3/MrbRBStRwMyp4ayHCKnKqmovGSVrLhdb3PT9bpZxMyQlsXUA1umdIbvtsn7FOOXsEh5AwSfHH3GW2z+ZFUUlZGwPME8Tg5j+k9nDY7j4g/BTJEFGZ3xDyByXi01izvkG3U8DA11NHZbSYo5Z2n3ZajzJCZAO/3tpY3ZB+ACkPI/G+SXnLMZzDGMsgtF9s9K+imfPQCeGogk11+7v3XbGx3Pr9itJEFX5Lx3kdHn9dnPHmQ2+1XG6wRw3aguVE6oo6wxjUcvuOa9kjW9tgkEfp3m8UcdVmL3e+ZRkd+df8AKL69ntlU2HyYIYoxqOGGPZ6Wt+ZOzoKw0QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQUl41bpkFs4Iu5stN/k8xijraxlcYJKaMzRgdLQNyB5PQQCNAk9x2W6yXkq+Y/ZcdtlXiUUmc5DNJBb7HTXMSxAR93TPqOgajazTiQ3ffQ33KwPGhHJL4a8rEbHOLRSPPSN6a2qiJP5AAStBmuT4/HzLxvyVFdqKrxCWjrrRJd4pQ6mpaiQAsL3+jeogs2fQg71pBM8Z5AyKhzqhwjkSw2+13K6wyTWmttlY6oo6wxjckO3ta9kjW99EEEeh+dlzfvL/+6f8AgVRHJl+t2Xc98ZWLFqmC7VNnrZ7rdJqSRsrKOn8rpHW5pIBcfQevp8wr2k7QO/7p/wCCDnHgPNaTj/wa49kM9vqbhIJ6inpaKmGn1M8lbK1jAfRuz6k+g36nspPdeTuRMNuFjqOQsLs1NYbvWx0L6m0XN9RJbpZDpgma5jQ4b2CWHXY996BrPBMuveI+CrCquxV0NrdX3l1uqrvJEJWWyCWtnD6gtPY60B37bd89LWc/wY5Z7bY438r5Nm13feKKeSKW6smo6WASjqmfFCAxgJIa0vO9u7ehQXjkPLF0peXqvjKxYbLeLtHSU9VDMa3yacRv6jI+Z/QfLYzTQNBxcXAABSLAM7lvuRXnFL5Z/oTJLQ2OWelbU+0QzQSb8ueGXpb1sOiDtoLT2IVc0uV4/j3jEymkvlfTUBuVgoI6WoqHhkZkaXO8vrPYOcCSAT36fmsrBLjTZf4r8jyjH5WVlks+Mw2SorYD1QzVbp/OLGvHZ5a3sdE6/mQWRypmtBgOG1ORV9PNV9D44KelhID6ieRwbHGCezdk9yewGyolSZ5yDY8osdtz3C7dTW+/VHstPV2WulqzRTEbayoa6NvY9x1tJaNd+y2PiOqMbpuKbg7MMfq75YXyQx1sdN2fTsLwPaNjuAw6Ox3/AEbVOV8s/HF2xV/GXMFfllJd7rT0sWNVtXHcPPpnn33Rvb70bWN770APifgQs2p5cvFRy7feNMewp1yulqMDzVzV/kUjYHwtkdJK/ocWEOe1jWNDy47PYAre4jybQ19Hk0eS0X3N3XFvevVJLOJmQxFhkZOyQAdcTmAkHQOwQRtV/guX47YPFZytaL1X0tvqbiLXJSS1MgjbL5dIOqMPdodWnBwbvZHUR6FRm80FZybfubrvh4NbbKiwwWahqoTuOvqoWl72xuHZ+vqbHb3h80E2i5czuTFncis4+pjgwZ7QI/pE/SzqQH/OhD0eX09PvdHXvXx+Kleecq2mx4ZY73ZKWTIazJJIocfoad/Qa6SQdTduP1GAHbnEe76eqpW2VWFx8HRZDX84ZxBSwWtsFTZGXSjbMyUR9DqMRGDqDtgtAPw7713X5z/F6aw4lwld/b8pxjGbPJNT1dW+WL2+2Nq2DynyvDCxoDvdcSzQDtdigtu0cjZPZsxtGMcl4/bLW+/OdHabhaq59TTPnA37NL1sa5kmtaPdrvQL5VvJGW37O75jfHGM2u6QY69sN1r7pcH00T6gjZp4ehjiXgerj2B9fgTX2UWjD6nkDB8ek5KzzPLnJdobjSUcF0op4qTyT1CpmLIRqMDY9QSCdLYcMZTj3GWY8lYlnd4orFXVOR1F6o57hKIWVtLOAWuje7s4jp7gHeyR30dBsPCjcnXfLeVrlJb6i3Sz5KHS0tQAJIX+XpzHaJBIcCNjsfX4q/FQfhQvlFkmV8q3y2skZR1uSNmp/MYWOfGYvdf0nuOoe93+avxAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHyqoIamnkp6iKOaGRpZJHI0Oa5p9QQexH2LXUmOY/SWF1gpbHbILQ4FpoI6RjacgnZBjA6Ts9z2REDGsax7GqWSmx2xWqzwSO6nx0FHHA1x+ZDANlbZEQYLrRazaXWk26jNve0sdSmBvkuaTsgs10kE/YsCz4diVot09ttOMWS30U7g6anpqCKOOQg7Bc0N04g/EoiCqrXarZefFLndru9uo7jQTY1bRLTVUDZYngSO1tjgQf5lctltNsstvjt1nt1HbqKL97p6WBsUbPyNaAAiIMqaOOaJ8UrGyRvaWua4bDgexBB9QtHYcMxGwVktdYsWsdqq5QRLPRW+KGR+/XbmtBKIgqfBLJZsg8RXNduvtpoLrROdY3Op62nZNGSKR+j0uBGwrttdBRWyhioLdR09HSQt6YoKeJscbB8mtaAB+hEQambCcOlv30/Nilhku4d1e3vt0RqOr5+Z09W/t2t1V09PVU0lNVQRTwStLZI5GBzXtPqCD2I/KiINVjWJYtjb5n47jdms7p/311BQxwGT/vFgG/0rJvVhsl58o3iz264+Sdxe10rJfLPzb1A6P5ERBlUtFSUsk0tNSwQvncHSujjDTI4DQLiB3OhrushEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQf//Z)

Stop then accelerate to lap speed

Deaccelerate to 32 km/h then accelerate to lap speed

0 and 6 kilometres

Start — Finish

Deaccelerate to 32 km/h then accelerate to lap speed

Stop then accelerate to lap speed

Deaccelerate to 32 km/h then accelerate to lap speed

Stop then accelerate to lap speed

Deaccelerate to 32 km/h then accelerate to lap speed

Deaccelerate to 32 km/h then accelerate to lap speed

Stop then accelerate to lap speed

5.2.   At the request of the manufacturer, an alternative road test schedule may be used. Such alternative test schedules shall be approved by the technical service in advance of the test and shall have substantially the same average speed, distribution of speeds, number of stops per kilometres and number of accelerations per kilometres as the driving schedule used on track or roller test bench, as detailed in paragraph 5.1. and Figure 9/1.

5.3.   The durability test, or if the manufacturer has chosen, the modified durability test shall be conducted until the vehicle has covered a minimum of 80 000 km.

5.4.   Test equipment

Chassis dynamometer

5.4.1.1.   When the durability test is performed on a chassis dynamometer, the dynamometer shall enable the cycle described in paragraph 5.1. to be carried out. In particular, it shall be equipped with systems simulating inertia and resistance to progress.

5.4.1.2.   The brake shall be adjusted in order to absorb the power exerted on the driving wheels at a steady speed of 80 km/h. Methods to be applied to determine this power and to adjust the brake are the same as those described in Appendix 3 to Annex 4.

5.4.1.3.   The vehicle cooling system should enable the vehicle to operate at temperatures similar to those obtained on road (oil, water, exhaust system, etc.).

5.4.1.4.   Certain other test bench adjustments and features are deemed to be identical, where necessary, to those described in Annex 4 of this Regulation (inertia, for example, which may be mechanical or electronic).

5.4.1.5.   The vehicle may be moved, where necessary, to a different bench in order to conduct emission measurement tests.

5.4.2.   Operation on track or road

When the durability test is completed on track or road, the vehicle's reference mass will be at least equal to that retained for tests conducted on a chassis dynamometer.

6.   MEASURING EMISSIONS OF POLLUTANTS

At the start of the test (0 km), and every 10 000 km (± 400 km) or more frequently, at regular intervals until having covered 80 000 km, exhaust emissions are measured in accordance with the Type I test as defined in paragraph 5.3.1. of this Regulation. The limit values to be complied with are those laid down in paragraph 5.3.1.4. of this Regulation.

In the case of vehicles equipped with periodically regenerating systems as defined in paragraph 2.20. of this Regulation, it shall be checked that the vehicle is not approaching a regeneration period. If this is the case, the vehicle must be driven until the end of the regeneration. If a regeneration occurs during the emissions measurement, a new test (including preconditioning) shall be performed, and the first result not taken into account.

All exhaust emissions results shall be plotted as a function of the running distance on the system rounded to the nearest kilometre and the best fit straight line fitted by the method of least squares shall be drawn through all these data points. This calculation shall not take into account the test results at 0 km.

The data will be acceptable for use in the calculation of the deterioration factor only if the interpolated 6 400 km and 80 000 km points on this line are within the above mentioned limits.

The data are still acceptable when a best fit straight line crosses an applicable limit with a negative slope (the 6 400 km interpolated point is higher than the 80 000 km interpolated point) but the 80 000 km actual data point is below the limit.

A multiplicative exhaust emission deterioration factor shall be calculated for each pollutant as follows:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| Mi1 | = | mass emission of the pollutant i in g/km interpolated to 6 400 km, |
| Mi2 | = | mass emission of the pollutant i in g/km interpolated to 80 000 km. |

These interpolated values shall be carried out to a minimum of four places to the right of the decimal point before dividing one by the other to determine the deterioration factor. The result shall be rounded to three places to the right of the decimal point.

If a deterioration factor is less than one, it is deemed to be equal to one.

---

ANNEX 10

1.   SPECIFICATIONS OF REFERENCE FUELS FOR TESTING VEHICLES TO THE EMISSION LIMITS GIVEN IN ROW A OF THE TABLE IN PARAGRAPH 5.3.1.4. — TYPE I TEST

1.1.   Technical data on the reference fuel to be used for testing vehicles equipped with positive-ignition engines

Type: unleaded petrol

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Limits[(1)](#ntr1-L_2008119EN.01014701-E0001) | | Test Method |
| minimum | maximum |
| Research octane number, RON |  | 95,0 | — | EN 25164 |
| Motor octane number, MON |  | 85,0 | — | EN 25163 |
| Density at 15 °C | kg/m3 | 748 | 762 | ISO 3675 |
| Reid vapour pressure | kPa | 56,0 | 60,0 | EN 12 |
| Distillation: |  |  |  |  |
| |  |  | | --- | --- | | — | initial boiling point | | °C | 24 | 40 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | evaporated at 100 °C | | per cent v/v | 49,0 | 57,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | evaporated at 150 °C | | per cent v/v | 81,0 | 87,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | final boiling point | | °C | 190 | 215 | EN-ISO 3405 |
| Residue | per cent v/v | — | 2 | EN-ISO 3405 |
| Hydrocarbon analysis: |  |  |  |  |
| |  |  | | --- | --- | | — | olefins | | per cent v/v | — | 10 | ASTM D 1319 |
| |  |  | | --- | --- | | — | aromatics | | per cent v/v | 28,0 | 40,0 | ASTM D 1319 |
| |  |  | | --- | --- | | — | benzene | | per cent v/v | — | 1,0 | pr. EN 12177 |
| |  |  | | --- | --- | | — | saturates | | per cent v/v | — | balance | ASTM D 1319 |
| Carbon/hydrogen ratio |  | report | report |  |
| Induction period[(2)](#ntr2-L_2008119EN.01014701-E0002) | min. | 480 | — | EN-ISO 7536 |
| Oxygen content | per cent m/m | — | 2,3 | EN 1601 |
| Existent gum | mg/ml | — | 0,04 | EN-ISO 6246 |
| Sulphur content[(3)](#ntr3-L_2008119EN.01014701-E0003) | mg/kg | — | 100 | pr. EN ISO/DIS 14596 |
| Class I copper corrosion |  | — | 1 | EN-ISO 2160 |
| Lead content | mg/l | — | 5 | EN 237 |
| Phosphorus content | mg/l | — | 1,3 | ASTM D 3231 |

1.2.   Technical data on the reference fuel to be used for testing vehicles equipped with diesel engine

Type: Diesel fuel

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Limits[(4)](#ntr4-L_2008119EN.01014701-E0004) | | Test Method |
| minimum | maximum |
| Cetane number[(5)](#ntr5-L_2008119EN.01014701-E0005) |  | 52,0 | 54,0 | EN-ISO 5165 |
| Density at 15 °C | kg/m3 | 833 | 837 | EN-ISO 3675 |
| Distillation: |  |  |  |  |
| |  |  | | --- | --- | | — | 50 per cent point | | °C | 245 | — | EN-ISO 3405 |
| |  |  | | --- | --- | | — | 95 per cent point | | °C | 345 | 350 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | final boiling point | | °C | — | 370 | EN-ISO 3405 |
| Flash point | °C | 55 | — | EN 22719 |
| CFPP | °C | — | –5 | EN 116 |
| Viscosity at 40 °C | mm2/s | 2,5 | 3,5 | EN-ISO 3104 |
| Polycyclic aromatic hydrocarbons | per cent m/m | 3 | 6,0 | IP 391 |
| Sulphur content[(6)](#ntr6-L_2008119EN.01014701-E0006) | mg/kg | — | 300 | Pr. EN-ISO/DIS 14596 |
| Copper corrosion |  | — | 1 | EN-ISO 2160 |
| Conradson carbon residue (10 per cent DR) | per cent m/m | — | 0,2 | EN-ISO 10370 |
| Ash content | per cent m/m | — | 0,01 | EN-ISO 6245 |
| Water content | per cent m/m | — | 0,02 | EN-ISO 12937 |
| Neutralisation (strong acid) number | mg KOH/g | — | 0,02 | ASTM D 97495 |
| Oxidation stability[(7)](#ntr7-L_2008119EN.01014701-E0007) | mg/ml | — | 0,025 | EN-ISO 12205 |
| New and better method for poly-cyclic aromatics under development | per cent m/m | — | — | EN 12916 |

2.   SPECIFICATIONS OF REFERENCE FUELS FOR TESTING VEHICLES TO THE EMISSION LIMITS GIVEN IN ROW B OF THE TABLE IN PARAGRAPH 5.3.1.4. — TYPE I TEST

2.1.   Technical data on the reference fuel to be used for testing vehicles equipped with positive-ignition engines

Type: Unleaded petrol

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Limits[(8)](#ntr8-L_2008119EN.01014701-E0008) | | Test Method |
| minimum | maximum |
| Research octane number, RON |  | 95,0 | — | EN 25164 |
| Motor octane number, MON |  | 85,0 | — | EN 25163 |
| Density at 15 °C | kg/m3 | 740 | 754 | ISO 3675 |
| Reid vapour pressure | kPa | 56,0 | 60,0 | Pr. EN ISO 13016-1 (DVPE) |
| Distillation: |  |  |  |  |
| |  |  | | --- | --- | | — | Evaporated at 70 °C | | per cent v/v | 24,0 | 40,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | Evaporated at 100 °C | | per cent v/v | 50,0 | 58,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | Evaporated at 150 °C | | per cent v/v | 83,0 | 89,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | final boiling point | | °C | 190 | 210 | EN-ISO 3405 |
| Residue | per cent v/v | — | 2,0 | EN-ISO 3405 |
| Hydrocarbon analysis: |  |  |  |  |
| |  |  | | --- | --- | | — | Olefins | | per cent v/v | — | 10,0 | ASTM D 1319 |
| |  |  | | --- | --- | | — | Aromatics | | per cent v/v | 29,0 | 35,0 | ASTM D 1319 |
| |  |  | | --- | --- | | — | Saturates | | per cent v/v | Report | | ASTM D 1319 |
| |  |  | | --- | --- | | — | Benzene | | per cent v/v | — | 1,0 | pr. EN 12177 |
| Carbon/hydrogen ratio |  | Report | |  |
| Induction period[(9)](#ntr9-L_2008119EN.01014701-E0009) | minutes | 480 | — | EN-ISO 7536 |
| Oxygen content | per cent m/m | — | 1,0 | EN 1601 |
| Existent gum | mg/ml | — | 0,04 | EN-ISO 6246 |
| Sulphur content[(10)](#ntr10-L_2008119EN.01014701-E0010) | mg/kg | — | 10 | ASTM D 5453 |
| Copper corrosion |  | — | class I | EN-ISO 2160 |
| Lead content | mg/l | — | 5 | EN 237 |
| Phosphorus content | mg/l | — | 1,3 | ASTM D 3231 |

2.2.   Technical data on the reference fuel to be used for testing vehicles equipped with diesel engine

Type: Diesel fuel

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Limits[(11)](#ntr11-L_2008119EN.01014701-E0011) | | Test Method |
| minimum | maximum |
| Cetane number[(12)](#ntr12-L_2008119EN.01014701-E0012) |  | 52,0 | 54,0 | EN-ISO 5165 |
| Density at 15 °C | kg/m3 | 833 | 837 | EN-ISO 3675 |
| Distillation: |  |  |  |  |
| |  |  | | --- | --- | | — | 50 per cent point | | °C | 245 | — | EN-ISO 3405 |
| |  |  | | --- | --- | | — | 95 per cent point | | °C | 345 | 350 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | Final boiling point | | °C | — | 370 | EN-ISO 3405 |
| Flash point | °C | 55 | — | EN 22719 |
| CFPP | °C | — | –5 | EN 116 |
| Viscosity at 40 °C | mm2/s | 2,3 | 3,3 | EN-ISO 3104 |
| Polycyclic aromatic hydrocarbons | per cent m/m | 3,0 | 6,0 | IP 391 |
| Sulphur content[(13)](#ntr13-L_2008119EN.01014701-E0013) | mg/kg | — | 10 | ASTM D 5453 |
| Copper corrosion |  | — | Class I | EN-ISO 2160 |
| Conradson carbon residue (10 per cent DR) | per cent m/m | — | 0,2 | EN-ISO 10370 |
| Ash content | per cent m/m | — | 0,01 | EN-ISO 6245 |
| Water content | per cent m/m | — | 0,02 | EN-ISO 12937 |
| Neutralisation (strong acid) number | mg KOH/g | — | 0,02 | ASTM D 974 |
| Oxidation stability[(14)](#ntr14-L_2008119EN.01014701-E0014) | mg/ml | — | 0,025 | EN-ISO 12205 |
| Lubricity (HFRR wear scan diameter at 60 °C) | μm | — | 400 | CEC F-06-A-96 |
| FAME | Prohibited | | | |

3.   SPECIFICATIONS OF REFERENCE FUEL TO BE USED FOR TESTING VEHICLES EQUIPPED WITH POSITIVE-IGNITION ENGINES AT LOW AMBIENT TEMPERATURE — TYPE VI TEST

Type: Unleaded petrol

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Limits[(15)](#ntr15-L_2008119EN.01014701-E0015) | | Test Method |
| minimum | maximum |
| Research octane number, RON |  | 95,0 | — | EN 25164 |
| Motor octane number, MON |  | 85,0 | — | EN 25163 |
| Density at 15 °C | kg/m3 | 740 | 754 | ISO 3675 |
| Reid vapour pressure | kPa | 56,0 | 95,0 | pr. EN ISO 13016-1 (DVPE) |
| Distillation: |  |  |  |  |
| |  |  | | --- | --- | | — | Evaporated at 70 °C | | per cent v/v | 24,0 | 40,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | Evaporated at 100 °C | | per cent v/v | 50,0 | 58,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | Evaporated at 150 °C | | per cent v/v | 83,0 | 89,0 | EN-ISO 3405 |
| |  |  | | --- | --- | | — | final boiling point | | °C | 190 | 210 | EN-ISO 3405 |
| Residue | per cent v/v | — | 2,0 | EN-ISO 3405 |
| Hydrocarbon analysis: |  |  |  |  |
| |  |  | | --- | --- | | — | Olefins | | per cent v/v | — | 10,0 | ASTM D 1319 |
| |  |  | | --- | --- | | — | Aromatics | | per cent v/v | 29,0 | 35,0 | ASTM D 1319 |
| |  |  | | --- | --- | | — | Saturates | | per cent v/v | Report | | ASTM D 1319 |
| |  |  | | --- | --- | | — | Benzene | | per cent v/v | — | 1,0 | pr. EN 12177 |
| Carbon/hydrogen ratio |  | Report | |  |
| Induction period[(16)](#ntr16-L_2008119EN.01014701-E0016) | minutes | 480 | — | EN-ISO 7536 |
| Oxygen content | per cent m/m | — | 1,0 | EN 1601 |
| Existent gum | mg/ml | — | 0,04 | EN-ISO 6246 |
| Sulphur content[(17)](#ntr17-L_2008119EN.01014701-E0017) | mg/kg | — | 10 | ASTM D 5453 |
| Copper corrosion |  | — | Class I | EN-ISO 2160 |
| Lead content | mg/l | — | 5 | EN 237 |
| Phosphorus content | mg/l | — | 1,3 | ASTM D 3231 |

---

[(1)](#ntc1-L_2008119EN.01014701-E0001)  The values quoted in the specifications are ‘true values’. In establishment of their limit values the terms of ISO 4259 ‘Petroleum products — Determination and application of precision data in relation to methods of test’ have been applied and in fixing a minimum value, a minimum difference of 2R above zero has been taken into account; in fixing a maximum and minimum value, the minimum difference is 4R (R = reproducibility). Notwithstanding this measure, which is necessary for technical reasons, the manufacturer of fuels should nevertheless aim at a zero value where the stipulated maximum value is 2R and at the mean value in the case of quotations of maximum and minimum limits. Should it be necessary to clarify the questions as to whether a fuel meets the requirements of the specifications, the terms of ISO 4259 should be applied.

[(2)](#ntc2-L_2008119EN.01014701-E0002)  The fuel may contain oxidation inhibitors and metal deactivators normally used to stabilise refinery gasoline streams, but detergent/dispersive additives and solvent oils must not be added.

[(3)](#ntc3-L_2008119EN.01014701-E0003)  The actual sulphur content of the fuel used for the Type I test shall be reported.

[(4)](#ntc4-L_2008119EN.01014701-E0004)  The values quoted in the specifications are ‘true values’. In establishment of their limit values the terms of ISO 4259 ‘Petroleum products — Determination and application of precision data in relation to methods of test’ have been applied and in fixing a minimum value, a minimum difference of 2R above zero has been taken into account; in fixing a maximum and minimum value, the minimum difference is 4R (R = reproducibility)

Notwithstanding this measure, which is necessary for technical reasons, the manufacturer of fuels should nevertheless aim at a zero value where the stipulated maximum value is 2R and at the mean value in the case of quotations of maximum and minimum limits. Should it be necessary to clarify the questions as to whether a fuel meets the requirements of the specifications, the terms of ISO 4259 should be applied.

[(5)](#ntc5-L_2008119EN.01014701-E0005)  The range for cetane number is not in accordance with the requirements of a minimum range of 4R. However, in the case of a dispute between fuel supplier and fuel user, the terms of ISO 4259 may be used to resolve such disputes provided replicate measurements, of sufficient number to archive the necessary precision, are made in preference to single determinations.

[(6)](#ntc6-L_2008119EN.01014701-E0006)  The actual sulphur content of the fuel used for the Type I test shall be reported.

[(7)](#ntc7-L_2008119EN.01014701-E0007)  Even though oxidation stability is controlled, it is likely that shelf life will be limited. Advice should be sought from the supplier as to storage conditions and life

[(8)](#ntc8-L_2008119EN.01014701-E0008)  The values quoted in the specifications are ‘true values’. In establishment of their limit values the terms of ISO 4259 ‘Petroleum products — Determination and application of precision data in relation to methods of test’ have been applied and in fixing a minimum value, a minimum difference of 2R above zero has been taken into account; in fixing a maximum and minimum value, the minimum difference is 4R (R = reproducibility).

Notwithstanding this measure, which is necessary for technical reasons, the manufacturer of fuels should nevertheless aim at a zero value where the stipulated maximum value is 2R and at the mean value in the case of quotations of maximum and minimum limits. Should it be necessary to clarify the questions as to whether a fuel meets the requirements of the specifications, the terms of ISO 4259 should be applied.

[(9)](#ntc9-L_2008119EN.01014701-E0009)  The fuel may contain oxidation inhibitors and metal deactivators normally used to stabilise refinery gasoline streams, but detergent/dispersive additives and solvent oils must not be added.

[(10)](#ntc10-L_2008119EN.01014701-E0010)  The actual sulphur content of the fuel used for the Type I test shall be reported.

[(11)](#ntc11-L_2008119EN.01014701-E0011)  The values quoted in the specifications are ‘true values’. In establishment of their limit values the terms of ISO 4259 ‘Petroleum products — Determination and application of precision data in relation to methods of test’ have been applied and in fixing a minimum value, a minimum difference of 2R above zero has been taken into account; in fixing a maximum and minimum value, the minimum difference is 4R (R = reproducibility).

Notwithstanding this measure, which is necessary for technical reasons, the manufacturer of fuels should nevertheless aim at a zero value where the stipulated maximum value is 2R and at the mean value in the case of quotations of maximum and minimum limits. Should it be necessary to clarify the questions as to whether a fuel meets the requirements of the specifications, the terms of ISO 4259 should be applied.

[(12)](#ntc12-L_2008119EN.01014701-E0012)  The range for cetane number is not in accordance with the requirements of a minimum range of 4R. However, in the case of a dispute between fuel supplier and fuel user, the terms of ISO 4259 may be used to resolve such disputes provided replicate measurements, of sufficient number to archive the necessary precision, are made in preference to single determinations.

[(13)](#ntc13-L_2008119EN.01014701-E0013)  The actual sulphur content of the fuel used for the Type I test shall be reported.

[(14)](#ntc14-L_2008119EN.01014701-E0014)  Even though oxidation stability is controlled, it is likely that shelf life will be limited. Advice should be sought from the supplier as to storage conditions and life

[(15)](#ntc15-L_2008119EN.01014701-E0015)  The values quoted in the specifications are ‘true values’. In establishment of their limit values the terms of ISO 4259 ‘Petroleum products — Determination and application of precision data in relation to methods of test’ have been applied and in fixing a minimum value, a minimum difference of 2R above zero has been taken into account; in fixing a maximum and minimum value, the minimum difference is 4R (R = reproducibility).

Notwithstanding this measure, which is necessary for technical reasons, the manufacturer of fuels should nevertheless aim at a zero value where the stipulated maximum value is 2R and at the mean value in the case of quotations of maximum and minimum limits. Should it be necessary to clarify the questions as to whether a fuel meets the requirements of the specifications, the terms of ISO 4259 should be applied.

[(16)](#ntc16-L_2008119EN.01014701-E0016)  The fuel may contain oxidation inhibitors and metal deactivators normally used to stabilise refinery gasoline streams, but detergent/dispersive additives and solvent oils must not be added.

[(17)](#ntc17-L_2008119EN.01014701-E0017)  The actual sulphur content of the fuel used for the Type VI test shall be reported.

ANNEX 10a:

1.   SPECIFICATIONS OF GASEOUS REFERENCE FUELS

1.1.   Technical data of the LPG reference fuels

1.1.1.   Technical data of the LPG reference fuels used for testing vehicles to the emission limits given in row A of the table in paragraph 5.3.1.4. — Type I test

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Fuel A | Fuel B | Test method |
| Composition: |  |  |  | ISO 7941 |
| C3-content | per cent vol | 30 ± 2 | 85 ± 2 |  |
| C4-content | per cent vol | balance | balance |  |
| < C3, >C4 | per cent vol | max. 2 | max. 2 |  |
| Olefins | per cent vol | max. 12 | max. 15 |  |
| Evaporation residue | mg/kg | max. 50 | max. 50 | ISO 13757 |
| Water at 0 °C |  | free | free | visual inspection |
| Total sulphur content | mg/kg | max. 50 | max. 50 | EN 24260 |
| Hydrogen sulphide |  | none | none | ISO 8819 |
| Copper strip corrosion | rating | Class 1 | class 1 | ISO 6251[(1)](#ntr1-L_2008119EN.01015201-E0001) |
| Odour |  | characteristic | characteristic |  |
| Motor octane number |  | min. 89 | min. 89 | EN 589 Annex B |

1.1.2.   Technical data of the LPG reference fuels used for testing vehicles to the emission limits given in row B of the table in paragraph 5.3.1.4. of Annex I — Type I test

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Parameter | Unit | Fuel A | Fuel B | Test method |
| Composition: |  |  |  | ISO 7941 |
| C3-content | per cent vol | 30 ± 2 | 85 ± 2 |  |
| C4-content | per cent vol | balance | balance |  |
| < C3, >C4 | per cent vol | max. 2 | max. 2 |  |
| Olefins | per cent vol | max. 12 | max. 15 |  |
| Evaporation residue | mg/kg | max. 50 | max. 50 | ISO 13757 |
| Water at 0 °C |  | free | free | Visual inspection |
| Total sulphur content | mg/kg | max. 10 | max. 10 | EN 24260 |
| Hydrogen sulphide |  | none | none | ISO 8819 |
| Copper strip corrosion | Rating | class 1 | class 1 | ISO 6251[(2)](#ntr2-L_2008119EN.01015201-E0002) |
| Odour |  | characteristic | characteristic |  |
| Motor octane number |  | min. 89 | min. 89 | EN 589 Annex B |

1.2.   Technical data of the NG reference fuels

|  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- |
| Characteristics | Units | Basis | Limits | | Test Method |
| min. | max. |
| Reference fuel G20 | | | | | |
|
| Composition: |  |  |  |  |  |
| Methane | per cent mole | 100 | 99 | 100 | ISO 6974 |
| Balance[(3)](#ntr3-L_2008119EN.01015201-E0003) | per cent mole | — | — | 1 | ISO 6974 |
| N2 | per cent mole |  |  |  | ISO 6974 |
| Sulphur content | mg/m3 [(4)](#ntr4-L_2008119EN.01015201-E0004) | — | — | 10 | ISO 6326-5 |
| Wobbe Index (net) | MJ/m3 [(5)](#ntr5-L_2008119EN.01015201-E0005) | 48,2 | 47,2 | 49,2 |  |
| Reference fuel G25 | | | | | |
|
| Composition: |  |  |  |  |  |
| Methane | per cent mole | 86 | 84 | 88 | ISO 6974 |
| Balance[(3)](#ntr3-L_2008119EN.01015201-E0003) | per cent mole | — | — | 1 | ISO 6974 |
| N2 | per cent mole | 14 | 12 | 16 | ISO 6974 |
| Sulphur content | mg/m3 [(4)](#ntr4-L_2008119EN.01015201-E0004) | — | — | 10 | ISO 6326-5 |
| Wobbe Index (net) | MJ/m3 [(5)](#ntr5-L_2008119EN.01015201-E0005) | 39,4 | 38,2 | 40,6 |  |

---

[(1)](#ntc1-L_2008119EN.01015201-E0001)  This method may not accurately determine the presence of corrosive materials if the sample contains corrosion inhibitors or other chemicals which diminish the corrosivity of the sample to the copper strip. Therefore, the addition of such compounds for the sole purpose of biasing the test

[(2)](#ntc2-L_2008119EN.01015201-E0002)  This method may not accurately determine the presence of corrosive materials if the sample contains corrosion inhibitors or other chemicals which diminish the corrosivity of the sample to the copper strip. Therefore, the addition of such compounds for the sole purpose of biasing the test method is prohibited

[(3)](#ntc3-L_2008119EN.01015201-E0003)  Inerts (different from N2) + C2 +C2+

[(4)](#ntc4-L_2008119EN.01015201-E0004)  Value to be determined at 293,2 K (20 °C) and 101,3 kPa

[(5)](#ntc5-L_2008119EN.01015201-E0005)  Value to be determined at 273,2 K (0 °C) and 101,3 kPa

---

ANNEX 11

On-board diagnostics (OBD) for motor vehicles

1.   INTRODUCTION

This annex applies to the functional aspects of on-board diagnostic (OBD) system for the emission control of motor vehicles.

2.   DEFINITIONS

For the purposes of this annex:

2.1.   
‘OBD’ means an on-board diagnostic system for emission control which shall have the capability of identifying the likely area of malfunction by means of fault codes stored in computer memory.

2.2.   
‘Vehicle type’ means a category of power-driven vehicles which do not differ in such essential engine and OBD system characteristics.

2.3.   
‘Vehicle family’ means a manufacturer's grouping of vehicles which, through their design, are expected to have similar exhaust emission and OBD system characteristics. Each vehicle of this family shall have complied with the requirements of this Regulation as defined in Appendix 2 to this annex.

2.4.   
‘Emission control system’ means the electronic engine management controller and any emission-related component in the exhaust or evaporative system which supplies an input to or receives an output from this controller.

2.5.   
‘Malfunction indicator (MI)’ means a visible or audible indicator that clearly informs the driver of the vehicle in the event of a malfunction of any emission-related component connected to the OBD system, or the OBD system itself.

2.6.   
‘Malfunction’ means the failure of an emission-related component or system that would result in emissions exceeding the limits in paragraph 3.3.2. or if the OBD system is unable to fulfil the basic monitoring requirements of this annex

2.7.   
‘Secondary air’ refers to air introduced into the exhaust system by means of a pump or aspirator valve or other means that is intended to aid in the oxidation of HC and CO contained in the exhaust gas stream.

2.8.   
‘Engine misfire’ means lack of combustion in the cylinder of a positive-ignition engine due to absence of spark, poor fuel metering, poor compression or any other cause. In terms of OBD monitoring it is that percentage of misfires out of a total number of firing events (as declared by the manufacturer) that would result in emissions exceeding the limits given in paragraph 3.3.2. or that percentage that could lead to an exhaust catalyst, or catalysts, overheating causing irreversible damage.

2.9.   
‘Type I test’ means the driving cycle (Parts One and Two) used for emission approvals, as detailed in Annex 4, Appendix 1.

2.10.   A ‘driving cycle’ consists of engine start-up, driving mode where a malfunction would be detected if present, and engine shut-off.

2.11.   A ‘warm-up cycle’ means sufficient vehicle operation such that the coolant temperature has risen by a least 22 K from engine starting and reaches a minimum temperature of 343 K (70 °C).

2.12.   A ‘Fuel trim’ refers to feedback adjustments to the base fuel schedule. Short-term fuel trim refers to dynamic or instantaneous adjustments. Long-term fuel trim refers to much more gradual adjustments to the fuel calibration schedule than short-term trim adjustments. These long-term adjustments compensate for vehicle differences and gradual changes that occur over time.

2.13.   A ‘Calculated load value’ refers to an indication of the current airflow divided by peak airflow, where peak airflow is corrected for altitude, if available. This definition provides a dimensionless number that is not engine specific and provides the service technician with an indication of the proportion of engine capacity that is being used (with wide open throttle as 100 per cent);

|  |  |  |  |
| --- | --- | --- | --- |
| CLV = | Current airflow | · | Atmospheric pressure (at sea level) |
| Peak airflow (at sea level) | Barometric pressure |

2.14.   
‘Permanent emission default mode’ refers to a case where the engine management controller permanently switches to a setting that does not require an input from a failed component or system where such a failed component or system would result in an increase in emissions from the vehicle to a level above the limits given in paragraph 3.3.2. of this annex.

2.15.   
‘Power take-off unit’ means an engine-driven output provision for the purposes of powering auxiliary, vehicle mounted, equipment.

2.16.   
‘Access’ means the availability of all emission-related OBD data including all fault codes required for the inspection, diagnosis, servicing or repair of emissions-related parts of the vehicle, via the serial interface for the standard diagnostic connection (pursuant to Appendix 1 to this annex, paragraph 6.5.3.5.).

‘Unrestricted’ means:

2.17.1.   access not dependent on an access code obtainable only from the manufacturer, or a similar device, or

2.17.2.   access allowing evaluation of the data produced without the need for any unique decoding information, unless that information itself is standardised.

2.18.   
‘Standardised’ means that all data stream information, including all fault codes used, shall be produced only in accordance with industry standards which, by virtue of the fact that their format and their permitted options are clearly defined, provide for a maximum level of harmonisation in the motor vehicle industry, and whose use is expressly permitted in this Regulation.

2.19.   
‘Repair information’ means all information required for diagnosis, servicing, inspection, periodic monitoring or repair of the vehicle and which the manufacturers provide for their authorised dealers/repair shops. Where necessary, such information shall include service handbooks, technical manuals, diagnosis information (e.g. minimum and maximum theoretical values for measurements), wiring diagrams, the software calibration identification number applicable to a vehicle type, instructions for individual and special cases, information provided concerning tools and equipment, data record information and two-directional monitoring and test data. The manufacturer shall not be obliged to make available that information which is covered by intellectual property rights or constitutes specific know-how of manufacturers and/or OEM suppliers; in this case the necessary technical information shall not be improperly withheld.

2.20.   
‘Deficiency’ means, in respect of vehicle OBD systems, that up to two separate components or systems that are monitored contain temporary or permanent operating characteristics that impair the otherwise efficient OBD monitoring of those components or systems or do not meet all of the other detailed requirements for OBD. Vehicles may be type-approved, registered and sold with such deficiencies according to the requirements of paragraph 4. of this annex.

3.   REQUIREMENTS AND TESTS

All vehicles shall be equipped with an OBD system so designed, constructed and installed in a vehicle as to enable it to identify types of deterioration or malfunction over the entire life of the vehicle. In achieving this objective the approval authority shall accept that vehicles which have travelled distances in excess of the Type V durability distance, referred to in paragraph 3.3.1., may show some deterioration in OBD system performance such that the emission limits given in paragraph 3.3.2. may be exceeded before the OBD system signals a failure to the driver of the vehicle.

3.1.1.   Access to the OBD system required for the inspection, diagnosis, servicing or repair of the vehicle shall be unrestricted and standardised. All emission-related fault codes shall be consistent with paragraph 6.5.3.4. of Appendix 1 to this annex.

3.1.2.   No later than three months after the manufacturer has provided any authorised dealer or repair shop with repair information, the manufacturer shall make that information (including all subsequent amendments and supplements) available upon reasonable and non-discriminatory payment and shall notify the approval authority accordingly.

In the event of failure to comply with these provisions the approval authority shall act to ensure that repair information is available, in accordance with the procedures laid down for type approval and in-service surveys.

The OBD system shall be so designed, constructed and installed in a vehicle as to enable it to comply with the requirements of this annex during conditions of normal use.

Temporary disablement of the OBD system

3.2.1.1.   A manufacturer may disable the OBD system if its ability to monitor is affected by low fuel levels. Disablement shall not occur when the fuel tank level is above 20 per cent of the nominal capacity of the fuel tank.

3.2.1.2.   A manufacturer may disable the OBD system at ambient engine starting temperatures below 266 K (–7 °C) or at elevations over 2 500 metres above sea level provided the manufacturer submits data and/or an engineering evaluation which adequately demonstrate that monitoring would be unreliable when such conditions exist. A manufacturer may also request disablement of the OBD system at other ambient engine starting temperatures if he demonstrates to the authority with data and/or an engineering evaluation that misdiagnosis would occur under such conditions. misdiagnosis would occur under such conditions. It is not necessary to illuminate the malfunction indicator (MI) if the OBD thresholds are exceeded during a regeneration provided no defect is present.

3.2.1.3.   For vehicles designed to accommodate the installation of power take-off units, disablement of affected monitoring systems is permitted provided disablement occurs only when the power take-off unit is active.

Engine misfire in vehicles equipped with positive-ignition engines

3.2.2.1.   Manufacturers may adopt higher misfire percentage malfunction criteria than those declared to the authority, under specific engine speed and load conditions where it can be demonstrated to the authority that the detection of lower levels of misfire would be unreliable.

3.2.2.2.   When a manufacturer can demonstrate to the authority that the detection of higher levels of misfire percentages is still not feasible, or that misfire cannot be distinguished from other effects (e.g. rough roads, transmission shifts, after engine starting; etc.) the misfire monitoring system may be disabled when such conditions exist.

3.3.   Description of tests

3.3.1.   The test are carried out on the vehicle used for the Type V durability test, given in Annex 9, and using the test procedure in Appendix 1 to this annex. Tests are carried out at the conclusion of the Type V durability testing.

When no Type V durability testing is carried out, or at the request of the manufacturer, a suitably aged and representative vehicle may be used for these OBD demonstration tests.

3.3.2.   The OBD system shall indicate the failure of an emission-related component or system when that failure results in emissions exceeding the threshold limits given below:

|  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  |  | Reference mass (RM)  (kg) | Mass of carbon monoxide (CO)  L1 (g/km) | | Mass of total hydrocarbons (THC)  L2 (g/km) | | Mass of oxides of nitrogen (NOx)  L3 (g/km) | | Mass of particulates[(1)](#ntr1-L_2008119EN.01015401-E0001) (PM)  L4 (g/km) |
| Category | Class |  | Petrol | Diesel | Petrol | Diesel | Petrol | Diesel | Diesel |
| M[(2)](#ntr2-L_2008119EN.01015401-E0002) | — | all | 3,20 | 3,20 | 0,40 | 0,40 | 0,60 | 1,20 | 0,18 |
| N[(3)](#ntr3-L_2008119EN.01015401-E0003) | I | RM ≤ 1 305 | 3,20 | 3,20 | 0,40 | 0,40 | 0,60 | 1,20 | 0,18 |
| II | 1 305 < RM ≤ 1 760 | 5,80 | 4,00 | 0,50 | 0,50 | 0,70 | 1,60 | 0,23 |
| III | 1 760 < RM | 7,30 | 4,80 | 0,60 | 0,60 | 0,80 | 1,90 | 0,28 |

Monitoring requirements for vehicles equipped with positive-ignition engines

In satisfying the requirements of paragraph 3.3.2. the OBD system shall, at a minimum, monitor for:

3.3.3.1.   reduction in the efficiency of the catalytic converter with respect to the emissions of HC only. Manufacturers may monitor the front catalyst alone or in combination with the next catalyst(s) downstream. Each monitored catalyst or catalyst combination shall be considered malfunctioning when the emissions exceed the HC threshold given in table in paragraph 3.3.2.;

3.3.3.2.   the presence of engine misfire in the engine operating region bounded by the following lines:

|  |  |
| --- | --- |
| (a) | a maximum speed of 4 500 min–1 or 1 000 min–1 greater than the highest speed occurring during a Type I test cycle, whichever is the lower; |

|  |  |
| --- | --- |
| (b) | the positive torque line (i.e. engine load with the transmission in neutral); |

|  |  |
| --- | --- |
| (c) | a line joining the following engine operating points: the positive torque line at 3 000 min–1 and a point on the maximum speed line defined in (a) above with the engine's manifold vacuum at 13,33 kPa lower than that at the positive torque line. |

3.3.3.3.   oxygen sensor deterioration

3.3.3.4.   if active on the selected fuel, other emission control system components or systems, or emission related powertrain components or systems which are connected to a computer, the failure of which may result in tailpipe emissions exceeding the limits given in paragraph 3.3.2;

3.3.3.5.   unless otherwise monitored, any other emission-related power-train component connected to a computer, including any relevant sensors to enable monitoring functions to be carried out, shall be monitored for circuit continuity;

3.3.3.6.   the electronic evaporative emission purge control shall, at a minimum, be monitored for circuit continuity.

Monitoring requirements for vehicles equipped with compression-ignition engines

In satisfying the requirements of paragraph 3.3.2. the OBD system shall monitor:

3.3.4.1.   Where fitted, reduction in the efficiency of the catalytic converter;

3.3.4.2.   Where fitted, the functionality and integrity of the particulate trap;

3.3.4.3.   The fuel-injection system electronic fuel quantity and timing actuator(s) is/are monitored for circuit continuity and total functional failure;

3.3.4.4.   Other emission control system components or systems, or emission-related power-train components or systems, which are connected to a computer, the failure of which may result in exhaust emissions exceeding the limits given in paragraph 3.3.2. Examples of such systems or components are those for monitoring and control of air mass-flow, air volumetric flow (and temperature), boost pressure and inlet manifold pressure (and relevant sensors to enable these functions to be carried out).

3.3.4.5.   Unless otherwise monitored, any other emission-related power-train component connected to a computer shall be monitored for circuit continuity.

3.3.5.   Manufacturers may demonstrate to the approval authority that certain components or systems need not be monitored if, in the event of their total failure or removal, emissions do not exceed the emission limits given in paragraph 3.3.2.

3.4.   A sequence of diagnostic checks shall be initiated at each engine start and completed at least once provided that the correct test conditions are met. The test conditions shall be selected in such a way that they all occur under normal driving as represented by the Type I test.

3.5.   Activation of malfunction indicator (MI)

3.5.1.   The OBD system shall incorporate a malfunction indicator readily perceivable to the vehicle operator. The MI shall not be used for any other purpose except to indicate emergency start-up or limp-home routines to the driver. The MI shall be visible in all reasonable lighting conditions. When activated, it shall display a symbol in conformity with ISO 2575 [(4)](#ntr4-L_2008119EN.01015401-E0004) vehicle shall not be equipped with more than one general purpose MI for emission-related problems. Separate specific purpose telltales (e. g. brake system, fasten seat belt, oil pressure, etc.) are permitted. The use of red colour for an MI is prohibited.

3.5.2.   For strategies requiring more than two preconditioning cycles for MI activation, the manufacturer must provide data and/or an engineering evaluation which adequately demonstrates that the monitoring system is equally effective and timely in detecting component deterioration. Strategies requiring on average more than ten driving cycles for MI activation are not accepted. The MI must also activate whenever the engine control enters a permanent emission default mode of operation if the emission limits given in paragraph 3.3.2. are exceeded or if the OBD system is unable to fulfil the basic monitoring requirements specified in paragraph 3.3.3. or 3.3.4. of this annex. The MI must operate in a distinct warning mode, e.g. a flashing light, under any period during which engine misfire occurs at a level likely to cause catalyst damage, as specified by the manufacturer. The MI must also activate when the vehicle's ignition is in the ‘key-on’ position before engine starting or cranking and de-activate after engine starting if no malfunction has previously been detected.

The OBD system must record fault code(s) indicating the status of the emission control system. Separate status codes must be used to identify correctly functioning emission control systems and those emission control systems which need further vehicle operation to be fully evaluated. If the MI is activated due to deterioration or malfunction or permanent emission default modes of operation, a fault code must be stored that identifies the type of malfunction. A fault code must also be stored in the cases referred to in paragraphs 3.3.3.5. and 3.3.4.5. of this annex.

3.6.1.   The distance travelled by the vehicle while the MI is activated shall be available at any instant through the serial port on the standard link connector [(5)](#ntr5-L_2008119EN.01015401-E0005).

3.6.2.   In the case of vehicles equipped with positive-ignition engines, misfiring cylinders need not be uniquely identified if a distinct single or multiple cylinder misfire fault code is stored.

3.7.   Extinguishing the MI

3.7.1.   If misfire at levels likely to cause catalyst damage (as specified by the manufacturer) is not present any more, or if the engine is operated after changes to speed and load conditions where the level of misfire will not cause catalyst damage, the MI may be switched back to the previous state of activation during the first driving cycle on which the misfire level was detected and may be switched to the normal activated mode on subsequent driving cycles. If the MI is switched back to the previous state of activation, the corresponding fault codes and stored freeze-frame conditions may be erased.

3.7.2.   For all other malfunctions, the MI may be de-activated after three subsequent sequential driving cycles during which the monitoring system responsible for activating the MI ceases to detect the malfunction and if no other malfunction has been identified that would independently activate the MI.

3.8.   Erasing a fault code

3.8.1.   The OBD system may erase a fault code and the distance travelled and freeze-frame information if the same fault is not re-registered in at least 40 engine warm-up cycles.

3.9.   Bi-fuelled gas vehicles

In general, for bi-fuelled gas vehicles for each of the fuel types (petrol and NG/LPG) all the OBD requirements as for a mono-fuelled vehicle are applicable. To this end one of the following two options in paragraphs 3.9.1. or 3.9.2. or any combination thereof shall be used.

One OBD system for both fuel types.

3.9.1.1.   The following procedures shall be executed for each diagnostic in a single OBD system for operation on petrol and on NG/LPG, either independent of the fuel currently in use or fuel type specific:

|  |  |
| --- | --- |
| (a) | activation of malfunction indicator (MI) (see paragraph 3.5. of this annex), |

|  |  |
| --- | --- |
| (b) | fault code storage (see paragraph 3.6. of this annex), |

|  |  |
| --- | --- |
| (c) | extinguishing the MI (see paragraph 3.7. of this annex), |

|  |  |
| --- | --- |
| (d) | erasing a fault code (see paragraph 3.8. of this annex). |

For components or systems to be monitored, either separate diagnostics for each fuel type can be used or a common diagnostic.

3.9.1.2.   The OBD system can reside in either one or more computers.

Two separate OBD systems, one for each fuel type.

3.9.2.1.   The following procedures shall be executed independently of each other when the vehicle is operated on petrol or on NG/LPG:

|  |  |
| --- | --- |
| (a) | activation of malfunction indicator (MI) (see paragraph 3.5. of this annex), |

|  |  |
| --- | --- |
| (b) | fault code storage (see paragraph 3.6. of this annex), |

|  |  |
| --- | --- |
| (c) | extinguishing the MI (see paragraph 3.7. of this annex), |

|  |  |
| --- | --- |
| (d) | erasing a fault code (see paragraph 3.8. of this annex). |

3.9.2.2.   The separate OBD systems can reside in either one or more computers.

Specific requirements regarding the transmission of diagnostic signals from bi-fuelled gas vehicles.

3.9.3.1.   On a request from a diagnostic scan tool, the diagnostic signals shall be transmitted on one or more source addresses. The use of source addresses is described in ISO DIS 15031-5 ‘Road vehicles — communication between vehicles and external test equipment for emissions-related diagnostics — Part 5: Emissions-related diagnostic services’, dated 1 November 2001.

3.9.3.2.   Identification of fuel specific information can be realized:

|  |  |
| --- | --- |
| (a) | by use of source addresses and/or |

|  |  |
| --- | --- |
| (b) | by use of a fuel select switch and/or |

|  |  |
| --- | --- |
| (c) | by use of fuel specific fault codes. |

3.9.4.   Regarding the status code (as described in paragraph 3.6. of this annex), one of the following two options has to be used:

|  |  |
| --- | --- |
| (a) | the status code is fuel specific, i.e. use of two status codes, one for each fuel type; |

|  |  |
| --- | --- |
| (b) | the status code shall indicate fully evaluated control systems for both fuel types (petrol and NG/LPG) when the control systems are fully evaluated for one of the fuel types |

4.   REQUIREMENTS RELATING TO THE TYPE-APPROVAL OF ON-BOARD DIAGNOSTIC SYSTEMS

4.1.   A manufacturer may request to the authority that an OBD system be accepted for type-approval even though the system contains one or more deficiencies such that the specific requirements of this annex are not fully met.

In considering the request, the authority shall determine whether compliance with the requirements of this annex is infeasible or unreasonable.

The authority shall take into consideration data from the manufacturer that details such factors as, but not limited to, technical feasibility, lead time and production cycles including phase-in or phase-out of engines or vehicle designs and programmed upgrades of computers, the extent to which the resultant OBD system will be effective in complying with the requirements of this Regulation and that the manufacturer has demonstrated an acceptable level of effort towards compliance with the requirements of this Regulation.

4.2.1.   The authority will not accept any deficiency request that includes the complete lack of a required diagnostic monitor.

4.2.2.   The authority will not accept any deficiency request that does not respect the OBD threshold limits in paragraph 3.3.2.

4.3.   In determining the identified order of deficiencies, deficiencies relating to paragraphs 3.3.3.1., 3.3.3.2. and 3.3.3.3. of this annex for positive-ignition engines and paragraphs 3.3.4.1., 3.3.4.2. and 3.3.4.3. of this annex for compression-ignition engines shall be identified first.

4.4.   Prior to or at the time of type-approval, no deficiency shall be granted in respect of the requirements of paragraph 6.5., except paragraph 6.5.3.4. of Appendix 1 to this annex.

4.5.   Deficiency period

4.5.1.   A deficiency may be carried-over for a period of two years after the date of type-approval of the vehicle type unless it can be adequately demonstrated that substantial vehicle hardware modifications and additional lead-time beyond two years would be necessary to correct the deficiency. In such a case, the deficiency may be carried-over for a period not exceeding three years.

4.5.2.   A manufacturer may request that the administrative department grant a deficiency retrospectively when such a deficiency is discovered after the original type-approval. In this case, the deficiency may be carried-over for a period of two years after the date of notification to the administrative department unless it can be adequately demonstrated that substantial vehicle hardware modifications and additional lead-time beyond two years would be necessary to correct the deficiency. In such a case, the deficiency may be carried-over for a period not exceeding three years.

4.6.   The authority shall notify its decision in granting a deficiency request to all other Parties to the 1958 Agreement applying this Regulation.

5.   ACCESS TO OBD INFORMATION

5.1.   Applications for type-approval or amendment of a type-approval shall be accompanied by the relevant information concerning the vehicle OBD system. This relevant information shall enable manufacturers of replacement or retrofit components to make the parts they manufacture compatible with the vehicle OBD system with a view to fault-free operation assuring the vehicle user against malfunctions. Similarly, such relevant information shall enable the manufacturers of diagnostic tools and test equipment to make tools and equipment that provide for effective and accurate diagnosis of vehicle emission control systems.

Upon request, the administrative departments shall make Appendix 1 of Annex 2 containing the relevant information on the OBD system available to any interested components, diagnostic tools or test equipment manufacturer on a non-discriminatory basis.

5.2.1.   If a administrative department receives a request from any interested components, diagnostic tools or test equipment manufacturer for information on the OBD system of a vehicle that has been type-approved to a previous version of Regulation,

|  |  |
| --- | --- |
| — | the administrative department shall, within 30 days, request the manufacturer of the vehicle in question the type to make available the information required in paragraph 4.2.11.2.7.6. of Annex 1. The requirement of the second section of paragraph 4.2.11.2.7.6. is not applicable; |

|  |  |
| --- | --- |
| — | the manufacturer shall submit this information to the administrative department within two months of the request; |

|  |  |
| --- | --- |
| — | the administrative department shall transmit this information to the administrative departments of the Contracting Parties and the administrative department which granted the original type-approval shall attach this information to Annex 1 of the vehicle type-approval information. |

This requirement shall not invalidate any approval previously granted pursuant to Regulation No. 83 nor prevent extensions to such approvals under the terms of the Regulation under which they were originally granted.

5.2.2.   Information can only be requested for replacement or service components that are subject to UNECE type-approval, or for components that form part of a system that is subject to UNECE type-approval.

5.2.3.   The request for information must identify the exact specification of the vehicle model for which the information is required. It must confirm that the information is required for the development of replacement or retrofit parts or components or diagnostic tools or test equipment.

---

[(1)](#ntc1-L_2008119EN.01015401-E0001)  For compression-ignition engines.

[(2)](#ntc2-L_2008119EN.01015401-E0002)  Except vehicles the maximum mass of which exceeds 2 500 kg.

[(3)](#ntc3-L_2008119EN.01015401-E0003)  And those category M vehicles which are specified in note (2).

[(4)](#ntc4-L_2008119EN.01015401-E0004)  International Standard ISO 2575-1982 (E), entitled ‘Road vehicles: Symbols for control indicators and tell-tales’, Symbol Number 4.36.

[(5)](#ntc5-L_2008119EN.01015401-E0005)  This requirement is only applicable from 1 January 2003 to new types of vehicles with an electronic speed input to the engine management. It applies to all vehicles entering into service from 1 January 2005.

Appendix 1

Functional aspects of on-board diagnostic (OBD) systems

1.   INTRODUCTION

This Appendix describes the procedure of the test according to paragraph 3. of Annex 11. The procedure describes a method for checking the function of the on-board diagnostic (OBD) system installed on the vehicle by failure simulation of relevant systems in the engine management or emission control system. It also sets procedures for determining the durability of OBD systems.

The manufacturer shall make available the defective components and/or electrical devices which would be used to simulate failures. When measured over the Type I test cycle, such defective components or devices shall not cause the vehicle emissions to exceed the limits of paragraph 3.3.2. by more than 20 per cent.

When the vehicle is tested with the defective component or device fitted, the OBD system is approved if the MI is activated. The OBD system is also approved if the MI is activated below the OBD threshold limits.

2.   DESCRIPTION OF TEST

The testing of OBD systems consists of the following phases:

2.1.1.   simulation of malfunction of a component of the engine management or emission control system,

2.1.2.   preconditioning of the vehicle with a simulated malfunction over preconditioning specified in paragraph 6.2.1. or paragraph 6.2.2.

2.1.3.   driving the vehicle with a simulated malfunction over the Type I test cycle and measuring the emissions of the vehicle,

2.1.4.   determining whether the OBD system reacts to the simulated malfunction and indicates malfunction in an appropriate manner to the vehicle driver.

2.2.   Alternatively, at the request of the manufacturer, malfunction of one or more components may be electronically simulated according to the requirements of paragraph 6. below.

2.3.   Manufacturers may request that monitoring take place outside the Type I test cycle if it can be demonstrated to the authority that monitoring during conditions encountered during the Type I test cycle would impose restrictive monitoring conditions when the vehicle is used in service.

3.   TEST VEHICLE AND FUEL

3.1.   Vehicle

The test vehicle shall meet the requirements of paragraph 3.1. of Annex 4.

3.2.   Fuel

The appropriate reference fuel as described in Annex 10 for petrol and diesel fuels and in Annex 10a for LPG and NG fuels must be used for testing. The fuel type for each failure mode to be tested (described in paragraph 6.3. of this appendix) may be selected by the administrative department from the reference fuels described in Annex 10a in the case of the testing of a mono-fuelled gas vehicle and from the reference fuels described in Annex 10 and Annex 10a in the case of the testing of a bi-fuelled gas vehicle. The selected fuel type must not be changed during any of the test phases (described in paragraphs 2.1. to 2.3. of this appendix). In the case of the use of LPG or NG as a fuel it is permissible that the engine is started on petrol and switched to LPG or NG after a pre-determined period of time which is controlled automatically and not under the control of the driver.

4.   TEST TEMPERATURE AND PRESSURE

4.1.   The test temperature and pressure shall meet the requirements of the Type I test as described in Annex 4.

5.   TEST EQUIPMENT

5.1.   Chassis dynamometer

The chassis dynamometer shall meet the requirements of Annex 4.

6.   OBD TEST PROCEDURE

6.1.   The operating cycle on the chassis dynamometer shall meet the requirements of Annex 4.

6.2.   Vehicle preconditioning

6.2.1.   According to the engine type and after introduction of one of the failure modes given in paragraph 6.3., the vehicle shall be preconditioned by driving at least two consecutive Type I tests (Parts One and Two). For compression-ignition engined vehicles an additional preconditioning of two Part Two cycles is permitted.

6.2.2.   At the request of the manufacturer, alternative preconditioning methods may be used.

6.3.   Failure modes to be tested

Positive-ignition engined vehicles:

6.3.1.1.   Replacement of the catalyst with a deteriorated or defective catalyst or electronic simulation of such a failure.

6.3.1.2.   Engine misfire conditions according to the conditions for misfire monitoring given in paragraph 3.3.3.2. of Annex 11.

6.3.1.3.   Replacement of the oxygen sensor with a deteriorated or defective oxygen sensor or electronic simulation of such a failure.

6.3.1.4.   Electrical disconnection of any other emission-related component connected to a power-train management computer (if active on the selected fuel type).

6.3.1.5.   Electrical disconnection of the electronic evaporative purge control device (if equipped and if active on the selected fuel type). For this specific failure mode, the Type I test need not be performed.

Compression-ignition engined vehicles:

6.3.2.1.   Where fitted, replacement of the catalyst with a deteriorated or defective catalyst or electronic simulation of such a failure.

6.3.2.2.   Where fitted, total removal of the particulate trap or, where sensors are an integral part of the trap, a defective trap assembly.

6.3.2.3.   Electrical disconnection of any fuelling system electronic fuel quantity and timing actuator.

6.3.2.4.   Electrical disconnection of any other emission-related component connected to a power-train management computer.

6.3.2.5.   In meeting the requirements of paragraphs 6.3.2.3. and 6.3.2.4., and with the agreement of the approval authority, the manufacturer shall take appropriate steps to demonstrate that the OBD system will indicate a fault when disconnection occurs.

6.4.   OBD system test

Vehicles fitted with positive-ignition engines:

6.4.1.1.   After vehicle preconditioning according to paragraph 6.2., the test vehicle is driven over a Type I test (Parts One and Two).

The MI shall activate before the end of this test under any of the conditions given in paragraphs 6.4.1.2. to 6.4.1.5. The Technical Service may substitute those conditions with others in accordance with paragraph 6.4.1.6. However, the total number of failures simulated shall not exceed four (4) for the purpose of type approval.

In the case of testing a bi-fuel gas vehicle, both fuel types shall be used within the maximum of four (4) simulated failures at the discretion of the type-approval authority.

6.4.1.2.   Replacement of a catalyst with a deteriorated or defective catalyst or electronic simulation of a deteriorated or defective catalyst that results in emissions exceeding the HC limit given in paragraph 3.3.2. of Annex 11.

6.4.1.3.   An induced misfire condition according to the conditions for misfire monitoring given in paragraph 3.3.3.2. of Annex 11 that results in emissions exceeding any of the limits given in paragraph 3.3.2. of Annex 11.

6.4.1.4.   Replacement of an oxygen sensor with a deteriorated or defective oxygen sensor or electronic simulation of a deteriorated or defective oxygen sensor that results in emissions exceeding any of the limits given in paragraph 3.3.2. of Annex 11.

6.4.1.5.   Electrical disconnection of the electronic evaporative purge control device (if equipped and if active on the selected fuel type).

6.4.1.6.   Electrical disconnection of any other emission-related power-train component connected to a computer that results in emissions exceeding any of the limits given in paragraph 3.3.2. of this annex (if active on the selected fuel type).

Vehicles fitted with compression-ignition engines:

6.4.2.1.   After vehicle preconditioning according to paragraph 6.2., the test vehicle is driven over a Type I test (Parts One and Two).

The MI shall activate before the end of this test under any of the conditions given in paragraphs 6.4.2.2. to 6.4.2.5. The technical service may substitute those conditions by others in accordance with paragraph 6.4.2.5. However, the total number of failures simulated shall not exceed four for the purposes of type approval.

6.4.2.2.   Where fitted, replacement of a catalyst with a deteriorated or defective catalyst or electronic simulation of a deteriorated or defective catalyst that results in emissions exceeding limits given in paragraph 3.3.2. of Annex 11.

6.4.2.3.   Where fitted, total removal of the particulate trap or replacement of the particulate trap with a defective particulate trap meeting the conditions of paragraph 6.3.2.2. above that results in emissions exceeding the limits given in paragraph 3.3.2. of Annex 11.

6.4.2.4.   With reference to paragraph 6.3.2.5., disconnection of any fuelling system electronic fuel quantity and timing actuator that results in emissions exceeding any of the limits given in paragraph 3.3.2. of Annex 11.

6.4.2.5.   With reference to paragraph 6.3.2.5., disconnection of any other emission-related power-train component connected to a computer that results in emissions exceeding any of the limits given in paragraph 3.3.2. of Annex 11.

6.5.   Diagnostic signals

6.5.1.1.   Upon determination of the first malfunction of any component or system, ‘freeze-frame’ engine conditions present at the time shall be stored in computer memory. Should a subsequent fuel system or misfire malfunction occur, any previously stored freeze-frame conditions shall be replaced by the fuel system or misfire conditions (whichever occurs first). Stored engine conditions shall include, but are not limited to calculated load value, engine speed, fuel trim value(s) (if available), fuel pressure (if available), vehicle speed (if available), coolant temperature, intake manifold pressure (if available), closed- or open-loop operation (if available) and the fault code which caused the data to be stored. The manufacturer shall choose the most appropriate set of conditions facilitating effective repairs for freeze-frame storage. Only one frame of data is required. Manufacturers may choose to store additional frames provided that at least the required frame can be read by a generic scan tool meeting the specifications of paragraphs 6.5.3.2. and 6.5.3.3. If the fault code causing the conditions to be stored is erased in accordance with paragraph 3.7. of Annex 11, the stored engine conditions may also be erased.

6.5.1.2.   If available, the following signals in addition to the required freeze-frame information shall be made available on demand through the serial port on the standardised data link connector, if the information is available to the on-board computer or can be determined using information available to the on-board computer: diagnostic trouble codes, engine coolant temperature, fuel control system status (closed-loop, open-loop, other), fuel trim, ignition timing advance, intake air temperature, manifold air pressure, air flow rate, engine speed, throttle position sensor output value, secondary air status (upstream, downstream or atmosphere), calculated load value, vehicle speed and fuel pressure.

The signals shall be provided in standard units based on the specifications given in paragraph 6.5.3. Actual signals shall be clearly identified separately from default value or limp-home signals.

6.5.1.3.   For all emission control systems for which specific on-board evaluation tests are conducted (catalyst, oxygen sensor, etc.), except misfire detection, fuel system monitoring and comprehensive component monitoring, the results of the most recent test performed by the vehicle and the limits to which the system is compared shall be made available through the serial data port on the standardised data link connector according to the specifications given in paragraph 6.5.3. For the monitored components and systems excepted above, a pass/fail indication for the most recent test results shall be available through the data link connector.

6.5.1.4.   The OBD requirements to which the vehicle is certified (i.e. Annex 11 or the alternative requirements specified in paragraph 5.) and the major emission control systems monitored by the OBD system consistent with paragraph 6.5.3.3. shall be available through the serial data port on the standardised data link connector according to the specifications given in paragraph 6.5.3. of this Appendix.

6.5.1.5.   From 1 January 2003 for new types and from 1 January 2005 for all types of vehicles entering into service, the software calibration identification number shall be made available through the serial port on the standardised data link connector. The software calibration identification number shall be provided in a standardised format.

6.5.2.   The emission control diagnostic system is not required to evaluate components during malfunction if such evaluation would result in a risk to safety or component failure.

The emission control diagnostic system must provide for standardised and unrestricted access and conform with the following ISO standards and/or SAE specification.

6.5.3.1.   One of the following standards with the restrictions as described must be used as the on-board to off-board communications link:

ISO 9141-2: 1994 (amended 1996) ‘Road Vehicles — Diagnostic Systems — Part 2: CARB requirements for interchange of digital information’;

SAE J1850: March 1998 Class B Data Communication ‘Network Interface’. Emission-related messages must use the cyclic redundancy check and the three-byte header and not use inter-byte separation or checksums;

ISO 14230 — Part 4 ‘Road Vehicles — Keyword protocol 2000 for diagnostic systems — Part 4: Requirements for emission-relate systems’;

ISO DIS 15765-4 ‘Road vehicles — Diagnostics on Controller Area Network (CAN) — Part 4: Requirements for emissions-related systems’, dated 1 November 2001.

6.5.3.2.   Test equipment and diagnostic tools needed to communicate with OBD systems must meet or exceed the functional specification given in ISO DIS 15031-4 ‘Road vehicles — Communication between vehicle and external test equipment for emissions-related diagnostics — Part 4: External test equipment’, dated 1 November 2001.

6.5.3.3.   Basic diagnostic data, (as specified in paragraph 6.5.1.) and bi-directional control information must be provided using the format and units described in ISO DIS 15031-5 ‘Road vehicles — Communication between vehicle and external test equipment for emissions-related diagnostics — Part 5: Emissions-related diagnostic services’, dated 1 November 2001, and must be available using a diagnostic tool meeting the requirements of ISO DIS 15031-4.

The vehicle manufacturer shall provide to a national standardisation body the details of any emission-related diagnostic data, e.g. PID’s, OBD monitor Id’s, Test Id’s not specified in ISO DIS 15031-5 but related to this Regulation.

6.5.3.4.   When a fault is registered, the manufacturer must identify the fault using an appropriate fault code consistent with those given in Section 6.3. of ISO DIS 15031-6 ‘Road vehicles — Communication between vehicle and external test equipment for emissions-related diagnostics — Part 6: Diagnostic trouble code definitions’, relating to ‘emission related system diagnostic trouble codes’. If such identification is not possible, the manufacturer may use diagnostic trouble codes according to Sections 5.3. and 5.6. of ISO DIS 15031-6. The fault codes must be fully accessible by standardised diagnostic equipment complying with the provisions of paragraph 6.5.3.2. of this annex.

The vehicle manufacturer shall provide to a national standardisation body the details of any emission-related diagnostic data, e.g. PID’s, OBD monitor Id’s, Test Id’s not specified in ISO DIS 15031-5 but related to this Regulation.

6.5.3.5.   The connection interface between the vehicle and the diagnostic tester must be standardised and must meet all the requirements of ISO DIS 15031-3 ‘Road vehicles — Communication between vehicle and external test equipment for emissions-related diagnostics — Part 3: Diagnostic connector and related electrical circuits: specification and use’, dated 1 November 2001. The installation position must be subject to agreement of the administrative department such that it is readily accessible by service personnel but protected from tampering by non-qualified personnel.

6.5.3.6.   The manufacturer shall also make accessible, where appropriate on payment, the technical information required for the repair or maintenance of motor vehicles unless that information is covered by an intellectual property right or constitutes essential, secret know-how which is identified in an appropriate form; in such case, the necessary technical information shall not be withheld improperly.

Entitled to such information is any person engaged in commercially servicing or repairing, road-side rescuing, inspecting or testing of vehicles or in the manufacturing or selling replacement or retro-fit components, diagnostic tools and test equipment.

Appendix 2

Essential characteristics of the vehicle family

1.   PARAMETERS DEFINING THE OBD FAMILY

The OBD family may be defined by basic design parameters which shall be common to vehicles within the family. In some cases there may be interaction of parameters. These effects shall also be taken into consideration to ensure that only vehicles with similar exhaust emission characteristics are included within an OBD family.

2.   To this end, those vehicle types whose parameters described below are identical are considered to belong to the same engine/emission control/OBD system combination.

Engine:

|  |  |
| --- | --- |
| (a) | Combustion process (i.e. positive-ignition, compression-ignition, two-stroke, four-stroke), |

|  |  |
| --- | --- |
| (b) | method of engine fuelling (i.e. carburettor or fuel injection), |

|  |  |
| --- | --- |
| (c) | fuel type (i.e. petrol, diesel, NG, LPG, bi-fuel petrol/NG, bi-fuel petrol/LPG). |

Emission control system:

|  |  |
| --- | --- |
| (a) | type of catalytic converter (i.e. oxidation, three-way, heated catalyst, other), |

|  |  |
| --- | --- |
| (b) | type of particulate trap, |

|  |  |
| --- | --- |
| (c) | secondary air injection (i.e. with or without), |

|  |  |
| --- | --- |
| (d) | exhaust gas recirculation (i.e. with or without) |

OBD parts and functioning:

The methods of OBD functional monitoring malfunction detection and malfunction indication to the vehicle driver.

---

ANNEX 12

Granting of an ece type approval for a vehicle fuelled by LPG or natural gas (NG)

1.   INTRODUCTION

This annex describes the special requirements that apply in the case of an approval of a vehicle that runs on LPG or natural gas (NG), or that can run either on unleaded or LPG or natural gas, in so far as the testing on LPG or natural gas is concerned.

In the case of LPG and natural gas there is on the market a large variation in fuel composition, requiring the fuelling system to adapt its fuelling rates to these compositions. To demonstrate this capability, the vehicle has to be tested in the test Type I on two extreme reference fuels and demonstrate the self-adaptability of the fuelling system. Whenever the self adaptability of a fuelling system has been demonstrated on a vehicle, such a vehicle may be considered as a parent of a family. Vehicles that comply with the requirements of members of that family, if fitted with the same fuelling system, need to be tested on only one fuel.

2.   DEFINITIONS

For the purpose of this annex:

2.1.   A ‘parent vehicle’ means a vehicle that is selected to act as the vehicle on which the self-adaptability of a fuelling system is going to be demonstrated, and to which the members of a family refer. It is possible to have more than one parent vehicle in a family.

Member of the family

2.2.1.   A ‘member of the family’ is a vehicle that shares the following essential characteristics with its parent(s):

|  |  |
| --- | --- |
| (a) | It is produced by the same manufacturer; |

|  |  |
| --- | --- |
| (b) | It is subject to the same emission limits; |

|  |  |
| --- | --- |
| (c) | If the gas fuelling system has a central metering for the whole engine:  It has a certified power output between 0,7 and 1,15 times that of the parent vehicle.  If the gas fuelling system has an individual metering per cylinder:  It has a certified power output per cylinder between 0,7 and 1,15 times that of the parent vehicle. |

|  |  |
| --- | --- |
| (d) | If fitted with a catalyst, it has the same type of catalyst i.e. three way, oxidation, de-NOx. |

|  |  |
| --- | --- |
| (e) | It has a gas fuelling system (including the pressure regulator) from the same system manufacturer and of the same type: induction, vapour injection (single point, multipoint), liquid injection (single point, multipoint). |

|  |  |
| --- | --- |
| (f) | This gas fuelling system is controlled by an ECU of the same type and technical specification, containing the same software principles and control strategy. |

2.2.2.   With regard to requirement (c): in the case where a demonstration shows two gas-fuelled vehicles could be members of the same family with the exception of their certified power output, respectively P1 and P2 (P1 < P2), and both are tested as if were parent vehicles the family relation will be considered valid for any vehicle with a certified power output between 0,7 P1 and 1,15 P2.

3.   GRANTING OF A TYPE APPROVAL

Type approval is granted subject to the following requirements:

3.1.   Exhaust emissions approval of a parent vehicle

The parent vehicle should demonstrate its capability to adapt to any fuel composition that may occur across the market. In the case of LPG there are variations in C3/C4 composition. In the case of natural gas there are generally two types of fuel, high calorific fuel (H-gas) and low calorific fuel (L-gas), but with a significant spread within both ranges; they differ significantly in Wobbe index. These variations are reflected in the reference fuels.

The parent vehicle(s) shall be tested in the test Type I on the two extreme reference fuels of Annex 10a.

3.1.1.1.   If the transition from one fuel to another is in practice aided through the use of a switch, this switch shall not be used during type approval. In such a case on the manufacturer's request and with the agreement of the technical service the pre-conditioning cycle referred to in paragraph 5.3.1. of Annex 4 may be extended.

3.1.2.   The vehicle(s) is (are) considered to conform if, with both reference fuels, the vehicle complies with the emission limits.

3.1.3.   The ratio of emission results ‘r’ should be determined for each pollutant as shown below:

|  |  |  |
| --- | --- | --- |
| Type(s) of fuel | Reference fuels | Calculation of ‘r’ |
| LPG and petrol (Approval B) | Fuel A | Formula |
| or LPG only (Approval D) | Fuel B |
| NG and petrol (Approval B) | Fuel G 20 | Formula |
| or NG only (Approval D) | Fuel G 25 |

3.2.   Exhaust emissions approval of a member of the family:

For a member of the family a test Type I shall be performed with one reference fuel. This reference fuel may be either reference fuel. The vehicle is considered to comply if the following requirements are met:

3.2.1.   The vehicle complies with the definition of a family member as defined under paragraph 2.2. above.

3.2.2.   If the test fuel is reference fuel A for LPG or G20 for NG, the emission result shall be multiplied by the relevant factor ‘r’ if r > 1; if r < 1, no correction is needed.

If the test fuel is reference fuel B for LPG or G25 for NG, the emission result shall be divided by the relevant factor ‘r’ if r < 1; if r > 1, no correction is needed.

3.2.3.   The vehicle shall comply with the emission limits valid for the relevant category for both measured and calculated emissions.

3.2.4.   If repeated tests are made on the same engine the results on reference fuel G20, or A, and those on reference fuel G25, or B, shall first be averaged; the ‘r’ factor shall then be calculated from these averaged results.

4.   GENERAL CONDITIONS

4.1.   Tests for conformity of production may be performed with a commercial fuel of which the C3/C4 ratio lies between those of the reference fuels in the case of LPG, or of which the Wobbe index lies between those of the extreme reference fuels in the case of NG. In that case a fuel analysis needs to be present.

---

ANNEX 13

Emissions test procedure for a vehicle equipped with a periodically regenerating system

1.   INTRODUCTION

This annex defines the specific provisions regarding type-approval of a vehicle equipped with a periodically regenerating system as defined in paragraph 2.20. of this Regulation.

2.   SCOPE AND EXTENSION OF THE TYPE APPROVAL

2.1.   Vehicle family groups equipped with periodically regenerating system

The procedure applies to vehicles equipped with a periodically regenerating system as defined in paragraph 2.20. of this Regulation. For the purpose of this annex vehicle family groups may be established. Accordingly, those vehicle types with regenerative systems, whose parameters described below are identical, or within the stated tolerances, shall be considered to belong to the same family with respect to measurements specific to the defined periodically regenerating systems.

2.1.1.   Identical parameters are:

Engine:

|  |  |
| --- | --- |
| (a) | Combustion process. |

Periodically regenerating system (i.e. catalyst, particulate trap):

|  |  |
| --- | --- |
| (a) | Construction (i.e. type of enclosure, type of precious metal, type of substrate, cell density), |

|  |  |
| --- | --- |
| (b) | Type and working principle, |

|  |  |
| --- | --- |
| (c) | Dosage and additive system, |

|  |  |
| --- | --- |
| (d) | Volume ±10 per cent, |

|  |  |
| --- | --- |
| (e) | Location (temperature ±50 °C at 120 km/h or 5 per cent difference of max. temperature/pressure). |

2.2.   Vehicle types of different reference masses

The Ki factors developed by the procedures in this annex for type approval of a vehicle type with a periodically regenerating system as defined in paragraph 2.20. of this Regulation, may be extended to other vehicles in the family group with a reference mass within the next two higher equivalent inertia classes or any lower equivalent inertia.

3.   TEST PROCEDURE

The vehicle may be equipped with a switch capable of preventing or permitting the regeneration process provided that this operation has no effect on original engine calibration. This switch shall be permitted only for the purpose of preventing regeneration during loading of the regeneration system and during the pre-conditioning cycles. However, it shall not be used during the measurement of emissions during the regeneration phase; rather the emission test shall be carried out with the unchanged Original Equipment Manufacturer's (OEM) control unit.

3.1.   Exhaust emission measurement between two cycles where regenerative phases occur

3.1.1.   Average emissions between regeneration phases and during loading of the regenerative device shall be determined from the arithmetic mean of several approximately equidistant (if more than 2) Type I operating cycles or equivalent engine test bench cycles. As an alternative the manufacturer may provide data to show that the emissions remain constant (±15 per cent) between regeneration phases. In this case, the emissions measured during the regular Type I test may be used. In any other case emissions measurement for at least two Type I operating cycles or equivalent engine test bench cycles must be completed: one immediately after regeneration (before new loading) and one as close as possible prior to a regeneration phase. All emissions measurements and calculations shall be carried out according to Annex 4, paragraphs 5., 6., 7. and 8.

3.1.2.   The loading process and Ki determination shall be made during the Type I operating cycle, on a chassis dynamometer or on an engine test bench using an equivalent test cycle. These cycles may be run continuously (i.e. without the need to switch the engine off between cycles). After any number of completed cycles, the vehicle may be removed from the chassis dynamometer, and the test continued at a later time.

3.1.3.   The number of cycles (D) between two cycles where regeneration phases occur, the number of cycles over which emissions measurements are made (n), and each emissions measurement (M’sij) shall be reported in Annex 1, items 4.2.11.2.1.10.1. to 4.2.11.2.1.10.4. or 4.2.11.2.5.4.1. to 4.2.11.2.5.4.4. as applicable.

3.2.   Measurement of emissions during regeneration

3.2.1.   Preparation of the vehicle, if required, for the emissions test during a regeneration phase, may be completed using the preparation cycles in paragraph 5.3. of Annex 4 or equivalent engine test bench cycles, depending on the loading procedure chosen in paragraph 3.1.2. above.

3.2.2.   The test and vehicle conditions for the Type I test described in Annex 4 apply before the first valid emission test is carried out.

Regeneration must not occur during the preparation of the vehicle. This may be ensured by one of the following methods:

3.2.3.1.   A ‘dummy’ regenerating system or partial system may be fitted for the pre-conditioning cycles.

3.2.3.2.   Any other method agreed between the manufacturer and the type approval authority.

3.2.4.   A cold-start exhaust emission test including a regeneration process shall be performed according to the Type I operating cycle, or equivalent engine test bench cycle. If the emissions tests between two cycles where regeneration phases occur are carried out on an engine test bench, the emissions test including a regeneration phase shall also be carried out on an engine test bench.

3.2.5.   If the regeneration process requires more than one operating cycle, subsequent test cycle(s) shall be driven immediately, without switching the engine off, until complete regeneration has been achieved (each cycle shall be completed). The time necessary to set up a new test should be as short as possible (e.g. particular matter filter change). The engine must be switched off during this period.

3.2.6.   The emission values during regeneration (Mri) shall be calculated according to Annex 4, paragraph 8. The number of operating cycles (d) measured for complete regeneration shall be recorded.

3.3.   Calculation of the combined exhaust emissions

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCABAALkBAREA/8QAHQABAAICAwEBAAAAAAAAAAAAAAcIBQYCAwQJAf/EAD0QAAEDAwMDAQYEAwQLAAAAAAECAwQABQYHCBESEyEUFyIxWJbTCRUyQRYYUSMkkdQ4QlJUVVlhdZOz0f/aAAgBAQAAPwD6p0pSlKUpUOZ5u62/6aahK0ozDNJUbLUsIki1RrHcJjy2loK0rR2GFhY6QSeknjg88cGvN/ONoP8A8Vyz6Gvn+TrE2vfztNu2ZwtPWdV0RshuExu3sQJ9muENZkLUEobUX2EBBKiB7xHkiueqe6DJdPtd8e0Fseh94yi6ZXb13C0zYt2jMR1NtH+8Ke6/LKGxz7x56j0hIJVW76Ba0Q9eMAVm0XHZdidj3SfZ5cCS8h5TMmI+plwBxHurSVI5B8fGpIpWFynNsMwaG1cc2y6y4/Efd7DT91ntRG3HOCehKnFJBVwCeB54Br12K/2HKLUxfcZvcC722UCWJkGSiQw6ASk9LiCUq4II8H4gisbleoun2CKjpzjOsex0ywoxxdbmxELwTx1dHdUnq45HPHw5FdjeeYO9Is8RnMrEt/Imi/Z2k3FkruLYT1FccdXLyQnzyjkceaztKUpSlKUpSlVR327Yr7qpZLRrdo04u3av6Zr/ADOwymPC57Lau4uGsdJ7hPBLaT46lKSfdcVUh7SdzOO7pdJ4ucW6Om3XyEv0GRWclXXbp6R7yPeAJQoe8k/0PB8pUBsOu23/AE53BYVMxLN7JFXJLSzbLumOhUy0yuP7OTHcPvJWlXB4B4Vx0q5BIrWbxoHnVy14xLXJnVC2ofxfGnccXb3seU4mYHylT75dElJQpS0IUlIBCQOD1ck1kNtGh2RaBYjdcQvGeRMoYuF6m3xp5qzmAtp2W6p15BHecCk9aiU/AgeDz44mClQ7vCsFiv8Atg1RRfbLBuKYeI3eXHEqOl3svohulDiOoHpWkjkKHBB+FV0/DplXPRrPdTNnt+kLcj2FxjMMUccKx3LVOQhS0ICueUtrW3yeTytbv9KjDXWHD1r/ABBdGcjyqFHvOFycnu+LWeDJaS5FlNWphpb7/B8OAznn0efB9OB5Hk2r122/Y3nWtuiuS2DApUe94hdEzP4iiLWzCtVpiHuqhqbSoIUt9xSG0J6TwlTyuQE8GyNdDU6E93+zMYc9Mooe6XAe0oDkhXH6TwQeDXKNJjTGG5USQ2+y6kKQ42sKSof1BHgiu2lKUpSlKVicsyvHcFxq55hlt3jWuzWeMuXNmSXAhtlpA5JJP+AH7kgDyaq3sy0acc1G1C3dLxidgsXVdbarRiBCG0ot6UoKJ8ptPhMmQsLd6Bx0B5fJUVki3Di0NIU66tKEIBUpSjwAB8STUaZfqXmdq1UwXD8UxWxXjG8ibkO3m7O5ExHkW9ARywpmKr35IcII5Rz8P2+NSX1o/wBtP+NcXHelta2kd1SUkhCSOVH+g58VCuhW4TJNW9TdTNOcm0wkYZK09NoT2ZVxZlyHvXMOPAudnqaQQlKPCVr/AFHzX5vQzXGcR216gw8hufpX8hxu62i1tBlxxUqY7CeDbKQhJPUojgc8D/rVTtecjvF/maI7vdqcWTfMityE6d3qP6V5pSBOigR0SUFPUkMPPKJ91SQtaOT4rp11v2mOje4zavh7N/dfiaSvXSNlUxqBJd9K9Jjxz6l8pQrkvOqccUoFXlSiT8a+i1gv1pyiyQMjsM1Mu23OOiVEfSlSQ60sBSVAKAI5BHxANVJgb+mZOsj+kl1i4zj92i5wcZXZ70/Mhznrb6gsIuEd1bIjvFZAWGQoHpPhRPAPo0BtcLJce3KWLGdHMUtmUP5hcbNe4hv85y3X6SqMhSnHHVoLkdK0yFghtAAJJA/epA2H5Hj2U7VMIu2K4NHw61hE6LHsrE52aiL2Zr7SuHnffX1KQVkq/dRqfqg3eLkOrWD6J3zUbSHOYeP3PF4y5zjEu0NTm7gnlKQ0Ssjtcck9Q58kcjisTsb3C5DuD0efm6gIjx88xO7y8eyeM02GuiWys9K+3wOgKQR44/UlY/aoe1g3Na95PvfxvbDoll1pxbHpLT0W5XmZZm561zY8dUqUlpK1e90NKZQP0juKXyT0kC8FtYmRbdFjXGd62W0whD8ntBrvuBICnOgeE9R5PSPA54r00pSlUz3bWDdBqDrBjtjsW31rP9HsbUzdZVqOSQLcm/XRIKmxJ7xUox2VdJDXQAtaeVFSeBW2I163qtoS23sHQlKQAEp1MtYAA/Yf2dRDqwj8STca5b9LbrorY9McAvlwbjZNNh5JEmzV2pTgDrfcS71Adrq5DaApR4HKUkgyZukw/Ebdrlthvdsx+3M3OJm/5O1MbYT6hEJECQoR+5+otpKQQkngHz+5qPst2UWe9ZVeryvZZjtxVPuEmUZi9ZLtHVJK3VK7paSwUtlXPV0AkJ54HwqTtr23S36NZvcchi7a7LgPqbYuMu6RNQZ1/dWO4hXZDEhpIQD08laTz7gHB5rG7dsjce3h6/XiTh+Z2615o5jxsVxuOLz4kSb6GCtmRw860lKeFn3eojqHlPNW3pSlVtXs0RLuy2bzq/frpir2WrzRdkl26G44zO9f61DUeYUF5iMHQnlsEk+/wtIURXJvBcm2rycmzTT/AB/NdV16k5Su75BBD8Fpy2OrYXzJYQhlsrSS2w12yrwClXI4Vzn9k+mWT6QbYsIwbNIaod8jsSps6IopKorsqU9JLKikkEo7wQSD5KT8PhU41Cm9L/RY1I/7Mr/2Iqt2aZxa9j+9bMcqu7JThWtuMPXthlLquXMit6FEx2xx0hb/AFEJB+K5CAD/AKtY2Bgt00/3s7XLXkjiXskuWPZTe8hkJBHfusxiQ/JUefPhaygfDhKEjgccVe256iaf2W6Gx3nOsegXILbbMOTc2GnwpzjoT21KCuVcjgceeRxWpYBqJnOV6s55itxtOJjFMcVFZtVwtl/bmTnnlJPeblxk+Y5SpKgArg+746vJGwauXSLZNMMou83PFYTHiWt913IksIfVa0hJ5kJbWFJWU/EAg8njwa+fv8wmln/Npy76MZ/ydb/oJrHgGVau41YrN+JHkWezJElXbxuXjLMRq59LaiWi76ZHT4BPhQJ6eBV8aiK/6p65229z7fZtrt4vECNIW1GuDeVWllMpsHhLobcdC0BQ89KgCOfNeD2wbhflDvn1jZvvU9sG4X5Q759Y2b71RDadN8msurp1rh7MswVkSbjOu7KHtRbY5DYnTGEMSZDbCpHQla220pP7D9gKl72wbhflDvn1jZvvU9sG4X5Q759Y2b71PbBuF+UO+fWNm+9T2wbhflDvn1jZvvU9sG4X5Q759Y2b71PbBuF+UO+fWNm+9T2wbhflDvn1jZvvU9sG4X5Q759Y2b71PbBuF+UO+fWNm+9W6ab5lqNlbs9Gd6OzsHRGS2Yy5N6hT/VFXV1ACMtXR08D9XHPV4+BreKjbXbQ+1a/Ye5gmQ5rlVis0tDjNwYsUphn17SwAW3i6y5ykccjp6TyT5rXLntN09yi1YNA1Cv+T5lK07v7eQ2S53qY0uYh5AT0suLaaQFs8oQSnp5JQklR4rC6gbMcb1E1Zga0XLWXVC35JZVSPyZy3XSG03a2ngQ4ywkxVHtkKI4WVcg8Emqma24HqNb9TNU0YFd87Tc7jeoDkPG73gyr5ac2lRYkLtyGZrbSBDdSto9aypISUhSVjyE2S2+2K82feRuDvsnT2+WS0ZRHx1yBcnbK7Gg3CREjONzFNulIQtXdd5555X7ygSBzVpVoQ4gtuISpKhwUqHINdH5bbv8AcI3/AIk//K5IgQWlhxuGwhSfIUlsAiu+lKUpSlKUpSlKUpSlKUpSlKUpSvn/ACdL4uV/ic33Abpm+cHFxp8rIZVoTk03sS3XpaULjq5c5RG5c6uy2Up5Qkfp5SZg2Nm8WY6zaby8nvF5s+D6jzrNYfzSWuU9DgCPHcRHDqyVqQjrISFE8CrQUpSlKUpSlKUpSlKUpSq7vbQX/b3c9xMLXrOIeT3O3uWYpbi2tTDNuUvuIjJSqKfdQsIIUSVnpHKjyec7oHtpXoPkGV35jV7Lsr/jOc7d7rHvTcLocuDnQFSQphhtaVdDYR0BXQB8E88GprpSlKUr/9k=)
 n ≥ 2; 
![Formula](data:image/jpg;base64,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)

![Formula](data:image/jpg;base64,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)

where for each pollutant (i) considered:

|  |  |  |
| --- | --- | --- |
| M’sij | = | mass emissions of pollutant (i) in g/km over one Type I operating cycle (or equivalent engine test bench cycle) without regeneration |
| M’rij | = | mass emissions of pollutant (i) in g/km over one Type I operating cycle (or equivalent engine test bench cycle) during regeneration. (when n > 1, the first Type I test is run cold, and subsequent cycles are hot) |
| Msi | = | mean mass emission of pollutant (i) in g/km without regeneration |
| Mri | = | mean mass emission of pollutant (i) in g/km during regeneration |
| Mpi | = | mean mass emission of pollutant (i) in g/km |
| n | = | number of test points at which emissions measurements (Type I operating cycles or equivalent engine test bench cycles) are made between two cycles where regenerative phases occur, ≥ 2 |
| d | = | number of operating cycles required for regeneration |
| D | = | number of operating cycles between two cycles where regenerative phases occur |

For exemplary illustration of measurement parameters see Figure 8/1.

Figure 8/1

Parameters measured during emissions test during and between cycles where regeneration occurs (schematic example, the emissions during ‘D’ may increase or decrease)

![Image 30](data:image/jpg;base64,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)

Emission [g/km]

Number of cycles

3.4.   Calculation of the regeneration factor K for each pollutant (i) considered

Ki = Mpi / Msi

Msi, Mpi and Ki results shall be recorded in the test report delivered by the technical service.

Ki may be determined following the completion of a single sequence.

---

ANNEX 14

Emissions test procedure for hybrid electric vehicles (HEV)

1.   INTRODUCTION

1.1.   This annex defines the specific provisions regarding type-approval of a hybrid electric vehicle (HEV) as defined in paragraph 2.21.2. of this Regulation.

1.2.   As a general principle, for the tests of Type I, II, III, IV, V, VI and OBD, hybrid electric vehicles shall be tested according to Annex 4, 5, 6, 7, 9, 8 and 11 respectively, unless modified by this annex.

1.3.   For the Type I test only, OVC vehicles (as categorized in paragraph 2.) shall be tested according to condition A and to condition B. The test results under both conditions A and B and the weighted values shall be reported in the communication form.

1.4.   The emissions test results shall comply with the limits under all specified test conditions of this Regulation.

2.   CATEGORIES OF HYBRID ELECTRIC VEHICLES

|  |  |  |  |  |
| --- | --- | --- | --- | --- |
| Vehicle charging | Off-Vehicle Charging[(1)](#ntr1-L_2008119EN.01017301-E0001)  (OVC) | | Not Off-Vehicle Charging[(2)](#ntr2-L_2008119EN.01017301-E0002)  (NOVC) | |
| Operating mode switch | Without | With | Without | With |

3.   TYPE I TEST METHODS

3.1.   Externally chargeable (OVC HEV) without an operating mode switch

3.1.1.   Two tests shall be performed under the following conditions:

|  |  |
| --- | --- |
| Condition A: | test shall be carried out with a fully charged electrical energy/power storage device. |
| Condition B: | test shall be carried out with an electrical energy/power storage device in minimum state of charge (maximum discharge of capacity). |

The profile of the state of charge (SOC) of the electrical energy/power storage device during different stages of the Type I test is given in Appendix 1.

Condition A

3.1.2.1.   The procedure shall start with the discharge of the electrical energy/power storage device of the vehicle while driving (on the test track, on a chassis dynamometer, etc.):

|  |  |
| --- | --- |
| — | at a steady speed of 50 km/h until the fuel consuming engine of the HEV starts up, |

|  |  |
| --- | --- |
| — | or, if a vehicle cannot reach a steady speed of 50 km/h without starting up the fuel consuming engine, the speed shall be reduced until the vehicle can run a lower steady speed where the fuel consuming engine does not start up for a defined time/distance (to be specified between technical service and manufacturer), |

|  |  |
| --- | --- |
| — | or with manufacturer’s recommendation. |

The fuel consuming engine shall be stopped within 10 seconds of it being automatically started.

Conditioning of vehicle

3.1.2.2.1.   For compression-ignition engined vehicles the Part Two cycle described in Appendix 1 of Annex 4 shall be used. Three consecutive cycles shall be driven according to paragraph 3.1.2.5.3. below.

3.1.2.2.2.   Vehicles fitted with positive-ignition engines shall be preconditioned with one Part One and two Part Two driving cycles according to paragraph 3.1.2.5.3. below.

3.1.2.3.   After this preconditioning, and before testing, the vehicle shall be kept in a room in which the temperature remains relatively constant between 293 and 303 K (20 °C and 30 °C). This conditioning shall be carried out for at least six hours and continue until the engine oil temperature and coolant, if any, are within ±2 K of the temperature of the room, and the electrical energy/power storage device is fully charged as a result of the charging prescribed in paragraph 3.1.2.4. below.

3.1.2.4.   During soak, the electrical energy/power storage device shall be charged:

|  |  |
| --- | --- |
| (a) | with the on board charger if fitted, or |

|  |  |
| --- | --- |
| (b) | with an external charger recommended by the manufacturer, using the normal overnight charging procedure. |

This procedure excludes all types of special charges that could be automatically or manually initiated like, for instance, the equalization charges or the servicing charges.

The manufacturer shall declare that during the test, a special charge procedure has not occurred.

Test procedure

3.1.2.5.1.   The vehicle shall be started up by the means provided for normal use to the driver. The first cycle starts on the initiation of the vehicle start-up procedure.

3.1.2.5.2.   Sampling shall begin (BS) before or at the initiation of the vehicle start up procedure and end on conclusion of the final idling period in the extra-urban cycle (Part Two, end of sampling (ES)).

3.1.2.5.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

3.1.2.5.4.   The exhaust gases shall be analyzed according to Annex 4.

3.1.2.6.   The test results shall be compared to the limits prescribed in paragraph 5.3.1.4. of this Regulation and the average emission of each pollutant for Condition A shall be calculated (M1i).

Condition B

Conditioning of vehicle

3.1.3.1.1.   For compression-ignition engined vehicles the Part Two cycle described in Appendix 1 of Annex 4 shall be used. Three consecutive cycles shall be driven according to paragraph 3.1.3.4.3. below.

3.1.3.1.2.   Vehicles fitted with positive-ignition engines shall be preconditioned with one Part One and two Part Two driving cycles according to paragraph 3.1.3.4.3. below.

3.1.3.2.   The electrical energy/power storage device of the vehicle shall be discharged while driving (on the test track, on a chassis dynamometer, etc.):

|  |  |
| --- | --- |
| — | at a steady speed of 50 km/h until the fuel consuming engine of the HEV starts up, |

|  |  |
| --- | --- |
| — | or if a vehicle can not reach a steady speed of 50 km/h without starting up the fuel consuming engine, the speed shall be reduced until the vehicle can run a lower steady speed where the fuel consuming engine just does not start up for a defined time/distance (to be specified between technical service and manufacturer), |

|  |  |
| --- | --- |
| — | or with manufacturer’s recommendation. |

The fuel consuming engine shall be stopped within 10 seconds of it being automatically started.

3.1.3.3.   After this preconditioning, and before testing, the vehicle shall be kept in a room in which the temperature remains relatively constant between 293 and 303 K (20 °C and 30 °C). This conditioning shall be carried out for at least six hours and continue until the engine oil temperature and coolant, if any, are within ±2 K of the temperature of the room.

Test procedure

3.1.3.4.1.   The vehicle shall be started up by the means provided for normal use to the driver. The first cycle starts on the initiation of the vehicle start-up procedure.

3.1.3.4.2.   Sampling shall begin (BS) before or at the initiation of the vehicle start up procedure and end on conclusion of the final idling period in the extra-urban cycle (Part Two, end of sampling (ES)).

3.1.3.4.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

3.1.3.4.4.   The exhaust gases shall be analyzed according to Annex 4.

3.1.3.5.   The test results shall be compared to the limits prescribed in paragraph 5.3.1.4. of this Regulation and the average emission of each pollutant for Condition B shall be calculated (M2i).

Test results

3.1.4.1.   For communication, the weighted values shall be calculated as below:

Mi = (De · M1i + Dav · M2i) / (De + Dav)

Where:

|  |  |  |
| --- | --- | --- |
| Mi | = | mass emission of the pollutant i in grams per kilometre. |
| M1i | = | average mass emission of the pollutant i in grams per kilometre with a fully charged electrical energy/power storage device calculated in paragraph 3.1.2.6. |
| M2i | = | average mass emission of the pollutant i in grams per kilometre with an electrical energy/power storage device in minimum state of charge (maximum discharge of capacity) calculated in paragraph 3.1.3.5. |
| De | = | vehicle electric range, according to the procedure described in Regulation No. 101, Annex 7, where the manufacturer must provide the means for performing the measurement with the vehicle running in pure electric mode. |
| Dav | = | 25 km (average distance between two battery recharges) |

3.2.   Externally chargeable (OVC HEV) with an operating mode switch

Two tests shall be performed under the following conditions:

|  |  |
| --- | --- |
| Condition A: | test shall be carried out with a fully charged electrical energy/power storage device. |

|  |  |
| --- | --- |
| Condition B: | test shall be carried out with an electrical energy/power storage device in minimum state of charge (maximum discharge of capacity) |

3.2.1.3.   The operating mode switch shall be positioned according the table below:

|  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Hybrid modes  Battery state of charge | |  |  | | --- | --- | | — | Pure electric |  |  |  | | --- | --- | | — | Hybrid | | |  |  | | --- | --- | | — | Pure fuel consuming |  |  |  | | --- | --- | | — | Hybrid | | |  |  | | --- | --- | | — | Pure electric |  |  |  | | --- | --- | | — | Pure fuel consuming |  |  |  | | --- | --- | | — | Hybrid | | |  |  | | --- | --- | | — | Hybrid mode n[(3)](#ntr3-L_2008119EN.01017301-E0003) |   …   |  |  | | --- | --- | | — | Hybrid mode m[(3)](#ntr3-L_2008119EN.01017301-E0003) | |
| Switch in position | Switch in position | Switch in position | Switch in position |
| Condition A  Fully charged | Hybrid | Hybrid | Hybrid | Most electric hybrid mode[(4)](#ntr4-L_2008119EN.01017301-E0004) |
| Condition B  Min. state of charge | Hybrid | Fuel consuming | Fuel consuming | Most fuel consuming mode[(5)](#ntr5-L_2008119EN.01017301-E0005) |

Condition A

3.2.2.1.   If the pure electric range of the vehicle is higher than one complete cycle, on the request of the manufacturer, the Type I test may be carried out in pure electric mode. In this case, engine preconditioning prescribed in paragraph 3.2.2.3.1. or 3.2.2.3.2. can be omitted.

3.2.2.2.   The procedure shall start with the discharge of the electrical energy/power storage device of the vehicle while driving with the switch in pure electric position (on the test track, on a chassis dynamometer, etc.) at a steady speed of 70 per cent ± 5 per cent of the maximum thirty minutes speed of the vehicle (determined according to Regulation No. 101).

Stopping the discharge occurs:

|  |  |
| --- | --- |
| — | when the vehicle is not able to run at 65 per cent of the maximum thirty minutes speed; or |

|  |  |
| --- | --- |
| — | when an indication to stop the vehicle is given to the driver by the standard on-board instrumentation, or |

|  |  |
| --- | --- |
| — | after covering the distance of 100 km. |

|  |  |
| --- | --- |
| — | If the vehicle is not equipped with a pure electric mode, the electrical energy/power storage device discharge shall be achieved by driving the vehicle (on the test track, on a chassis dynamometer, etc.): |

|  |  |
| --- | --- |
| — | at a steady speed of 50 km/h until the fuel consuming engine of the HEV starts up, or |

|  |  |
| --- | --- |
| — | if a vehicle cannot reach a steady speed of 50 km/h without starting up the fuel consuming engine, the speed shall be reduced until the vehicle can run a lower steady speed where the fuel consuming engine does not start up for a defined time/distance (to be specified between technical service and manufacturer), or |

|  |  |
| --- | --- |
| — | with manufacturer’s recommendation. |

The fuel consuming engine shall be stopped within 10 seconds of it being automatically started.

Conditioning of vehicle

3.2.2.3.1.   For compression-ignition engined vehicles the Part Two cycle described in Appendix 1 to the Annex 4 shall be used. Three consecutive cycles shall be driven according to paragraph 3.2.2.6.3. below.

3.2.2.3.2.   Vehicles fitted with positive-ignition engines shall be preconditioned with one Part One and two Part Two driving cycles according to paragraph 3.2.2.6.3. below.

3.2.2.4.   After this preconditioning, and before testing, the vehicle shall be kept in a room in which the temperature remains relatively constant between 293 and 303 K (20 °C and 30 °C). This conditioning shall be carried out for at least six hours and continue until the engine oil temperature and coolant, if any, are within ±2 K of the temperature of the room, and the electrical energy/power storage device is fully charged as a result of the charging prescribed in paragraph 3.2.2.5.

3.2.2.5.   During soak, the electrical energy/power storage device shall be charged:

|  |  |
| --- | --- |
| (a) | with the on board charger if fitted, or |

|  |  |
| --- | --- |
| (b) | with an external charger recommended by the manufacturer, using the normal overnight charging procedure. |

This procedure excludes all types of special charges that could be automatically or manually initiated like, for instance, the equalisation charges or the servicing charges.

The manufacturer shall declare that during the test, a special charge procedure has not occurred.

Test procedure

3.2.2.6.1.   The vehicle shall be started up by the means provided for normal use to the driver. The first cycle starts on the initiation of the vehicle start-up procedure.

3.2.2.6.2.   Sampling shall begin (BS) before or at the initiation of the vehicle start up procedure and end on conclusion of the final idling period in the extra-urban cycle (Part Two, end of sampling (ES)).

3.2.2.6.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

3.2.2.6.4.   The exhaust gases shall be analysed according to Annex 4.

3.2.2.7.   The test results shall be compared to the limits prescribed in paragraph 5.3.1.4. of this Regulation and the average emission of each pollutant for Condition A shall be calculated (M1i).

Condition B

Conditioning of vehicle

3.2.3.1.1.   For compression-ignition engined vehicles the Part Two cycle described in Appendix 1 to the Annex 4 shall be used. Three consecutive cycles shall be driven according to paragraph 3.2.3.4.3. below.

3.2.3.1.2.   Vehicles fitted with positive-ignition engines shall be preconditioned with one Part One and two Part Two driving cycles according to paragraph 3.2.3.4.3. below.

3.2.3.2.   The electrical energy/power storage device of the vehicle shall be discharged according to paragraph 3.2.2.2.

3.2.3.3.   After this preconditioning, and before testing, the vehicle shall be kept in a room in which the temperature remains relatively constant between 293 and 303 K (20 °C and 30 °C). This conditioning shall be carried out for at least six hours and continue until the engine oil temperature and coolant, if any, are within ±2 K of the temperature of the room.

Test procedure

3.2.3.4.1.   The vehicle shall be started up by the means provided for normal use to the driver. The first cycle starts on the initiation of the vehicle start-up procedure.

3.2.3.4.2.   Sampling shall begin (BS) before or at the initiation of the vehicle start up procedure and end on conclusion of the final idling period in the extra-urban cycle (Part Two, end of sampling (ES)).

3.2.3.4.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

3.2.3.4.4.   The exhaust gases shall be analysed according to Annex 4.

3.2.3.5.   The test results shall be compared to the limits prescribed in paragraph 5.3.1.4. of this Regulation and the average emission of each pollutant for Condition B shall be calculated (M2i).

Test results

3.2.4.1.   For communication, the weighted values shall be calculated as below:

Mi = (De · M1i + Dav · M2i) / (De + Dav)

Where:

|  |  |  |
| --- | --- | --- |
| Mi | = | mass emission of the pollutant i in grams per kilometre |
| M1i | = | average mass emission of the pollutant i in grams per kilometre with a fully charged electrical energy/power storage device calculated in paragraph 3.2.2.7. |
| M2i | = | average mass emission of the pollutant i in grams per kilometre with an electrical energy/power storage device in minimum state of charge (maximum discharge of capacity) calculated in paragraph 3.2.3.5. |
| De | = | vehicle electric range with the switch in pure electric position, according to the procedure described in Regulation No. 101, Annex 7. If there is not a pure electric position, the manufacturer must provide the means for performing the measurement with the vehicle running in pure electric mode. |
| Dav | = | 25 km (average distance between two battery recharge). |

3.3.   Not externally chargeable (NOTOVC HEV) without an operating mode switch

3.3.1.   These vehicles shall be tested according to Annex 4.

3.3.2.   For preconditioning, at least two consecutive complete driving cycles (one Part One and one Part Two) are carried out without soak.

3.3.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

3.4.   Not externally chargeable (NOTOVC HEV) with an operating mode switch

3.4.1.   These vehicles are preconditioned and tested in hybrid mode according to Annex 4. If several hybrid modes are available, the test shall be carried out in the mode that is automatically set after turn on of the ignition key (normal mode). On the basis of information provided by the manufacturer, the Technical Service will make sure that the limit values are met in all hybrid modes.

3.4.2.   For preconditioning, at least two consecutive complete driving cycles (one Part One and one Part Two) shall be carried out without soak.

3.4.3.   The vehicle shall be driven according to Annex 4, or in case of special gear shifting strategy according to the manufacturer's instructions, as incorporated in the drivers’ handbook of production vehicles and indicated by a technical gear shift instrument (for drivers information). For these vehicles the gear shifting points prescribed in Annex 4, Appendix 1 are not applied. For the pattern of the operating curve the description according to paragraph 2.3.3. in Annex 4 shall apply.

4.   TYPE II TEST METHODS

4.1.   The vehicles shall be tested according to Annex 5 with the fuel consuming engine running. The manufacturer shall provide a ‘service mode’ that makes execution of this test possible.

If necessary, the special procedure provided for in paragraph 5.1.6. to the Regulation shall be used.

5.   TYPE III TEST METHODS

5.1.   The vehicles shall be tested according to Annex 6 with the fuel consuming engine running. The manufacturer shall provide a ‘service mode’ that makes execution of this test possible.

5.2.   The tests shall be carried out only for conditions 1 and 2 of the paragraph 3.2. of Annex 6. If for any reasons it is not possible to test on condition 2, alternatively another steady speed condition (with fuel consuming engine running under load) should be carried out.

6.   TYPE IV TEST METHODS

6.1.   The vehicles shall be tested according to Annex 7.

Before starting the test procedure (paragraph 5.1. of Annex 7), the vehicles shall be preconditioned as follows:

For OVC vehicles:

6.2.1.1.   
OVC vehicles without an operating mode switch: the procedure shall start with the discharge of the electrical energy/power storage device of the vehicle while driving (on the test track, on a chassis dynamometer, etc.):

|  |  |
| --- | --- |
| — | at a steady speed of 50 km/h until the fuel consuming engine of the HEV starts up, or |

|  |  |
| --- | --- |
| — | if a vehicle cannot reach a steady speed of 50 km/h without starting up the fuel consuming engine, the speed shall be reduced until the vehicle can run a lower steady speed where the fuel consuming engine just does not start up for a defined time/distance (to be specified between technical service and manufacturer), or |

|  |  |
| --- | --- |
| — | with manufacturer’s recommendation. |

The fuel consuming engine shall be stopped within 10 seconds of it being automatically started.

6.2.1.2.   
OVC vehicles with an operating mode switch: the procedure shall start with the discharge of the electrical energy/power storage device of the vehicle while driving with the switch in pure electric position (on the test track, on a chassis dynamometer, etc.) at a steady speed of 70 per cent ± 5 per cent from the maximum thirty minutes speed of the vehicle.

Stopping the discharge occurs:

|  |  |
| --- | --- |
| — | when the vehicle is not able to run at 65 per cent of the maximum thirty minutes speed, or |

|  |  |
| --- | --- |
| — | when an indication to stop the vehicle is given to the driver by the standard on-board instrumentation, or |

|  |  |
| --- | --- |
| — | after covering the distance of 100 km. |

If the vehicle is not equipped with a pure electric mode, the electrical energy/power storage device discharge shall be conducted with the vehicle driving (on the test track, on a chassis dynamometer, etc.):

|  |  |
| --- | --- |
| — | at a steady speed of 50 km/h until the fuel consuming engine of the HEV starts up, or |

|  |  |
| --- | --- |
| — | if a vehicle cannot reach a steady speed of 50 km/h without starting up the fuel consuming engine, the speed shall be reduced until the vehicle can run a lower steady speed where the fuel consuming engine does not start up for a defined time/distance (to be specified between technical service and manufacturer), or |

|  |  |
| --- | --- |
| — | with manufacturer’s recommendation. |

The engine shall be stopped within 10 seconds of it being automatically started.

For NOVC vehicles:

6.2.2.1.   
NOVC vehicles without an operating mode switch: the procedure shall start with a preconditioning of at least two consecutive complete driving cycles (one Part One and one Part Two) without soak.

6.2.2.2.   
NOVC vehicles with an operating mode switch: the procedure shall start with a preconditioning of at least two consecutive complete driving cycles (one Part One and one Part Two) without soak, performed with the vehicle running in hybrid mode. If several hybrid modes are available, the test shall be carried out in the mode which is automatically set after turn on of the ignition key (normal mode).

The preconditioning drive and the dynamometer test shall be carried out according to paragraphs 5.2. and 5.4. of Annex 7:

6.3.1.   
For OVC vehicles: under the same conditions as specified by condition B of the Type I test (paragraphs 3.1.3. and 3.2.3.).

6.3.2.   
For NOVC vehicles: under the same conditions as in the Type I test.

7.   TYPE V TEST METHODS

7.1.   The vehicles shall be tested according to Annex 9.

7.2.   For OVC vehicles:

It is allowed to charge the electrical energy/power storage device twice a day during mileage accumulation.

For OVC vehicles with an operating mode switch, mileage accumulation should be driven in the mode which is automatically set after turn on of the ignition key (normal mode).

During the mileage accumulation a change into another hybrid mode is allowed if necessary in order to continue the mileage accumulation after agreement of the technical service.

The measurements of emissions of pollutants shall be carried out under the same conditions as specified by condition B of the Type I test (paragraphs 3.1.3. and 3.2.3.).

7.3.   For NOVC vehicles:

For NOVC vehicles with an operating mode switch, mileage accumulation shall be driven in the mode which is automatically set after turn on of the ignition key (normal mode).

The measurements of emissions of pollutants shall be carried out in the same conditions as in the Type I test.

8.   TYPE VI TEST METHODS

8.1.   The vehicles shall be tested according to Annex 8.

8.2.   For OVC vehicles, the measurements of emissions of pollutants shall be carried out under the same conditions as specified for condition B of the Type I test (paragraphs 3.1.3. and 3.2.3.).

8.3.   For NOVC vehicles, the measurements of emissions of pollutants shall be carried out under the same conditions as in the Type I test.

9.   ON BOARD DIAGNOSTICS (OBD) TEST METHODS

9.1.   The vehicles shall be tested according to Annex 11.

9.2.   For OVC vehicles, the measurements of emissions of pollutants shall be carried out under the same conditions as specified for condition B of the Type I test (paragraphs 3.1.3. and 3.2.3.).

9.3.   For NOVC vehicles, the measurements of emissions of pollutants shall be carried out under the same conditions as in the Type I test.

---

[(1)](#ntc1-L_2008119EN.01017301-E0001)  also known as ‘externally chargeable’

[(2)](#ntc2-L_2008119EN.01017301-E0002)  also known as ‘not externally chargeable’

[(3)](#ntc3-L_2008119EN.01017301-E0003)  For instance: sport, economic, urban, extra-urban position …

[(4)](#ntc4-L_2008119EN.01017301-E0004)  
Most electric hybrid mode: The hybrid mode which can be proven to have the highest electricity consumption of all selectable hybrid modes when tested in accordance with condition A of paragraph 4 of Annex 10 to Regulation No. 101, to be established based on information provided by the manufacturer and in agreement with the technical service.

[(5)](#ntc5-L_2008119EN.01017301-E0005)  
Most fuel consuming mode: The hybrid mode which can be proven to have the highest fuel consumption of all selectable hybrid modes when tested in accordance with condition B of paragraph 4 of Annex 10 to Regulation No. 101, to be established based on information provided by the manufacturer and in agreement with the technical service.

Appendix 1

Electrical energy/power storage device State Of Charge (SOC) profile for OVC HEV Type I test

Condition A of the Type I test

![Image 31](data:image/jpg;base64,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)

SOC

minimum

Condition A:

|  |  |
| --- | --- |
| 1. | initial electrical energy/power storage device state of charge |

|  |  |
| --- | --- |
| 2. | discharge according to paragraph 3.1.2.1. or 3.2.2.1. |

|  |  |
| --- | --- |
| 3. | vehicle conditioning according to paragraph 3.1.2.2. or 3.2.2.2. |

|  |  |
| --- | --- |
| 4. | charge during soak according to paragraphs 3.1.2.3. and 3.1.2.4., or paragraphs 3.2.2.3. and 3.2.2.4. |

|  |  |
| --- | --- |
| 5. | test according to paragraph 3.1.2.5. or 3.2.2.5. |

Condition B of the Type I test

![Image 32](data:image/jpg;base64,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)

SOC

minimum

Condition B:

|  |  |
| --- | --- |
| 1. | initial state of charge |

|  |  |
| --- | --- |
| 2. | vehicle conditioning according to paragraph 3.1.3.1. or 3.2.3.1. |

|  |  |
| --- | --- |
| 3. | discharge according to paragraph 3.1.3.2. or 3.2.3.2. |

|  |  |
| --- | --- |
| 4. | soak according to paragraph 3.1.3.3. or 3.2.3.3. |

|  |  |
| --- | --- |
| 5. | test according to paragraph 3.1.3.4. or 3.2.3.4. |

---

[Top](#document1)