Source: EURLEX
Language: en
Format: md

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| 28.12.2018 | EN | Official Journal of the European Union | L 331/225 |

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COMMISSION IMPLEMENTING DECISION (EU) 2018/2079

of 19 December 2018

on the approval of the engine idle coasting function as an innovative technology for reducing CO2 emissions from passenger cars pursuant to Regulation (EC) No 443/2009 of the European Parliament and of the Council

(Text with EEA relevance)

THE EUROPEAN COMMISSION,

Having regard to the Treaty on the Functioning of the European Union,

Having regard to Regulation (EC) No 443/2009 of the European Parliament and of the Council of 23 April 2009 setting emission performance standards for new passenger cars as part of the Community's integrated approach to reduce CO2 emissions from light-duty vehicles [(1)](#ntr1-L_2018331EN.01022501-E0001), and in particular Article 12(4) thereof,

Whereas:

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| (1) | The manufacturers Audi AG, BMW AG, FCA Italy S.p.A., Ford Motor Company, Hyundai Motor Europe Technical Center GmbH, JLR Jaguar Land Rover LTD, Opel Automobile GmbH, PSA Peugeot Citroën, Groupe Renault, Robert Bosch GmbH, Toyota Motor Europe NV/SA, Volvo Cars Corporation and Volkswagen AG (the ‘applicants’) submitted a joint application for the approval of an engine idle coasting function as an eco-innovation on 21 March 2018. |

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| (2) | The application has been assessed in accordance with Article 12 of Regulation (EC) No 443/2009 and Commission Implementing Regulation (EU) No 725/2011 [(2)](#ntr2-L_2018331EN.01022501-E0002). |

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| (3) | The application refers to the engine idle coasting function to be used in vehicles of category M1 with a conventional powertrain (non-hybrid thermal engine). The basic principle of that innovative technology is to decouple the combustion engine from the drivetrain and prevent deceleration caused by engine braking. The function should be automatically activated in the predominant driving mode, which is the mode automatically selected when the vehicle is switched on. Thus coasting can be used to increase the rolling distance of the vehicle in situations where no propulsion or a slow reduction of speed is needed. When ‘coasting’, the kinetic and potential energy of the vehicle is directly used to overcome driving resistance and, as consequence, to decrease fuel consumption. To obtain less deceleration the engine is decoupled from the drivetrain by opening a clutch. This is done automatically by the control unit of the automatic transmission or by means of an automated clutch in case of a manual gearbox. During the coasting phases the engine is running at idle speed. |

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| (4) | By Implementing Decisions (EU) 2015/1132 [(3)](#ntr3-L_2018331EN.01022501-E0003) and (EU) 2017/1402 [(4)](#ntr4-L_2018331EN.01022501-E0004), the Commission approved applications by, respectively, Porsche AG concerning a coasting function intended for use exclusively in Porsche S-segment vehicles of category M1 (sport coupé) and by BMW AG concerning an engine idle coasting function intended for use exclusively in BMW vehicles of category M1 with a conventional powertrain and automatic transmission. The engine idle coasting function which is the subject of the current applications is intended for use in any vehicle of category M1 with a conventional powertrain and an automatic or manual transmission. |

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| (5) | The applicants have provided a methodology for testing the CO2 reductions from the use of the engine idle coasting function, which includes a modified NEDC test cycle to offer the possibility for the vehicle to coast. In order to determine the CO2 savings achieved, the vehicle fitted with the engine idle coasting function should be compared with a baseline vehicle where the coasting function is not installed, not available in the predominant driving mode or disabled for testing purposes. In order to achieve a robust comparison the baseline vehicle should be tested on the standard NEDC under hot start conditions, while the modified conditions applicable for the vehicle equipped with the eco-innovation should be taken into account by a conversion factor being applied for the calculation of the CO2 savings. It is considered appropriate to maintain the conversion factor at the value of 0,960 in line with the conversion factor set out in Implementing Decisions (EU) 2015/1132 and (EU) 2017/1402. |

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| (6) | A key element in determining the CO2 savings is the proportion of the distance travelled by the vehicle over which the coasting function is activated, taking into account that the coasting function may be deactivated in other driving modes than the predominant driving mode. In order to take into account the diversity of the vehicles on the market, it is considered appropriate to establish a usage factor that is representative of the rate of activation of the technology for a wide range of vehicles in real world conditions. Based on data provided by the applicants, it is clear that the activation of the engine idle coasting technology is dependent of certain speed limits that may vary between different vehicles. Based on the database provided, it is appropriate to consider the coasting function to be active at speeds above 15 km/h. |

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| (7) | The information provided in the application demonstrates that the criteria referred to in Article 12 of Regulation (EC) No 443/2009 and the conditions referred to in Articles 2 and 4 of Implementing Regulation (EU) No 725/2011 have been met for a range of vehicles of category M1 with a conventional powertrain equipped with automatic or manual transmissions. Moreover, the application is supported by verification reports established by independent and certified bodies in accordance with Article 7 of Implementing Regulation (EU) No 725/2011. |

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| (8) | Based on the information provided with the current joint application, and taking into account the experience gained from the assessment of the application on the approval of the Porsche AG coasting function in the framework of Implementing Decision (EU) 2015/1132, from the assessment of the application on the approval of the BMW AG engine idle coasting function in the framework of Implementing Decision (EU) 2017/1402, and from an internal study evaluating the relative coasting distance, usage factors and CO2 savings for the coasting technology [(5)](#ntr5-L_2018331EN.01022501-E0005), it has been satisfactorily demonstrated that the engine idle coasting function meets the criteria referred to in Article 12 of Regulation (EC) No 443/2009 and that it can provide a reduction in CO2 emissions of at least 1 g CO2/km in accordance with Article 9 of Implementing Regulation (EU) No 725/2011 for vehicles of category M1 with a conventional powertrain. It is therefore for the type approval authority to verify that the 1 gCO2/km threshold referred to in Article 9 of Implementing Regulation (EU) No 725/2011 is met and to certify the actual CO2 savings for vehicle versions of category M1 fitted with the engine idle coasting function. |

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| (9) | Against that background, the Commission finds that no objections should be raised as regards the approval of the innovative technology in question. |

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| (10) | Any manufacturer should, in order to have the CO2 savings from the engine idle coasting function certified, provide a verification report from an independent and certified body confirming the compliance of the fitted vehicle with the conditions specified in this Decision together with the application for certification to the type approval authority. |

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| (11) | If the type approval authority finds that the engine idle coasting function does not satisfy the conditions for certification, the application for certification of the savings should be rejected. |

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| (12) | This Decision should apply in relation to the test procedure referred to in Annex XII to Commission Regulation (EC) No 692/2008 [(6)](#ntr6-L_2018331EN.01022501-E0006). With effect from 1 January 2021, innovative technologies are to be assessed in relation to the test procedure laid down in Commission Implementing Regulation (EU) 2017/1151 [(7)](#ntr7-L_2018331EN.01022501-E0007). This decision shall apply for the calculation of the average specific emissions of a manufacturer until and including the 2020 calendar year. |

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| (13) | For the purposes of determining the general eco-innovation code to be used in the relevant type approval documents in accordance with Annexes I, VIII and IX to Directive 2007/46/EC of the European Parliament and of the Council [(8)](#ntr8-L_2018331EN.01022501-E0008), the individual code to be used for the innovative technology should be specified, |

HAS ADOPTED THIS DECISION:

Article 1

Approval

The engine idle coasting function is approved as an innovative technology within the meaning of Article 12 of Regulation (EC) No 443/2009 provided the following conditions are met:

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| (a) | the innovative technology is fitted in conventional powertrain vehicles of category M1 with an automatic transmission or a manual gearbox with an automated clutch; |

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| (b) | the engine idle coasting function is automatically activated in the driving mode that is always selected when the vehicle is switched on regardless of the operating mode selected when the vehicle was previously shut down (‘predominant driving mode’); |

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| (c) | the engine idle coasting function may not be deactivated in the predominant driving mode by the driver or by external interventions; |

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| (d) | the engine idle coasting function is active at least down to 15 km/h; |

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| (e) | for vehicles with the capacity to coast down to a speed lower than 15 km/h, the engine idle coasting function must be de-activated at 15 km/h for the purpose of the test set out in the Annex. |

Article 2

Application for certification of CO2 savings

Any manufacturer may in accordance with Article 11 of Implementing Regulation (EU) No 725/2011 apply to an approval authority for certification of the CO2 savings from the engine idle coasting function by reference to this Decision.

The application for certification shall be accompanied by a verification report from an independent and certified body confirming the compliance of the fitted vehicle with the conditions set out in Article 1 and that the CO2 savings threshold of 1 gCO2/km specified in Article 9 of Implementing Regulation (EU) No 725/2011 is met.

Article 3

Certification of CO2 savings

The reduction in CO2 emissions from the use of the engine idle coasting function referred to in Article 1 shall be determined using the methodology set out in the Annex. The approval authority shall verify the reduction achieved, inter alia, by using the verification report referred to in Article 2 and shall certify that reduction level, provided that the threshold specified in Article 9 of Implementing Regulation (EU) No 725/2011 is met.

That reduction shall be taken into account for the calculation of the average specific emissions of a manufacturer until and including the 2020 calendar year.

Article 4

Eco-innovation code

The eco-innovation code No 25 shall be entered into the type approval documentation where reference is made to this Decision in accordance with Article 11(1) of Implementing Regulation (EU) No 725/2011.

Article 5

Applicability

This Decision shall apply until 31 December 2020.

Article 6

Entry into force

This Decision shall enter into force on the twentieth day following that of its publication in the Official Journal of the European Union.

Done at Brussels, 19 December 2018.

For the Commission

The President

Jean-Claude JUNCKER

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ANNEX

METHODOLOGY TO DETERMINE THE CO2 SAVINGS OF THE USE OF THE ENGINE IDLE COASTING FUNCTION

1.   INTRODUCTION

To determine the CO2 savings that can be attributed to the use of the Engine Idle Coasting Function, it is necessary to specify the following:

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| (1) | The test vehicles; |

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| (2) | The procedure to precondition the vehicle; |

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| (3) | The procedure to perform the dynamometer road load determination; |

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| (4) | The procedure to define the modified testing conditions; |

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| (5) | The procedure to determine the CO2 emissions of the eco-innovative vehicle under modified testing conditions; |

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| (6) | The procedure to determine the CO2 emissions of the baseline vehicle under Type 1 hot start conditions; |

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| (7) | The calculation of the CO2 savings; |

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| (8) | The calculation of the uncertainty of the CO2 savings. |

2.   SYMBOLS, PARAMETERS AND UNITS

Latin symbols

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| Formula | — | CO2 savings [g CO2/km] |
| CO2 | — | Carbon dioxide |
| c | — | Conversion parameter |
| BMC | — | Arithmetic mean of the CO2 emissions of the baseline vehicle under modified testing conditions [gCO2/km] |
| EMC | — | Arithmetic mean of the CO2 emission of the eco-innovation technology vehicle under modified testing conditions [gCO2/km] |
| Formula | — | Arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) hot start conditions [gCO2/km] |
| BTA | — | Arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) testing conditions [gCO2/km] |
| ETA | — | Arithmetic mean of the CO2 emission of the eco-innovation technology vehicle under type approval (NEDC) testing conditions [gCO2/km] |
| RCDRW | — | Relative coasting distance under real world conditions [%] |
| RCDmNEDC | — | Relative coasting distance under modified testing conditions [%] |
| UF | — | Usage factor of the coasting technology |
| Formula | — | Statistical margin of the total CO2 saving [g CO2/km] |
| Formula | — | Standard deviation of the arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) hot start conditions [gCO2/km] |
| Formula | — | Standard deviation of the arithmetic mean of the CO2 emission of the eco-innovation vehicle under modified testing conditions [gCO2/km] |
| sUF | — | Standard deviation of the arithmetic mean of the usage factor |

Subscripts

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| RW | — | Real-world conditions |
| TA | — | Type approval (NEDC) conditions |
| B | — | Baseline |

3.   TEST VEHICLES

The test vehicles shall fulfil the following requirements:

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| (a) | Baseline vehicle: a vehicle with the innovative technology deactivated or not installed. For that vehicle, it shall be verified that the coasting function is not activated during the NEDC test (i.e. the test run to obtain Formula ); |

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| (b) | Eco-innovative vehicle: a vehicle with the innovative technology installed and active in default or predominant mode. The predominant driving mode is the driving mode that is always selected when the vehicle is switched on regardless of the operating mode selected when the vehicle was previously shut down. Engine-on coasting function may not be deactivated by the driver in the predominant driving mode; |

4.   VEHICLES PRECONDITIONING

In order to reach the hot testing conditions of the powertrain, one or more complete preconditioning NEDC or mNEDC driving cycles shall be performed.

5.   ROAD LOAD DETERMINATION

The dynamometer road load determination shall be carried out on a chassis dynamometer as follows:

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| — | Preconditioning the vehicle according to point 4; |

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| — | Performing the dynamometer road load determination, according to the procedures defined in the UN/ECE Regulation No 83 Annex 4a — Appendix 7. |

6.   DEFINITION OF THE MODIFIED TESTING CONDITIONS

6.1.   Definition of the Coast Down Curve

The determination of the coast down curve in coasting mode shall be carried out on a chassis dynamometer and following these two compulsory steps:

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| — | Bringing the vehicle to operating temperature using the preconditioning procedure; |

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| — | Executing a coast down in coasting mode from 125 km/h to either a standstill or to the lowest possible coasting speed. |

6.2.   Generation of the modified NEDC Speed Profile (mNEDC)

The speed profile of the mNEDC shall be generated according to the following rules:

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| — | The test sequence is composed of an urban cycle made of four elementary urban cycles and an extra-urban cycle; |

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| — | All acceleration ramps are identical to the NEDC-profile; |

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| — | All constant speed levels are identical to the NEDC-profile; |

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| — | The deceleration values when coasting function is deactivated are equal to the ones within the NEDC-profile; |

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| — | The speed and time tolerances shall be in accordance with paragraph 1.4 of Annex 7 to UN/ECE Regulation No 101. |

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| — | The deviation from the NEDC profile shall be minimised and the overall distance must comply with the NEDC specified tolerances; |

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| — | The distance at the end of each deceleration phase of the mNEDC-profile shall be equal to the distances at the end of each deceleration phase of the NEDC-profile; |

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| — | For all phases of acceleration, constant velocity and deceleration, standard NEDC tolerances shall be applied. |

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| — | During coasting phases the ICE is decoupled and no active correction of the vehicles velocity trajectory is permitted. |

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| — | Lower speed limit for coasting vmin: The coasting mode has to be disabled at the lower speed limit (15 km/h) for coasting by pressing the brake pedal. |

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| — | Minimal stop time: The minimum time after every coasting deceleration to a standstill or constant speed phase is 2 seconds ( Formula  in Figure 1). |

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| — | Minimum duration for constant speed phases: The minimum duration for constant speed phases after acceleration or coasting deceleration shall be at least 2 seconds ( Formula  in Figure 1). |

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| — | During the deceleration phases, the coasting mode can be enabled if the speed is below vmax, vmax being the maximum speed of the test cycle. |

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| — | The coasting mode may be disabled for speeds higher than vmin. |

Figure 1

Illustration of parameters used to generate mNEDC

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

Shift profile generation for vehicles with manual gearbox

For vehicles equipped with manual gearboxes, the gearshift table shall be adapted using the following assumptions:

|  |  |
| --- | --- |
| 1. | The gearshift selection during vehicle acceleration remains as defined for the NEDC |

|  |  |
| --- | --- |
| 2. | the timing for the downshifts of the modified NEDC differ from the one of the NEDC in order to avoid downshifts during coasting phases (e.g. anticipated before deceleration phases) |

The pre-defined shift points for the ECE portion of the NEDC cycle are modified as described in the following table:

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

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| 1 | PM = gearbox in neutral, clutch engaged. K1, K2 = first or second gear engaged, clutch disengaged. |

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

7.   DETERMINATION OF THE CO2 EMISSIONS OF THE ECO-INNOVATIVE VEHICLE UNDER MODIFIED TESTING CONDITIONS (EMC)

The emissions of CO2 of the eco-innovative vehicles shall be measured in accordance with Annex 6 of UN/ECE Regulation No 101 (Method of measuring emissions of carbon dioxide and fuel consumption of vehicles powered by an internal combustion engine only). The following elements shall be modified:

|  |  |
| --- | --- |
| — | The preconditioning of the vehicle |

|  |  |
| --- | --- |
| — | The speed profile |

|  |  |
| --- | --- |
| — | The number of tests |

Preconditioning of the vehicle

The preconditioning shall be conducted according to Section 4 of the present Annex.

Speed profile

The speed profile shall be generated according to Section 6 of the present Annex.

Number of tests

The complete test procedure on the test bench shall be repeated at least three times. The arithmetic mean of the CO2 emission from the eco-innovation vehicle (EMC) and the respective standard deviation of the arithmetic mean (
![Formula](data:image/jpg;base64,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)
) shall be calculated.

8.   DETERMINATION OF THE CO2 EMISSIONS OF THE BASELINE VEHICLE UNDER MODIFIED TYPE APPROVAL HOT START CONDITIONS (

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

)

The CO2 emissions of the baseline vehicles have to be measured in accordance with Annex 6 of UN/ECE Regulation No 101 (Method of measuring emissions of carbon dioxide and fuel consumption of vehicles powered by an internal combustion engine only). The following elements shall be modified:

|  |  |
| --- | --- |
| — | The preconditioning of the vehicle |

|  |  |
| --- | --- |
| — | The number of tests |

Preconditioning of the vehicle

The preconditioning shall be done according to Section 4 of the present Annex.

Number of tests

The complete test procedure under type approval (NEDC) hot start conditions on the test bench shall be repeated at least three times. The arithmetic means of the CO2 emission from the baseline vehicle (
![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAAhAEsBAREA/8QAHAABAQACAgMAAAAAAAAAAAAAAAcFBgECBAgJ/8QALxAAAQMEAgIBBAEBCQAAAAAAAQIDBAUGBxEACBIhExQiMUEVIwkXJDM4YXF2tP/aAAgBAQAAPwD6IZyzLDwVY8rINXsm5bhpNOQ4/UVUNlh1cKOhPkp5xLrrZKB+/HyI/JGtnkvond6hV3HMPMETBWVVWPLZMr+bapkOQ23GSpSVvKZZlLf8ElKtkNnQG9a5asZZOsbMVlU7IeOLgYrNBqiVKjymkqTspUUrSpKgFJUlQIIIBBHNp4444445G+5X+lDLn/Tqp/5189Y+sGQex1F6E2zExl17j3EY9szBTJq7lYQZJLr33CL4eZUNnTfltRAGxvme6G31gjr91HoRXlF+tJqtxyIspDVHkmYzWnU+S4AhtJW8FIQ1v2DsAq9AjlqZ7udd5FTqdEj3FcTtRojaXqnERZ9XU9CbUnySp5AjeTYKRsFQGx75XqfeVs1Szo+QIVYYXb8qmpq7U9RKWzEU38odPlogeB2d6I/fMNiDLdk5yx/TMm48qC5lDq3yiO4438bgLbim1BSPyk+SD6PvWj++bnxxxyQdq7ZyPfmE7nxvjW1IFZn3dSplHddmVUQkQkvMqSHvba/k0SPtGv8AnkowBQ+2OB+vtt4fhYMtiq1W2qc7EZqDl6pbjuuqdcWlSmxGKgkeY2N79cynT7psnBFkNHJNVi168JN0ybzddhFbcSBPejLjFLP4LiQ044CVjW1HQGgea91/Sl3+0I7PNuALQqmWulST7BH0hGubX2Wpcey8NWz1vxRbMuYu7pbVDj0OBMbblKobP9apfE5IUEj/AA6VN7Wse3kje9Dk66W1SsYlz/lPrrX7NnWbTLhc/vAs6j1OVHffbjvq+KW2FsOOIIDqEkJCiUpBJ/PK1hLtZRb3q10Wrkao0WhV6k3/AD7JpseOHw1NWwlPxAOuDxLrmnVBGwdJ0B+zQKh2Cw9S7jetede0VqXGnIpcl74nTDjTllARFdlBPwtvKLiNNqWFe/xzX8b9pMbZPzFe+GKBIdTV7LeajrW62tImOeKi/wDGCkaS0oJSVE/cVbTsDZsfHHOriEuoU2sbSsFJG9ejyd2t13wnZF0v3vaWOqXSq/KV5yajGC0SJB3v+qvy2579/dv3zLVTEONK3flPyfVrNp0u66UgNwas6gqkR0aI8UHf2j2fQ/O+eLcGDsT3RfMPJtesWmTLspyEIh1h1CvqY6U78UoWCCkez6Ggdnf5PJIz03fZZjEZQWZMbKTmVA5/DJ8FTlpIMbw+b/K2Sd78v9+c17p25VqZcuPIuQfp8d3pdi7wrdMXTfOo/VKkMyFssS/kCUNLdZ2fJpSwDoK/fNqt7r7Xrb7C3PmOnZIkNUW7JESoVGhNRPBT0qNBVDbQt7zIUwEq+Xw8Ar5EoPloaNq44444444445//2Q==)
) and the respective standard deviation of the arithmetic mean (
![Formula](data:image/jpg;base64,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)
) shall be calculated.

9.   CALCULATION OF THE CO2 SAVINGS

The formula to calculate the CO2 savings is the following:

Formula 1:

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

Where

|  |  |  |
| --- | --- | --- |
| Formula | : | CO2 savings [gCO2/km] |
| BMC | : | Arithmetic mean of the CO2 emissions of the baseline vehicle under modified testing conditions [gCO2/km] |
| EMC | : | Arithmetic mean of the CO2 emission of the eco-innovation technology vehicle under modified testing conditions [gCO2/km] |
| BTA | : | Arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) testing conditions [gCO2/km] |
| ETA | : | Arithmetic mean of the CO2 emission of the eco-innovation technology vehicle under type approval (NEDC) testing conditions [gCO2/km] |
| UFMC | : | Usage factor of the coasting technology under modified conditions, which is 0,52 for vehicles equipped with a conventional powertrain and an automatic transmission and 0,48 for vehicles equipped with a conventional powertrain and a manual transmission with an automated clutch. |
| UFTA | : | Usage factor of the coasting technology under type approval (NEDC) conditions |

Since the innovative technology is not active under type approval (NEDC) conditions, the general equation for calculating the CO2 savings can be simplified as follows:

Formula 2:

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

The term UFMC of the Formula 2 will be hereafter simply written as ‘UF’ since it is the unique usage factor thanks to the previous simplification.

To determine BMC, the same modified testing conditions should be followed by a vehicle which does not have the coasting function.

The assumption is that the baseline vehicle is able to perform a sailing curve (line 2′ in Figure 2) without disconnecting the engine from the wheels, although with lower efficiency than a coasting vehicle (able to disconnect the engine from the wheels). Sailing is intended as the hypothetical coasting behaviour of the baseline vehicle.

Figure 2

Sailing curve for baseline vehicle

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L/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nDw1dL/MeXey0/zi5u9Ppf6OsR9zwfAO9Ppf6OsR9zwfABTPhq6X+Y8u9lp/nFGd1nrTgWq9BYqzGrff6C+2qd6JNVQRRtdC9N1TiZI53E17WqnLtcbZ70+l/o6xH3PB8A70+l/o6xH3PB8AFB4b3aGFwYrbYMlsuRvvMVMxlY+lhhfE+RE2VzVdKi7LtvzTludt4aul/mPLvZaf5xc3en0v8AR1iPueD4B3p9L/R1iPueD4AKZ8NXS/zHl3stP844107sfSS526ot9djuVzU1RGscrHUdOqOaqbLyWYu/vT6X+jrEfc8HwDvT6X+jrEfc8HwGJjMYltTVNExVTOJhkDQjukcW09uN2pa2gvtXZqxUfD0cUXSse1VRF4VkRvNq8+fYnWWz4aul/mPLvZaf5xc3en0v9HWI+54PgHen0v8AR1iPueD4COxZpsURRRyXuKcSvcT1NWpv47dWM4jGcRjKmfDV0v8AMeXey0/zh4aul/mPLvZaf5xc3en0v9HWI+54PgHen0v9HWI+54PgJXPUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUz4aul/mPLvZaf5w8NXS/zHl3stP84ubvT6X+jrEfc8HwDvT6X+jrEfc8HwAUw/u1NMFY5EseXIqpy/5LB84p7TfuwswsFetFklEzI7N9IcrZZV6OujiV6qicaKrX7NXkipz6uI2O/SbTBWORunWI77cv/Q8HwFS6ZdyRg1iukt5yxyZHVSPc9lEsfR0UG7uJERic37Jy8ZdlT9EC39KNRsa1Lxz8e4zJWOp2uRkjKqlfC+N22+3PxXcu1quT1kvPRQUdLQUUNFQ00VNSwMSOGGJiNZG1E2RrUTkiInYh7wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQC/6z6X2G81VnvGa2mir6STo54JZFR0bvIvIn5nnuvrVbGVmm9S220aTVWbULaiT6Ozilaqruj123ci+RdwLPsuquF3rJLJY7Nc3XGW90s9VQz08TnQPZC5Wybv6kVHNVNvKnrTeblJ5bWVdq7pXELDa6qehtD8cuMr6GnesdO96Kqo5Y27N4kXnvtuUZiFbqZNgOleXUmq2RR3TJL2+x8FS5KimghV8saPdE7/LSIrVdxPVetETbh3A2+DKdflebaaWvWfH6bLbpfkxult1Taq26K2eqgdWbJIquXZHI3fdEXkm3V1nc9z1XZxQ6lUVvqKnO6zGrtZXVc78skge9axqsXpKZzHuVIVa5PF6k3578lA0mAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUZ3XLUV2l+6Iv8A6+W5Or1uAA8dQ1XwtMO5/wDstcv/ANiotO/+hLuev/nh38RUAAWzYaSlru6B1vo62mhqqaWzWtskMzEex7fo0nJWryVCo/wdFJSrmGZ1K00KzwxRxxSKxOKNiyLu1q9aIvCm6J5E8gAG1QAAAAAAAAAAAAAAAAAAAAH/2Q==)

A common characteristic of a baseline vehicle is that, during deceleration phases of the type approval (NEDC) (3) and modified (2′ + 3′) testing conditions, no fuel is used (cut-off).

The definition of the coasting curve (1′ + 2′ + 3′) for the baseline vehicle is a complex process since different parameters are involved (e.g. gear range, electric power demand, transmission temperature). Since it would therefore be difficult for the driver to follow this speed trace without exceeding the speed and time tolerances, it has therefore been proposed to use a conversion parameter (i.e. c-factor) to calculate the CO2 emissions of the baseline vehicle under modified conditions (BMC) from the CO2 emissions of the baseline vehicle emissions under type approval (NEDC) hot start conditions (
![Formula](data:image/jpg;base64,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)
).

The relation between 
![Formula](data:image/jpg;base64,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)
 and BMC is defined using the c-factor, shown on the following Formula 3

Formula 3:

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

As consequence, Formula 2 becomes

Formula 4:

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

Where

|  |  |  |
| --- | --- | --- |
| c | : | Conversion parameter which is 0,960 |
| Formula | : | Arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) hot start conditions [gCO2/km] |
| EMC | : | Arithmetic mean of the CO2 emission of the eco-innovation vehicle under modified testing conditions [gCO2/km] |
| UF | : | Usage factor of the coasting technology under modified conditions, which is 0,52 for vehicles equipped with a conventional powertrain and an automatic transmission and 0,48 for vehicles equipped with a conventional powertrain and a manual transmission with an automated clutch. |

Determination of the Usage Factor

The usage factor has been defined by Formula 5.

Formula 5:

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

With:

|  |  |  |
| --- | --- | --- |
| RCDRW | : | Relative coasting distance under real world conditions [%]; |
| RCDmNEDC | : | Relative coasting distance under modified NEDC testing conditions [%]. |

The relative coasting distance RCD under real world conditions is defined as the distance travelled with coasting active divided by total driving distance per trip.

10.   CALCULATION OF THE UNCERTAINTY

The uncertainty of the total CO2 saving should not exceed 0,5 g CO2/km (Formula 6).

Formula 6:

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAAlAOcBAREA/8QAHQAAAgICAwEAAAAAAAAAAAAAAAcGCAMEAgUJAf/EADYQAAEDBAEEAQIFAgMJAAAAAAECAwQFBgcRAAgSEyExFCIVFjJBUQlxFzNCGCM0UlVhkZbU/9oACAEBAAA/APVPhw4cOHDhw4c0otbo06ozKRCq0KRPpwbMyK0+hbscL32FxAO0d3arWwN6OvjmSpVOm0WnyatWKhGgwYbSnpEmS6lppltI2pa1qICUgeySdciFgZvxFlOW/Ax5kOiV6VGb8rjESSFOePevIEnRUjZA7hsex79jk44tHepjp5ZYefezbZKDHccZdaVW44eS4hZQpHi7u/uCgR29u98ZQIUAoHYPsc+86m6rrtqx7en3beFchUejUtkvzJ0x4NMsNj/UpR9D+P8AuSBxR0nrPwNVvDNVWK9TaFKUwiJcVUtyfCo8gujaSmY80lpKfaR3rKUkqTonfJ9Z+YceXvjSPl+k3HGYtGS0/IRU5q0x2Qy06tpTilLICUdzZIJOiNH9+QGR1mYOi0z80yZ1xN2eVBCbuNuzTRFrK+0ASg3rt378mvHr4XxzUir0q4KVErlDqMafTp7KJEWVGcDjTzShtK0KHpQIIII5uc4OutMNLffcS222krWtR0EpA2ST+w4iYPWrg00G0rguSp1S3419znYNuqmUx51uoKTKVHQpLzCXGkhxSO5AWtKuwhRAHHzw4cOKDqB6gImFpFnW6xEpbldv2qO0qlPVmoiBTIy22i4tyS/2qKU6CUpSlJUpSgBrmzhvJuQLzua67Vv616BT3bdZpr8WoUKpOzYVRblIeUVNuONNn7PEEkaPs/wRzbqnUtgOi3Q5ZtTyzbjNXYeEeQx9YFJjO9xT43nE7QyrYI7VqSf/ADybWxdNu3pRmritSsRqpTH3HmmpUZfe2tTTimnAD++loUn+4PO14cOHF5nnNdA6f8bVDJly0KvVeFAKUGLRoKpL6lKB0VAaS2j17cWQketnZAKasxnOvVhR4l61jK9Nx9j6enyRqNYVTbnVSU2R+mVVQChpWj7QwnY+CvfHdifCWM8JUeRR8c2y1TvrnEvVCY44p+ZUHgD/AL2TIcJceX7PtSjrZ1riA/qVVyrqxDZ+LqQ8Wf8AE2+6PbEpxS+1sxnHC4tDmgSUK8aQQPetj2CQcHW86bIvnplrlppRS50bJUGgNPR0hJTTpLRbfi/x41JSkFPx9o/jlwOecdh2rjLAlHR1CZb6OHWGqTccwVa9ZchC5sVaqnIDNQTTl+/CA80PKCHCAlQQQEk+gFRvW2qZZMrIj1SQ7QIlLXWVzGAXEqhoaLpcSB7UOwbGvnlSar135Oj2tY2QoODKUm1csVluhWbJl3GUyG33VlLDk9pDKvGh3tUoBtSygD7vetwnN9dvLPXVr09dOWaLcYolFlUZ28bntpmZ9VGlT2kySiO6pJCXWkGKNH2D5FeuXwuK0bbuu1Z9kV6jxpVDqUJdPkQlNjxKjqT2lAT8Aa+NfGhr4550dRePaxjayOl/oSqVVafty6Ltcj1qSwpSjKhMz0rZYVsJJBTKSV/H3IGvQ56OyLct+Vb67Tk0WE7RXIn0K6ephJjmN29ni8eu3s7fXbrWuUq/prXZ+V6fnPEVSq4btbFt8zI1JkTpCUpiQluPAtlR0lCElgq+dbcV6HLi2bkbH2RIz8ywb4oNyMRVht9ylVFmWlpRGwFFtR7Tr+eLTrAuqrUfDMuzbVU7+Z8iy2LMogaT3LS/NJQ478jQaYD7pO9Ds98SHXraNDx5hHBFj27HTGpNvZLtanRG9+kMspcQnZ/snjjs/qMvrIuUq/aNgYYRWbNt+amE7eyLkZTAkqLaVKEdHiJeWgq7VBKilJSQVb9cgdg9W2ecn37k/HNr9OtKYqmNnW2ZL0u6e6Kt4o7vpw4iOVLdc7V9mkBI1tSh8HVZ66bur2CJPUta+FUIsm3kn8wNVSt+GoF1DoakNQ0IaUhzxKP63FNhZBAA1s2utuv066rdpd0UdxTkCsQmJ8VaklJUy6gLQSD7B7VD1xAdYdNYuOVYNpXXg6bkyw6pNn/maLBpxkyachDALMtpaSFoUlRV6bUFrBIT3H7TX6j2PeWA8S9SF1YAgXzbmO3LVak2lArjchuVEqSUPfWvRY74D7LSUKTpSwD3JJHcEg8tR0nWfj+F0wWFBtqiUpdLrdtQplQ8aEvInyX2ErkuPKO/KtTillRUSd7HILj7JVg4Kx3ZOE8G0GrX/Vas9XFW9SmAiClqNHqLwkOSXXjqPHZdWWg4Qor7R2hRPJ1B6h6nQq7cNDzFjp2ym7YtVd1zqomptzqe7GQ4UrSy4lCFKUntPcFIQdkAAgg86lXU1eEGyVZjuDBdYpeN/pm6gZ7lSaVV2IKlDct6nBP2NpQS6UpdW4Ee+zewHhSK7R6/SYFeotTjzKfVI7cuFJZcCkSGXEhSFoP7gpII/vzf5xWhLiShaQpKgQQRsEfxxF3j0g48m1h29cTVGpYpvJa1O/jFqqSw1IWfZEqGR9PJSSPYUjZ/5hyZ4eTnWHDqVGzgu1ahIgOtoptboPlZFTZIPct6K4D9O4DoEJWtJ2da1xW9fuDLnzhg5liw6Smp3RaNchXLS4fm8S5SmFEOMtrJCQtTa19pV62APRO+Q3Lrdx9V2TMF0y1rAu2h0ezbkbvW5qjXKLIgJp6o7Z8MNJfSkPOOOFaT4+4JACt6PGTU8w5WqudLt6e5eN3bdgVG2Zk2zLwTPStE19pplLpUgDbZbclN6/f7D/I5Xyvzc3310ZP9LtZs/Jlw5huBpNGqc+4aKfoY6lSgt2QuolP0y46GgexaVrd0Ueu4erWQbat/C3TGxZt412D+D2hZqaXUahMTqOppiJ43FrBB+w6PrR2DrR+OUHxczOszGuMbgy109dRFw2ljREetwYKxTn6RCkpT/wAc2ylLc1xtHct1CHSewK+NDlkeoLG1y5jmYn60el2TErFzWmwmdEp7rqY6bgo0lILkXyq9Nudi3AAr1tax6IG2ArqkqtboDUWzcCZNcvSaksMUarW7IgRYsn2CZM9xP06WUEbK0LWSnXakk64tM8dF933fgbHzVm3DFXlnFMz8w0qorK0sz5y3fqJUcKJ7m23HtFG/SexAOhsier6tqsqykuxenrKzt9rZ+nFurtaQ20mfrRSqaR9MGO8f5vlI7Pet+uLbEvQjVIXTlcdmZVvIUu9Mg3M3d931KnhEppa2pQfREUXhpbQAPcfX3LX7I+c+J6VQb0645uasc0qBb1kG0HrfiTGSIybxmsvo8siMyCPMzGT2t+cJKTtOiQQQx5vkyv1jQoIQ25QMKUQzXiQpQcr1UQUND47dsxELV+5BkD45D/6gNmVvKVGx7YcLD923tSId4U+v15NGS0lBpzIeQ8yHFuoUHSHBoAexv7geR3p5Yyp01ZOuXGFDwlftUwvX3mK5bLqGI5etqRKQlciAtCntllC1EbCj2FB13dxPMfTtPyXjXL3UDkC4unvJP4fftbjVqiNtQYqnXWmkKbLawZGkOEuAgbI0FHfrRg8O3MxH+nlXunV3p9yC3eU1mbFaZMSKY5VJqD0lKvJ5/wBKUaCjr0pQAB+eXP6en6srC1nU6vWrWLdqNIo0OlSoNVaQ2+l2OwhpagELWCglJKTv2Neh8cYnOD7DMllyNJZQ606kocbWkKStJGiCD6II/biNpvSLaFtMzaJYeRsh2latQddeftmjVsNQEFxSlLDBU2p6KklR+1hxsfwB75p3t07V+2rxsfJ/T6/RKdU7CoEm2Gbeq6XBT6hS3VtrLXnRtxh4LaSoO6Xs/qB2Tzsqzi/J2brWvK3MzS6bbFJue3ZFusUegTVTjH83+ZMckOtNhbnpISgNhITvZJPIhXsY9VVzYlV07zqhY8SlSqV+ATr4iy5KZjtP8fjUpqnBsJbfU39pJkKQD3HWiBxIdVtoYAsGTJxWxeEf86P2bSqPbhr87wRbOgwwpsVJuR6c+pWAkhpolxxTSft1tXL2Y7Lxx/bJkVOZUnfweF3zJrBZkSVeFG3XWyAULUfuUkgEEkc433j+18k0VNv3dGmPwUPpkhMWoyYS/IkEA+SO4hetKPrej+49DkA/2ScG/wDQ7i/9wrP/ANXJnj7FFkYubnNWZCqEdNRU2qR9XV5k7ZQCE9pkuudn6j+nW/33ocl/DkXhY+o8TIdTyY7Lmy6tUKexSmkyHEqZgxW1Fam2EgAo8iyFrJJKilPwEgclHOgv2x7ayXZdax/eMEzKJcEJ2BOYS4psuMuJ0oBSSCk/wQeKaZ013tOthzHEjqVvg2W7D/DlwkxYKKkYvb2+L8RS0HQNfb3a7+313b+7jfs60LcsC1aVZVoUtqm0WiRG4UGI1vtZZQNJSCfZ9fufZPs87nhw5FMn43oGW7JqOP7plVVmkVZAZmCmznIjrrX+psuNkKCFfCgD7Ho+iRxfYf6QMO4RuWLddmC5351Pp7lLgirXDLnswo7hR3oZadWUN7DSB6HwkDkiwhiadjCJdVQuGtN1m47yuSdcFUnob7UqDigiMykH2EtRm2WwPjaVEfPGVw4cOHDhw4cOHMLsSI8rveitOK+NqQCeZQABoc+8OHDhw4cOHDhw4cOHDhw4cOHP/9k=)

|  |  |  |
| --- | --- | --- |
| Formula | : | Statistical margin of the total CO2 saving [g CO2/km], |

The formula to calculate the statistical margin is

Formula 7:

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

Where

|  |  |  |
| --- | --- | --- |
| Formula | : | Statistical margin of the total CO2 saving [g CO2/km], |
| c | : | Conversion parameter which is 0,960 |
| Formula | : | Arithmetic mean of the CO2 emission of the baseline vehicle under type approval (NEDC) hot start conditions [gCO2/km] |
| Formula | : | Standard deviation of the arithmetic mean of the CO2 emission of the baseline vehicle under modified testing conditions [gCO2/km] |
| EMC | : | Arithmetic mean of the CO2 emission of the eco-innovation vehicle under modified testing conditions [gCO2/km] |
| Formula | : | Standard deviation of the arithmetic mean of the CO2 emission of the eco-innovation vehicle under modified testing conditions [gCO2/km] |
| UF | : | Usage factor of the coasting technology, which is 0,52 for vehicles equipped with a conventional powertrain and an automatic transmission and 0,48 for vehicles equipped with a conventional powertrain and a manual transmission with an automated clutch. |
| sUF | : | Standard deviation of the arithmetic mean of the usage factor, which is 0,027; |

11.   ROUNDING

The calculated CO2 savings value (
![Formula](data:image/jpg;base64,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)
) and the statistical margin of the CO2 saving (
![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAAeAD4BAREA/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAUGBwgCAwQJ/8QAKBAAAQQCAgIDAAEFAQAAAAAAAQIDBAUGBwAREiEIEzFBFBcjMlFh/9oACAEBAAA/APQ3be7KfVc/GcZbobLI8rzSVIiY/RV5abdmrYaLryi68tDTSEIHZUtQ/QACTzTqPc0rZl7lmKXWu7rDrzDXYTVhCspEZ/y/qWS62ptyO4tCk+I/e/3sdeuPaRlmKxLpnG5eTVTNvJHbMBya2mS6PftLRPkr8P4P4PO+HNh2MdMuvlsyWFkhLrLgWhRBIPRHo9EEH/0Hm/hw4cqF884emMkyTVWD7trreDU2sm2kxctpnnWZuNyWG45Q99iApKGV+fTi1pKU+CFHrx8hC2IZ5sjQGm/kpf612bY7Ew7GKqrXhOaWrCX3VynUqbfaErrqWIwcb6PtAI8fXtIsnoX4saIkaLxyRdYFXX9vldPEubm/tW0yrWZOktJeckGWofalfmslJQpPj0Ouuucurc/1z8W9Ha+1YvJpef3UsWMagh4xGXYzbn65bqnVIA6SA35hLjrikICgrsjkiYv8lMHvbjIsev6bI8NssSo28iu2MjgpiphwVlfThdStbbg/xuEqbUpI8SCewQESH8v9eP1TGZWGK5rU4HNWwmHmdhT/AE1D6XnA226SV/eyypRHTrrSG+iD5dEEzk24282h5lxK21pCkqSewoH8IP8AI5lzFTba/wDdCVeiPY79H9HE3IMYx/K8csMRyKoiz6a2iuwpsJ5ALT7DiSlaFD/hBI5BGJfGfbmtsb/tnrb5LWNXgjCFsVsabj0edbVEYlXixFmrWE+CAUpQXmXVJA9H86Qci0RmWkdq4Jt7SuIJzCjxPDJGFWOOqnoYtHGHZSZJnMOu9NPPqcSS4lxSPLyUQrtXpXz7Atk/JzBdi0Vrg7euImS4orHapdymM/auPlxTinHzGW4luOD4pS2HFElS19DsDjZ2IPkls7RMv42jQi6bIbumTjtpkr9rDdx2KwUJbdksHzVJeJb7KGywhSVK9qHj5cb3yJxG211W1mH0m7coXawcBiY/gGJY/cO1s9+4jdtqtZJbcS0YwT9H2F9Km0hCv5Piq0ekrO+udP4Xa5RkNffXEqihOz7OvUFRpkgsp+x1sj0UqV2QR6P6PXHtw4cOHDjIzbR2mtk2rd7sLVWJ5LYssCK3LtadiU8hkEqDYW4kkJ7Uo9fnZPHhAgwquDHrK2IzFiRGkMR2GUBDbTaQEpQlI9BIAAAH4Bz/2Q==)
) must be rounded up and expressed to a maximum of two decimal places.

Each value used in the calculation of the CO2 savings (i.e. 
![Formula](data:image/jpg;base64,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)
 and EMC) can be applied unrounded or must be rounded up and expressed to a minimum number of decimals which allows the maximum total impact (i.e. combined impact of all rounded values) on the savings to be lower than 0,25 gCO2/km.

12.   DEMONSTRATION THAT THE MINIMUM THRESHOLD IS EXCEEDED IN A STATISTICALLY SIGNIFICANT WAY

In order to demonstrate that the 1 gCO2/km threshold is exceeded in a statistically significant way, the following Formula shall be used:

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

Where

|  |  |  |
| --- | --- | --- |
| MT | : | Minimum threshold [gCO2/km] |
| Formula | : | CO2 savings [gCO2/km] |
| Formula | : | Statistical margin of the total CO2 saving [g CO2/km], |

Where the CO2 emission savings, as a result of the calculation using Formula 4 are below the threshold specified in Article 9(1) of Implementing Regulation (EU) No 725/2011, the second subparagraph of Article 11(2) of that Regulation shall apply.

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