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French standard depreciation method description

This document is an appendix to the documentation on Depreciation methods.

Standard includes a number of depreciation methods. Some are associated with a given legislation, while others are common to all legislations.

This document describes the calculation principles of the depreciation methods associated with the French legislation.

LP - French straight-line

It is the straight-line depreciation method applied according to French rules.

Examples

Example 1

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1)  312.33

312.33

1/1/2006 – 6/30/2006

9,687.67

(2) 991.78

1,304.11

7/1/2006 – 6/30/2007

8,695.89

2,000.00

3,304.11

7/1/2007 – 6/30/2008

6,695.89

2,000.00

5,304.11

7/1/2008 – 6/30/2009

4,695.89

2,000.00

7,304.11

7/1/2009 – 6/30/2010

2,695.89

2,000.00

9,304.11

7/1/2010 – 6/30/2011

695.89

695.89

10,000.00

(1) 10,000.00 * 20% * 57/365 since the asset is held only for 57 days during this 1st fiscal year.

(2) 10,000.00 * 20% * 181/365 since the duration of this 2nd fiscal year is 6 months = 181 days.

Example 2 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 1,261.64

1,261.64

1/1/2006 – 31/12/2006

8,738.36

(2) 1,500.00

2,761.64

01/01/2007 – 31/12/2007

7,238.36

1,500.00

4,261.64

01/01/2008 – 31/12/2008

5,738.36

1,500.00

5,761.64

01/01/2009 – 31/12/2009

4,238.36

1,500.00

7,261.64

01/01/2010 – 31/12/2010

2,738.36

1,500.00

8,761.64

01/01/2011 – 31/12/2011

1,238.36

1,238.36

10,000.00

(1) 10,000.00 * 15% * 307/365 since the asset has been held for 307 days during this 1st fiscal year.

(2) 10,000.00 * 15% = 1,500.00

Example 3

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 1,261.64

1,261.64

1/1/2006 – 31/12/2006

8,738.36

1,500.00

2,761.64

01/01/2007 – 31/12/2007

7,238.36

1,500.00

4,261.64

01/01/2008 – 31/12/2008

5,738.36

(2) 512.30

4,773.94

(1) 10,000,00 * 15% * 307/365 since the asset has been held for 307 days during this 1st fiscal year.

(2) 10 000,00 * 15% * 125/366 = 512.30 for the asset has been held for 125 weeks during this fiscal year

Example 4

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 1,465.75

1,465.75

1/1/2006 – 31/12/2006

8,534.25

2,500.00

3,965.75

01/01/2007 – 31/12/2007

6,034.25

2,500.00

6,465.75

01/01/2008 – 31/12/2008

3,534.25

2,500.00

8,965.75

01/01/2009 – 31/12/2009

1,034.25

1,034.25

10,000.00

(1) 10,000.00 * 25% * 214/365 since the asset has been held for 214 days during this 1st fiscal year.

Distribution of the 2005 fiscal year charge based on the weight of the periods:

Period

Number of days / Weight

Number of holding days

Charge

01/01/2005 – 31/03/2005

90 / 90

0

0.00

01/04/2005 – 30/06/2005

91 / 90

30

(2) 242.05

01/07/2005 – 30/09/2005

92 / 60

92

(3) 489.48

10/1/2005 – 12/30/2005

92 / 90

92

(4) 734.22

Fiscal year 2005 total

1,465.75

(2) 1,465.75 * (90 / 91 * 30) / [ (90 / 91 * 30) + (60 / 92 * 92) + (90 / 92 * 92) ] = 242,05

(3) 1,465.75 * [ (90 / 91 * 30) + (60 / 92 * 92) ]
/ [ (90 / 91 * 30) + (60 / 92 * 92) + (90 / 92 * 92) ] = 731.53 - 242.05 = 489.48

(4) 1,465.75 * [ (90 / 91 * 30) + (60 / 92 * 92) + (90 / 92 * 92) ]
/ [ (90 / 91 * 30) + (60 / 92 * 92) + (90 / 92 * 92) ] = 1,465.75 - 731.53 = 734.22

Example 5 with application of the Specific rule: 1st fiscal year counted for 1 year

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 1,465.75

1,465.75

1/1/2006 – 31/12/2006

8,534.25

2,500.00

3,965.75

01/01/2007 – 31/12/2007

6,034.25

2,500.00

6,465.75

01/01/2008 – 31/12/2008

3,534.25

(2) 3,534.25

10,000.00

(1) 10,000.00 * 25% * 214/365 since the asset has been held for 214 days during this 1st fiscal year.

(2) Charge = (Ne value – Residual value), that is (3,534.25 – 0.00) = 3,534.25. Taking into account the fact that the 1st 12-month fiscal year [01/01/2005 – 31/01/2005] is counted for 1 year and that there has been no fiscal year different from 12 months during the asset depreciation.

Depreciation origin

The depreciation is calculated from the day of first use of each depreciable element onwards. The day specified as depreciation start date is retained.

Duration

You can specify the duration or the rate.

If you specify the duration, the depreciation rate and the depreciation end date based on this duration are automatically determined. If you specify the rate, the depreciation duration is automatically determined based on the entered rate.

The duration is expressed in years and hundredths of years, for example 6.67 for a duration of 6 years and 2/3. 

Rate

When you specify the rate, the depreciation duration based on the rate entered is automatically determined, which is used to calculate the depreciation end date.

When the depreciation rate is not specified, the rate is determined as follows: 1/duration.

Depreciation end date

The end date depends on whether the Specific rule is applied or not: 1st fiscal year counted for 1 year.

You can set this rule, specified at asset depreciation schedule level, or it can come from the application of section associations.

Examples made without application of the rule: 1st fiscal year counted for 1 year.

Start date

Depreciation duration

End date

1/1/2005

5 years

12/31/2009

7/1/2005

5 years

6/30/2010

3/14/2005

5 years

3/13/2010

1/1/2005

6.66

8/31/2011

7/1/2005

3.33

10/31/2008

3/14/2005

3.33

7/13/2008

Prorata temporis

The prorata temporis is expressed in days. It is applied in the following situations:

Specific rules

For this depreciation method, 2 specific rules are available:

1st fiscal year counted for 1 year

This rule affects the determination of the Depreciation end date.

Software, 12 months

This rule, which is authorized only for this depreciation method, can be used for accelerated software depreciation over 12 months.

You can select it or it can be determined by the section associations.

Depreciation charges

The fiscal year charge is equal to:
Depreciable value * Depreciation rate * prorata temporis in days

Notes:

Depreciable value = (Gross value – Residual value)

Gross value = Depreciation basis

The value of the depreciation rate used depends on the RNDCHGLPDF - LP/DF rounding change parameter (AAS chapter, CLC group). If it is set to No, the rate is rounded to 4 decimals. If it is set to Yes, the rate is determined without any rounding.

If the Priority to the rate is not selected in the Depreciation method setup, the depreciation end date has priority over the rate. In this case, if the depreciation end date is in the calculated period or fiscal year, the depreciation is closed. Net value - Residual value.

There can be a small difference in the calculation results of an LP-mode depreciation method between Abel X3 (version 140) and the current version of Sage X3. This difference is normal and can occur when the RNDCHGLPDF LP/DF rounding change parameter is set to No. It occurs because in that case, in the current version of Sage X3, the rate is rounded to the 4th decimal.

Distribution of the fiscal year charge on the periods

If the fiscal year is divided into several periods, the fiscal year charge is distributed over these periods. This distribution is applied according to the following rule:

Period Charge (pc) = Fiscal year charge *

[ S p1 to pc ( (Period weight / Number of days in the period) * Number of holding days in the period )

/

S p1 to pf ( (Period weight / Number of days in the period) * Number of holding days in the period ) ]

-

Depreciation total of previous periods

p1 to pc = from the 1st holding period in the fiscal year to the current period included (1)

p1 to pf = from the 1st holding period in the fiscal year to the last holding period in the fiscal year

(1) Unless the asset is issued in the fiscal year before this current period or if it is completely depreciated in the fiscal year before this current period. The minimum period retained from one of the following:

DF - French declining

Examples

Example 1

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1)  583.33

583.33

1/1/2006 – 6/30/2006

9,416.67

(2) 1,647.92

2,231.25

7/1/2006 – 6/30/2007

7,768.75

2,719.06

4,950.31

7/1/2007 – 6/30/2008

5,049.69

1,767.39

6,717.70

7/1/2008 – 6/30/2009

3,282.30

(3) 1,641.15

8,358.85

01/07/2009 – 30/06/2010 (4)

1,641.15

1,641.15

10,000.00

(1) 10,000.00 * 35% * 2/12 since the asset is held for only 2 months during this 1st fiscal year.

(2) 9,416.67 * 35% * 6/12 since the duration of this 2nd fiscal year is 6 months.

(3) 3,282.30 / 2 residual years = 1,641.15 > 3,282.30 * 35% = 1,148.81

(4) The depreciation end date is 30/06/2010

Example 2 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2003 – 31/12/2003

10,000.00

(1) 1,750.00

1,750.00

1/1/2004 – 12/31/2004

8,250.00

2,887.50

4,637.50

1/1/2005 – 12/31/2005

5,362.50

1,876.88

6,514.38

1/1/2006 – 6/30/2006

3,485.62

(2) 609.98

7,124.36

7/1/2006 – 6/30/2007

2,875.64

(3) 1,437.82

8,562.18

01/07/2007 – 30/06/2008 (4)

1,437.82

1,437.82

10,000.00

(1) 10,000.00 * 35% * 6/12 since the asset is held for only 6 months during this 1st fiscal year.

(2) 3,485.62 * 35% * 6/12 for the duration of this 4th fiscal year is 6 months.

(3) 2,875.64 / 2 residual years = 1,437.82 > 2,875.64 * 35% = 1,006.47

(4) The depreciation end date is 30/06/2008

Example 3 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2002 – 31/12/2002

10,000.00

(1) 1,750.00

1,750.00

1/1/2003 – 12/31/2003

8,250.00

2,887.50

4,637.50

1/1/2004 – 12/31/2004

5,362.50

1,876.88

6,514.38

1/1/2005 – 12/31/2005

3,485.62

(2) 1,742.81

8,257.19

1/1/2006 – 6/30/2006

1,742.81

(3) 435.70

8,692.89

01/07/2006 – 30/06/2007 (4)

1,307.11

1,307.11

10,000.00

(1) 10,000.00 * 35% * 6/12 since the asset is held for only 6 months during this 1st fiscal year.

(2) 3,485.62 / 2 residual years

(3) 1,742.81 / 2 residual years * 6/12 for the duration of this 5th fiscal year is 6 months.

(4) The depreciation end date is 30/06/2007 .

Example 4 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2002 – 31/12/2002

10,000.00

(1) 1,750.00

1,750.00

1/1/2003 – 12/31/2003

8,250.00

2,887.50

4,637.50

1/1/2004 – 12/31/2004

5,362.50

1,876.88

6,514.38

1/1/2005 – 12/31/2005

3,485.62

1,742.81

8,257.19

01/01/2006 – 30/06/2006 (3)

1,742.81

(2) 290.47

8,838.13

(1) 10,000.00 * 35% * 6/12 since the asset is held for only 6 months during this 1st fiscal year.

(2) 1,742.81 / 2 residual years * 4/12 for the asset has been held for 4 months in this 5th fiscal year.

(3) The depreciation end date is 30/06/2007

Example 5 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2002 – 31/12/2002

10,000.00

(1) 1,750.00

1,750.00

1/1/2003 – 12/31/2003

8,250.00

2,887.50

4,637.50

1/1/2004 – 12/31/2004

5,362.50

1,876.88

6,514.38

1/1/2005 – 12/31/2005

3,485.62

1,742.81

8,257.19

1/1/2006 – 6/30/2007

1,742.81

(2) 871.41

9,128.60

 (1) 10,000.00 * 35% * 6/12 since the asset is held for only 6 months during this 1st fiscal year.

(2) 1,742.81 * 6/12 because the asset has been held for 6 months in this 5th fiscal year; 12ths are applied even if the fiscal year has a duration of 18 months, because the depreciation end date of the asset is the 31/12/2006.

Example 6 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 1,822.92

1,822.92

1/1/2006 – 31/12/2006

8,177.08

2,725.69

4,548.61

01/01/2007 – 31/12/2007

5,451.39

2,725.70

7,274.31

01/01/2008 – 31/12/2008

2,725.69

2,725.69

10,000.00

(1) 10,000.00 * 31,25% * 7/12 because the asset has been held for 7 months during this 1st fiscal year.

Distribution of the 2005 fiscal year charge based on the weight of the periods

Period

Number of months / Weight

Number of holding months

Fiscal

01/01/2005 – 31/03/2005

03 / 03

0

0.00

01/04/2005 – 30/06/2005

03 / 03

01

(2) 260.42

01/07/2005 – 30/09/2005

03 / 03

03

(3) 781.25

10/1/2005 – 12/30/2005

03 / 03

03

(4) 781.25

Fiscal year 2005 total

1,822.92

(2)  1,822.92 * (03 / 03 * 01) / [ (03 / 03 * 01) + (03 / 03 * 03) + (03 / 03 * 03) ] = 260.42
(3)  1,822.92 * [ (03 / 03 * 01) + (03 / 03 * 03) ] 

/ [ (03 / 03 * 01) + (03 / 03 * 03) + (03 / 03 * 03) ] = 1,041.67 – 260.42 = 781.25
(4)  1,822.92 * [ (03 / 03 * 01) + (03 / 03 * 03) + (03 / 03 * 03) ] 

/ [ (03 / 03 * 01) + (03 / 03 * 03) + (03 / 03 * 03) ] = 1,822.92 – 1,041.67 = 781.25

Distribution of the 2005 fiscal year charge based on the weight of the periods
In this example, August is not taken into account, so the weight of the 3rd quarter is equal to 2 months:

Period

Number of months / Weight

Number of holding months

Fiscal

01/01/2005 – 31/03/2005

03 / 03

0

0.00

01/04/2005 – 30/06/2005

03 / 03

01

(2) 303.82

01/07/2005 – 30/09/2005

03 / 02

03

(3) 607.64

10/1/2005 – 12/30/2005

03 / 03

03

(4) 911.46

Fiscal year 2005 total

1,822.92

(2) 1,822.92 * (03 / 03 * 01) / [ (03 / 03 * 01) + (02 / 03 * 03) + (03 / 03 * 03) ] = 303.82

(3) 1,822.92 * [ (03 / 03 * 01) + (02 / 03 * 03) ] 

/ [ (03 / 03 * 01) + (02 / 03 * 03) + (03 / 03 * 03) ] = 911.46 – 303.82 = 607.64

(4) 1,822.92 * [ (03 / 03 * 01) + (02 / 03 * 03) + (03 / 03 * 03) ] 

/ [ (03 / 03 * 01) + (02 / 03 * 03) + (03 / 03 * 03) ] = 1,822.92 – 911.46 = 911.46

It is the declining depreciation method applied according to French rules. This depreciation method can be applied to any plan other than the IAS/IFRS plan.

Depreciation origin

The declining depreciation origin extends from the first day of the acquisition month or from the creation of the element subject to this rule.

It is possible to specify a depreciation start date different from the acquisition date. However, taking into account the prorata temporis in months that is applied to this declining method, the depreciation origin will always be the first day of the specified month, regardless of the day specified for this depreciation start date.

Duration

The duration needs to be at least 3 years, by years and hundredths of years.

For example: 6 2/3 years = 6,66 or 6,67.

 For this depreciation method, all the durations entered or imported with more than 2 decimal places are automatically rounded to 2 decimal places. The same is applied to residual durations calculated in the framework of intra-group sales.

Rate

The applicable rate for declining depreciation calculation is obtained by multiplying the straight-line depreciation rate corresponding to the standard use duration of the fixed asset by a coefficient that varies based on this duration.

This variable coefficient is called declining factor and can vary.

Depending on depreciation duration:

Depending on the year of acquisition of the fixed asset:

Grid of declining factors and depreciation rates applied to assets in general, according to the depreciation duration and the acquisition date.

 

Grid A

Grid B

Grid C

Grid D

Depreciation duration

Acquired before 01/01/2001

Acquired from 01/01/2001 onwards

Acquired during the period [01/02/1996 – 31/01/1997]

Acquired during the period [04/12/2008 – 31/12/2009]

Coefficient

Rate

Coefficient

Rate

Coefficient

Rate

Coefficient

Rate

3 years

1.5

50%

1.25

41.67%

2.5

83.33%

1.75

58.33%

4 years

1.5

37.5%

1.25

31.25%

2.5

62.5%

1.75

43.75%

5 years

2

40%

1.75

35%

3

60%

2.25

45%

6 years

2

33.33%

1.75

29.17%

3

50%

2.25

37.50%

6 2/3 years

2.5

37.5%

2.25

33.75%

3.5

52.5%

2.75

41.25%

8 years

2.5

31.25%

2.25

28.13%

3.5

43.75%

2.75

34.38%

10 years

2.5

25%

2.25

22.5%

3.5

35%

2.75

27.50%

12 years

2.5

20.83%

2.25

18.75%

3.5

29.17%

2.75

22.92%

15 years

2.5

16.67%

2.25

15%

3.5

23.33%

2.75

18.33%

20 years

2.5

12.5%

2.25

11.25%

3.5

17.5%

2.75

13.75%

It also varies depending on certain financial aid (LM 3168 - Specific depreciation rules) allocated according to the destination of the assets. A financial aid is applied at the request of the user, by selecting a Specific rule. The application of a Specific rule corresponding to a financial aide is authorized only on the fiscal plan.

This various financial aid constitutes an accelerated depreciation, integrated to the normal charge: the part of the charge that corresponds to the depreciation increase is not isolated from the normal charge.

Accelerated declining depreciation for the materials destined for energy saving and equipment of renewable energy production acquired or produced between 01/01/2001 and 01/01/2003: for these assets, the applicable declining factors are 2, 2.5 and 3. See table E below (1).

Accelerated declining depreciation for the materials and tools used for scientific and technical research acquired or produced from 01/01/2004 onwards: for these assets, the applicable digressivity factors are 1.5, 2 et 2.5. See table F below (1).

1-point increase of the factor for certain assets (depreciable over a duration of 8 years) made available to a company which uses them as part of its normal activity.

30% increase of the depreciation carried out over the first 12 months following the acquisition; this measure is specific to investments performed between 17/10/2001 and 31/03/2002.

30% increase of the declining rate in use on the closing date of each fiscal years for which the measure specific to wood-processing companies is applied. This measure applies to the assets acquired within the following date range:
*26/09/2008 - 31/12/2011
*13/11/2013 - 31/12/2016 

40% deduction on the acquisition amount. This measure applies to the depreciable assets of a company subject to the French legislation acquired within the following date range:
* 15/04/2015 - 14/04/2016

This deduction of a prorata on the acquisition year and on the depreciation end year). Unlike other financial helps, the deduction is not integrated into the normal charge. It is a non-accounting financial aid that is not taken into account. It appears in the column Financial Help at the depreciation plan level. 

To view the comprehensive framework of how the deduction is applied, see the official text: BOI-BIC-BASE-100-20150421.

(1) Grid of declining factors and depreciation rates applied to materials destined for energy saving and to materials and tools used for scientific and technical research:

Grid E

Grid F

Depreciation duration

Materials used for energy saving, acquired during the period [01/01/01 – 01/01/03]

Materials used for research, acquired from 01/01/2004 onwards

Coefficient

Rate

Coefficient

Rate

3 years

2

66.67%

1.5

50%

4 years

2

50%

1.5

37.5

5 years

2.5

50%

2

40%

6 years

2.5

41.67%

2

33.33%

6 2/3 years

3

45%

2.5

37.5%

8 years

3

37.5%

2.5

31.25%

10 years

3

30%

2.5

25%

12 years

3

25%

2.5

15 years

3

20%

2.5

20 years

3

15

2.5

Depreciation end date

It is determined as follows:

Next fiscal year start date (1) + Number of years remaining for depreciation with:

Number of years remaining for depreciation =
( Depreciation duration – Period duration [Acquisition fiscal year start date – Current fiscal year end date] )

To perform this calculation, the depreciation duration and the due period duration are calculated in months and then converted into years. If this result does not correspond to a round number of years, the higher rounded number of years is retained.

(1) The next fiscal year relative to the current fiscal year of the depreciation context, for the assets that are acquired during the current fiscal year or that precede this fiscal year.

The fiscal year that follows the acquisition fiscal year, for the assets that follow the current fiscal year.

Prorata temporis

Time is expressed in months. A prorata temporis applies in the following cases:

Depreciation charges

The depreciation charge of the 1st fiscal year is equal to

A prorata temporis in months is applied in the following cases:

The depreciation charge of the next fiscal years is equal to:

A prorata temporis is applied in the following cases:

The calculation above is replaced with:

If the amount obtained is larger than: Net depreciable value at fiscal year start * rate, the Net depreciable value at fiscal year start / Residual depreciation duration a fiscal year start.

If the Net depreciable value at fiscal year start / Residual depreciation duration at fiscal year start, a prorata temporis is applied in the following cases:

If the depreciation end date is earlier than the fiscal year start date, the fiscal year charge will automatically be loaded with the net depreciable value, so as to close the depreciation.

Notes:

Depreciable value = Gross value – Residual value

Net depreciable value = Net value – Residual value

Residual duration = Number of whole years in the period [Fiscal year stat date – Depreciation end date]

Distribution of the fiscal year charge on the periods

If the fiscal year is divided into several periods, the fiscal year charge is distributed over these periods as follows:

Period Charge pc = :   

Fiscal year charge

*

( Σ p1 to pc ( (Period weight / Number of months in the period) * Number of holding months in the period )

/

Σ p1 to pf ( (Period weight / Number of months in the period) * Number of holding months in the period ) )

-

Depreciation total of previous periods 

p1 to pc = from the 1st holding period in the fiscal year to the current period included (1)

p1 to pf = from the 1st holding period in the fiscal year to the last holding period in the fiscal year

(1) Unless the asset is issued in the fiscal year before this current period or if it is completely depreciated in the fiscal year before this current period. The minimum period retained is one of the following:

FM - Forms and molds

This is a depreciation method specific to French accountability and tax system.
It can be applied to manufacturing forms and molds.

Examples

Example 1 

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 2,500.00

2,500.00

1/1/2006 – 31/12/2006

7,500.00

(2) 4,000.00

6,500.00

01/01/2007 – 31/12/2007

3,500.00

(3) 2,500.00 

9,000.00

01/01/2008 – 31/12/2008

1,000.00

(4) 1,000.00 

10,000.00

(1) 10,000.00 * 50% * 6/12

(2) (10,000.00 * 50% * 6/12) + (10,000.00 * 30% * 6/12)

(3) (10,000.00 * 30% * 6/12) + (10,000.00 * 20% * 6/12)

(4) equal to the net depreciable value since the depreciation end date is earlier than the fiscal year end date

Distribution of the 2006 fiscal year charge based on the weight of the periods:

Period

Number of months / Weight

Number of holding months

Fiscal

01/01/2006 – 31/03/2006

03 / 03

03

(5) 1,090.91

01/04/2006 – 30/06/2006

03 / 03

03

(6) 1,090.91

01/07/2006 – 30/09/2006

03 / 02

03

(7) 727.27

01/10/2006 – 31/12/2006

03 / 03

03

(8) 1,090.91

Fiscal year 2006 total

4,000.00

(5)  4,000.00 * (03 / 03 * 03) / [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) + (03 / 03 * 03) ] = 1,090.91

(6)  4,000.00 * [ (03 / 03 * 03) + (03 / 03 * 03) ] 

/ [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) + (03 / 03 * 03) ] = 2,181.82 – 1,090.91 = 1,090.91

(7)  4,000.00 * [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) ] 

/ [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) + (03 / 03 * 03) ] = 2,909.09 – 2,181.82 = 727.27
(8) 4,000.00 * [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) + (03 / 03 * 03) ]

/ [ (03 / 03 * 03) + (03 / 03 * 03) + (02 / 03 * 03) + (03 / 03 * 03) ] = 4,000.00 – 2,909.09 = 1,090.91

Example 2

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 4,583.33

4,583.33

01/01/2006 – 30/06/2007

5,416.67

(2) 4,250.00

8,833.33

7/1/2007 – 6/30/2008

1,166.67

(3) 1,166.67 

10,000.00

(1) 10,000.00 * 50% * 11/12

(2) (10,000.00 * 50% * 1/12) + (10,000.00 * 30% * 12/12) + (10,000.00 * 20% * 5/12)

(3) equal to the net depreciable value since the depreciation end date is earlier than the fiscal year end date

When this asset is issued on 05/04/2007 (the charge will be calculated until 31/03/2007):

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(5) 4,583.33

4,583.33

1/1/2006 – 6/30/2007

5,416.67

(6) 3,750.00

8,333.33

(5) 10,000.00 * 50% * 11/12

(6) (10,000.00 * 50% * 1/12) + (10,000.00 * 30% * 12/12) + (10,000.00 * 20% * 2/12)

Depreciation origin

It is automatically equal to the 1st day of the month specified as depreciation start date.

Duration

The duration is automatically equal to 3 years.

Rate

The rate is calculated automatically and cannot be modified.

The rate changes over time:

Depreciation end date

It is determined automatically and is equal to:

1st day of the month entered as the depreciation start date + 3 years

Example

Start date

End date

8/1/2005

7/31/2008

2/7/2005

1/31/2008

Prorata temporis

The prorata temporis is systematically expressed in months. It is applied in the following situations:

Depreciation charges

The fiscal year charge is equal to: Depreciation charge at 50% + Depreciation charge at 30% + Depreciation charge at 20%.

If the depreciation end date is earlier than or equal to the fiscal year end date, the fiscal year charge will automatically be loaded with the net depreciable value to close the depreciation.

Distribution of the fiscal year charge on the periods

If the fiscal year is divided into several periods, the fiscal year charge is distributed over these periods. This distribution is applied according to the following rule:

Period Charge (pc) = 

Fiscal year charge *

[ S p1 to pc ( (Period weight / Number of months in the period) * Number of holding months in the period )

/

[ S p1 to pf ( (Period weight / Number of months in the period) * Number of holding months in the period )

-

Depreciation total of previous periods

p1 to pc = from the 1st holding period in the fiscal year to the current period included (1)

p1 to pf = from the 1st holding period in the fiscal year to the last holding period in the fiscal year

(1) Unless the asset is issued in the fiscal year before this current period or if it is completely depreciated in the fiscal year before this current period. The minimum period is retained from one of the following:

LG - Laundry

This typically French depreciation method is specific to washable items used in a professional and/or industrial context, such as towels.

Examples

Example 1 

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 6,400.00

6,400.00

1/1/2006 – 31/12/2006

3,600.00

(2) 3,600.00

10,000.00

(1)  (10,000.00 * 40% * 1) + (10,000.00 * 12% * 1) + (10,000.00 * 3% * 4)

(2) (10,000.00 * 3% * 12) but depreciation charge = net depreciable value because the depreciation end date is earlier than he fiscal year end date.

Distribution of the 2005 fiscal year charge based on the weight of the periods:

Period

Number of months / Weight

Number of holding months

Fiscal

01/01/2005 – 31/03/2005

03 / 03

0

0.00

01/04/2005 – 30/06/2005

03 / 03

0

0.00

7/1/2005 – 9/30/2005

03 / 02

03

(3) 2,560.00

10/1/2005 – 12/30/2005

03 / 03

03

(4) 3,840.00

Fiscal year 2005 total

6,400.00

 (3) 6,400.00 * [ (03 / 03 * 0) + (03 / 03 * 0) + (02 / 03 * 03) ] 

/ [ (03 / 03 * 0) + (03 / 03 * 0) + (02 / 03 * 03) + (03 / 03 * 03) ] = 2,560.00

 (4) 6,400.00 * [ (03 / 03 * 0) + (03 / 03 * 0) + (02 / 03 * 03) + (03 / 03 * 03) ]

/ [ (03 / 03 * 0) + (03 / 03 * 0) + (02 / 03 * 03) + (03 / 03 * 03) ] = 6 400,00 – 2 560,00 = 3,840.00

Example 2 

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

1/1/2006 – 6/30/2007

10,000.00

(1) 9,700.00

9,700.00

7/1/2007 – 6/30/2008

300.00

(2) 300.00 

10,000.00

(1) (10,000.00 * 40% * 1) + (10,000.00 * 12% * 1) + (10,000.00 * 3% * 15)

(2) (10,000.00 * 3% * 1) but depreciation charge = net depreciable value because the depreciation end date is earlier than he fiscal year end date.

When this asset is issued on 04/05/2007 the depreciation expenditure will be expressed until 03/31/2007

Fiscal year

Net depreciable value

Fiscal year charge

Fiscal year total

1/1/2006 – 6/30/2007

10,000.00

(3) 8,800.00

8,800.00

 (3) (10,000.00 * 40% * 1) + (10,000.00 * 12% * 1) + (10,000.00 * 3% * 12)

Depreciation origin

It is automatically equal to the 1st day of the month specified as the depreciation start date.

Duration

The duration automatically equals 18 months (1.5 years).

Rate

The rate automatically determined and cannot be changed.

The rate changes over time:

Depreciation end date

It is automatically determined and is equal to the 1st day of the month entered as the depreciation start date + 18 months.

For example:

Start date

End date

9/15/2005

2/28/2007

2/7/2005

7/31/2006

Prorata temporis

The prorata temporis is automatically expressed in months. It is applied in the following situations:

This rule can be modified by disposal rules: Disposal at the end of the previous FY and Disposal at the end of the current FY.

Depreciation charges

The fiscal year charge is equal to the depreciation charge at 40% + depreciation charge at 12% + depreciation charge at 3%.

If the depreciation end date is earlier than or equal to the fiscal year end date, the fiscal year charge will automatically be loaded with the net depreciable value, so as to close the depreciation.

Distribution of the fiscal year charge on the periods

If the fiscal year is divided into several periods, the fiscal year charge is distributed over these periods. This distribution is applied according to the following rule:

Period Charge (pc) = 

Fiscal year charge *

[ S p1 to pc ( (Period weight / Number of months in the period) * Number of holding months in the period )

/

[ S p1 to pf ( (Period weight / Number of months in the period) * Number of holding months in the period )

-

Depreciation total of previous periods

p1 to pc = from the 1st holding period in the fiscal year to the current period included (1)

p1 to pf = from the 1st holding period in the fiscal year to the last holding period in the fiscal year

(1) Unless the asset is issued in the fiscal year before this current period or if it is completely depreciated in the fiscal year before this current period. The minimum period retained from of the following:

LV- Straight-line beyond null salvage unit

Examples

Example 1 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

(1) 312.33

312.33

1/1/2006 – 6/30/2006

9,687.67

(2) 991.78

1,304.11

7/1/2006 – 30/06/2007

8,695.89

2,000.00

3,304.11

7/1/2007 – 6/30/2008

6,695.89

2,000.00

5,304.11

7/1/2008 – 6/30/2009

4,695.89

2,000.00

7,304.11

7/1/2009 – 6/30/2010

2,695.89

2,000.00

9,304.11

7/1/2010 – 6/30/2011

695.89

2,000.00

11,304.11

01/07/2011 – 30/06/2012

(3) 0.00

2,000.00

13,304.11

7/1/2012 – 6/30/2013

0.00

2,000.00

15,304.11

(1) 10,000.00 * 20% * 57/365 since the asset is held only for 57 days during this 1st fiscal year.

(2) 10,000.00 * 20% * 181/365 since the duration of this 2nd fiscal year is 6 months = 181 days.

(3) The net value is limited to 0 and cannot be negative.

Example 2 

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2002 – 31/12/2002

10,000.00

(1) 2,280.82

2,280.82

1/1/2003 – 12/31/2003

7,719.18

2,500.00

4,780.82

1/1/2004 – 12/31/2004

5,219.18

2,500.00

7,280.82

1/1/2005 – 12/31/2005

2,719.18

2,500.00

9,780.82

1/1/2006 – 31/12/2006

219.18

2,500.00

12,280.82

01/01/2007 – 31/12/2007

0

(2) 1,239.73

13,520.55

(1) 10,000.00 * 25% * 333/365 since the asset is held only for 333 days during this 1st fiscal year.

(2) 10,000.00 * 25% * 181/365 since the asset is held only for 181 days during this fiscal year.

This depreciation method is not recognized by the French accounting regulations or by the tax authorities.

It can be used for analytical purposes, mainly on a free depreciation plan. It is used to have a depreciation charge at one's disposal as long as the asset is used by the company, even if it is completely depreciated.

This method is similar to the French straight-line, the main difference being this perpetual depreciation calculation, as long as the asset has not been reported as issued.

Depreciation origin

The depreciation is calculated from the start date.

Duration

The duration cannot be entered, because this is a perpetual depreciation.

Rate

The depreciation rate must be entered by entry or via section associations.

Depreciation end date

The end date is not determined because this method is a perpetual depreciation.

Prorata temporis

The prorata temporis is systematically expressed in days. It is applied in the following situations:

This rule can be modified by disposal rules: Disposal at the end of the previous FY, Disposal at the end of the current FY, and No depreciation charge on the disposal day.

Depreciation charges

The fiscal year charge is equal to:

Gross value * Depreciation rate * prorata temporis in days

Notes

Gross value = Depreciation basis

Although the depreciation must go on beyond the null net value, the net value is never negative, but limited to 0.

CA - Amortization expense/gross value

Examples

Example 1

Taking this data into account, the following are determined:

Depreciation end date = 31/12/2010 because the depreciation start date 01/07/2006 + 10 years = 30/06/2016, a date which is later than the concession end date.

Depreciation duration applied: [01/07/2006 – 31/12/2010] / 365 = 1 645 / 365 = 4,51 years

Depreciation rate: 1 / 4.51 = 22.17%

Fiscal year

Balance sheet value

Fiscal year charge

Fiscal year total

1/1/2006 – 31/12/2006

10,000.00

(1) 1,117.61

1,117.61

01/01/2007 – 31/12/2007

10,000.00

2,217.00

3,334.61

01/01/2008 – 31/12/2008

10,000.00

2,217.00

5,551.61

01/01/2009 – 31/12/2009

10,000.00

2,217.00

7,768.61

01/01/2010 – 31/12/2010

10,000.00

(2) 2,231.39

10,000.00

(1) 10,000.00 * 22.17% * 184/365 since the asset is held only for 184 days during this 1st fiscal year.

(2) 10,000.00 – 7,768.61 = 2,231.39 since the depreciation end date is set in this fiscal year.

Example 2

Taking this data into account, the following are determined:

Depreciation end date = 31/12/2009 since the depreciation start date 01/07/2005 + 10 years = 30/06/2015, a date which is later than the Concession end date.

Depreciation duration applied: [01/07/2005 – 31/12/2009] / 365 = 1,645 / 365 = 4.51 years

Depreciation rate: 1 / 4.51 = 22.17%

Fiscal year

Balance sheet value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

1,117.61

1,117.61

1/1/2006 – 31/12/2006

9,000.00

(1) - 111.76 and 1,995.30

3,001.15

01/01/2007 – 31/12/2007

9,000.00

1,995.30

4,996.45

01/01/2008 – 31/12/2008

9,000.00

1,995.30

6,991.75

01/01/2009 – 31/12/2009

9,000.00

(2) 2,008.25

9,000.00

(1) 9,000.00 * 22.17% * (184 / 365) = 1,005.85 – 1,117.61 = - 111.76 of exceptional charge

9,000.00 * 22.17% = 1,995.30 of standard charge

(2) 9,000.00 – 6,991.75 = 2,008.25 since the depreciation end date is set in this fiscal year.

Notes:

If the fiscal year 2006 is divided into quarters, the fiscal year charges are distributed over these periods:

Fiscal year

Period

Dep. charge (normal)

Dep. charge (exception.)

2006

1/1/2006 – 3/31/2006

(5) 491.99

(1) - 27.56

4/1/2006 – 6/30/2006

(6) 497.46

(2) - 27.86

7/1/2006 – 9/30/2006

(7) 502.93

(3) - 28.17

10/1/2006 – 31/12/2006

(8) 502.92

(4) - 28.17

(1) - 111.76 * (90 / 365) = - 27.56

(2) - 111.76 * (181 / 365) = - 55.42 – (- 27.56) = - 27.86

(3) - 111.76 * (273 / 365) = - 83.59 – (- 55.42) = - 28.17

(4) - 111.76 * (365 / 365) = - 111.76 – (- 83.59) = - 28.17

(5) 1,995.30 * (90 / 365) = 491.99

(6) 1,995.30 * (181 / 365) = 989.45 – 491.99 = 497.46

(7) 1,995.30 * (273 / 365) = 1,492.38 – 989.45 = 502.93

(8) 1,995.30 * (365 / 365) = 1,995.30 – 1,492.38 = 502.92

Example 3

Taking this data into account, the following are determined:

Fiscal year

Balance sheet value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

1,117.61

1,117.61

1/1/2006 – 31/12/2006

10,000.00

(1) - 613.50and 1,000.00

1,504.11

01/01/2007 – 31/12/2007

10,000.00

1,000.00

2,504.11

01/01/2008 – 31/12/2008

10,000.00

1,000.00

3,504.11

01/01/2009 – 31/12/2009

10,000.00

1,000.00

4,504.11

01/01/2010 – 31/12/2010

10,000.00

1,000.00

5,504.11

01/01/2011 – 31/12/2011

10,000.00

1,000.00

6,504.11

1/1/2012 – 12/31/2012

10,000.00

1,000.00

7,504.11

1/1/2013 – 12/31/2013

10,000.00

1,000.00

8,504.11

1/1/2014 – 12/31/2014

10,000.00

1,000.00

9,504.11

1/1/2015 – 12/31/2015

10,000.00

(2) 495.89

10,000.00

(1) 10,000.00 * 10% * (184 / 365) = 504.11 – 1,117.61 = - 613.50 of exceptional charge

10,000.00 * 10% = 1,000.00 of standard charge

(2) 10,000.00 – 9,504.11 = 495.89 since the depreciation end date is set in this fiscal year.

This depreciation method can only be applied:

It can be used to limit the depreciation duration according to the concession end date. When the concession is completed, the grantee will have to give the asset back to the licensor. The depreciation cannot be extended beyond this date.

This method also used its depreciation basis the asset value (its cost price) minus the amount of allocated subsidy. This means that entering a Residual value is prohibited.

 The following actions are not available for a plan depreciated according to this method:

Depreciation origin

The depreciation starts on the day specified as depreciation start date.

Duration

You can specify the duration in years and hundredths of years. By default, it is determined as follows: Concession end date - Depreciation start date. 

For example:

The depreciation duration specified by the user is not necessarily the one that will be applied. This duration leads to a Depreciation end date that is later than the Concession end date, the depreciation duration applied will be calculated as described above.

For example: 

The depreciation duration you enter is stored. If the concession is extended, the entered duration can be applied, as long as it does not lead to a Depreciation end date that is later than the Concession end date.

In the example above, if the concession is extended to 31/12/2020, the duration applied will be the one you entered (10 years), because it no longer leads to a depreciation end date set later than the concession end date: 01/07/2006 + 10 years = 30/06/2016, which is earlier than 31/12/2020.

Rate

The rate cannot be entered. It is determined automatically depending on the duration, as follows: 1 / duration applied (see above) rounded to 4 decimals.

Depreciation end date

The depreciation end date is automatically calculated as follows:

See the indications given on the Depreciation duration.

Prorata temporis

The applied prorata temportis is always expressed in days in the following situations:

Disposal rule: 1st asset from the concession sold

Specific rules

For this depreciation method, 2 specific rules are available:

Adjustment/Reintegration of depreciation 

This rule can be specified either upon creation of the asset, or via the action Change method, provided one of the following conditions is met:

Amort. abandoned:

This rule can be specified only via the action Change method and only if the following condition is met:

The specific rule is equal to Adjustment/Reintegration of depreciation and the depreciation total of the previous fiscal year is different from 0.

It is also possible to switch from the Adjustment/Reintegration of depreciation plan rule to No specific rule, as long as the asset has not undergone a fiscal year closure, and prior depreciations are not cumulative.

Depreciation basis

It is automatically determined according to the following the calculation:

(Receipt value ex-tax + invoiced VAT – collected VAT) – Balance sheet value of the Subsidy plan

 Note:

The Balance sheet value recorded for a plan depreciated according to the Amort./gross value mode is:

Depreciation charges

The calculation mode for the depreciation charges depends on whether one of the following rules is applied: Adjustment/Reintegration of depreciation and Amort. abandoned.

Rules are selected at the asset depreciation plan level. You can select the rule or it can be determined automatically by the sector associations.

If the Adjustment/Reintegration of depreciation rule is applied, the calculation is carried out as follows:

Systematic recalculation of prior depreciation total E-1

Calculation of the fiscal year exceptional charge =

New prior depreciation total E-1

Old prior depreciation total E-1

Calculation of the fiscal year normal charge = Depreciation basis * Depreciation rate * Prorata temporis in days

If the specific rule Adjustment/Reintegration of depreciation is applied, the calculation is carried out as follows:

If no specific rule is applied, the calculation is carried out as follows: 

Calculation of the fiscal year normal charge =   Depreciation basis * Depreciation rate * Prorata temporis in days

Distribution of the fiscal year charge on the periods

If the fiscal year is divided into several periods, the fiscal year charge is distributed over these periods. This distribution is applied according to the following rule:

Period Charge

Fiscal year charge

*

( Σ p1 to pc (Number of holding days in the period )

/

Σ p1 to pf (Number of holding days in the period ) )

-

Depreciation total of previous periods

p1 to pc = from the 1st holding period in the fiscal year to the current period included (1)

p1 to pf = from the 1st holding period in the fiscal year to the last holding period in the fiscal year

(1) Unless the asset is issued in the fiscal year before this current period or if it is completely depreciated in the fiscal year before this current period. The minimum period is retained from one of the following:

Method change

If the specific rule is Adjustment/Reintegration of depreciation, the management of the depreciation total variance systematically and automatically takes the value: Non integration of the variance. This is taking into account the nature of this specific rule which consists in systematically recalculating the depreciation total of the prior fiscal year and in recording the variance as exceptional charge.

RA - Amorization expense / Net value

Examples

Example 1

Taking these data into account, the following values are determined:

Fiscal year

Net value

Fiscal year charge

Fiscal year total

01/01/2005 – 31/12/2005

10,000.00

1,117.61

1,117.61

1/1/2006 – 31/12/2006

7,882.39

(1) 1,969.25

3,086.86

01/01/2007 – 31/12/2007

5,913.14

1,969.25

5,056.11

01/01/2008 – 31/12/2008

3,943.89

1,974.64

7,030.75

01/01/2009 – 31/12/2009

1,969.25

1,969.25

9,000.00

(1) Net value at the start of 2006: 7,882.39 * (365 / 1461) = 1,969.25

Example 2

Taking these data into account, the following values are determined:

Fiscal year

Period

Net value

Fiscal

Total

2005

1/1/2005 – 12/31/2005

10,000.00

2,000.00

2,000.00

2006

1/1/2006 – 3/31/2006

8,000.00

(1) 493.15

2,493.15

4/1/2006 – 6/30/2006

(2) 6,506.85

(3)  431.89

2,925.04

7/1/2006 – 9/30/2006

6,074.96

(4) 436.64

3,361.68

10/1/2006 – 31/12/2006

5,638.32

(5) 436.64

3,798.32

2007

1/1/2007 – 3/31/2007

5,201.68

(6) 427.14

4,225.46

4/1/2007 – 6/30/2007

4,774.54

(7) 431.90

4,657.36

7/1/2007 – 9/30/2007

4,342.64

(8) 436.63

5,093.99

10/1/2007 – 31/12/2007

3,906.01

(9) 436.64

5,530.63

2008

01/01/2008 – 31/12/2008

3,469.37

1,737.06

7,267.69

2009

01/01/2009 – 31/12/2009

1,732.31

1,732.31

9,000.00

(1) 10,000.00 * 20% * (90 / 365) = 493.15

(2) Net value on 01/04/2006 = 9,000.00 – 2,493.15 = 6,506.85

(3) 6,506.85 * (275 / 1,371) = 1,305.17 * (91 / 275) = 431.89

(4) 6,506.85 * (275 / 1,371) = 1,305.17 * (183 / 275) = 868.53 – 431.89 = 436.64

(5) 6,506.85 * (275 / 1,371) = 1,305.17 * (275 / 275) = 1,305.17 – 868.53 = 436.64

(6) 5,201.68 * (365 / 1,096) = 1,732.31 * (90 / 365) = 427.14

(7) 5,201.68 * (365 / 1,096) = 1,732.31 * (181 / 365) = 859.04 – 427.14 = 431.90

(8) 5,201.68 * (365 / 1,096) = 1,732.31 * (273 / 365) = 1,295.67 – 859.04 = 436.63

(9) 5,201.68 * (365 / 1,096) = 1,732.31 56 * (365 / 365) = 1,732.31 – 1,295.67 = 436.64

This depreciation method can only be applied:

It is automatically applied:

This method is used to limit the depreciation duration according to the concession end date. When the concession ends, the grantee will have to give the asset back to the licensor. The depreciation cannot be extended beyond this date.

This method can also be used for its depreciation basis the asset value (its cost price) minus the amount of allocated subsidy. This means that entering a Residual value is prohibited.

 The following actions are not available for a plan depreciated according to this method:

Depreciation origin

The depreciation starts on the day specified as depreciation start date.

Duration

You can set the duration in years and hundredths of years. By default, it is determined as follows:

Concession end date - Depreciation start date. 

For example:

The depreciation duration specified by the user is not necessarily the one that will be applied. In fact, if this duration leads to a Depreciation end date that is later than the Concession end date, the depreciation duration applied will be calculated as described above.

For example: 

The depreciation duration you enteris stored. If the concession is extended, this entered duration can be applied as long as it does not lead to a Depreciation end date that is later than the Concession end date.

In the example above, if the concession is extended to 31/12/2020, the duration applied will be the one you entered (10 years) because it no longer leads to a depreciation end date set later than the concession end date: 01/07/2006 + 10 years = 30/06/2016 thus earlier than 31/12/2020.

Rate

You cannot enter the rate.

Depreciation end date

It is automatically determined as one of the following:

See the indications given on the Depreciation duration.

Prorata temporis

This depreciation method does not apply a prorata temporisbecause the depreciation charge is not determined by applying an annual rate to a depreciation basis.

Depreciation basis

It is automatically calculated as follows:

(Receipt value ex-tax + invoiced VAT – collected VAT) – Balance sheet value of the Subsidy plan

  The balance sheet value recorded for a plan depreciated according to the Amort./gross value mode is:

Depreciation charges

There are two different secenarios.

1. When the asset is not issued:

The charge for the residual fiscal year = [Current period – Last period of the fiscal year] is determined as folllows:

Net value at period start

*

Number of holding days in the interval [pc – pf] 

/

Number of days in the interval [pc – Depreciation end date]

The charge of each period not closed is then calculated as follows:

Charge for the residual fiscal year

*

(S pc to pn (Number of holding days in the period)

/

S pc to pf (Number of holding days in the period) )

- S depreciations in the periods of the interval [pc – pn-1]    

( pc = Current period, pn = Calculated period, pf = last holding period of the fiscal year ) 

The complete fiscal year charge will be equal to = ( Depreciation total in closed periods + Charge for the residual fiscal year )

2. When the asset was issued in a period prior to the current period:

Recalculation of the charge in the period of the Disposal date (2): 

Net value at Disposal period start

*

(Number of holding days in the Disposal period

/

Number of days in the interval [Disposal period – Depreciation end date] ) 

(2) This recalculation is used to determine the recovery of depreciations posted by error.

Disposal fiscal year charge calculation = S period charge [fiscal year start – Disposal period]

Current period charge calculation = Disposal fiscal year charge - S Closed period charges