Reduction to a lower stage by two stages for one year without cumulative effect – Regulation of Pay in 7th CPC Pay Matrix:Illustrations
[Annexure to DoPT OM No.11012/15/2016-Estt A-III dated 18-06-2019 Subject: Regulation of pay on imposition of a penatty under CCS (CCA) Rules, 1965]
Penalty of reduction to a lower stage by two
stages for one year without cumulative effect – Regulation of Pay : Case
History No. 5
Case History No. 5
(v) Case 5: Reduction to a lower stage without cumulative effect [penalty
under Rule 11(v)]:-
under Rule 11(v)]:-
The penalty of reduction to a lower stage by two stages in the time-scale of
pay for a period of one year is imposed on a Government servant w.e.f. 13.08.2017.
It is further directed that the Government servant would earn increment during
the period and the reduction will not have the effect of postponing his future
increments of pay. The Government servant is drawing Rs. 50500 in Level 7 of Pay
Matrix. Pay would be fixed on following manner:
pay for a period of one year is imposed on a Government servant w.e.f. 13.08.2017.
It is further directed that the Government servant would earn increment during
the period and the reduction will not have the effect of postponing his future
increments of pay. The Government servant is drawing Rs. 50500 in Level 7 of Pay
Matrix. Pay would be fixed on following manner:
When the date of increment is 1st January |
When the date of Increment is 1st July | |
Pay when Penalty imposed | Rs. 50500 [5th Cell of Level 7] | Rs. 50500 [5th Cell of Level 7] |
Reduced during the currency periiod w.e.f. 13.08.2017 to 12.08.2018 |
|
|
Increment (notional) | On 1st January, 2018 Rs.52000 [6th Cell of Level 7] |
On 1st July, 2018 Rs. 52000 [6th Cell of Level 7] |
Pay on completion of Penalty (w.e.f. 13.08.2018) |
Rs. 52000 [6th Cell of Level 7] | Rs. 52000 [6th Cell of Level 7] |
Next increment | w.e.f. 1.01.2019, his pay will be 53600 [7th Cell of Level 7] after drawl of due increment |
w.e.f. 1.07.2019, his pay will be 53600 [7th Cell of Level 7] after drawl of due increment |
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