Právní předpis byl sestaven k datu 11.09.2014.
Zobrazené znění právního předpisu je účinné od 31.12.2013 do 11.09.2014.
Vyhláška o způsobu regulace cen v energetických odvětvích a postupech pro regulaci cen
140/2009 Sb.
1. výchozí hodnotu xxxxxxxxxx xxxxxxx,
2. výchozí xxxxxxx xxxxxxxxx báze xxxxx,
3. xxxxx hodnotu xxxxxxx xxxxxxxxxx,
4. koeficient xxxxxx xxx xxxxxxxxxxxxxxx xxxxxx,
1. xxxxxxx hodnotu xxxxxxxxxx xxxxxxx,
2. xxxxxxx xxxxxxx xxxxxxxxx báze xxxxx,
3. xxxxx xxxxxxx faktoru xxxxxxxxxx,
4. xxxxxxxxxx xxxxxx xxx xxxxxxxxxxxxxxx služeb.
1. xxxxxxx xxxxxx xxxxxxxxxxxxxxxx xxx,
2. hodnotu xxxxxx cen xxxxxxxxxxxxxxx xxxxxx,
3. xxxxxxx xxxxxxxxxxx xxxxxx dlouhodobého xxxxxxx,
4. xxxxxxxx xxxxxx xxxxxx,
5. xxxx xxxxxxxxxx regulační xxxx aktiv,
6. plánovanou xxxxxxx aktivovaných xxxxxxxx,
7. xxxxxxxxxx xxxxxxx zůstatkových xxxxxx xxxxx,
8. xxxxxxxxxxx xxxxxx xxxxxx,
9. vyrovnávací xxxxxx xxxxx,
10. xxxxxxxxxx xxxxxxx xxxx xxxxxxx xxxxx xxx xxxxx xxxxx a xxx xxxxxxx plynu xx xxxxx xxxxxxxxxxx stanic x xxxxxxxxx soustavě,
11. xxxxxxxx xxxxxxxx xxxxx x přepravní xxxxxxxx,
12. xxxxxxxxx xxxxxxxx xxxxxxx xxxxx xxx xxxxx xxxxxxxxxxx xxxxxx x xxxxxxxxx xxxxxxxx xxx xxxxxxxx plynu xx xxxxxxxxxx xxxxxxxx bodu x do xxxxxxxxxx xxxx xxxxxxxxxxx xxxxxxxxx xxxxx,
13. plánovanou xxxxxxxxx xxx xx xxxxxxxx xxxxxxx xxxxx xxx xxxxx xxxxxxxxxxx xxxxxx x xxxxxxxxx soustavě,
14. xxxxxxxxx xxxxxx xxxxxxxxxxxxx xxxxxxxxx xxxxxxxx za xxxxxxxx nad xxxxxxxxx xxxxxxxxx x plánované xxxxxx xx xxxxxxxxxx xxxx xx odečtení xxxxxxx xx xxxx xxxxxxxx,
15. xxxxxxxxx xxxxxxx xx xxxxxx xxxxxxxxxxx xxxxxxxxxxx xxxxxxxxxxx x xxxxxx xxxx xxxxxxxxxxxxxx xxxxxxxxxx xxxxxxxxx plynu,
16. xxxxxxxxx xxxxxxxxxxx pevné xxxxxxxx xx vstupních x xxxxxxxxxx xxxxxx,
17. xxxxxxxxxxx xxxxxxxxx xxxxxxxxxx xxxxxxxxxx xxxxxx xx xxxxxxxxxx vstupní x xxxxxxxx body,
18. xxxxxxxxxxx xxxxxxxxx cen na xxxxxxxxxx xxxxxxx x xxxxxxxx xxxxxxxx body,
19. xxxxxxxxxxx xxx xxxxxxx xxxxxx xxxxx ke xxxxx xxxxxx xxxxxxxxxxx xxxxxx xx xxxxxxxxxx xxxxxx přepravní xxxxxxxx,
20. xxxxxxxx xxxxxx xxxxxxxxx xxxx aktiv,
21. xxxxxxxx xxxxxx xxxxx,
22. xxxxxxxx xxxxxx pro xxxxxxx xxxxxxxx xxxxx,
23. xxxxxxxxxx xxxxxxx xxxxxxxxxx xxxxxx xx xxxxxxxx xxxxx xx xxxxxxxxx hraničních xxxxxx,
24. xxxxxxx xxxxxxxxxx xxxxx xxx činnost xxxxxxxxxxx xxxxxxxx xxxxx xx vstupních hraničních xxxxxx,
1. xxxxxxx xxxxxx xxxxxxxxxxxxxxxx xxx,
2. xxxxxxx indexu xxx xxxxxxxxxxxxxxx xxxxxx,
3. xxxxxxx xxxxxxxxxxx xxxxxx xxxxxxxxxxxx xxxxxxx,
4. xxxxxxxx xxxxxx xxxxxx,
5. xxxx xxxxxxxxxx xxxxxxxxx báze xxxxx,
6. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx xxxxxxxx,
7. xxxxxxxxxx xxxxxxx zůstatkových hodnot xxxxx,
8. plánované xxxxxxx xx xxxxx xxxxx xxx vlastní xxxxxxxxxxxxxx xxxxxxxx,
9. xxxxxxxx xxxxxxxx xxxxx,
10. plánované množství xxxxx pro xxxxxxx xxxxxxxxxxxxxx xxxxxxxx xxxxxxxxxxxxx xxxxxxxxxxx xxxxxxxx,
11. plánované xxxxxxx xxxxxxxxxx xxxxxxx xxxxx xxxx distribučními xxxxxxxxxx,
12. xxxxxxxx xxxxxx xxxxxxxxx xxxx aktiv,
13. xxxxxxxx xxxxxx zisku,
14. xxxxxxxx xxxxxx pro xxxxxxx distribuce plynu,
15. xxxxxxxxx náklady na xxxxx plynu xxx xxxxx povoleného množství xxxxx x xxxxxxxxxxx xxxxxxxx,
16. xxxxxxxxxx hodnotu xxxxxxxxxxxx xxxxxxx na xxxxxx xxxxxxxxx xx xxxxxxx plynárenských xxxxxxxx,
17. xxxxxxxxxxx faktor regulovaných xxxxxxx xx úhradu xxxxxxxxx za xxxxxxx xxxxxxxxxxxxx xxxxxxxx.
&xxxx; | &xxxx;
XXXxxx
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&xxxx;
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&xxxx;
xxxx =
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&xxxx;
________
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&xxxx;
+ xxxxxx
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&xxxx; | &xxxx;
XXXXxxxx
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&xxxx;
|
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
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&xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+x-1x=1
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&xxxx;
____
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&xxxx; | &xxxx;
100
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xxx
xxx
kde
MVoti
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||
Zoti =
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&xxxx;
______
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&xxxx;
x XXxxx
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&xxxx; | &xxxx;
100
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&xxxx; |
xxx
&xxxx; | &xxxx;
XXXx-2
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&xxxx; | &xxxx;
XXXx-1
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&xxxx; |
&xxxx;
XXxxxx = (Xxxxxx-2 - Ootpli-2) x
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&xxxx;
_______
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&xxxx;
x
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&xxxx;
_______
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&xxxx;
xxx x > 3
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&xxxx;
100
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100
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xxx
&xxxx;
|
&xxxx;
XXXx-2
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&xxxx;
|
&xxxx;
XXXx-1
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&xxxx;
XXxxx = [NSoti-2 + Xxxx-2 + XXxxx-4 + OSROTi-2 - XXxxx-2] x
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&xxxx;
_______
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&xxxx;
x
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&xxxx;
_______
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100
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|
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100
|
xxx
xxx
xxx
xxx
&xxxx; | &xxxx;
Xx
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&xxxx;
XXxxx = XXxx0 x (1 - Xpp)i x Π1+i-1t=1
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____
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100
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kde
xxx
kde
MVppi
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||
Zppi =
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&xxxx;
______
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&xxxx;
x XXXxxx + XXxxxx - XXxxxx
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&xxxx; | &xxxx;
100
|
&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
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&xxxx;
________
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&xxxx;
xxx x=1+x, x&xx;1, kppplt ≤1
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&xxxx; | &xxxx;
XXXxxxxx-1
|
&xxxx; |
&xxxx; | &xxxx;
|
&xxxx; |
&xxxx; | &xxxx;
XXXxx0
|
&xxxx; |
&xxxx;
xxxxxx =
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&xxxx;
________
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&xxxx;
xxx x=1+x, x=1, xxxxxx ≤1
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&xxxx; | &xxxx;
XXXxxxXX
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&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
xXXXxxxx x xxx
|
&xxxx;
xxxxxxx =
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&xxxx;
____________
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&xxxx; | &xxxx;
100 x XXXxxxxx
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xxx
&xxxx; | &xxxx;
xXXXxxxx x (1- xxx)
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&xxxx;
xxxxxxx =
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_________:______
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100 x PMNzexij
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kde
xxx
xxx
&xxxx; | &xxxx;
xXXXxxxx x xxx
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&xxxx;
xxxxxxx =
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_____________
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100 x XXXxxxxx
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xxx
xxx
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xXXXxxxx x xxx
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xxxxxxx =
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_____________
|
&xxxx; | &xxxx;
100 x XXXxxxxx
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xxx
xxx
xxx
xxx
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xxx
&xxxx; | &xxxx;
Xx
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XXxxx = XXxx0 x (1 - Xxx)x x Π1+x-1x=1
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____
|
&xxxx; | &xxxx;
100
|
xxx
kde
xxx
&xxxx; | &xxxx;
XXxxx
|
&xxxx; |
&xxxx;
Xxxx =
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______
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x XXXxxx + KFdpzi
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100
|
kde
xxx
xxx
&xxxx; | &xxxx;
XXXxxx-1
|
&xxxx; |
&xxxx;
xxxxxx =
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&xxxx;
________
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xxx x=1+x, x&xx;1
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&xxxx; | &xxxx;
XXXxxxxx-1
|
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&xxxx; | &xxxx;
|
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&xxxx; | &xxxx;
XXXxx0
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&xxxx; |
&xxxx;
xxxxxx =
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________
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xxx x=1+x, x=1
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&xxxx; | &xxxx;
XXXxxxxx
|
&xxxx; |
xxx
12
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NZdpi =
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&xxxx;
Σ
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&xxxx;
(XXXxxxx x PZTdpiz)
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z=1
|
kde
&xxxx; | &xxxx;
12
|
&xxxx; |
&xxxx;
XXXxxx =
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&xxxx;
Σ
|
&xxxx;
(XXXxxxx x XXXxxxx)
|
&xxxx; | &xxxx;
x=1
|
&xxxx; |
xxx
xxx
xxx
&xxxx; | &xxxx;
XXXx-2
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx; |
&xxxx;
XXxxxx = (Oppski-2 - Opppli-2) x
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&xxxx;
_______
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&xxxx;
x
|
&xxxx;
______
|
&xxxx;
xxx x ≥ 3
|
100
|
|
100
|
kde
xxx
&xxxx;
|
&xxxx;
XXxxx-2
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&xxxx;
|
&xxxx;
XXXx-2
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&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
|
&xxxx;
XXxxx-1
|
&xxxx;
|
&xxxx;
XXXx-1
|
&xxxx;
XXxxxx = XXxxXXXx x
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&xxxx;
______
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&xxxx;
x
|
&xxxx;
______
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x
|
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______
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&xxxx;
+ XXxxXXXx x
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______
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x
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100
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100
|
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100
|
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100
|
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100
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kde
CPIi-2
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CPIi-1
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|||
KFppi = (XXXXxxx-2 + KFppkzi-2 + XXxxxx-2 + XXxxxx-2) x
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_______
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x
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_______
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|
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100
|
|
100
|
kde
kde
&xxxx; | &xxxx;
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&xxxx;
|
&xxxx;
x
|
&xxxx; |
&xxxx;
XXxxxxxx-2 =
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Σ
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[koefppzi-2 x
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Σ
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(PMNszexmij-2 x XXXxxxx-2)]
|
&xxxx; | &xxxx;
x
|
&xxxx; | &xxxx;
x=1
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xxx
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x
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XXxxxxxxx-2 =
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xxxxxxxx-2 x
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Σ
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&xxxx;
(XXXxxxxxx-2 x XXXxxxx-2)
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&xxxx; | &xxxx; | &xxxx;
x=1
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xxx
xxx
xxx
kde
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XXXx-2
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&xxxx; | &xxxx;
XXXx-1
|
&xxxx; |
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XXxxxx = (Xxxxxx-2 - Xxxxxx-2) x
|
&xxxx;
_______
|
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x
|
&xxxx;
_______
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&xxxx;
xxx x > 3
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|
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100
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100
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xxx
xxx
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XXxxx-2
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XXXx-2
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XXXx-1
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XXxxx-1
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XXXx-1
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XXxxxx = KFdpRABt x
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______
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x
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x
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+ XXxxXXXx x
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XXXx-2
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XXXx-1
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&xxxx;
XXxxx = [XXxxx-2 + XXxxx + XXxxx-2 + NVSdpi-2 + XXxxx-2 + XXxxx-2 - XXxxx-2] x
|
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x
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100
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100
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12
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XXxxx-2 = (
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Σ
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(XXXxxxxx-2x x PZTdpski-2z)) + xxxx-2 - XXXxxx-2
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x=1
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12
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XXXxxx-2 = (
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Σ
|
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(XXXxxxxx-2x x XXXxxxxx-2x)) + xxxx-2 x XXXxxxxx-2
|
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x=1
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Xxxxxxx xxxx x xxxxx xxxxxxxx xxxxxxx xxxxxxxxxxxxx zařízení
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Kladný xxx
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xxx 1
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xxx 2
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xxx 3
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xxxxx xxx...
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xxx xxxxxxxx xxxxxxxxxx xxxxxxxxxxx
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Xxxxx zisk
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H
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+
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Účetní xxxxxx x xxxxxxxxxx xxxxxxx plynárenského xxxxxxxx
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Xxxxxx xxx
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Xxxxxxxxxxxx xxxxxx xxx
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Xxxxxxx xxx
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2
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Xxxxxxxxxxxx xxxxxxx tok
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V
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1-2
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Čistá xxxxxxxx xxxxxxx
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X
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X
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