Právní předpis byl sestaven k datu 01.01.2014.
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. xxxxxxx xxxxxxx xxxxxxxxxx nákladů,
2. xxxxxxx xxxxxxx xxxxxxxxx xxxx xxxxx,
3. roční xxxxxxx xxxxxxx xxxxxxxxxx,
4. koeficient xxxxxx xxx podnikatelských xxxxxx,
1. xxxxxxx xxxxxxx xxxxxxxxxx xxxxxxx,
2. xxxxxxx xxxxxxx xxxxxxxxx xxxx aktiv,
3. xxxxx xxxxxxx xxxxxxx xxxxxxxxxx,
4. koeficient xxxxxx xxx xxxxxxxxxxxxxxx xxxxxx.
1. hodnotu indexu xxxxxxxxxxxxxxxx xxx,
2. xxxxxxx xxxxxx cen xxxxxxxxxxxxxxx xxxxxx,
3. xxxxxxx plánovaných xxxxxx dlouhodobého xxxxxxx,
4. xxxxxxxx faktor odpisů,
5. xxxx výnosnosti regulační xxxx aktiv,
6. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx xxxxxxxx,
7. xxxxxxxxxx hodnotu zůstatkových xxxxxx xxxxx,
8. vyrovnávací xxxxxx xxxxxx,
9. xxxxxxxxxxx xxxxxx xxxxx,
10. plánovanou xxxxxxx xxxx xxxxxxx xxxxx xxx xxxxx xxxxx a xxx xxxxxxx plynu xx xxxxx xxxxxxxxxxx stanic x přepravní xxxxxxxx,
11. xxxxxxxx množství ztrát x xxxxxxxxx xxxxxxxx,
12. xxxxxxxxx xxxxxxxx energie xxxxx xxx xxxxx xxxxxxxxxxx xxxxxx v xxxxxxxxx xxxxxxxx xxx xxxxxxxx xxxxx xx xxxxxxxxxx xxxxxxxx xxxx x xx výstupních xxxx virtuálního xxxxxxxxx xxxxx,
13. xxxxxxxxxx xxxxxxxxx xxx xx xxxxxxxx xxxxxxx xxxxx pro xxxxx xxxxxxxxxxx xxxxxx x přepravní soustavě,
14. xxxxxxxxx výnosy xxxxxxxxxxxxx xxxxxxxxx xxxxxxxx za xxxxxxxx xxx xxxxxxxxx xxxxxxxxx x plánované xxxxxx xx xxxxxxxxxx xxxx xx xxxxxxxx xxxxxxx xx xxxx xxxxxxxx,
15. xxxxxxxxx náklady xx xxxxxx poskytování xxxxxxxxxxx xxxxxxxxxxx x xxxxxx nebo xxxxxxxxxxxxxx xxxxxxxxxx xxxxxxxxx plynu,
16. xxxxxxxxx rezervované xxxxx xxxxxxxx xx xxxxxxxxx x xxxxxxxxxx xxxxxx,
17. xxxxxxxxxxx xxxxxxxxx upravených xxxxxxxxxx výnosů na xxxxxxxxxx vstupní x xxxxxxxx xxxx,
18. xxxxxxxxxxx xxxxxxxxx cen xx xxxxxxxxxx xxxxxxx x xxxxxxxx xxxxxxxx xxxx,
19. xxxxxxxxxxx xxx xxxxxxx xxxxxx plynu ke xxxxx xxxxxx kompresních xxxxxx na xxxxxxxxxx xxxxxx přepravní soustavy,
20. xxxxxxxx faktor regulační xxxx aktiv,
21. xxxxxxxx xxxxxx xxxxx,
22. xxxxxxxx xxxxxx pro xxxxxxx xxxxxxxx plynu,
23. xxxxxxxxxx xxxxxxx xxxxxxxxxx výnosů xx xxxxxxxx xxxxx xx xxxxxxxxx hraničních xxxxxx,
24. xxxxxxx povolených xxxxx xxx xxxxxxx xxxxxxxxxxx xxxxxxxx xxxxx xx xxxxxxxxx xxxxxxxxxx xxxxxx,
1. xxxxxxx xxxxxx xxxxxxxxxxxxxxxx xxx,
2. xxxxxxx xxxxxx xxx xxxxxxxxxxxxxxx xxxxxx,
3. xxxxxxx xxxxxxxxxxx xxxxxx xxxxxxxxxxxx majetku,
4. korekční xxxxxx xxxxxx,
5. xxxx xxxxxxxxxx xxxxxxxxx xxxx xxxxx,
6. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx investic,
7. xxxxxxxxxx xxxxxxx zůstatkových xxxxxx xxxxx,
8. xxxxxxxxx náklady xx xxxxx xxxxx xxx xxxxxxx xxxxxxxxxxxxxx xxxxxxxx,
9. xxxxxxxx xxxxxxxx xxxxx,
10. xxxxxxxxx xxxxxxxx xxxxx xxx vlastní xxxxxxxxxxxxxx xxxxxxxx xxxxxxxxxxxxx xxxxxxxxxxx soustavy,
11. xxxxxxxxx xxxxxxx xxxxxxxxxx xxxxxxx xxxxx mezi xxxxxxxxxxxxx xxxxxxxxxx,
12. xxxxxxxx faktor xxxxxxxxx xxxx aktiv,
13. xxxxxxxx faktor xxxxx,
14. xxxxxxxx xxxxxx xxx xxxxxxx xxxxxxxxxx plynu,
15. xxxxxxxxx náklady xx xxxxx xxxxx xxx xxxxx xxxxxxxxxx xxxxxxxx xxxxx x xxxxxxxxxxx xxxxxxxx,
16. xxxxxxxxxx xxxxxxx xxxxxxxxxxxx xxxxxxx na xxxxxx nájemného xx xxxxxxx xxxxxxxxxxxxx xxxxxxxx,
17. xxxxxxxxxxx xxxxxx xxxxxxxxxxxx xxxxxxx xx úhradu xxxxxxxxx xx užívání xxxxxxxxxxxxx xxxxxxxx.
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UPVoti
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soti =
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________
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+ xxxxxx
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| &xxxx; | &xxxx;
XXXXxxxx
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&xxxx;
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xxx
xxx
xxx
| &xxxx; | &xxxx;
Xx
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| &xxxx;
XXxxx = PNot0 x (1 - Xot)i x Π1+x-1x=1
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&xxxx;
____
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| &xxxx; | &xxxx;
100
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xxx
kde
xxx
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MVoti
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||
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Zoti =
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______
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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 = (Ootski-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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100
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100
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kde
| &xxxx;
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&xxxx;
XXXx-2
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&xxxx;
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&xxxx;
XXXx-1
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| &xxxx;
XXxxx = [XXxxx-2 + Xxxx-2 + XXxxx-4 + XXXXXx-2 - XXxxx-2] x
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&xxxx;
_______
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&xxxx;
x
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&xxxx;
_______
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| &xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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xxx
xxx
kde
xxx
| &xxxx; | &xxxx;
Xx
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| &xxxx;
XXxxx = XXxx0 x (1 - Xpp)i x Π1+x-1x=1
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&xxxx;
____
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| &xxxx; | &xxxx;
100
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xxx
xxx
kde
| &xxxx; | &xxxx;
XXxxx
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&xxxx; |
| &xxxx;
Xxxx =
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&xxxx;
______
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&xxxx;
x XXXxxx + XXxxxx - XXxxxx
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| &xxxx; | &xxxx;
100
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&xxxx; |
xxx
xxx
xxx
| &xxxx; | &xxxx;
XXXxxx-1
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&xxxx; |
| &xxxx;
xxxxxx =
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________
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pro x=1+x, i>1, kppplt ≤1
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| &xxxx; | &xxxx;
XXXxxxxx-1
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&xxxx; |
| &xxxx; | &xxxx;
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&xxxx; |
| &xxxx; | &xxxx;
XXXxx0
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&xxxx; |
| &xxxx;
xxxxxx =
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&xxxx;
________
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&xxxx;
xxx t=1+i, x=1, xxxxxx ≤1
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ZHApppII
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kde
kde
kde
| &xxxx; | &xxxx;
xXXXxxxx x zij
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ckzexij =
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____________
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100 x XXXxxxxx
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xxx
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kUPVzexi x (1- xxx)
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| &xxxx;
xxxxxxx =
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&xxxx;
_________:______
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| &xxxx; | &xxxx;
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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&xxxx;
_____________
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| &xxxx; | &xxxx;
100 x XXXxxxxx
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xxx
xxx
| &xxxx; | &xxxx;
xXXXxxxx x xxx
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| &xxxx;
xxxxxxx =
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&xxxx;
_____________
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| &xxxx; | &xxxx;
100 x XXXxxxxx
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xxx
xxx
xxx
xxx
xxx
xxx
| &xxxx; | &xxxx;
Xx
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| &xxxx;
XXxxx = XXxx0 x (1 - Xxx)x x Π1+i-1t=1
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____
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100
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kde
xxx
xxx
| &xxxx; | &xxxx;
XXxxx
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&xxxx; |
| &xxxx;
Xxxx =
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______
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x XXXxxx + KFdpzi
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100
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kde
kde
xxx
| &xxxx; | &xxxx;
XXXxxx-1
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&xxxx; |
| &xxxx;
xxxxxx =
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&xxxx;
________
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&xxxx;
xxx x=1+x, x&xx;1
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| &xxxx; | &xxxx;
XXXxxxxx-1
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&xxxx; |
| &xxxx; | &xxxx;
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&xxxx; |
| &xxxx; | &xxxx;
XXXxx0
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kdpplt =
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________
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pro x=1+x, i=1
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ZHAdppll
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kde
| &xxxx; | &xxxx;
12
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&xxxx; |
| &xxxx;
XXxxx =
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&xxxx;
Σ
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&xxxx;
(XXXxxxx x XXXxxxx)
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| &xxxx; | &xxxx;
x=1
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&xxxx; |
xxx
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12
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NVSdpi =
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&xxxx;
Σ
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&xxxx;
(XXXxxxx x VSTdpiz)
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z=1
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kde
xxx
xxx
| &xxxx; | &xxxx;
XXXx-2
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&xxxx;
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&xxxx;
XXXx-1
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&xxxx; |
| &xxxx;
XXxxxx = (Xxxxxx-2 - Xxxxxx-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; | &xxxx;
100
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&xxxx;
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&xxxx;
100
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&xxxx; |
xxx
xxx
| &xxxx;
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&xxxx;
XXxxx-2
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&xxxx;
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&xxxx;
XXXx-2
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&xxxx;
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&xxxx;
XXXx-1
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&xxxx;
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&xxxx;
XXxxx-1
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&xxxx;
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&xxxx;
XXXx-1
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| &xxxx;
XXxxxx = KFppRABt x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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&xxxx;
+ XXxxXXXx x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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| &xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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xxx
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CPIi-2
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CPIi-1
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KFppi = (XXXXxxx-2 + XXxxxxx-2 + XXxxxx-2 + XXxxxx-2) x
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&xxxx;
_______
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&xxxx;
x
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&xxxx;
_______
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| &xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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xxx
xxx
| &xxxx; | &xxxx;
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&xxxx;
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&xxxx;
x
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&xxxx; |
| &xxxx;
XXxxxxxx-2 =
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Σ
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[koefppzi-2 x
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&xxxx;
Σ
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&xxxx;
(XXXxxxxxxx-2 x NCPskmi-2)]
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j
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m=1
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kde
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n
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|||
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FGppsdexi-2 =
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&xxxx;
xxxxxxxx-2 x
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Σ
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(PMNsdexmi-2 x XXXxxxx-2)
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| &xxxx; | &xxxx; | &xxxx;
x=1
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&xxxx; | |
xxx
kde
xxx
kde
| &xxxx; | &xxxx;
XXXx-2
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&xxxx; | &xxxx;
XXXx-1
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&xxxx; |
| &xxxx;
XXxxxx = (Xxxxxx-2 - Xxxxxx-2) x
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_______
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x
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_______
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pro x > 3
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100
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100
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kde
xxx
| &xxxx;
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&xxxx;
XXxxx-2
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&xxxx;
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&xxxx;
XXXx-2
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&xxxx;
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&xxxx;
XXXx-1
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&xxxx;
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&xxxx;
XXxxx-1
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&xxxx;
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&xxxx;
XXXx-1
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| &xxxx;
XXxxxx = XXxxXXXx x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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&xxxx;
+ XXxxXXXx x
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&xxxx;
______
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&xxxx;
x
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&xxxx;
______
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&xxxx;
100
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&xxxx;
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100
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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&xxxx;
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&xxxx;
100
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xxx
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CPIi-2
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CPIi-1
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KFdpi = [PVdpi-2 + XXxxx + XXxxx-2 + XXXxxx-2 + XXxxx-2 + NPdpi-2 - CTdpi-2] x
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_______
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x
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______
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100
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100
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kde
| &xxxx; | &xxxx;
12
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&xxxx;
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| &xxxx;
XXxxx-2 = (
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&xxxx;
Σ
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&xxxx;
(XXXxxxxx-2x x XXXxxxxx-2x)) + xxxx-2 - PZTdpi-2
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z=1
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kde
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12
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NVSdpi-2 = (
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&xxxx;
Σ
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&xxxx;
(XXXxxxxx-2x x XXXxxxxx-2x)) + soti-2 x XXXxxxxx-2
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| &xxxx; | &xxxx;
x=1
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&xxxx; | |
xxx
xxx
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Peněžní toky x xxxxx xxxxxxxx xxxxxxx xxxxxxxxxxxxx xxxxxxxx
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&xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | |
| &xxxx; | &xxxx;
Xxxxxx xxx
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&xxxx;
xxx 1
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&xxxx;
xxx 2
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&xxxx;
xxx 3
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&xxxx;
xxxxx xxx...
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&xxxx;
xxx xxxxxxxx xxxxxxxxxx xxxxxxxxxxx
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Xxxxx xxxx
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&xxxx;
X
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&xxxx;
X
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&xxxx;
X
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&xxxx;
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&xxxx;
X
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+
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&xxxx;
Xxxxxx xxxxxx x xxxxxxxxxx xxxxxxx xxxxxxxxxxxxx xxxxxxxx
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&xxxx;
X
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&xxxx;
X
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&xxxx;
X
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&xxxx;
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&xxxx;
X
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&xxxx;
__________________________________________________________________________________________________
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&xxxx;
Xxxxxx xxx
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X
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&xxxx;
X
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&xxxx;
X
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&xxxx; | &xxxx;
X
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x
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&xxxx;
Xxxxxxxxx sazba
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H
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H
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H
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H
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__________________________________________________________________________________________________
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1
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Diskontovaný kladný xxx
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&xxxx;
X
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&xxxx;
X
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&xxxx;
X
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&xxxx; | &xxxx;
X
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| &xxxx; | ||||||
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Xxxxxxx tok
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Regulovaná hodnota xxxxxxxxxxxxx zařízení
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X
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__________________________________________________________________________________________________
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=
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Záporný tok
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V
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||||
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__________________________________________________________________________________________________
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|||||
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x
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Diskontní xxxxx
|
&xxxx;
X
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&xxxx; | &xxxx; | &xxxx; | &xxxx; |
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|
&xxxx;
__________________________________________________________________________________________________
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|||||
| &xxxx;
2
|
&xxxx;
Xxxxxxxxxxxx xxxxxxx xxx
|
&xxxx;
X
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&xxxx; | &xxxx; | &xxxx; | &xxxx; |
| &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; | &xxxx; |
| &xxxx;
1-2
|
&xxxx;
Xxxxx xxxxxxxx xxxxxxx
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&xxxx;
X
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&xxxx;
X
|
&xxxx;
X
|
&xxxx;
|
&xxxx;
X
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