Cotabato Light and Power Company |
Summary of Generation Rate |
For June 2024 Billing |
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Sources |
% total to kWh Purchase |
A.) kWh Purchased |
B.) Generation Cost |
C.) Other Cost Adjustments |
D.) Total Generation Cost for the month |
Average Generation Rate |
NPC |
35.19% |
7,716,776 |
23,148,026 |
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23,148,026 |
2.9997 |
Bilateral Contracts: |
TSI |
15.20% |
3,334,232 |
23,906,485 |
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23,906,485 |
7.1700 |
TMI |
0.00% |
- |
- |
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- |
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SMCPC |
0.00% |
- |
- |
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- |
0.0000 |
HBI |
0.00% |
- |
- |
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- |
0.0000 |
WESM |
49.59% |
10,874,376 |
21,991,963 |
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21,991,963 |
2.0224 |
Net Metering |
0.02% |
3,501 |
36,642 |
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36,642 |
10.4666 |
Others: |
PPD and Pilferage |
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(33,832) |
(331,921) |
(365,753) |
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Total |
100% |
21,928,885 |
69,049,284 |
(331,921) |
68,717,363 |
3.1336 |
Other Generation Rate Adjustments Approved by ERC |
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0.0000 |
Effective Rate |
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3.1336 |
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COTABATO LIGHT & POWER COMPANY |
RATE PROFILE - COMPARATIVE |
For June 2024 Billing |
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Unit |
Residential |
Gen. Retail Service 1 (<=20KW) |
Gen. Retail Service 2 (>=20KW &<=40KW) |
Gen. Retail Service 3 (>=40KW &<=200KW) |
Gen. Retail Service 4 (>200KW) |
Flat Lighting Service |
Generation Charge |
PhP/kWh |
3.1336 |
3.1336 |
3.1336 |
3.1336 |
3.1336 |
3.1336 |
Power Act Reduction |
% |
36.08% |
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Transmission Charge |
PhP/kWh |
0.2603 |
0.6620 |
0.5179 |
0.4943 |
0.4423 |
1.1862 |
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PhP/kW |
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370.6612 |
443.7349 |
393.1770 |
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System Loss Charge |
PhP/kWh |
0.2673 |
0.2990 |
0.4269 |
0.4306 |
0.3733 |
0.3402 |
Distribution Charge |
PhP/kWh |
1.9002 |
1.9002 |
0.3193 |
0.2748 |
0.00 |
2.0783 |
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PhP/kW |
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362.12 |
291.08 |
345.77 |
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Supply Charge |
PhP/Cust/Mo. |
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138.97 |
285.92 |
2,008.16 |
78.96 |
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PhP/kWh |
0.1802 |
0.1802 |
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Metering Charge |
PhP/Meter/Mo. |
5.00 |
5.00 |
237.39 |
338.21 |
4,540.26 |
0.00 |
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PhP/kWh |
0.4573 |
0.4573 |
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Fuel Recovery Charge |
PhP/Kwh |
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Automatic Fuel Recovery |
PhP/Kwh |
0.0003 |
0.0003 |
0.0003 |
0.0003 |
0.0003 |
0.0003 |
Lifeline Rate Subsidy (PhP/Kwh) |
PhP/kWh |
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0.0002 |
0.0002 |
0.0002 |
0.0002 |
0.0002 |
(In excess of 80 Kwh) |
PhP/kWh |
0.0002 |
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Senior Citizen Subsidy |
PhP/kWh |
0.0002 |
0.0002 |
0.0002 |
0.0002 |
0.0002 |
0.0002 |
Inter-Class Cross Subsidies |
PhP/kWh |
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Surcharge |
% |
2% |
2% |
2% |
2% |
2% |
2% |
Franchise Tax Recovery - Cot. City |
% |
0.75% |
0.75% |
0.75% |
0.75% |
0.75% |
0.75% |
Franchise Tax Recovery - Maguindanao |
% |
0.60% |
0.60% |
0.60% |
0.60% |
0.60% |
0.60% |
Real Property Tax Recovery - Cot City |
PhP/kWh |
0.0031 |
0.0031 |
0.0031 |
0.0031 |
0.0031 |
0.0011 |
Real Property Tax Recovery - Datu Odin Sinsuat |
PhP/kWh |
0.0067 |
0.0067 |
0.0067 |
0.0067 |
0.0067 |
0.0024 |
Real Property Tax Recovery - Sultan Kudarat |
PhP/kWh |
0.0505 |
0.0505 |
0.0505 |
0.0505 |
0.0505 |
0.0182 |
VAT Rates |
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Generation Charge |
P/Kwh |
0.2606 |
0.2606 |
0.2606 |
0.2606 |
0.2606 |
0.2606 |
Transmission Charge |
P/Kwh |
0.0302 |
0.0771 |
0.2657 |
0.2713 |
0.1867 |
0.1380 |
System Loss Charge |
P/Kwh |
0.0276 |
0.0276 |
0.0276 |
0.0276 |
0.0276 |
0.0276 |
Gen. Rate SL VAT |
P/Kwh |
0.0205 |
0.0205 |
0.0205 |
0.0205 |
0.0205 |
0.0205 |
Trans. SL VAT |
P/Kwh |
0.0071 |
0.0071 |
0.0071 |
0.0071 |
0.0071 |
0.0071 |
Distribution Revenue |
P/Kwh |
12% |
12% |
12% |
12% |
12% |
12% |
Others |
P/Kwh |
12% |
12% |
12% |
12% |
12% |
12% |
VAT on NPC/PSALM Adjustment |
P/Kwh |
0.00% |
0.00% |
0.00% |
0.00% |
0.00% |
0.00% |
Universal Charge (PhP/Kwh) |
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Missionary Electrification |
P/Kwh |
0.2255 |
0.2255 |
0.2255 |
0.2255 |
0.2255 |
0.2255 |
UCME - Subsidy |
P/Kwh |
0.0715 |
0.0715 |
0.0715 |
0.0715 |
0.0715 |
0.0715 |
UCME - True-up Adjustment for Cys 2003-2009 and for CY 2011 |
P/Kwh |
0.0709 |
0.0709 |
0.0709 |
0.0709 |
0.0709 |
0.0709 |
UCME - True-up Adjustment for CY 2010 |
P/Kwh |
0.0381 |
0.0381 |
0.0381 |
0.0381 |
0.0381 |
0.0381 |
UCME - True-up Adjustment for CY 2012 |
P/Kwh |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
UCME - True-up Adjustment for CY 2013 |
P/Kwh |
0.0200 |
0.0200 |
0.0200 |
0.0200 |
0.0200 |
0.0200 |
UCME - True-up Adjustment for CY 2014 |
P/Kwh |
0.0233 |
0.0233 |
0.0233 |
0.0233 |
0.0233 |
0.0233 |
UCME - RE Developer |
P/Kwh |
0.0017 |
0.0017 |
0.0017 |
0.0017 |
0.0017 |
0.0017 |
Environmental Charge |
P/Kwh |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
Stranded Contract Costs |
P/Kwh |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
NPC Stranded Debts |
P/Kwh |
0.0428 |
0.0428 |
0.0428 |
0.0428 |
0.0428 |
0.0428 |
Feed-in Tariff Allowance (FIT-ALL) |
P/Kwh |
0.0838 |
0.0838 |
0.0838 |
0.0838 |
0.0838 |
0.0838 |
NPC/PSALM Adjustment |
P/Kwh |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
0.0000 |
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)
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