\ 
TIME DEPENDENT TRANSMISSION LOSSES 
IN NATIONAL NETWORK 
A Dissertation submitted to the 
Department of Electrical Engineering, University of Moratuwa 
in partial fulfillment of the requirements for the 
Degree of Master of Science 
by 
P.A.N.SHANTHA 
Supervised by: Professor Ranjit Perera 
LIBRARY 
. : KSiTY (?, MMATt'i. A. S.H LAM* 
MORATUWA 
Department of Electrical Engineering 
University of Moratuwa, Sri Lanka 
November 2008 
University of Moratuwa 
92957 
6 Z I 
T H 
9 2 2 5 7 
DECLARATION 
The work submitted in this dissertation is the result of my own investigation, except 
where otherwise stated. 
It has not already been accepted for any degree, and is also not being concurrently 
submitted for any other degree. 
UlX. S WVA+tvO 
P.A.N.Shantha 
2008/11/24 
I endorse the declaration by the candidate. 
ABSTRACT 
Ceylon Electricity Board (CEB) has the responsibility of Transmission and most o'f 
the Generation and Distribution of electric power in Sri Lanka. Today, total technical 
and non technical losses (Energy losses) are around 15.67%. It is a large loss 
compared with losses in developed countries. Losses will also affect electricity tariff. 
At the end, it affects domestic, commercial and industrial consumers as well as Gross 
Domestic Product (GDP) of the country. Transmission losses are very important to 
future planning and design of the National Network. Losses should be minimized as 
much as possible. 
'As Ceylon Electricity Board has not yet investigated t ime dependent transmission 
losses in National Electric Network accurately, this study focused on the following, 
• Study thirty minutes t ime interval transmission losses in National Network for 
a day. 
• Transmission network is modelled and simulated using M A T L A B programme 
and calculation of power f low and transmission losses. 
• Analysis of the simulated results. 
Simulation results show that peak loss is recorded at 19.30 p.m. and amounting to 
3.17% of total generation. Day minimum is recorded at 3.30 a.m. and minimum loss 
is 1.52% of total generation. Any time in between 0.00 a.m. to 24.00 midnight, 
Transmission losses vary f rom 1.52 % to 3.17 %. 
n 
ACKNOWLEDGEMENT 
Thanks are due first to my supervisor, Professor Ranjit Perera, for his great insights, 
perspectives and guidance. 
I also thank Mr. R.J. Gunawardena-Addit ional General Manager (Transmission), Mr. 
T.D. Hadagama-Deputy General Manager (System Control Branch), Mr. J. 
Nanthakumar-Chief Engineer (Operation Audit), Mr. L. Weerasinghe-Chief Engineer 
(System Operat ions) , Mr. T. Senavirathna- Electrical Engineer (System Control), Dr. 
L.D.L. Perera-Electrical Engineer (Transmission Planning) and Dr. A.M.D.R. 
Samarakoon-Chief Engineer (Generation Planning) for facilitation me with the 
necessary data and information 
Lastly, I should thank many individuals, friends and col leagues who have not been 
mentioned here personally in making this educational process a success. May be I 
could not have made it without your support. 
i i i 
CONTENTS 
Declaration 
Abstract 
Acknowledgement 
List of Figures 
List of Tables 
1. Introduction 
1.1 Background 
1.2 Motivat ion 
1.3 Object ive 
1.4 Scope of work 
2 National Generat ion, Transmission and Distribution System 
2.1 Ceylon Electricity Board 
2.2 Generat ion 
2.3 Transmiss ion 
2.4 Distribution 
2.5 Transmission losses 
2.6 Total system losses 
3 Theoretical Development 
3.1 Electrical characteristics of transmission lines 
3.1.1 Overhead lines 
3.1.2 Underground cables 
3.2 Per formance equations of the transmission tines 
3.2.1 Equivalent circuit of a transmission line 
3.2.2 Nomina l ji equivalent circuit 
3.3 Transformers 
3.3.1 Representation of two-winding t ransformers 
3.3.2 Equivalent n circuit representation 
3.4 Three winding t ransformers 
3.5 Power f low analysis 
3.5.1 Nonl inear power f low 
3.5.2 Selection of solution method 
3.5.3 Newton Raphson (N-R) method 
3.6 Line f low equations 
3.7 M A T L A B 
4 Methodology 
4.1 Assumpt ions for load flow calculation 
4.2 Model l ing national transmission network 
4.3 Simulation Procedure 
5 Result and Analysis 
5.1 Results of load flow study 
5.2 Active power generation, consumption and losses 
5.3 Reactive power generation, consumption and losses 
5.4 Evaluation of energy loss 
6 Conclusion and Recommendation 
6.1 Conclusion and discussion 
References 
Annexes 
Annex 1 National Transmission Network 44 
Annex 2 Data of Transmission Lines and Under Ground Cables 45 
Annex 3 Data of Existing Transformers (Two Winding) 47 
Annex 4 Data of Existing Transformers (Three Winding) 49 
Annex 5 Data of Generators 50 
Annex 6 Location of Existing, Committed and Candidate Power Stations 52 
Annex 7 Reservoir Systems in Kelani and Walawe river basins 53 
Annex 8 Reservoir Systems in Mahaweli river basins 54 
Annex 9 C E B Distribution Regions 55 
Annex 10 M A T L A B Programme for Load Flow Analysis 56 
Annex 11 Bus Data input file 62 
Annex 12 Line Data input file 63 
Annex 13 Thirty Minutes P,Q Loads 64 
Annex 14 Thirty Minutes Active and Reactive Power Generat ion 84 
vi 
List of Figures 
Figure 2.1 M a p of national transmission system 7 
Figure 2.2 System losses form 1978 to 2007 8 
Figure 3.1 Current and voltage relationship of a distributed parameter lines 12 
Figure 3.2 Equivalent circuit of a transmission line 14 
Figure 3.3 Basic equivalent circuit of a two winding t ransformer 16 
Figure 3.4 Per unit equivalent circuit 18 
Figure 3.5 Standard equivalent circuit for a t ransformer 18 
Figure 3.6 Transformer representation with O N R 20 
Figure 3.7 Three winding transformer 21 
Figure 3.8 Three winding transformer equivalent circuit 22 
Figure 3.9 Equivalent circuit of a transmission link for evaluating line f lows 27 
Figure 4.1 Selected bus bars of the transmission network 28 
Figure 5.1 Transmiss ion losses as a percentage 35 
Figure 5.2 Transmission losses (MW) 35 
Figure 5.3 Active power generation, Consumption and losses 36 
Figure 5.1 Transmission losses with and without t ransformer resistance 36 
Figure 5.4 Reactive power generation, consumption and losses 38 
vii 
List of Tables 
Table 2.1 C E B transmission Voltage levels and allowable tolerances 5 
Table 2.2 Total System Losses from 1978 to 2007 8 
Table 2.3 Forecast Energy Losses 9 
Table 4.1 Line data 29 
Table 4.2 Bus data 29 
Table 4.3 M A T L A B functions 30 
Table 5.1 Results of thirty minutes Load f low analysis 34 
vi i i 
Chapter 1 
Introduction 
1.1 Background 
Electric power transmission is an essential component in our electricity network. 
Typically, power transmission is between the power plant and a substation near a 
populated area. This is distinct from electricity distribution, which is concerned with 
the delivery from the substation to the consumers. Due to the large amount of power 
involved, AC transmission takes place at high voltage levels. Electricity is usually 
transmitted over long distance through overhead power transmission lines. 
Underground power transmission is used only in densely populated areas (such as 
Colombo city). Engineers design transmission networks to transport the energy as 
efficiently as feasible, while at the same time taking into account economic factors, 
network safety and redundancy. These networks use components such as power lines, 
cables, circuit breakers, switches and transformers. Efficiency is improved by 
increasing the transmission voltage using a step-up transformer, which has the effect 
of reducing the current in the conductors, whilst keeping the power transmitted nearly 
equal to the power input. 
Losses 
The reduced current flowing through the conductor reduces the losses in the 
conductor and since the losses are proportional to the square of the current, halving 
the current results in a four-fold decrease in transmission losses. At the generating 
plants the energy is produced at a relatively low voltage of up to 15 kV then^fepped 
up by the power station transformer to a higher voltage (132 kV or 2 for t 
[ t '.•> 
transmission over long distances to grid exit points (substations). ^ » 
In an alternating current transmission line, the inductance and capacitance of the line 
conductors can be significant. The currents that flow in these components of 
transmission line impedance constitute reactive power, which transmits no energy to 
the load. Reactive current flow causes extra losses in the transmission circuit. The 
ratio of real power (transmitted to the load) to apparent power is the power factor. As 
reactive current increases, the reactive power increases and the power factor 
1 
decreases. For low power factors losses will increase. CEB adds capacitor banks and 
Static Var Compensators (SVC) throughout the system. 
1.2 Motivation 
Time dependent transmission losses have not been investigated by the CEB yet. CEB 
has calculated energy losses, based on gross generation and gross sales units figures. 
The outcome of this study will evaluate time dependent transmission losses in 
national network. This can be used for proper planning of the transmission network 
expansions. As an Engineer, the author was motivated to select this topic for his study 
due to above facts. 
1.3 Objective 
Time dependent transmission losses in national electric network have not investigated 
by CEB yet. Therefore, the objectives is to, 
• Investigate the thirty minutes time interval transmission losses in national 
network using load flow analysis. 
1.4 Scope of work 
1 Data Collection 
• Thirty minutes time interval power generation of each power plant, connected 
to the system. 
• Thirty minutes time interval loads at 33 kV feeders 
• Maximum and Minimum reactive power generation of each generators. 
• Transformer impedances and Transformer types 
• Transmission line resistance (R), Reactance (X) and line charging Suceptance 
(Y) 
2. Modelling the National Network 
• Model all transmission lines; three phase two winding transformers and three 
phase three winding transformers using standard mathematical models. 
3. Write MATLAB programme for modelled network to analyze load flow and 
calculate transmission losses. 
4. Analyze the results and make concluding remarks 
2 
Chapter 2 
National Generation, Transmission and Distribution System 
2.1 Ceylon Electricity Board 
Ceylon Electricity Board (CEB) is the statutory body established by an Act of 
Parliament of Sri Lanka in 1969. CEB has the responsibility of Transmission and most 
of the Generation and Distribution of electric power. In addition to its own hydro and 
thermal electricity generation, CEB purchases power from private producers as well. It 
is estimated that 80% [13] of the population has access to electricity from the national 
electricity grid at the end of 2007. 
2.2 Generation 
The existing generating system in the country is mainly owned by CEB with 
considerable share owned by private sector. Until 1996 total electricity system was 
owned by CEB. Since 1996, private sector has also being participated in power 
generation. The existing generating system in the country has 2444 MW [13] of 
capacity including non-dispatchable plants. The dispatchable capacity is 
predominantly owned by CEB , which includes 1207 M W of hydro and 548 MW of 
thermal generation capacity. Balance dispatchable capacity 567 MW [13], which is 
totally thermal plants, is owned by Independent Power Producers (IPPs). Wind 
capacity is 3 M W and Small hydro capacity is 119 M W [13] at the end of 2007. Sixty 
nine percent of the total existing CEB system capacity is installed at 16 hydro power 
stations. Details of the existing hydro power stations are given in Annex 5 and the 
geographical locations of the Power Stations are shown in Annex 6. 
The major hydropower schemes already developed are associated with Kelani and 
Mahaweli river basins. Five hydro power stations with a total installed capacity of 335 
MW [11] (28% of the total hydropower capacity) have been built in two cascaded 
systems associated with the two main tributaries of Kelani River; Kehelgamu Oya and 
Maskeliya Oya (Laxapana Complex). The f.ve stations in this complex are generally 
not required to operate for irrigation or other water requirements; hence they are 
primarily designed to meet the power requirements of the country. Castlereigh and 
Moussakelle are the major storage reservoirs in the Laxapana hydropower complex 
located at main tributaries Kehelgamu Oya and Maskeliya Oya respectively. 
Castlereigh reservoir with a storage of 44.8 MCM feeds the Wimalasurendra Power 
Station of capacity 2 x 25 MW at Norton-bridge, while Canyon (2 x 30 MW) is fed 
from the Moussakelle reservoir of storage 123.4 MCM. Similarly in the down stream of 
these two tributaries, Canyon, Norton and Laxapana ponds having smaller storage 
capacity feed to New Laxapana, Old Laxapana and Polpitiya power stations 
respectively. 
The development of the major hydro-power resources under the Mahaweli project 
added six hydro power stations (Ukuwela, Bowatenna, Kotmale, Victoria, Randenigala 
and Rantambe) to the national grid with a total installed capacity of 660 MW (55% of 
the total hydropower capacity). 
The schematic diagrams of the hydro reservoir networks are shown in Annex 7 and 
Annex 8. Unlike the Laxapana cascade, the Mahaweli system is operated as a 
multi-purpose system. Hence power generation from the associated power stations is 
governed by the down-stream irrigation requirements as well. These requirements 
being highly seasonal constrain the operation of power stations during certain periods 
of the year. 
Samanalawewa hydro power plant of capacity 120 MW was commissioned in 1992. 
Samanalawewa reservoir, which is on Walawe River. Kukule power project which 
was commissioned in 2003, is run-of river type plant located on Kukule Ganga, a 
tributary of Kalu Ganga. Kukule power plant is 70 M W in capacity. 
The contribution of the three small hydro plants (Inginiyagala - 11MW, Uda Walawe 
- 6MW and Nilambe - 3MW) to the National Grid is small and is dependent on 
irrigation water releases from the respective reservoirs. 
In addition to the above hydro plants, CEB has a 3 MW wind plant at Hambantota. 
This project was implemented as a pilot project in order to see the feasibility of wind 
development in Sri Lanka. However, wind is a non-dispatchable power source. 
2.3 Transmission 
Transmission system which is from power station sending end to substation is 
operated by the CEB Transmission Division. Electrical power is transferred from 
generation station to consumers through overhead lines and underground cables. 
Under ground cables are used in Colombo city. National Network uses three phase 
alternating current (AC) and 50Hz frequency. The voltage criteria defines the 
4 
permitted voltage deviation at any line bus bar of the national network under normal 
operating conditions are as shown below. 
Tolerance Maximum Voltage 
kV 
Minimum voltage 
kV 
Normal state 
1. 220kV 
2. 132kV 
+5% ,-5% 231 209 
+ 10%, -10% 145.2 118.2 
Emergency state 
1. 220kV 
2. 132kV 
+5%,-10% 
213 198 
+ 10%,-10% 145.2 118.2 
Table 2.1 CEB Transmission voltage levels and allowable tolerances 
2.4 Distribution 
For operational convenience, there are four distribution divisions (Annex 9) in CEB 
headed by four Additional General Managers. 
Distribution Division 01 
Area of operation of Distribution Division 1 covers Colombo Municipality, North 
Western Province, North Central Province and Northern Province which is 42% of the 
total land area of Sri Lanka. Colombo city is the most profitable part of the division 
while area such as Jaffna and Kilinochchi are the areas where the business is far 
below the satisfactory level 
Distribution Division 02 
Distribution Division 2 consists of Eastern Province, Central Province and Western 
Province North. 
5 
permitted voltage deviation at any line bus bar of the national network under normal 
operating conditions are as shown below. 
Tolerance Maximum Voltage 
kV 
Minimum voltage 
kV 
Normal state 
1. 220kV 
2. 132kV 
+5% ,-5% 231 209 
+ 10%, -10% 145.2 118.2 
Emergency state 
1. 220kV 
2. 132kV 
+5%,-10% 
213 198 
+ 10%,-10% 145.2 118.2 
Table 2.1 CEB Transmission voltage levels and allowable tolerances 
2.4 Distribution 
For operational convenience, there are four distribution divisions (Annex 9) in CEB 
headed by four Additional General Managers. 
Distribution Division 01 
Area of operation of Distribution Division 1 covers Colombo Municipality, North 
Western Province, North Central Province and Northern Province which is 42% of the 
total land area of Sri Lanka. Colombo city is the most profitable part of the division 
while area such as Jaffna and Kilinochchi are the areas where the business is far 
below the satisfactory level 
Distribution Division 02 
Distribution Division 2 consists of Eastern Province, Central Province and Western 
Province North. 
5 
Distribution Division 03 
Distribution Division 3 consists of three CEB Provinces namely as Western Province 
South- II, Sabaragamuwa and Uva. Western Province South- II is the highest revenue 
generating Province having a larger number of industrial and commercial consumers. 
Distribution Division 04 
Distribution Division 4 consists of Western Province South -1 and Southern Province. 
2.5 Transmission losses 
During the process of transferring power across the transmission system, some of the 
power is lost. The lost power is known as transmission losses which consist of two 
components, active power and reactive power losses. Since current is dependent on 
the volume of power transferred, losses are variable and increase with the distance to 
which electricity has to travel. 
There are mainly two kinds of losses in a transformer, namely core loss and ohmic 
loss. The core loss occurring in the transformer iron, consists of two components, 
hysteresis loss and eddy current loss. When a transformer is loaded, ohmic loss occurs 
in both the primary and secondary winding resistances. In addition to the core and 
ohmic losses, stray load loss and dielectric loss are also present in a transformer. The 
Stray load loss and dielectric loss are small and are, therefore neglected. 
6 
The Map of Sri Lanka Transmission System 
220kV Line 
132kV :Underground Cable 
132kY Line 
132kV Line (not in operation) 
• 220/132 kV Sub Station 
Q 132kV GS 
© Hydro Power Station 
• Thermal Power Station 
Figure 2.1 Map of National Transmission System 
7 
2.6 Total System Losses 
As evident from Table 2.2 and Figure 2.2, percentage of gross system energy losses 
(calculated based on gross generation and gross sales units figures), shows a decrease 
during 2000-2007 (except 2005) which had been increasing in the preceding years. 
This is due to unmetered supply in those years [11][13][14], 
Year 1978 1979 1980 1981 1982 1983 1984 1985 1986 1987 
Total Losses % 16.1 14.9 16.6 19.7 18.4 15.2 17.0 16.4 15.8 16.8 
Year 1988 1989 1990 1991 1992 1993 1994 1995 1996 1997 
Total Losses % 15.3 17.7 17.2 18.8 19.0 17.8 18.3 18.1 18 17.7 
Year 1998 1999 2000 2001 2002 2003 2004 2005 2006 2007 
Total Losses % 18.8 20.9 21.4 19.7 19.2 18.4 17.1 17.3 16.6 15.7 
Table 2.2 Total System Losses from 1978 to 2007. 
System Energy Losses Vs Year 
Year 
Figure 2.2 System losses form 1978 to 2007 
Total energy losses are calculated from balancing total generation and total sales. 
Currently CEB does not have accurate figures of generation, transmission, distribution 
and non technical losses separately. Generation losses are assumed as 1% [12]. 
The targeted percentage of transmission losses i.e. 2.7 % is to be reached in 16 years 
time (2021). Table 2.3 gives the total energy losses used for the demand forecast. [12] 
Year Losses (as a % of Gross Generation) 
Gx Tx Dx Total 
2006 1.0 2.4 13.8 17.1 
2007 
1.0 
2.3 13.3 16.7 
2008 
1.0 
2.4 12.7 16.1 
2009 
1.0 
2.1 12.5 15.5 
2010 
1.0 
2.0 12.0 15.0 
2011 
1.0 
2.3 11.3 14.6 
2012 
1.0 
2.5 10.9 14.4 
2013 
1.0 
2.3 10.9 14.2 
2014 -2021 
1.0 
2.7 10.4 14.1 
2022 - 2026 1.0 2.7 10.3 14.0 
Table 2.3 - Forecast Energy Losses 
Therefore, it is essential to calculate transmission losses and improve the system to 
reduce the losses for the targeted value as well as keep the system voltage levels as 
given in the table 2.1. 
This study will help to find out transmission losses more accurately and the results 
obtained will help for planning of the transmission network as efficiently as feasible. 
9 
Chapter 3 
Theoretical Development 
3.1 Electrical characteristics of transmission lines 
3.1.1 Overhead lines 
A transmission lines is characterized by four parameters, series resistance (R) due to 
the conductor resistivity, shunt conductance (G) due to leakage currents between the 
phases and ground, series inductance (L) due to magnetic field surrounding the 
conductors and shunt capacitance (C) due to the electric field between conductors. 
Series resistance (R) 
The resistance of lines accounting for stranding and skin effect. 
R = P l Q (3-0) 
A 
R - Resistance of the transmission line 
p - Resistivity of conductor material (Om) 
A - Effective conductor area m2 
1 - Length of the transmission line 
It should also be added that, because the conductors are of considerable size. The 
effective ac resistance will be some what higher than the dc value due to "skin effect." 
Shunt conductance (G) 
The shunt conductance represents losses due to leakage currents along insulator 
strings and corona. Its effect is small in overhead power lines. 
Series inductance (L) 
The line inductance depends on the partial flux linkage within the conductor cross 
section and external flux linkages. For overhead lines, the inductances of the three 
phases are different from each other unless the conductors have equilateral spacing, a 
geometry not usually adopted in practice. However this effect is compensated by 
transposing the lines regularly. 
10 
For three phase line, the inductance per phase is 
L = 2.t10~7 In—— Him 
A 
Ds is the self geometric mean distance (geometric mean radius) 
D is the geometric mean of the distances between the conductors of the three phases 
a, b and c 
Deq=(dahdhl.dJ13 (3.2) 
Shunt capacitance (C) 
The potential difference between the conductors of a transmission line causes the 
conductors to be charged. The charge per unit of potential difference is the 
capacitance between conductors. 
For three phase line, the capacitance of each phase to neutral is 
C = 
2 tzSq 
In! 
•F / m (3.3) 
r is the conductor radius 
£<i is the permittivity of the dielectric medium 
3.1.2 Underground cables 
Underground cables have the same basic parameters as overhead lines: series 
resistance and inductance, shunt capacitance and conductance. The values of the 
parameters and hence the characteristics of the cable differ significantly from those 
of overhead lines for the following reasons: 
1. The conductors in a cable are much closer to each other than are the conductors 
of overhead lines. 
11 
2. The conductors in a cable are surrounded by metallic bodies such as shields, lead 
or aluminum sheets, and steel pipes. 
3. The insulating material between conductors in a cable is usually impregnated 
paper, low viscosity oil or an inert gas. 
3.2 Performance equations of the transmission lines 
Figure 3.1 shows the relationship between current and voltage along one phase of the 
line in terms of the distributed parameters, with 
z = R + j©L = series impedence per unit length/phase 
y = G + jcoC = shunt admittance per unit length/phase 
1 = length of the line 
Voltages and currents are phasors representing sinusoidal time varying quantities 
Figure 3.1 Current and voltage relationship of a distributed parameter lines 
A differential section of the line of length dx at a distance x from the receiving end 
The differential voltage across the elemental length is 
12 
dV = l{zdx) 
dV 
dx 
= I. (3.4) 
The differential current flowing into the shunt admittance is 
d I = V(ydx) 
dx 
Differentiating equations with respect to x, 
d2V dl 
— z-
dx2 dx 
= yzV (3.6) 
dx2 dx 
VR and IR known at x=0 then General solution 
V _Vr + ZC J R , y~R~Zc c - F 
2 2 
-j _VR!ZC+IR r* VR!ZC-IR c.yx ( 3 9 ) 
2 2 
y = yfyz = a + j (3 
Zc = Characteristic impedance a = attenuation constant 
y = Propagation constant P = phase constant 
= e ^ j p — g a x (cos fix + 7 sin fix) 
e-r* =e-a~jP = e'0" (cos fix - 7 sin /?x) 
13 
3.2.1 Equivalent circuit of a transmission line 
By letting x=l in equation 3.8 and 3.9 and rearranging 
Me*+e-*) , ZeIR(e*-e'*) Vc 
y' _o-y1' 
• + 
Vs = VR cosh(yl) + Zc IR s inh(^) 
Is = IR cosh(^) + — sinh(^) 
(3.10) 
(3.11) 
A n circuit with lumped parameters 
From equivalent circuit the sending end voltage 
Vs=Ze(IR + ~VR) + VR 
V s = ( ^ + W R + Z e I R (3.12) 
Figure 3.2 Equivalent Circuit of a Transmission Line 
Comparing 3.12 and 3.10 
Z, = Zc s inh(^) (3.13) 
Z Y e e +1 = cosh<y) 
14 
Ye cosh(yl) -1 
2 ~ Zc s inh(yl) 
Ye tanh(^) 
T" Zr 
(3.14) 
Equation 3.13 and 3.14 give the elements of the equivalent circuit 
3.2.2 Nominal n equivalent circuit 
If yl « 1 , Ze, Ye may be approximated as follows 
Ze = Zc sinh(^/) = Zc(yl) - zl = Z 
— = - i - t a n h ( ^ / / 2 ) 
2 Zc 
Z , 2 2 
Z = total series impedance (zl) 
7 = total shunt admittance (yl) 
(3.15) 
3.3 Transformers 
Transformers enable utilization of different voltage levels across the system. 220kV 
and 132kV voltage levels are being used to transmit power by Ceylon Electricity 
Board (CEB). In addition to voltage transformation, transformers are used to control 
of voltage and reactive power flow. Two types of tap changing facilities are provided. 
Off load (No Load) tap changing and on load tap changing (OLTC) 
3.3.1 Representation of two-winding transformers. 
Basic equivalent circuit in physical units 
15 
np:ns z < 
Ideal 
transformer 
Figure 3.3 Basic equivalent circuit of a two winding transformer 
Zp=RP+jXp 
Zs=Rs+jXs 
R p , R s - primary and secondary winding resistance 
X ,XS - primary and secondary winding leakage reactance 
n p , n s - number of turns of primary and secondary winding 
Xmp - magnetizing reactance referred to the primary side 
Let 
Zpo - Z p At nominal primary side tap position 
Zso.. Zs At nominal secondary side tap position 
npo . .Primary side nominal number of turns 
n .. Secondary side nominal number of turns 
Xmp is very large and is usually neglected 
n n 
V
P = z h + — n, n. 
n - n . 
vs =—v ^Z iP+Zs is 
np np 
(3.17) 
(3-18) 
Equations 3.17 and 3.18 in terms of the nominal values 
( ,„ V 
Knpoj 
r-, - n p -
Z po 1 P+ 
ns 
V 
Zso 
v = —— v — -s p 
f \2 
r o np Zp0 iP + 
n p [npoJ 
z50 ' 
(3.19) 
(3.20) 
Nominal number of turns related to the base voltages are 
Per unit form 
n po ^ phase 
^so ^sbase 
^ phase ^ pbase^ phase 
^sbase ^ sbase^ sbase 
~~ 2 7 ~ np - 2 np v =np Z Po i p + — vs-ns —/.sob 
ns - 2 ns - n • P v„ = — \ > „ - p - — Z p 0 i p + n s Z s o i s 
(3.21) 
(3.22) 
Super bars denote per unit values 
n - n 
n = n , = — n
P„ n , 
17 
2 r y D ' Z V 
n p Z p0 F n s L so 
Ideal s 
Figure 3.4 Per unit equivalent circuit 
n = 
np _ 
po s 
Z„ = ns \ Zpo+ Zso 
(3.23) 
(3.24) 
n = Per unit turn ratio 
n : 1 
Ideal 
Figure 3.5 Standard equivalent circuit for a transformer 
18 
LIBRARY 
UNIVERSITY GF MSRAWWA, £Bi LANKA 
MORATUWA 
If the actual turns ratio is equal to nominal turns ratio, then n - 1.0 
When the actual turns ratio is not equal to nominal turns ratio, then n represents off-
nominal ratio (ONR). The equivalent circuit of figure 3.5 can be used to represent a 
transformer with a fixed (off load) tap on one side and on load tap changer (OLTC) on 
the other side. The off nominal turns ratio is assigned to the side with OLTC and Ze 
has a value corresponding to the fixed-tap position of the other side. 
3.3.2 Equivalent 7t circuit representation 
From figure 3.5, the terminal current at bus P is 
h =(v,-vs) 
Y 
n 
f 
v p Y v 
V 
n n 
Y (3.25) 
= (vp~nvs) 
n 
Ye=l/Z 
Similarly the terminal current at bus S is 
is =(nvs-vp) 
Y (3.26) 
n 
19 
(a) General Jt network 
cYe 
(b) Equivalent n circuit 
Figure 3.6 Transformer representation with ONR 
Ye.=\IZe c = \ / n 
Corresponding terminal currents for the n network shown in figure 3.6 (a) 
iP=yi(vp-vs) + y2vp (3.27) 
20 
Equating the corresponding admittance terms in equations 3.25 and 3.27 
y{ =-Ye 
n 
( \ 
L _ i 
2 
\n nJ 
y2 = — — Ye =c(c-\)Ye 
c = 1 / n 
From equations 3.26 and 3.28 
y3=(l-c)Ye 
3.4 Three winding transformers 
This type can be represented under balanced three phase conditions by a single phase 
equivalent circuit of three impedances star connected (Figure 3.7 ) 
Figure 3.7 Three winding Transformer 
21 
V, 
T 12 
< ) u 
v 2 
Zt 
) T,3 
V3 
Figure 3.8 Three winding Transformer equivalent circuit 
Z p s = Impedance of the primary when the secondary is short circuited and the tertiary 
open. 
Z p t = Impedance of the primary when the tertiary is short circuited and the secondary 
open. 
Z s t = Impedance of the secondary when the tertiary is short circuited and the primary 
open. 
Zps— Z p + Z s 
Z p t = Zp + z t 
Zst = z s + z t 
Z p = '/2 ( Zps + Zpt-Zst) 
Zs = '/2 ( Zps + Zs, - Zpt) 
z t = y2 (Zpt + Zst - Z p s ) 
Star point is fictit ious. Z s is very small and can be negative 
22 
3.5 Power flow analysis 
The power flow (load flow) analysis involves the power flows calculation and voltage 
of a transmission network for specified terminal or bus conditions. Such calculations 
are required for the analysis of transmission losses. 
The system is assumed to be balanced. This allows a single phase representation of 
the system. Associated with each bus there are four quantities: active power P, 
reactive power Q, voltage magnitude V, and voltage angle 6. Three types of buses are 
represented, and at each bus two of the above four quantities are specified 
1. Voltage controlled (PV) bus : Active power and voltage magnitude are 
specified . limits to the reactive power are specified. 
2. Load (PQ) bus: Active power and reactive power are specified. Normally 
loads are assumed to have constant power. 
3. Slack (Swing) bus: Voltage magnitude and phase angle are specified. Because 
power losses in the system are not known a priori, at least must have 
unspecified P and Q. the slack bus is the only bus with known voltage. 
I 1 ~Y 11 Y 12 
T 2 — Y 21 Y 22 
Y 
"i 
Y 
n2 
Y 
in 
Y 
In 
Y 
V 
V., 
V 
(3.29) 
n is the total number of nodes 
Yu is the self admittance of node i (sum of all the admittances terminating at node i) 
Yu is the mutual admittance between nodes i and node j (negative of the sum of all the 
admittances between nodes i and node j) 
/ / is the phasor current flowing into the network at node i 
Vi is the phasor voltage to ground at node i 
23 
3.5.1 Nonlinear power flow 
Equation 3.29 would be linear if the current injection I was known, In practice, the 
current injections are not known for most nodes. The current at any node k is related 
to P, Q and V 
For P Q nodes, P and Q specified and for the P V nodes P and the magnitude of the 
V are specified. For other type of nodes, the relationship between P, Q, V and I 
are defined by the characteristics of the devices connected to the nodes. The boundary 
conditions imposed by the different types of nodes make the problem nonlinear and 
therefore power flow equations are solved iteratively using techniques such as the 
Gauss- Seidel (G-S) or Newton Raphson (N-R) method. 
3.5.2 Selection of solution method 
The time taken to perform one iteration of the computation is relatively smaller in 
case of G-S method as compared to N-R method but the number of iteration required 
by G-S method are larger as compared to N-R method . They increase with the 
increasing system size. The convergence of N-R method is not effected by the 
selection of the slack bus whereas G-S method is sometimes very seriously affected 
and the selection of the particular bus may result in poor convergence. 
G-S method is easy to programme and uses core memory most efficiently. Large 
power systems N-R method is found to be more efficient and practical from the view 
point of computational time and convergence characteristics. 
Therefore Newton Raphson method is selected as the best method for load flow 
analysis 
3.5.3 Newton Raphson (N-R) method 
For any node k 
T - p k - j Q k (3.30) k ~ 
Sk = Pk+jQk = V k i k (3.31) 
24 
From equation 3.29 
T k = f Y j r (3.32) 
m=1 
From equation 3.31 and 3.32 
P k + j Q k = K l J ( . G k m - j B k m ) V m 
m=1 
Jek \(V a-iem —V.V pMk-6^ VkVm ={Vke^)(Vme-^) = VkVmeJ 
VkVm - Vk Vm (cos 9km + 7 s in 0km) 
m=1 
Qk=Vk2(GkmVmsrnekm-BkmVmcos9km) 
m=I 
P and Q at each bus are functions of voltage magnitude V and angle 9 
sp denotes specified values, then load flow equations are 
sp 
pn{6x...en,vy.v„) = pnsp 
Qx(ev..9n,Vx..Vn) = Qxsp 
Q„(9l...9„,Vr..V„) = Qn 
sp 
(3.33) 
(3.34) 
Pk and Qk from real form 
Pk = Vkfj(GkmVmcos9km + BkmVmsrn9km) (3-35) 
(3.36) 
Using Taylor 's theorem and neglecting higher terms we can arrange above load flow 
Equations in the form 
25 
d dx " 'd6n dV, •' 
psp_ n ) 
3Pn dpn dp„ fyn 
p SP rn .y °) ••' n ) d0] ' d9„ dVx dVn 
Q;P - 0 , ( 0 , ° ...V °) n ) 3 0 , 
50 , 5 0 , 3 0 , 
5(9, d0„ dV, WN 
Q:p 
SQN 30„ 5 0 „ 3 0 „ 
dpx dp, dp] dpj_ 
ddx dd„ dV, . s v n J 
A6>, 
A0n 
AV, 
AV, 
J -Jacobian matrix 
~dP dP~ 
~AP~ 30 dV 'AO 
_ A 0 M M AV _ 
_39 3V„ 
AP 
A 0 
Ad 
AV 
(3.37) 
3.6 Line flow equations 
After the iterative solution of bus voltage is completed, line f lows can be calculated. 
The current at bus p in the line connecting bus p to q is 
y'pq ipq=(Vp-V-)ypq+Vp 2 
Ppq jQpq Vpq ' pq 
Ppq-jQpq=Vp[(Vp-Vq)ypq+Vp±-f-] 
=v:<yP-vq)y„+vpv. 
y'm 
2 
y'pq 
p p q'S pq P P 2 
Ppq is the real power f low from bus p to q and Qpq is the reactive power flow from 
bus p to q. 
26 
Figure 3.9 Equivalent circuit of a transmission link for evaluating line flows 
y pi 
Similarly, at bus q the power flow from bus q to p is 
Pqp-jQqP = V q \ V q - V p ) y p q + v ; V q 2 
The power loss (active and reactive) in the line pq is sum of the power flows from p to 
q and from q to p. 
Pm - jQ„ a n d p«P-jQw 
3.7 MATLAB 
MATLAB is selected for load flow programming, because it is a special purpose 
computer programming tool to perform engineering & scientific calculations. It is 
designed to perform matrix mathematics very conveniently. MATLAB has many 
advantages compared to conventional computer languages for technical problem 
solving. 
1. Ease of use 
2. Platform independence 
3. Pre defined functions 
Main disadvantage is that it is an interpreted language and therefore executes more 
slowly compared to compiled languages. 
27 
Chapter 4 
Methodology 
4.1 Assumptions for load flow calculation 
1. A balanced three phase power system is assumed, and the transmission system 
is represented by its positive phase sequence network of linear lumped series 
and shunt branches. 
2. The generators are assumed to be three phase balance voltage sources and only 
the generator positive voltages are present. 
3. The load on each bus is assumed to be three phase balanced loads. 
4. Each bus of the system is described by four parameters P, Q, V, 8. Two of the 
parameters are known and the other two are unknown for any given node. 
5. Slack (swing) bus is created and defined in the problem formulation. It arises 
because the system I2R losses are not known precisely prior to the load flow 
calculation. 
6. Embedded generations are not included. 
7. The National transmission network is modelled from Generator step up 
transformer (A) to 33kV distribution level (B) as shown in figure 5.1 
33 o r l l k V 
Figure 4.1 Selected bus bars of the transmission network 
28 
4.2 Modelling national transmission network 
All the data regarding generation, transmission lines, transformers and node points 
are systematically categorized. Then the two input files which are line, transformer 
parameters and bus information are prepared for the load flow simulation. 
Transformer taps are kept fixed and the nominal values are being used. Then 
transmission network is modelled using MATLAB and run for the load flow analysis. 
V = Bus voltage 
5 = phase angle 
P Gen = Active power generation (MW) 
Q_Gen = Reactive power generation (Mvar) 
Q_Max = Maximum reactive power generation ( M v a r ) 
Q_Min = Minimum reactive power generation ( M v a r ) 
PJLoad = Active power consumption (MW) 
Q Load = Reactive power consumption (Mvar) 
B
us
 t
yp
e 
B
us
 
Id
en
ti
fi
ca
ti
on
 
N
o.
 
> M3 
P
G
e
n 
Q
G
e
n X CS 
1 
o Q
M
in
 
P_
L
oa
d 
Q
_L
oa
d 
Slack bus 1 
J J ? ? J J - -
Voltage 
controlled bus 
2 J 7 J 7 J J - -
Load bus 
0 ? 9 - - - J J 
Initially, Voltage and phase angle of each node is assumed one per unit and zero 
degrees. For the Slack bus, Voltage and angle are known, active power generation 
and reactive power generation are calculated by the programme. For the Voltage 
controlled busses; Voltage and active power generation are known, angle and reactive 
29 
power generation are calculated by the programme. For Load buses, active power 
consumption and reactive power consumption are known, Voltage and angle are 
calculated by the programme. 
4.3 Simulation procedure 
Transmission System shown in annex 15 was simulated using MATLAB. 
1. Transmission line data and bus data are listed in Table 4.1 and Table 4.2 
respectively. 
Fr
om
 B
us
 
To
 B
us
 
R
es
is
ta
nc
e 
( 
R
) 
P.
U
 
R
ea
ct
an
ce
 
(X
) 
P.
U
. 
H
al
f 
of
 to
ta
l 
lin
e 
ch
ar
gi
ng
 
Su
ce
pt
an
ce
 
Y
/2
 
Ta
p 
Po
si
tio
n 
P.
U
 
Table 4.1 Line data 
B
us
 N
o.
 
B
us
 t
yp
e 
V
ol
ta
ge
 (
p.
u.
) 
A
ng
le
 
(D
eg
re
es
) 
P 
Lo
ad
 
(M
W
) 
Q
_L
oa
d 
(M
va
r)
 
P
G
en
 
(M
W
) 
Q
G
en
 
(M
va
r)
 
Q
M
in
 
(M
va
r)
 
Q
M
ax
 
(M
va
r)
 
Q
 C
ap
. 
B
an
k 
(M
va
r)
 
• 
Table 4.2 Bus data 
2. Specify some programme parameters : 
Base MVA: 100 
Accuracy: 0.001 
Maximum iterations: 100 
30 
3. Each row in the bus-data matrix corresponds to a bus in the system and there 
are 11 entries (columns) per row. 
Column 1 is the bus number. Column 2 is designated for bus code where code 0, 1 
and 2 are used to specify load buses, slack bus, and voltage controlled bus 
respectively. Column 3 & 4 are reserved for voltage magnitude and phase angle. 
For slack bus, voltage bus and phase angle will be specified. Column 5 & 6 are for 
load buses, real and reactive powers are entered in positive MW and Mvar. It is 
important to enter initial bus voltage and phase angle. A flat start (V=l , 5 =0) is 
used. Column 7 & 8 are used to specify generated MW and Mvar respectively. 
Column 9 & 10 are denoted for generator unit minimum and maximum limits of 
Mvar. The last column is used to specify positive injected Mvar of shunt 
capacitors. Power flow programme reads bus data from "Budata.xls" input file. 
4. Transmission line parameters are entered in line-data matrix which consists of 
6 columns. 
Columns 1 and 2 are reserved for the bus numbers column 3 through 5 are used 
for line resistance, reactance and one-half of the total line charging Suceptance. 
The last column has the value of 1 for transmission line or transformer tap setting. 
Power flow programme reads line data from "Lndata.xls" input file. 
5. The following functions are used in sequence to compute and display power 
flow solution in MATLAB work space, (Annex 12). 
Function Description 
Lfybus.m 
Forms bus admittance matrix 
Lfnewton.m 
Load flow solution by Newton Raphson method 
Busout.m Prints power flow solution on the screen 
Lineflow.m Computes and displays line flow and losses 
Table 4.3 MATLAB functions 
31 
6. M A T L A B input file is shown in below 
clear; 
basemva=T00; 
accuracy=0.0001; 
maxiter=100; 
busdata=xlsread('Budata.xls'); 
linedata=xlsread('Lndata.xls'); 
Lfybus 
Lfnewton 
busout 
Lineflow 
32 
Chapter 5 
Resu l t s and Analys i s 
5.1 Results of load flow study 
Table 5.1 summarizes thirty minutes load, generation and losses in transmission 
network over the twenty four hours. Load and generation data (Wednesday, August 
13, 2008) were taken for the load flow analysis. 
Load Generation Losses Losses 
(%) Time 
MW Mvar MW 
Mvar 
(Generator) 
Mvar 
(BSC) 
Total 
Mvar 
MW Mvar 
0:30 783.10 390.34 796.25 213.78 45.00 258.78 13.15 -131.56 1.65% 
1:00 782.90 384.14 795.93 206.33 45.00 251.33 13.03 -132.81 1.64% 
1:30 782.30 383.32 795.26 204.41 45.00 249.41 12.96 -133.91 1.63% 
2:00 767.40 365.50 779.55 176.34 45.00 221.34 12.15 -144.16 1.56% 
2:30 775.20 377.40 787.57 192.42 45.00 237.42 12.37 -139.98 1.57% 
3:00 762.50 365.70 774.54 174.87 45.00 219.87 12.04 -145.83 1.55% 
3:30 761.80 343.60 773.56 148.42 45.00 193.42 11.76 -150.19 1.52% 
4:00 771.70 366.05 784.20 178.85 45.00 223.85 12.50 -142.20 1.59% 
4:30 812.90 372.85 825.78 191.21 45.00 236.21 12.88 -136.64 1.56% 
5:00 877.40 361.25 891.31 191.03 45.00 236.03 13.91 -125.22 1.56% 
5:30 955.80 385.60 972.15 244.15 45.00 289.15 16.35 -96.46 1.68% 
6:00 1029.00 403.98 1047.81 288.37 45.00 333.37 18.81 -70.61 1.79% 
6:30 1036.40 416.08 1055.44 281.24 65.00 346.24 19.04 -69.84 1.80% 
7:00 1033.60 430.01 1052.75 299.16 65.00 364.16 19.15 -65.85 1.82% 
7:30 1035.90 466.51 1055.27 336.37 70.00 406.37 19.37 -60.14 1.84% 
8:00 1146.90 534.96 1168.86 435.50 85.00 520.50 21.96 -14.46 1.88% 
8:30 1175.60 598.00 1200.05 540.72 95.00 635.72 24.45 37.72 2.04% 
9:00 1208.40 635.07 1234.37 604.40 95.00 699.40 25.97 64.33 2.10% 
9:30 1224.29 653.37 1251.14 636.62 95.00 731.62 26.85 78.25 2.15% 
10:00 1265.00 643.51 1293.82 643.36 95.00 738.36 28.82 94.85 2.23% 
33 
Load Generation Losses Losses 
Time 
MW Mvar MW 
Mvar 
(Generator) 
Mvar 
(BSC) 
Total 
Mvar 
MW Mvar (%) 
10:30 1271.30 674.05 1300.31 651.44 120.00 771.44 29.01 97.39 2.23% 
11:00 1274.40 687.50 1304.15 670.76 120.00 790.76 29.75 103.26 2.28% 
11:30 1268.00 685.10 1297.31 663.79 120.00 783.79 29.31 98.69 2.26% 
12:00 1233.70 694.15 1262.03 655.20 120.00 775.20 28.33 81.05 2.24% 
12:30 1206.40 675.45 1234.68 636.13 115.00 751.13 28.28 75.68 2.29% 
13:00 1196.30 673.65 1223.74 630.22 115.00 745.22 27.44 71.57 2.24% 
13:30 1218.10 690.70 1244.94 651.25 115.00 766.25 26.84 75.55 2.16% 
14:00 1232.30 700.25 1259.44 662.67 115.00 777.67 27.14 77.42 2.15% 
14:30 1242.60 695.75 1269.77 661.63 115.00 776.63 27.17 80.88 2.14% 
15:00 1239.15 687.15 1265.81 647.89 115.00 762.89 26.66 75.74 2.11% 
15:30 1214.80 674.65 1240.05 607.81 120.00 727.81 25.25 53.16 2.04% 
16:00 1230.30 664.45 1254.85 603.45 105.00 708.45 24.55 44.00 1.96% 
16:30 1201.40 676.82 1224.49 596.55 105.00 701.55 23.09 24.73 1.89% 
17:00 1186.00 650.18 1208.39 549.63 105.00 654.63 22.39 4.45 1.85% 
17:30 1186.40 635.88 1208.75 526.24 105.00 631.24 22.35 -4.64 1.85% 
18:00 1207.10 605.90 1229.56 503.81 95.00 598.81 22.46 -7.09 1.83% 
18:30 1324.30 636.05 1354.53 597.41 95.00 692.41 30.23 56.36 2.23% 
19:00 1596.00 694.12 1645.77 815.59 90.00 905.59 49.77 211.47 3.02% 
19:30 1635.40 702.92 1688.88 858.99 90.00 948.99 53.48 246.07 3.17% 
20:00 1599.50 682.77 1650.43 824.11 80.00 904.11 50.92 221.34 3.09% 
20:30 1570.20 671.58 1617.26 772.39 85.00 857.39 47.06 185.81 2.91% 
21:00 1492.00 634.95 1533.69 678.62 85.00 763.62 41.69 128.67 2.72% 
21:30 1338.90 578.78 1370.38 561.88 85.00 646.88 31.48 68.10 2.30% 
22:00 1206.80 530.59 1231.32 435.32 85.00 520.32 24.52 -10.27 1.99% 
22:30 1123.90 499.27 1145.17 388.88 75.00 463.88 21.27 -35.39 1.86% 
23:00 999.90 462.50 1016.02 297.17 75.00 372.17 16.12 -90.33 1.59% 
23:30 950.30 454.20 965.05 275.10 75.00 350.10 14.75 -104.10 1.53% 
24.00 866.50 452.90 880.00 254.96 70.00 324.96 13.50 -127.94 1.53% 
Table 5.1 Results of thirty minutes load-flow analysis 
34 
Active Power Loss 
3.5% 
3.0% 
2.5% 
j? 2.0% 
¥ 
3 1.5% 
1.0% 
0.5% 
0.0% 
o o o o o o o o o o o o o o o o o o o o 
o R - CM to 10 <o a> o> o 
> o 
f ^ 
Time 
o o o o o o o n tt in © N dj o 
CM CM CM 
60 
55 
50 
45 
40 
35 
- 30 
8 25 -I 
20 
15 
10 
5 
0 
Figure 5.1 Transmission losses as a percentage 
Transmission Losses 
o o o o o o o o o 
o o o o o o o o o 
co di O CM CO u> <o 
o o o o o o o o 
o o o o o o o o 
o j n ^ o o N n n 
o o o o o 
O CM IN 
CM CM CM CM CM 
Time (hours) 
Figure 5.2 Transmission losses (MW) 
35 
Time 
Figure 5.3 Active power generation, consumption and losses 
Active Power Loss Vs Time 
Time 
Figure 5.4 Transmission loss with and without transformer resistance 
5.2 Active power generation, consumption and losses 
Percentage variation of transmission losses over twenty four hours is shown in Figure 
5.1. Evening peak demand which is 1635.4 M W is recorded around 19.30 p.m. 
Evening peak starts 18.00 p.m. The total generation required is 1688.8 MW. 
Maximum loss is 53.4 MW. As a percentage of total generation, It is a 3.17 %. 
Lowest demand and generation are recorded around 3.30 a.m. It is around 761.8 MW 
and 773.56 M W respectively. Minimum loss is 11.75 MW and 1.52 % of total 
generation. Day peak is around 11.00 a.m. Any time in between 0.00 a.m. to 24.00 
midnight, Transmission losses vary from 1.52 % to 3.17 %. 
5.3 Reactive power generation, consumption and losses 
Reactive power sources are generators, shunt capacitors, tap changing transformers 
and transmission lines. Reactive power generation must be equal to reactive power 
consumption at any time. 
Reactive power generation = Reactive power consumption 
[Generators + Transmission lines [Line inductive reactance + Inductive loads] 
+Capacitor banks) ] 
Sources and Sinks (Generation and Absorption) of reactive power 
Transmission line be loaded such that load current is I and load voltage V. then 
reactive power absorbed by the transmission line will be 
(5-D 
I coL 
co - supply angular frequency 
L - line inductance 
Due to the shunt capacitance of the line, the reactive vars supplied by the line are 
V2<oC ( 5 - 2 ) 
C - shunt capacitance of the line 
In case the reactive vars supplied by the line are equal to the reactive vars absorbed, 
I2coL = V2coC 
37 
(5.3) 
Zn - characteristics impedance of the line. 
The loading condition in which the vars absorbed are equal to the vars generated by 
the line is surge impedance loading (SIL) and it is where the voltage throughout the 
length of the line is same. i.e. if the transmission line is terminated by a load 
corresponding to its surge impedance the voltage at the load is constant. 
If I2<bL > V2coC then the receiving end voltage will drop and if I2coL < V2coC (light 
load) the voltage will rise. Normally the loading is higher than the SIL and therefore, 
the condition I2©L > V2coC exists and the net effect of the line will be to absorb the 
reactive vars. Under light load conditions, the line will work as vars generator. 
Time 
Figure 5.5 Reactive power generation, consumption and losses 
Variation of reactive power loss, generation and consumption over twenty four hours 
are shown in Figure 5.5. Highest reactive power loss is around 19.30 p.m.and It is 246 
Mvar. Figure 5.5 shows that reactive power consumption is greater than reactive 
power generation in light load condition (0.00 a.m. to 8.00 a.m, and 22.00 p.m to 
24.00 p.m). Because part of the total reactive power consumption will be met by 
38 
transmission lines. Balance will be provided by generators and breraker switch 
capacitors (BSC) to maintain voltage within allowable range. Minimum reactive 
power generation is around 3.30 a.m. At heavy load condition (8.00 a.m to 22.00 
p.m.), reactive power consumption is less than reactive power generation. 
5.4 Evaluation of Energy loss 
Load factor (e) 
It is "the ratio of the average load over a designated period of time to the peak load 
occurring on that period [15]." Therefore, the load factor e is 
Average load ,, 
e = = P-4) 
Peak load 
e= 
P 
max 
Pav=j\PW 
Loss factor (LF) 
It is "the ratio of the average power loss to the peak load power loss during a specified 
period of the time [15]." Therefore, the loss factor LF is 
Average power loss 
L F =
 ( 5 " 5 ) 
Power loss at peak load 
Utilization time of losses (UTL) 
The UTL is defined as the time required to dissipate same amount of energy losses if 
peak power loss is maintained instead of actual demand curve. 
An empirical formula (Jung's Formula) for UTL in terms of load factor (e) is as 
follows 
UTL = e2{2 + e2)* 24 Hrs / Day ^ 
(1 + 2e) 
39 
An approximate formula to relate the loss factor to the load factor is 
LF = (0.2* e) + (0.8*e2) 
Pav = 1 130.38 MW 
Pm a x= 1635.4 MW 
Peak power loss = 53.48 MW 
Total energy delivered = 27128.17 MWh 
From equation 5.4 
e = 0.6912 ' 
From equation 5.7 
LF = 0.5204 
From equation 5.6 
UTL = 11.925 hrs/day 
Method 1 
By definition of UTL 
Energy loss = (Peak power loss) x (UTL) MWh 
= 637.73 MWh 
= 2.35 % 
Method 2 
From equation 5.5 
Average power loss = (Peak power loss) x (LF) MW 
Total daily energy loss = Average power loss x 24 MWh 
= 667.97 MWh 
= 2.46 % 
40 
Chapter 6 
Conclusion and Recommendation 
6.1 Conclusion and Discussion 
According to the 2007 CEB statistics, total system losses (Energy losses) amount to 
around 15.67%. It is a heavier loss compared with losses in developed countries. CEB 
has forecasted that the transmission losses are 2.4% and 2.0% at 2008 and 2010 
respectively with their expansions. 
According to this study, evening peak demand which is 1635.4 MW is recorded 
around 19.30 p.m. The total generation required is 1688.8 MW. Maximum active 
power loss is 53.4 MW. As a percentage of total generation, it is a 3.17 %. 
Lowest demand and generation are recorded around 3.30 a.m. It is around 761.8 MW 
and 773.56 M W respectively. Minimum loss is 11.75 M W and 1.52 % of total 
generation. Day peak is around 11.00 a.m. Any time in between 0.00 a.m. to 24.00 
midnight, Transmission losses vary from 1.52 % to 3.17 %. 
Highest reactive power loss is around 19.30 p.m. and It is 246 Mvar. Reactive power 
consumption is greater than reactive power generation in light load condition. 
Minimum reactive power generation is around 3.30 a.m. At heavy load condition 
reactive power consumption is less than reactive power generation. 
At light load condition, vars absorbed are higher than vars generated, because part of 
the total reactive power consumption will be met by transmission lines. Due to 
available excess system capacity of var generation, vars can be sold to the embedded 
power producers and which will generate additional revenue to the CEB. At peak time 
period, vars can be obtained from the embedded power producers. 
Most of studies have been done neglecting transformer series resistance. But the loss 
due to transformer resistance is significant. The difference between with and without 
transformer resistance varies in between 0.5 % to 0.8 % .Thus, It can be concluded 
that neglecting transformer series resistance is not justifiable. 
41 
MATLAB is found to be a powerful and convenient programming tool for load flow 
analysis. It is easy to handle complex numbers and matrix calculations with 
M A T L A B due to inbuilt functions for handling complex numbers. 
42 
References: 
[1] P.Kundur, "Power System Stability & Control", McGraw-Hill Education, 
November 1994 
[2] B.M.Weedey, "Electric Power Systems" Third Edition, John Wiley & Sons 
Ltd., New York, 1979. 
[3] C.L.Wadhwa. "Electrical Power Systems", Second Edition, New Age 
International (P) Ltd., New Delhi ,7th Reprint 1997. 
[4] Olle 1. Elgerd, "Electric Energy Systems Theory An Introduction" Second 
Edition, Tata McGraw-Hill Publishing Company Ltd., New Delhi, 12th Reprint 
1999. 
[5] P.S.Bimbhra, "Electrical Machinery" (Theory, Performance and Applications) 
Fifth Edition, Khanna publishers, Delhi, 1997. 
[6] B.L.Theraja and A.K. Theraja, "Textbook of Electrical Technology "Twenty 
Second Edition, S.Chand & Company Ltd., New Delhi 1997. 
[7] Stephen J.Chapman "MATLAB Programming for Engineers" Second Edition, 
Thomson Asia Pte Ltd., 4th Reprint 2004. 
[8] Turan Gonen "Modern Power System Analysis", John Wiley & Sons, Inc., 
USA, 1988. 
[9] Fernando L. Alvarado "Solving Power Flow Problems with a MATLAB 
Implementation of the Power System Applications Data Dictionary" ECE 
Department, the University of Wisconsin, Madison, Wisconsin 53705 
[10] Long Term Transmission Expansion Plan 2004, Transmission Planning 
Branch, CEB 
[11] Long Term Generation Expansion Plan 2006-2020, Generation Planning 
Branch, CEB 
[12] Long Term National Demand Forecast Report 2006 , Generation Planning 
Branch, CEB [13] Ceylon Electricity Board Statistical Digest -2007 
[14] Ceylon Electricity Board Statistical Digest -2005 
[15] Turan Gonen "Electric Power Distribution System Engineering." McGraw-
Hill Inc. 2nd Reprint 1987. 
43 
National Transmission Network 
Annex 10 
44 
Annex 10 
Data of Transmission Lines/ Under Ground Cables 
L
in
e 
Se
ct
io
n 
> jt Ci
rc
ui
ts
 
C
on
du
ct
or
 
L
en
gt
h 
(k
m
) 
R
/c
ct
 
in
 p
.u
. 
X
/c
ct
 
in
 p
.u
. 
Y
/c
ct
 
in
 p
.u
. 
132kV Transmission lines UG 
Kelanitissa-Fort 132 1 Cu500 4.9 0.00143 0.00267 0.10997 
Fort-Kollupitiya 132 1 Cu350 2.7 0.00093 0.00153 0.05321 
Kollupitiya-Kolonnavva 132 1 Cu500 5.4 0.00158 0.00294 0.12119 
Pannipitiya-Dehiwala 132 1 XLPE, 1000 9.0 0.00139 0.00816 0.10346 
Colombo 1-K.olonnawa 132 1 XLPE, 1000 4.6 0.00071 0.00417 0.05288 
Dehiwala-Havelock Town 132 1 XLPE, 800 8.5 0.00151 0.00805 0.09073 
Colombo A-Colombo 1 132 1 XLPE. 800 6.3 0.00112 0.00597 0.06725 
132k V Transmission lines OH 
New Laxapana-Canyon 132 1 Lynx 10.0 0.01022 0.02301 0.00487 
Ukuwela-Bowatenna 132 1 Lynx 30.0 0.03065 0.06904 0.01462 
Rantambe-Badulla 1 132 1 Lynx 37.0 0.03780 0.08515 0.01803 
Rantambe-Badullla 2 132 1 Lynx 33.0 0.03371 0.07595 0.01608 
Badulla-Inginiyagala 132 1 Oriole 79.9 0.08759 0.19993 0.03866 
Inginiyagala-Ampara 132 1 Lynx 25.0 0.02554 0.05754 0.01218 
Habarana-Valachchena 132 1 Lynx 99.7 0.10185 0.22945 0.04857 
Kotmale-Kiribathkumbura 132 2 Lynx 22.5 0.02299 0.05178 0.01096 
Kiribathkumbura-Ukuwela 132 2 Lynx 29.9 0.03055 0.06881 0.01457 
Ukuwela-Habarana 132 2 Lynx 82.3 0.08408 0.18941 0.04009 
Habarana-Anuradapura 132 2 Lynx 48.9 0.04996 0.11254 0.02382 
Polpitiya-FCotmale 132 2 Lynx 29.5 0.03014 0.06789 0.01437 
Biyagama-Sapugaskanda PS 132 2 Zebra 2.1 0.00092 0.00466 0.00109 
Kelanitissa-Kolonnawa 132 2 Invar 2.2 0.00048 0.00386 0.00155 
Kolonnawa-Pannipitiya 132 2 Lynx 12.9 0.01318 0.02969 0.00628 
K.otugoda-Bolawatta(T) 132 2 Zebra 22.0 0.00960 0.04886 0.01144 
Bolawatta(T)-Madampe(T)) 132 2 Lynx 22.6 0.02309 0.05201 0.01101 
Madam pe(T)-Puttalam 132 2 Lynx 61.4 0.06272 0.14131 0.02991 
Madampe(T)-SS 132 2 Lynx 6.8 0.00695 0.01565 0.00331 
Kolonnawa-Aturugiriya 132 2 Lynx 14.0 0.01430 0.03222 0.00682 
Athurugiriya-Oruwala 132. 2 Lynx 3.4 0.00347 0.00782 0.00166 
Athurugiriya-Thulhiriya(T) 132 2 Lynx 36.0 0.03678 0.08285 0.01754 
Thulhiriya(T)-SS 132 2 Lynx 23.9 0.02442 0.05500 0.01164 
Thulhiriya(T)-Polpitiya 132 2 Lynx 28.0 0.02860 0.06444 0.01364 
K.olonnawa-Kosgama(T) 132 2 Lynx 31.9 0.03259 0.07342 0.01564 
Kosgama(T)-SS 132 2 Lynx 0.5 0.00051 0.00115 0.00024 
K.osgama(T)-Polpitiya 132 2 Lynx 34.4 0.03514 0.07917 0.01676 
Pannipitiya-Ratmalana 132 2 Lynx 6.9 0.00705 0.01588 0.00336 
45 
Pannipitiya-Panadura(T) 132 2 Goat 12.3 0.00629 0.02734 0.00631 
Panadura(T)-Matugama 132 2 Goat 29.1 0.01488 0.06467 0.01493 
Panadura(T)-SS 132 2 Lynx 4.7 0.00480 0.01082 0.00229 
Polpitiya-Laxapana 132 2 Lynx 8.3 0.00848 0.01910 0.00404 
Laxapana-Wimalasurendra 132 2 Lynx 5.1 0.00521 0.01174 0.00248 
Laxapana-New Laxapana 132 2 Lynx 0.6 0.00061 0.00138 0.00029 
New Laxapana-Polpitiya 132 2 Lynx 8.0 0.00817 0.01841 0.00390 
Kiribathkumbura-Kurunegala 132 2 Lynx 34.6 0.03535 0.07963 0.01686 
New Anuradapura-Trinco 132 2 Lynx 103.3 0.10553 0.02377 0.05033 
New Laxapana-Balangoda 132 2 Lynx 43.9 0.04485 0.10103 0.02139 
Balangoda-Samanalawewa 132 2 Zebra 19.0 0.00829 0.04220 0.00988 
Samanalawewa-Embilipitiya 132 2 Lynx 38.0 0.03882 0.08745 0.01851 
Balangoda-Deniyaya(T) 132 2 Tiger 44.2 0.06266 0.10527 0.02093 
Deniyaya(T)-Galle 132 2 Tiger 57.3 0.08123 0.13648 0.02713 
Laxapana-NuwaraEliya 132 2 Lynx 38.8 0.03964 0.08930 0.01890 
NuwaraEliya-Badulla 132 2 Lynx 35.4 0.03616 0.08147 0.01725 
Embilipitiya-Matara 132 2 Lynx 52.0 0.05312 0.11967 0.02533 
Embilipitiya-Hambantota 132 2 Zebra 35.0 0.01527 0.07774 0.01820 
Puttalam-Anuradapura 132 2 Lynx 75.0 0.07662 0.17261 0.03654 
Anuradapura-New Anuradapura 132 2 Lynx 1.5 0.00153 0.00345 0.00073 
Anuradapura-Vavunia 132 2 Lynx 54.7 0.05588 0.12589 0.02665 
Kotugoda-Weyangoda 132 2 2xZebra 17.0 0.00371 0.02986 0.01195 
Sapugaskanda GS-Biyagama 132 2 Zebra 4.2 0.00183 0.00933 0.00218 
Kolonnawa-Kelaniya 132 2 Zebra 6.6 0.00288 0.01466 0.00343 
Kelaniya-Kotugoda 132 2 Zebra 19.3 0.00842 0.04287 0.01004 
Kelaniya-KHD* 132 2 Zebra 3.6 0.00157 0.00800 0.00187 
Kelaniya-Sapugas. GS* 132 2 Zebra 4.6 0.00201 0.01022 0.00239 
Single in out to Horana from Panadura 
T-Matugama* 132 2 Zebra 20.0 0.00872 0.04442 0.01040 
Kukule-Matugama 132 2 Lynx 30.0 0.03065 0.06904 0.01462 
Anuradapura-Vavunia 132 2 Zebra 54.7 0.02386 0.12149 0.02845 
220 k V transmission lines 
V ictori a-Ran den i gal a 220 1 2xZe"bra 16.4 0.00129 0.01037 0.03202 
Randenigala-Rantambe 220 1 2xZebra 3.1 0.00024 0.00196 0.00605 
K.otmale-New Anuradapura 220 1 Zebra 163.0 0.02560 0.13033 0.23545 
Biyagama-Kelanitissa 220 2 2xGoat 12.5 0.00134 0.00764 0.02361 
Biyagama-Kotugoda 220 2 Zebra 19.6 0.00308 0.01567 0.02831 
Biyagama-Kotmale 220 2 2xZebra 70.5 0.00554 0.04457 0.13764 
Kotmale-Victoria 220 2 2xZebra 30.1 0.00236 0.01903 0.05877 
Pannipitiya-Biyagama 220 2 Zebra 15.5 0.00243 0.01239 0.02239 
Note: The Line parameters are given in p.u. values w.r.t. ZbaSe=V2baSe/MVA base (MVA base~100, VbaSe in kV ) 
46 
Annex 10 
Data of Existing Two Winding Transformers 
Z% 
p.u. MVA base Units H kV L kV 
Z p.u. 
(100MVA base) 
G e n e r a t o r T r a n s f o r m e r s 
1 Victoriya 15.00 96.0 J 220.0 12.5 0.15625 
2 Kotmale 10.50 90.0 3 220.0 13.8 0.11667 
3 Randenigala 14.50 81.0 2 220.0 12.5 0.17901 
4 Ukuwela 12.30 27.0 2 132.0 12.5 0.45556 
5 Bowatenna 10.00 50.0 1 132.0 12.5 0.20000 
6 Polpitiya 12.10 53.7 2 132.0 12.5 0.22533 
7 Canyon 10.80 38.0 2 132.0 12.5 0.28421 
8 Nlaxapana 13.50 72.0 2 132.0 12.5 0.18750 
9 10.00 40.0 1 132.0 11.0 0.25000 
10 Olaxapana 10.00 16.0 2 132.0 11.0 0.62500 
11 Iginiyagala 8.00 10.0 1 33.0 6.9 0.80000 
12 4.00 5.0 1 33.0 6.9 0.80000 
13 Samanalawewa 11.00 71.0 2 132.0 10.5 0.15493 
14 Kukule 11.00 46.0 2 132.0 13.8 0.23913 
15 Wimalasurendra 12.30 32.1 2 132.0 11.0 0.38318 
16 Ambilipitiya 13.00 70.0 2 132.0 11.0 0.18571 
17 Matara 10.00 32.0 1 33.0 11.0 0.31250 
18 Horana 10.00 32.0 1 33.0 11.0 0.31250 
19 Colombo(Barge) 12.00 76.0 1 220.0 11.0 0.15789 
20 CCY-AES -GT 12.50 161.0 1 220.0 11.0 0.07764 
21 CCY-AES -ST 12.50 81.0 1 220.0 11.0 0.15432 
22 CCY-Kalanitissa - G T 12.00 147.0 1 220.0 11.0 0.08163 
23 CCY-Kalanitissa -ST 12.00 83.0 1 220.0 11.0 0.14458 
24 KHD(Asia Power) 10.00 36.0 2 132.0 11.0 0.27778 
25 Lakdanavi 9.04 20.0 1 33.0 11.0 0.45200 
26 Sapugas(01d-4 nos) 17.80 50.0 2 142.0 11.0 0.35600 
27 Sapugas(Ext-4 nos) 17.80 50.0 1 142.0 11.0 0.35600 
28 Sapugas(Ext.-4 nos) 17.80 50.0 1 142.0 11.0 0.35600 
29 Puttalam-Heladanavi 12.00 80.0 2 132.0 15.0 0.15000 
30 GT7 11.00 149.0 1 132.0 11.0 0.07383 
31 GT4-5 14.70 27.0 2 34.0 11.5 0.54444 
Gr id Stat ion T r a n s f o r m e r s 
32 Kalanitissa 15.00 60.0 2 132.0 33.0 0.25000 
33 Kalaniya 10.00 31.5 1 132.0 33.0 0.31746 
34 Sapugaskanda 9.90 30.0 J 132.0 33.0 0.33000 
35 Bolawatta 10.95 31.5 j 132.0 33.0 0.34762 
36 Madampe 10.00 31.5 2 132.0 33.0 0.31746 
47 
37 Puttalam 9.95 31.5 2 132.0 33.0 0.31587 
38 Veyangoda 10.00 31.5 2 132.0 33.0 0.31746 
39 Kurunagala 10.00 31.5 2 132.0 33.0 0.31746 
40 Kiribathkubura 10.90 31.5 3 132.0 33.0 0.34603 
41 Anuradhapura 10.65 10.0 2 132.0 33.0 1.06500 
42 Anuradhapura 10.00 31.5 1 132.0 33.0 0.31746 
43 Vavniya 10.70 10.0 2 132.0 33.0 1.07000 
44 Trinco 10.52 31.5 2 132.0 33.0 0.33397 
45 Habarana 10.46 31.5 2 132.0 33.0 0.33206 
46 Valachchena 10.00 10.0 2 132.0 33.0 1.00000 
47 Ukuwela 9.67 31.5 2 132.0 33.0 0.30698 
48 Rantabe 9.90 105.0 1 220.0 132.0 0.09429 
49 WPS 10.00 15.0 1 132.0 33.0 0.66667 
10.30 31.5 1 132.0 33.0 0.32698 
50 Thuliriya 10.00 31.5 3 132.0 33.0 0.31746 
51 Athurugiriya 10.00 31.5 2 132.0 33.0 0.31746 
52 Sithawaka 10.00 31.5 2 132.0 33.0 0.31746 
53 Kosgama 10.00 31.5 2 132.0 33.0 0.31746 
54 N'Eliya 9.64 31.5 2 132.0 33.0 0.30603 
55 Badulla 11.00 31.5 2 132.0 33.0 0.34921 
56 Am para 10.02 31.5 2 132.0 33.0 0.31810 
57 Iginiyagala 11.00 15.0 2 132.0 33.0 0.73333 
58 Hambantota 10.87 16.0 2 132.0 33.0 0.67938 
59 Ambilipitiya 10.00 31.5 2 132.0 33.0 0.31746 
60 Matara 10.00 31.5 3 132.0 33.0 0.31746 
61 Balangoda 10.00 31.5 2 132.0 33.0 0.31746 
62 Deniyaya 10.76 31.5 3 132.0 33.0 0.34159 
63 Galle 10.40 30.0 2 132.0 11.0 0.34667 
64 Ratnapura 10.00 31.5 2 132.0 33.0 0.31746 
65 Matugama 9.98 31.5 j 132.0 33.0 0.31683 
66 Horana 10.00 31.5 2 132.0 33.0 0.31746 
67 Panadura 9.98 31.5 2 132.0 33.0 0.31683 
68 Pannipitiya 9.90 31.5 J 132.0 33.0 0.31429 
69 Ratmalana 10.20 31.5 3 132.0 33.0 0.32381 
70 Kolonnawa 10.00 31.5 5 132.0 33.0 0.31746 
71 S'Japura 10.00 31.5 2 132.0 33.0 0.31746 
72 Dehiwala 10.00 31.5 2 132.0 33.0 0.31746 
73 H'Town 10.00 31.5 2 132.0 33.0 0.31746 
74 Kollupitiya 29.20 30.0 -> j 132.0 11.0 0.97333 
75 Fort 29.20 30.0 3 132.0 11.0 0.97333 
76 Maradana 29.00 31.5 3 132.0 11.0 0.92063 
48 
D
at
a 
of
 E
xi
st
in
g 
T
hr
ee
 W
in
di
ng
s 
T
ra
ns
fo
rm
er
s 
A
nn
ex
 4
 
D
es
cr
ip
ti
on
 
kV
 
M
V
A
 
B
et
w
ee
n 
Z
%
 
p.
u.
 
M
V
A
ba
se
 
Z
%
 
(E
qu
iv
al
en
t 
St
ar
 
C
on
ne
ct
io
n)
 
Z 
p.
u 
. 
(M
V
A
b=
10
0)
 
D
es
cr
ip
ti
on
 
U
ni
ts
 
H
 
L 
M
 
H
 
L 
M
 
B
et
w
ee
n 
Z
%
 
p.
u.
 
M
V
A
ba
se
 
Z
%
 
(E
qu
iv
al
en
t 
St
ar
 
C
on
ne
ct
io
n)
 
Z 
p.
u 
. 
(M
V
A
b=
10
0)
 
K
el
an
it
is
sa
 
1.
2 
22
0.
0 
33
.0
 
13
2.
0 
15
0.
0 
40
.0
 
15
0.
0 
H
-M
 
14
.2
 
15
0.
0 
H
 
10
.3
7 
9.
47
 
K
el
an
it
is
sa
 
H
-L
 
85
.8
 
15
0.
0 
L 
46
.8
3 
57
.2
0 
K
el
an
it
is
sa
 
M
-L
 
68
.9
 
15
0.
0 
M
 
-0
.9
0 
45
.9
3 
Pa
nn
ip
it
iy
a 
1-
2 
22
0.
0 
33
.0
 
13
2.
0 
25
0.
0 
60
.0
 
25
0.
0 
H
-M
 
14
.1
6 
25
0.
0 
H
 
6.
72
 
5.
66
 
Pa
nn
ip
it
iy
a 
H
-L
 
16
.6
1 
60
.0
 
L 
20
.9
7 
27
.6
8 
Pa
nn
ip
it
iy
a 
M
-L
 
11
.9
5 
60
.0
 
M
 
-1
.0
5 
19
.9
2 
B
iy
ag
am
a 
1,
2 
22
0.
0 
33
.0
 
13
2.
0 
25
0.
0 
60
.0
 
25
0.
0 
H
-M
 
13
.8
 
25
0.
0 
H
 
-1
0.
24
 
5.
52
 
B
iy
ag
am
a 
-
H
-L
 
91
.3
 
25
0.
0 
L 
46
.7
6 
36
.5
2 
B
iy
ag
am
a 
-
M
-L
 
15
6.
3 
25
0.
0 
M
 
15
.7
6 
62
.5
2 
K
ot
ug
od
a 
1-
2 
22
0.
0 
33
.0
 
13
2.
0 
25
0.
0 
60
.0
 
25
0.
0 
H
-M
 
13
.8
 
25
0.
0 
H
 
-1
0.
52
 
5.
52
 
K
ot
ug
od
a 
H
-L
 
89
.9
 
25
0.
0 
L 
46
.4
8 
35
.9
6 
K
ot
ug
od
a 
M
-L
 
15
6.
3 
25
0.
0 
M
 
16
.0
4 
62
.5
2 
N
E
W
 A
nu
ra
dh
ap
ur
a 
1-
2 
22
0.
0 
33
.0
 
13
2.
0 
15
0.
0 
30
.0
 
15
0.
0 
H
-M
 
14
 
15
0.
0 
H
 
-1
6.
67
 
9.
33
 
N
E
W
 A
nu
ra
dh
ap
ur
a 
H
-L
 
22
.7
 
30
.0
 
L 
92
.3
3 
75
.6
7 
N
E
W
 A
nu
ra
dh
ap
ur
a 
M
-L
 
35
.5
 
30
.0
 
M
 
26
.0
0 
11
8.
33
 
R
an
ta
be
 
1-
2 
13
2.
0 
12
.5
 
34
.5
 
34
.5
 
34
.5
 
10
.0
 
H
-M
 
12
.2
 
34
.5
 
H
 
24
.6
4 
35
.3
6 
R
an
ta
be
 
H
-L
 
12
.7
 
34
.5
 
L 
12
.1
7 
36
.8
1 
R
an
ta
be
 
M
-L
 
7.
9 
34
.5
 
M
 
10
.7
2 
22
.9
0 
49
 
Annex 5 
Data of Generators 
Power Stat ion 
G e n e r a t o r 
Units x 
Capaci ty 
( M W ) 
Total 
Capaci ty 
(MW) 
MVA Total 
MVA cos a> 
Mvar 
at rated 
P.F. 
Canyon 2 x 3 0 60 2x37.5 75 0.85 19.75 
Wimalasurendra 2 x 25 50 2x31.25 62.5 0.80 18.75 
Old Laxapana 3 x 8.33 25 3x9.8 29.4 0.85 5.16 
2 x 12.5 25 2x14.7 29.4 0.85 7.74 
New Laxapana 2 x 5 0 100 2x62.5 125 0.80 37.50 
Polpitiya 2 x 37.5 75 2x53.9 107.8 0.80 28.14 
Victoria 3 x 7 0 210 3x82.5 247.5 0.85 43.46 
Kotmale 3 x 6 7 201 3x90 270 0.80 47.41 
Randenigala 2 x 6 1 122 2x81 162 0.80 42.67 
Ukuwela 2 x 19 38 2x21.4 42.8 0.80 16.50 
Bowatenna 1 x 40 40 1x47 47 0.80 30.00 
Rantambe 2 x 2 4 . 5 49 2x30 60 0.80 18.00 
Samanalawewa 2 x 6 0 120 2x70.6 141.2 0.85 37.19 
Kukule 2 x 3 5 70 2x42 84 0.85 22.12 
Iginiyagala 2x2.75 5.5 2x3.5 7 0.80 
2x3.25 6.5 2x4 8 0.80 
Udawalawe 2x3 6 2x3.3 6.6 0.90 
Nillambe 2x1.6 3.2 2x2 4.4 0.80 
CEB Hydro Total 1206.2 
GT2 1x20 20 1x31 31 0.85 
GT3 1x20 20 1x31 31 0.85 
GT4 1x20 20 1x27 27 0.85 12.00 
GT5 1x20 20 1x27 27 0.85 12.00 
GT6 1x20 20 1x27 27 0.85 
50 
GT7 1 x 1 1 5 115 1x154.6 154.62 0.80 92.78 
CCY- GT 1x104 104 1x133 133 0.80 80.00 
CCY-ST 1x61 61 1x81 81 0.80 48.60 
Sapugaskanda Diesel 4 x 2 0 80 4x26.5 106 0.80 8.00 
Sapugaskanda Diesel (Ext.) 
4 x 10 40 4x12.9 51.6 0.80 6.00 
4x 10 40 4x12.9 51.6 0.80 6.00 
Chunnakam 1x8 8 
CEB T h e r m a l Tota l 548 
Lakdhanavi 4x5.63 22.5 4x7.5 30.00 0.80 4.50 
Asia Power Ltd 8x6.375 51 8x8 64.00 0.80 4.80 
Colombo Power (Pvt) Ltd 4x16 64 4x19.622 78.48 0.80 11.77 
ACE Power Matara 4x6.2 24.8 4x7.97 31.88 0.80 4.78 
ACE Power Horana 4x6.2 24.8 4x7.97 31.88 0.80 4.78 
AES Kelani (Pvt.) Ltd-CCY-GT 1x109 109 1x144.95 144.95 0.80 80.00 
AES Kelani (Pvt.) Ltd-CCY-ST 1x54 54 1x80 80.00 0.80 43.20 
Heladanavi (Pvt.) Ltd. 6x16.6 100 6x21.34 128.07 0.80 12.81 
ACE Power Embilipitiya 14x7.107 100 14x9.21 129.01 0.80 5.53 
IPP Total 550.1 
Small hydro 119 
Wind j 
Grand Total 2426.3 • 
51 
Annex 6 
Location of Existing, Committed and Candidate Power Stations 
No. HYDROPOWER PLANT CAPACITY 
(MW) 
1 CANYON 60 
2 WIMALASURENDRA 50 
3 NEW LAXAPANA 100 
4 OLD LAXAPANA 50 
5 POLPITIYA 75 
6 KOTMALE 201 
7 VICTORIA 210 
8 RANDENIGALA 122 
9 RANTAMBE 49 
10 UKUWELA 38 
11 BOWATENNA 40 
12 SAMANALAWEWA • 120 
13 UDAWALAWE 06 
14 INGINIYAGALA 11 
15 NILAMBE 03 
16 KUKULE 70 
17 UPPER KOTMALE = 150 
18 BROADLANDS X 40 
19 UMA OYA X 150 
20 MORAG0LLA X 27 
21 GINGANGA x 49 
No. THERMAL POWER PLANT CAPACITY 
(MW) 
® KELANITISSA POWER STATION 
GAS TURBINE (OLD) 48 
GAS TURBINE (NEW) 115 
GAS TURBINE (JBIC) 65 
COMBINED CYCLE (AES) • 163 
COLOMBO POWER (Pvt)Ltd. 60 
SAPUGASKANDA POWER STATION 
® DIESEL 144 
SAPUGASKANDA GRID SUBSTATION 
LAKDANAVI 22.5 
ASIA POWER Ltd. 49 
© ACE POWER MATARA • 20 
® ACE POWER HORANA 20 
© CHUNNAKAM 08 
© HE LAD AN AVI 100 
© ACE POWER EMBILIPITIYA 100 
© COMBINED CYCLE PLANT KERAWALAPITIYA o 300 
© COLOMBO POWER Pvt. 1TD. • 
LEGEND 
EXISTING PLANTS • 
CANDIDATES PLANTS X 
COMMITTED PLANTS Q 
52 
K
E
L
A
N
I 
R
IV
E
R
 
u>
 
(D
 
W
 
(D
 
o n CO
 
(0
 
CD
 
3 V)
 
0)
 
7 fi>
 
€ (D 7s
 
<D
 
0)
 
3 Q)
 
3 a SI
 i CD 7J (D "1 O" 0) w 3* w 
R
es
er
vo
ir
 S
ys
te
m
s 
in
 M
ah
aw
el
i 
R
iv
er
 b
as
in
s 
A
nn
ex
 8
 
• U
pp
er
 K
ot
m
al
eP
S]
 
I* 
(1
50
M
W
) 
I 
K
ot
m
al
eR
e^
 
(1
72
.6
 M
C
M
] 
SU
D
U
 
G
A
N
G
A
 
V
ic
to
ria
 P
S 
(2
10
 M
W
) 
B
ow
at
en
na
 R
es
\ 
(4
9.
9 M
C
M
) 
Ei
ah
er
a"
 
| 
| R
an
de
ni
ga
la
 P
S 
(1
22
 M
W
) 
A
ng
am
ed
ill
a 
(S
ys
te
m
 G
) 
M
in
ne
ri
y^
 
A
 
(S
ys
te
m
 D
l 
\P
ar
ak
ra
m
a 
Sa
m
ud
ra
ya
 
™
\ 
(S
ys
te
m
 D
2)
 
I R
an
ta
m
be
 P
S 
(4
9M
W
) 
A
M
B
A
N
 
G
A
N
G
A
 
K
au
du
lla
 T
an
k 
(S
ys
te
m
 D
l)
 
(S
ys
te
m
 E
) 
U
lh
iti
ya
 
(S
ys
te
m
 C
) 
(S
ys
te
m
 A
) 
K
O
TM
A
LE
 O
Y
A
 
M
A
H
A
W
EL
I 
G
A
N
G
A
 
| 
U
pp
er
 K
ot
m
al
e 
R
e\
 
K
ot
m
al
e 
PS
 
(2
01
 M
W
) 
M
°p
3
"
a  
V
J^
rl
J 
M
or
ag
ol
la
 P
S 
" 
(2
7M
W
) 
Po
lg
ol
la
T 
B
ar
ra
ge
^ 
(1
.2
 M
C
M
)-
U
m
aO
ya
PS
 
(1
50
M
W
) 
lU
ku
w
el
aP
S 
(3
8 
M
W
) 
V
ic
to
ria
 R
es
. 
(7
21
.2
 M
C
M
) 
R
an
de
ni
ga
la
 R
es
. 
(8
75
.0
 M
C
M
) 
U
M
A
O
Y
A
 
U
m
a 
O
ya
 R
es
. N
—
f\_
_ 
i 
B
ow
at
en
na
 P
S 
(4
0 M
W
) 
D
A
M
B
U
LU
 O
Y
A
 
K
an
da
la
m
a 
••
K
al
aw
aw
a 
(S
ys
te
m
 H
.M
H
.IM
) 
R
an
ta
m
be
 P
on
d A
 
(2
1.
0 
M
C
M
) 
G
iri
ta
le
 
(S
ys
te
m
 D
l)
 
\K
an
ta
le
 T
an
k 
(S
ys
te
m
 D
l)
 
(R
ig
ht
 B
an
k)
 
R
at
hk
in
da
 
(S
ys
te
m
 C
) 
M
A
H
A
W
EL
I 
G
A
N
G
A
 
M
ad
ur
a 
O
ya
 
(S
ys
te
m
 B
) 
54
 
Annex 10 
CEB Distribution Regions 
TmoontslH 
Anuadhapun 
Division 1 
KUtyapeya 
Mrror^ a 
Anursdhapin 
Division 1 
KufeyspibyB 
Mnrwnya 
Division 2 
Uatocaoa 
Division 2 
Bsscataa 
Ka-r),' 
Division 4 
Negombo Ke»sle '|j*-ara Llva 
KalTijral 
A-nwra 
KManyi 
Jwwa,O6n0,K,,"Division 3 
Kilnocfichi 
Colombo Cty :jr 
Ra,r'aanB HMMgamj 
Division 2 
Uattcoca 
Krtnmai 
UspontM * 
Kcranva 
Hcro^ ama 
Ksbtara LTinitpr.va 
Division 4 Division 4 
Waii-3 
55 
Annex 10 
MATLAB Programme for Load Flow Analysis 
Input file to power flow programme 
powerflow.m 
clear; 
basemva=100; % MVA Base 
accuracy=0.0001; % Accuracy 
maxiter=100; % Maximum Iterations 
busdata=xlsread('Budata.xls'); % Read bus data from input file 
linedata=xlsread('Lndata.xls'); % Read line data from input file 
Lfybus % Call file "Lfybus " 
Lfnewton % Call file " Lfnewton " 
busout % Call file " busout" 
Lineflow % Call file " Lineflow " 
This program obtains Y Bus Admittance Matrix for power flow solution 
Lfybus.m 
rsqrt(-l) ; 
i = sqrt(-l); 
nl = linedata(:,l); 
nr= linedata(:,2); 
R = linedata(:,3); 
X = linedata(:,4); 
Be =j*linedata(:,5); 
a= linedata(:,6); 
nbr=length(l inedata(:, 1)); 
nbus = max(max(nl), max(nr)); 
Z = R + j * X ; 
y= ones(nbr,l) . /Z; 
for n = 1 :nbr 
i fa (n) < = 0 
a(n)= 1; 
else;end 
Ybus=zeros(nbus,nbus); 
% Square root of -1 
% Square root of -1 
% Read From bus data 
% Read To bus data 
% Resistances of lines 
% Reactances of the lines 
% Half of the total line charging suceptance ex. Y/2 
% Transformer Tap setting (one for transmission line) 
% Number of rows in line data matrix 
% Maximum of from or to bus column 
% Impedance matrix 
% Branch admittance 
% if Tap<=0 then tap= 
% initialize Ybus to zero 
% formation of the off diagonal elements 
for k=l :nbr; 
Ybus(nl(k),nr(k))=Ybus(nl(k),nr(k))-y(k)/a(k); 
Ybus(nr(k),nl(k))=Ybus(nl(k),nr(k)); 
end 
end 
% formation of the diagonal elements 
for n=l :nbus 
for k=l :nbr 
if nl(k)==n 
Ybus(n,n) = Ybus(n,n)+y(k)/(a(k)A2) + Bc(k); 
%Ybus(n,n) = Ybus(n,n)+y(k) +Bc(k); 
elseif nr(k)==n 
% Ybus(n,n) = Ybus(n,n)+y(k)/(a(k)A2) + Bc(k); 
56 
Ybus(n,n) = Ybus(n,n)+y(k) +Bc(k); 
else, end 
end 
end 
clear Pgg 
Power flow solution by Newton-Raphson method 
Lfnewton.m 
ns=0; ng=0; Vm=0; delta=0; 
yload=0; deltad=0; 
nbus = length(busdata(:, 1)); 
kb=[]; Vm=[]; delta=[]; 
Pd=[]; Qd=[]; Pg=[]; 
Qg=[]; Qmin=[]; Qmax=[]; 
Pk=[]; P=[]; Qk=[]; Q=[]; S=[]; V=[]; 
for k=l :nbus 
n=busdata(k,l); % Read 
kb(n) = busdata(k,2); % Read 
Vm(n) = busdata(k,3); % Read 
delta(n) = busdata(k,4); % Read 
Pd(n) = busdata(k,5); • % Read 
Qd(n) = busdata(k,6); % Read 
Pg(n) = busdata(k,7); % Read 
Qg(n) = busdata(k,8); % Read 
Qmin(n) = busdata(k,9); % Read 
Qmax(n) = busdata(k, 10); % Read 
Qsh(n) = busdata(k, 11); % Read 
% Number of busses 
(last)bus numbers ex 1,2,3, 
bus type 
Voltage magnitude 
Voltage angel delta 
P load 
Q J o a d 
P_generation 
Q_generation 
Q m i n i m u m 
Qj-naximum 
+ve injected power 
i fVm(n) < = 0 
Vm(n )= 1.0; 
V(n) = 1 + j*0; 
else delta(n) = pi/180*delta(n) 
V(n) = Vm(n)*(cos(delta(n)) + j*sin(delta(n))); 
P(n) = (Pg(n)-Pd(n))/basemva; 
% if V<=0 then assign 1 
% Complex form 
% Convert into radian 
% Complex form 
% P at a bus 
Q(n) = (Qg(n)-Qd(n)+ Qsh(n))/basemva; % Q at a bus 
S(n) = P(n) + j*Q(n); 
end 
end 
for k=l :nbus 
if kb(k) == 1, ns = ns+1; 
else, end 
if kb(lc) == 2 ng = ng+1; 
else, end 
ngs(k) = ng; 
nss(k) = ns; 
end 
Ym=abs(Ybus); 
t = angle(Ybus); 
% Complex power P & Q complex form 
% No of generator busses 
% No of slack busses 
% Absulute value of Ybus matrix ex |x| 
% Angle of Ybus matrix ex: x= a+jb angle=atan(b/a) 
m=2*nbus-ng-2*ns; 
maxerror = 1; converge=l; 
iter = 0; 
mline=ones(nbr,l); 
% Initial condition 
% added for parallel lines 
% (1 l x l ) matrix 
57 
for k= l :nb r 
for m m = k + l :nbr 
i f ( (nl(k)==nl(mm)) & ( n r ( k ) = n r ( m m ) ) ) ; 
ml ine (mm)=2; 
elseif ( (n l (k)==nr(mm)) & (nr(k)==nl(mm))); 
ml ine (mm)=2; 
else, end 
end 
end 
% Start of i terations 
clear A DC J DX 
while maxerror > = accuracy & iter <= maxiter % Test for max. power mismatch 
for ii=l :m 
for k = l : m 
A(ii ,k)=0; %lnitializing Jacobian matrix 8x8 matrix 
end ,end 
iter = iter+1; 
fo rn= l :nbus 
nn=n-nss(n); 
lm=nbus+n-ngs(n)-nss(n)-ns; 
J11=0; J22=0; J33=0; J44=0; 
for ii=l :nbr 
if mline( i i )==l % Added to include parallel lines 
if nl(ii) = = n | nr(ii) == n 
if nl(ii) = = n , 1 = nr(ii); 
end 
if nr(ii) == n , 1 = nl(ii); 
end 
J11 = J11+ Vm(n)*Vm(l)*Ym(n, l )*sin( t (n , I ) - delta(n) + delta(l)); 
J33=J33+ Vm(n)*Vm(l)*Ym(n, l )*cos( t (n , l ) - delta(n) + delta(l)); 
if kb (n )~= l 
J22=J22+ Vm(l)*Ym(n,l)*cos(t(n, l )- delta(n) + delta(l)); 
J44=J44+ Vm(l)*Ym(n,l)*sin(t(n, l)- delta(n) + delta(l)); 
else,end 
if kb(n) ~ = 1 & kb(l) ~=1 
Ik = nbus+l-ngs(l)-nss(l)-ns; 
11 = 1 -nss(l); % off diagonalelements of J1 
A(nn, 11) =-Vm(n)*Vm(l)*Ym(n, l )*sin( t (n , l ) - delta(n) + delta(l)); 
if kb(l) == 0 % off diagonal elements of J2 
A(nn, lk) =Vm(n)*Ym(n, l)*cos( t(n, l ) - delta(n) + delta(l)); 
end 
if kb(n) == 0 % off diagonal e lements of J3 
A(lm, 11) =-Vm(n)*Vm(l)*Ym(n, l )*cos( t (n , l ) - delta(n)+delta(l)); 
end 
if kb(n) == 0 & kb(l) == 0 % off diagonal elements of J4 
A(lm, lk) =-Vm(n)*Ym(n,l)*sin(t(n, l )- delta(n) + delta(l)); 
end 
else, end 
else , end 
else, end 
end 
Pk = Vm(n)A2*Ym(n,n)*cos(t(n,n))+J33; 
Qk = -Vm(n)A2*Ym(n,n)*sin(t(n,n))-Jl 1; 
if kb(n) == 1 P(n)=Pk; Q(n) = Qk; end 
if kb(n) — 2 Q(n)=Qk; 
if Qmax(n) ~= 0 
Qge = Q(n)*basemva + Qd(n) - Qsh(n); 
if iter <= 7 
if iter > 2 
if Qge < Qmin(n), 
Vm(n) = Vm(n) + 0.01; 
elseif Qge > Qmax(n), 
Vrn(n) = Vm(n) - 0.01 ;end 
else, end 
else,end 
else,end 
end 
% Swing bus P 
% Between the 2th & 6th iterations 
% the Mvar of generator buses are 
% tested. If not within limits Vm(n) 
% is changed in steps of 0.01 pu to 
% bring the generator Mvar within 
% the specified limits. 
if kb(n) ~= 1 
A(nn,nn) = J11; %diagonal elements of J1 
DC(nn) = P(n)-Pk; 
end 
if kb(n) == 0 
A(nn,lm) = 2*Vm(n)*Ym(n,n)*cos(t(n,n))+J22; %diagonal elements of J2 
A(lm,nn)= J33; %diagonal elements of J3 
A(lm,lm) =-2*Vm(n)*Ym(n,n)*sin(t(n,n))-J44; %diagonal of elements of J4 
DC(lm) = Q(n)-Qk; 
end 
end 
DX=A\DC'; 
for n=l :nbus 
nn=n-nss(n); 
lm=nbus+n-ngs(n)-nss(n)-ns; 
if kb(n) ~= 1 
delta(n) = delta(n)+DX(nn); end 
i fkb(n) = = 0 
Vm(n)=Vm(n)+DX(lm); end 
end 
maxerror=max(abs(DC)); 
if iter == maxiter & maxerror > accuracy 
fprintf( ' \nWARNING: Iterative solution did not converged af te r ' ) 
fprintf('%g', iter), fprintf( ' iterations.\n\n') 
fprintf('Press Enter to terminate the iterations and print the results \n') 
converge = 0; pause, else, end 
end 
if converge ~= 1 
tech= (' ITERATIVE SOLUTION DID NOT CONVERGE') ; else, 
tech=(' Power Flow Solution by Newton-Raphson Method'); 
end 
V = Vm.*cos(delta)+j*Vm.*sin(delta); 
deltad=180/pi*delta; 
i=sqrt(-l); 
k=0; 
for n = 1 :nbus 
if kb(n) == 1 
k=k+l; 
S(n)= P(n)+j*Q(n); 
Pg(n) = P(n)*basemva + Pd(n); 
Qg(n) = Q(n)*basemva + Qd(n) - Qsh(n); 
Pgg(k)=Pg(n); 
Qgg(k)=Qg(n); 
elseif kb(n) ==2 
k=k+l ; 
S(n)=P(n)+j*Q(n); 
Qg(n) = Q(n)*basemva + Qd(n) - Qsh(n); 
Pgg(k)=Pg(n); 
Qgg(k)=Qg(n); % June 1997 
end 
yload(n) = (Pd(n)- j*Qd(n)+j*Qsh(n))/(basemva*Vm(n)A2); 
end 
busdata(:,3)=Vm'; busdata(-4)=deltad'; 
Pgt = sum(Pg); Qgt = sum(Qg); Pdt = sum(Pd); Qdt = sum(Qd); Qsht = sum(Qsh); 
%clear A DC DX J11 J22 J33 J44 Qk delta lk 11 lm 
%clear A DC DX J11 J22 J33 Qk delta lk 11 lm 
This program prints the power flow solution in a tabulated form on the screen, 
busout.m 
disp(tech) 
fprintf(' Maximum Power Mismatch = %g \n', maxerror) 
fprintf(' No. of Iterations = %g \n\n', iter) 
head =[' Bus Voltage Angle L o a d - Generation— Injected' 
' No. Mag. Degree MW Mvar MW Mvar M v a r ' 
disp(head) 
for n=l:nbus 
fprintf(' %5g', n), fprintf(' %7.3f , Vm(n)), 
fprintf(' %8 .3f , deltad(n)), fprintf(' %9.3f , Pd(n)), 
fprintfC %9.3f , Qd(n)), fprintf(' %9.3f , Pg(n)), 
fprintfC %9.3 f ' , Qg(n)), fprintfC %8.3f\n', Qsh(n)) 
end 
fprintfC \n'), fprintfC Total ') 
fprintfC %9.3f , Pdt), fprintfC %9.3f , Qdt), 
fprintfC %9.3f , Pgt), fprintf(' %9.3f , Qgt), fprintfC %9.3f\n\n', Qsht) 
This program is used in conjunction with If Newton 
For the computation of line flow and line losses. 
Lineflow.m 
SLT = 0; 
fprintf('\n') 
fprintf(' Line Flow and Losses \n\n') 
fprintf(' --Line-- Power at bus & line flow --Line lo s s - Transformer^ ' ) 
fprintf(' from to MW Mvar MVA MW Mvar tap\n') 
for n = 1 :nbus 
busprt = 0; 
for L = 1 :nbr; 
if busprt == 0 
fprintf(' \n'), fprintf('%6g', n), fprintf(' %9.3f, P(n)*basemva) 
fprintf( '%9.3f, Q(n)*basemva), fprintf('%9.3f\n', abs(S(n)*basemva)) 
busprt = 1; 
else, end 
if nl(L)==n k = nr(L); 
In = (V(n) - a(L)*V(k))*y(L)/a(L)A2 + Bc(L)/a(L)A2*V(n); 
Ik = (V(k) - V(n)/a(L))*y(L) + Bc(L)*V(k); 
Snk = V(n)*conj(In)*basemva; 
Skn = V(k)*conj(Ik)*basemva; 
SL = Snk + Skn; 
SLT = SLT + SL; 
elseif nr(L)==n k = nl(L); 
In = (V(n) - V(k)/a(L))*y(L) + Bc(L)*V(n); 
Ik = (V(k) - a(L)*V(n))*y(L)/a(L)A2 + Bc(L)/a(L)A2*V(k); 
Snk = V(n)*conj(In)*basemva; 
Skn = V(k)*conj(Ik)*basemva; 
SL = Snk + Skn; 
SLT = SLT + SL; 
else, end 
if nl(L)==n | nr(L)==n 
fprintf( '%12g', k), 
fprintf( '%9.3f, real(Snk)), fprintf( '%9.3f, imag(Snk)) 
fprintf( '%9.3f, abs(Snk)), 
fprintf( '%9.3f, real(SL)), 
i fn l (L) ==n & a(L) ~= 1 
fprintf( '%9.3f, imag(SL)), fprintf('%9.3f\n', a(L)) 
else, fprintf( '%9.3f\n', imag(SL)) 
end 
else, end 
end 
end 
%SLT = SLT; 
SLT = SLT/2; 
fprintf(' \n'), fprintf(' Total loss ') 
fprintf('%9.3f, real(SLT)), fprintf( '%9.3IV, imag(SLT)) 
fprintf(' \n'), fprintf(' Total loss %% ') 
fprintf('%9.4f, ((real(SLT)* 100)/Pgt)) 
clear Ik In SL SLT Skn Sn 
Annex 11 
Bus Data Input File (Budata.xls) 
B
us
 N
o.
 
B
us
 t
yp
e 
V
ol
ta
ge
 
(P
.U
) 
A
ng
le
 
(D
eg
re
es
) 
P_
L
oa
d 
(M
W
) 
Q
L
o
a
d 
(M
va
r)
 
P
G
e
n 
(M
W
) 
Q
_G
en
 
(M
va
r)
 
Q
M
in
 
(M
va
r)
 
Q
 
M
ax
 
(M
va
r)
 
Q
_C
ap
. 
B
an
k 
(M
va
r)
 
• 
62 
Annex 12 
Line Data Input File (Lndata.xls) 
From Bus 
To 
Bus 
Resistance 
( R ) p.u 
Reactance 
( X ) p.u. 
Half of total line 
charging Suceptance 
(Y/2) p.u. 
Tap position 
p.u. 
63 
T
hi
rt
y 
M
in
ut
es
 L
oa
ds
 
A
nn
ex
l3
 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
11
:0
0 
11
:3
0 
12
:0
0 
12
:3
0 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
9.
0 
9.
0 
9.
0 
9.
0 
8.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
T
1 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
9.
0 
9.
0 
9.
0 
9.
0 
8.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
T
2 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
T
ot
al
 
M
W
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
14
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
16
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
1S
.0
 
T
ot
al
 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
M
at
ar
a 
T
1 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
0 
3.
0 
5.
2 
5.
0 
4.
0 
2.
5 
5.
5 
3.
0 
7.
0 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
5 
M
at
ar
a 
T
1 
M
va
r 
6.
5 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
5 
6.
0 
6.
5 
5.
0 
5.
5 
• 
6.
0 
6.
8 
8.
2 
8.
2 
9.
2 
9.
2 
10
.2
 
10
.2
 
10
.0
 
10
.0
 
T
2 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
0 
3.
0 
5.
2 
5.
0 
4.
0 
2.
5 
5.
5 
3.
0 
7.
0 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
5 
T
2 
M
va
r 
6.
5 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
5 
6.
0 
6.
5 
5.
0 
5.
5 
6.
0 
6.
8 
8.
2 
8.
2 
9.
2 
9.
2 
10
.2
 
10
.2
 
10
.0
 
10
.0
 
T
ot
al
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
2.
0 
6.
0 
10
.4
 
10
.0
 
8.
0 
5.
0 
11
.0
 
6.
0 
14
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
T
ot
al
 
M
va
r 
13
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
12
.0
 
13
.0
 
10
.0
 
11
.0
 
12
.0
 
13
.6
 
16
.4
 
16
.4
 
18
.4
 
18
.4
 
20
.4
 
20
.4
 
20
.0
 
20
.0
 
B
al
an
go
da
 
T
! 
M
W
 
1.
1 
0.
9 
0.
9 
0.
6 
0.
6 
0.
3 
0.
3 
0.
8 
0.
8 
1.
9 
3.
6 
4.
0 
4.
8 
4.
3 
4.
3 
3.
7 
3.
9 
3.
6 
3.
5 
3.
4 
3.
4 
3.
4 
3.
6 
3.
6 
3.
6 
B
al
an
go
da
 
T
! 
M
va
r 
1.
4 
1.
2 
1.
2.
 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
0.
9 
1.
0 
1.
0 
1.
1 
1.
6 
1.
6 
1.
6 
2.
2 
2.
4 
2.
9 
2.
9 
2.
9 
2.
6 
2.
6 
3.
2 
3.
2 
T
2 
M
W
 
1.
1 
0.
9 
0.
9 
0.
6 
0.
6 
0.
3 
0.
3 
0.
8 
0.
8 
1.
9 
3.
6 
4.
0 
4.
8 
4.
3 
4.
3 
3.
7 
3.
9 
3.
6 
3.
5 
3.
4 
3.
4 
3.
4 
3.
6 
3.
6 
3.
6 
T
2 
M
va
r 
1.
4 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
0.
9 
1.
0 
1.
0 
1.
1 
1.
6 
1.
6 
1.
6 
2.
2 
2.
4 
2.
9 
2.
9 
2.
9 
2.
6 
2.
6 
3.
2 
3.
2 
T
ot
al
 
M
W
 
2.
2 
1.
8 
1.
8 
1.
2 
1.
2 
0.
6 
0.
6 
1.
6 
1.
6 
3.
8 
7.
2 
8.
0 
9.
6 
8.
6 
8.
6 
7.
4 
7.
8 
7.
2 
7.
0 
6.
8 
6.
8 
6.
8 
7.
2 
7.
2 
7.
2 
T
ot
al
 
M
va
r 
2.
8 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
1.
8 
2.
0 
2.
0 
2.
2 
3.
2 
3.
2 
3.
2 
4.
4 
4.
8 
5.
8 
5.
8 
5.
8 
5.
2 
5.
2 
6.
4 
6.
4 
D
en
iy
ay
a 
T
l 
M
W
 
6.
8 
6.
8 
6.
8 
5.
6 
5.
6 
5.
6 
5.
6 
5.
6 
6.
8 
7.
4 
8.
6 
10
.0
 
10
.0
 
8.
4 
8.
4 
8.
4 
8.
4 
8.
4 
8.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
8.
0 
D
en
iy
ay
a 
T
l 
M
va
r 
3.
3 
3.
3 
3.
3 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
3.
3 
3.
6 
4.
2 
4.
8 
4.
8 
4.
1 
4.
1 
4.
1 
4.
1 
4.
1 
4.
1 
3.
1 
3.
1 
3.
1 
3.
1 
3.
1 
3.
9 
G
al
le
 
T
l 
M
W
 
9.
3 
10
.2
 
10
.2
 
10
.8
 
10
.8
 
10
.8
 
10
.8
 
10
.9
 
10
.9
 
11
.2
 
11
.2
 
13
.8
 
14
.7
 
15
.3
 
15
.3
 
16
.8
 
16
.8
 
17
.7
 
17
.7
 
18
.6
 
18
.6
 
18
.6
 
18
.6
 
17
.7
 
17
.7
 
G
al
le
 
T
l 
M
va
r 
4.
5 
4.
9 
4.
9 
5.
2 
5.
2 
5.
2 
5.
2 
5.
3 
5.
3 
5.
4 
5.
4 
6.
7 
7.
1 
7.
4 
7.
4 
8.
1 
8.
1 
8.
6 
8.
6 
9.
0 
9.
0 
9.
0 
9.
0 
8.
6 
8.
6 
T
2/
21
 
M
W
 
11
.8
 
10
.9
 
10
.9
 
10
.8
 
10
.8
 
10
.8
 
10
.8
 
10
.8
 
10
.8
 
12
.7
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
16
.0
 
16
.0
 
16
.1
 
16
.1
 
16
.2
 
16
.2
 
16
.5
 
16
.5
 
16
.2
 
16
.2
 
T
2/
21
 
M
va
r 
5.
7 
5.
3 
5.
3 
5.
2 
5.
2 
5.
2 
5.
2 
5.
2 
5.
2 
6.
2 
7.
3 
7.
3 
7.
3 
7.
3 
7.
3 
7.
7 
7.
7 
7.
8 
7.
8 
7.
8 
7.
8 
8.
0 
8.
0 
7.
8 
7.
8 
T
ot
al
 
M
W
 
21
.1
 
21
.1
 
21
.1
 
21
.6
 
21
.6
 
21
.6
 
21
.6
 
21
.7
 
21
.7
 
23
.9
 
26
.2
 
28
.8
 
29
.7
 
30
.3
 
30
.3
 
32
.8
 
32
.8
 
33
.8
 
33
.8
 
34
.8
 
34
.8
 
35
.1
 
35
.1
 
33
.9
 
33
.9
 
T
ot
al
 
M
va
r 
10
.2
 
10
.2
 
10
.2
 
10
.5
 
10
.5
 
10
.5
 
10
.5
 
10
.5
 
10
.5
 
11
.6
 
12
.7
 
13
.9
 
14
.4
 
14
.7
 
14
.7
 
15
.9
 
15
.9
 
16
.4
 
16
.4
 
16
.9
 
16
.9
 
17
.0
 
17
.0
 
16
.4
 
16
.4
 
H
am
ba
nt
ot
a 
M
W
 
3.
1 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
1 
3.
1 
3.
4 
3.
4 
4.
0 
3.
5 
3.
2 
3.
2 
3.
1 
3.
0 
3.
1 
3.
1 
3.
1 
3.
1 
3.
6 
4.
0 
3.
9 
3.
4 
H
am
ba
nt
ot
a 
M
va
r 
1.
1 
1.
2 
1.
2 
1.
2 
1.
2 
1.
0 
1.
0 
1.
1 
1.
1 
1.
1 
1.
1 
1.
0 
1.
0 
1.
0 
1.
0 
1.
3 
1.
5 
1.
8 
1.
1 
1.
1 
1.
1 
1.
1 
1.
2 
1.
2 
1.
1 
T
2 
M
W
 
3.
1 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
1 
3.
1 
3.
4 
3.
4 
4.
0 
3.
5 
3.
2 
3.
2 
3.
1 
3.
0 
3.
1 
3.
1 
3.
1 
3.
1 
3.
6 
4.
0 
3.
9 
3.
4 
T
2 
M
va
r 
1.
1 
1.
2 
1.
2 
1.
2 
1.
2 
1.
0 
1.
0 
1.
1 
1.
1 
1.
1 
1.
1 
1.
0 
1.
0 
1.
0 
1.
0 
1.
3 
1.
5 
1.
8 
1.
1 
1.
1 
1.
1 
1.
1 
1.
2 
1.
2 
1.
1 
T
ot
al
 
M
W
 
6.
2 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
2 
6.
2 
6.
8 
6.
8 
8.
0 
7.
0 
6.
4 
6.
4 
6.
2 
6.
0 
6.
2 
6.
2 
6.
2 
6.
2 
7.
2 
8.
0 
7.
8 
6.
8 
T
ot
al
 
M
va
r 
2.
2 
2.
4 
2.
4 
2.
4 
2.
4 
2.
0 
2.
0 
2.
2 
2.
2 
2.
2 
2.
2 
2.
0 
2.
0 
2.
0 
2.
0 
2.
6 
3.
0 
3.
6 
2.
2 
2.
2 
2.
2 
2.
2 
2.
4 
2.
4 
2.
2 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
E
m
bi
li
pi
ti
ya
 
M
W
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
10
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
13
.0
 
10
.0
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
T
1 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
M
W
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
10
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
13
.0
 
10
.0
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
T
2 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
T
ot
al
 
M
W
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
20
.0
 
28
.0
 
32
.0
 
32
.0
 
32
.0
 
30
.0
 
26
.0
 
20
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
T
ot
al
 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
M
at
ar
a 
T
1 
M
W
 
6.
5 
6.
0 
6.
0 
7.
5 
7.
5 
5.
0 
5.
0 
5.
0 
2.
5 
3.
2 
6.
0 
9.
5 
16
.0
 
17
.0
 
16
.5
 
15
.5
 
13
.0
 
11
.0
 
6.
5 
6.
5 
1.
5 
1.
5 
1.
0 
M
at
ar
a 
T
1 
M
va
r 
9.
0 
9.
0 
9.
0 
9.
0 
9.
5 
9.
5 
9.
5 
9.
5 
8.
5 
8.
5 
8.
5 
9.
0 
10
.0
 
11
.0
 
11
.0
 
11
.5
 
10
.0
 
8.
5 
6.
5 
6.
5 
6.
5 
6.
5 
6.
5 
T
2 
M
W
 
6.
5 
6.
0 
6.
0 
7.
5 
7.
5 
5.
0 
5.
0 
5.
0 
2.
5 
3.
2 
6.
0 
9.
5 
16
.0
 
17
.0
 
16
.5
 
15
.5
 
13
.0
 
11
.0
 
6.
5 
6.
5 
1.
5 
1.
5 
1.
0 
T
2 
M
va
r 
9.
0 
9.
0 
9.
0 
9.
0 
9.
5 
9.
5 
9.
5 
9.
5 
8.
5 
8.
5 
8.
5 
9.
0 
10
.0
 
11
.0
 
11
.0
 
11
.5
 
10
.0
 
8.
5 
6.
5 
6.
5 
6.
5 
6.
5 
6.
5 
T
ot
al
 
M
W
 
13
.0
 
12
.0
 
12
.0
 
15
.0
 
15
.0
 
10
.0
 
10
.0
 
10
.0
 
5.
0 
6.
4 
12
.0
 
19
.0
 
32
.0
 
34
.0
 
33
.0
 
31
.0
 
26
.0
 
22
.0
 
13
.0
 
13
.0
 
3.
0 
3.
0 
2.
0 
T
ot
al
 
M
va
r 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
19
.0
 
19
.0
 
19
.0
 
19
.0
 
17
.0
 
17
.0
 
17
.0
 
18
.0
 
20
.0
 
22
.0
 
22
.0
 
23
.0
 
20
.0
 
17
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
B
al
an
go
da
 
T
1 
M
W
 
3.
6 
2.
9 
2.
9 
2.
9 
1.
9 
1.
9 
3.
3 
3.
3 
3.
6 
5.
4 
4.
8 
6.
6 
9.
4 
10
.4
 
10
.1
 
9.
7 
8.
9 
6.
4 
4.
4 
4.
4 
3.
3 
3.
0 
2.
5 
B
al
an
go
da
 
T
1 
M
va
r 
3.
2 
3.
2 
2.
8 
2.
8 
2.
6 
2.
6 
2.
2 
2.
2 
2.
6 
2.
6 
2.
1 
2.
2 
2.
3 
2.
7 
3.
2 
3.
1 
3.
1 
3.
1 
2.
3 
2.
3 
1.
7 
1.
7 
1.
7 
T
2 
M
W
 
3.
6 
2.
9 
2.
9 
2.
9 
1.
9 
1.
9 
3.
3 
3.
3 
3.
6 
5.
4 
4.
8 
6.
6 
9.
4 
10
.4
 
10
.1
 
9.
7 
8.
9 
6.
4 
4.
4 
4.
4 
3.
3 
3.
0 
2.
5 
T
2 
M
va
r 
3.
2 
3.
2 
2.
8 
2.
8 
2.
6 
2.
6 
2.
2 
2.
2 
2.
6 
2.
6 
2.
1 
2.
2 
2.
3 
2.
7 
3.
2 
3.
1 
3.
1 
3.
1 
2.
3 
2.
3 
1.
7 
1.
7 
1.
7 
T
ot
al
 
M
W
 
7.
2 
5.
8 
5.
8 
5.
8 
3.
8 
3.
8 
6.
6 
6.
6 
7.
2 
10
.8
 
9.
6 
13
.2
 
18
.8
 
20
.8
 
20
.2
 
19
.4
 
17
.8
 
12
.8
 
8.
8 
8.
8 
6.
6 
6.
0 
5.
0 
T
ot
al
 
M
va
r 
6.
4 
6.
4 
5.
6 
5.
6 
5.
2 
5.
2 
4.
4 
4.
4 
5.
2 
5.
2 
4.
2 
4.
4 
4.
6 
5.
4 
6.
4 
6.
2 
6.
2 
6.
2 
4.
6 
4.
6 
3.
4 
3.
4 
3.
4 
D
en
iy
ay
a 
T
1 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
• 
8.
0 
6.
4 
6.
4 
7.
0 
7.
8 
11
.8
 
15
.0
 
15
.4
 
15
.0
 
14
.4
 
14
.0
 
12
.0
 
8.
0 
8.
0 
7.
5 
7.
0 
6.
8 
D
en
iy
ay
a 
T
1 
M
va
r 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
3.
1 
3.
1 
3.
4 
3.
8 
5.
7 
7.
3 
7.
5 
7.
3 
7.
0 
6.
8 
5.
8 
3.
9 
3.
9 
3.
6 
3.
4 
3.
3 
G
al
le
 
T
1 
M
W
 
17
.7
 
17
.7
 
17
.4
 
17
.4
 
17
.4
 
17
.4
 
17
.7
 
17
.7
 
17
.2
 
17
.2
 
15
.5
 
15
.5
 
24
.5
 
24
.5
 
24
.0
 
24
.0
 
23
.0
 
18
.7
 
17
.4
 
17
.4
 
12
.5
 
12
.5
 
12
.0
 
G
al
le
 
T
1 
M
va
r 
8.
6 
8.
6 
8.
4 
8.
4 
8.
4 
8.
4 
8.
6 
8.
6 
8.
3 
8.
3 
7.
5 
7.
5 
11
.9
 
11
.9
 
11
.6
 
11
.6
 
11
.1
 
9.
1 
8.
4 
8.
4 
6.
1 
6.
1 
5.
8 
T
2/
21
 
M
W
 
16
.0
 
16
.0
 
15
.5
 
15
.5
 
15
.5
 
15
.5
 
15
.5
 
15
.5
 
14
.2
 
14
.2
 
16
.0
 
16
.0
 
27
.2
 
27
.3
 
27
.2
 
26
.2
 
25
.0
 
22
.1
 
19
.0
 
19
.0
 
13
.0
 
13
.0
 
12
.0
 
T
2/
21
 
M
va
r 
7.
7 
7.
7 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
6.
9 
6.
9 
7.
7 
7.
7 
13
.2
 
13
.2
 
13
.2
 
12
.7
 
12
.1
 
10
.7
 
9.
2 
9.
2 
6.
3 
6.
3 
5.
8 
T
ot
al
 
M
W
 
33
.7
 
33
.7
 
32
.9
 
32
.9
 
32
.9
 
32
.9
 
33
.2
 
33
.2
 
31
.4
 
31
.4
 
31
.5
 
31
.5
 
51
.7
 
51
.8
 
51
.2
 
50
.2
 
48
.0
 
40
.8
 
36
.4
 
36
.4
 
25
.5
 
25
.5
 
24
.0
 
T
ot
al
 
M
va
r 
16
.3
 
16
.3
 
15
.9
 
15
.9
 
15
.9
 
15
.9
 
16
.1
 
16
.1
 
15
.2
 
15
.2
 
15
.3
 
15
.3
 
25
.0
 
25
.1
 
24
.8
 
24
.3
 
23
.2
 
19
.8
 
17
.6
 
17
.6
 
12
.4
 
12
.4
 
11
.6
 
H
am
ba
nt
ot
a 
T
1 
M
W
 
3.
1 
3.
0 
3.
0 
3.
0 
3.
1 
3.
1 
3.
2 
3.
2 
3.
0 
3.
0 
4.
0 
5.
0 
6.
5 
7.
0 
7.
0 
7.
0 
6.
5 
5.
0 
4.
7 
4.
7 
3.
7 
3.
7 
3.
7 
H
am
ba
nt
ot
a 
T
1 
M
va
r 
2.
0 
1.
9 
1.
9 
1.
9 
1.
9 
1.
9 
1.
5 
1.
5 
1.
2 
1.
2 
1.
2 
1.
2 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
5 
1.
5 
1.
5 
1.
2 
1.
2 
1.
2 
T
2 
M
W
 
3.
1 
3.
0 
3.
0 
3.
0 
3.
1 
3.
1 
3.
2 
3.
2 
3.
0 
3.
0 
4.
0 
5.
0 
6.
5 
7.
0 
7.
0 
7.
0 
6.
5 
5.
0 
4.
7 
4.
7 
3.
7 
3.
7 
3.
7 
T
2 
M
va
r 
2.
0 
1.
9 
1.
9 
1.
9 
1.
9 
1.
9 
1.
5 
1.
5 
1.
2 
1.
2 
1.
2 
1.
2 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
5 
1.
5 
1.
5 
1.
2 
1.
2 
1.
2 
T
ot
al
 
M
W
 
6.
2 
6.
0 
6.
0 
6.
0 
6.
2 
6.
2 
6.
4 
6.
4 
6.
0 
6.
0 
8.
0 
10
.0
 
13
.0
 
14
.0
 
14
.0
 
14
.0
 
13
.0
 
10
.0
 
9.
4 
9.
4 
7.
4 
7.
4 
7.
4 
T
ot
al
 
M
va
r 
4.
0 
3.
8 
3.
8 
3.
8 
3.
8 
3.
8 
3.
0 
3.
0 
2.
4 
2.
4 
2.
4 
2.
4 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
3.
0 
2.
4 
2.
4 
2.
4 
T
im
e 
0:3
0 
1:0
0 
1:3
0 
2:
00
 
2:
30
 
3:0
0 
3:3
0 
4:0
0 
4:3
0 
5:0
0 
5:3
0 
6:0
0 
6:3
0 
7:0
0 
7:3
0 
8:0
0 
8:3
0 
9:0
0 
9:3
0 
10
:00
 
10
:30
 
1 1
:00
 
1 1
:30
 
12
:00
 
12
:30
 
Ra
tna
pu
ra 
T
l 
M
W 
1.
1 
1.
1 
1.
1 
2.
1 
2.
1 
2.
1 
2.
1 
2.
7 
2.
7 
0.
6 
0.
6 
1.
0 
1.
0 
0.
8 
0.
8 
0.
9 
0.
9 
0.
9 
0.
9 
1.
5 
1.
5 
1.
9 
2.
5 
1.
4 
1.
4 
Ra
tna
pu
ra 
T
l 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
T
2 
M
W
 
1.
1 
1.
1 
1.
1 
2.
1 
2.
1 
2.
1 
2.
1 
2.
7 
2.
7 
0.
6 
0.
6 
1.
0 
1.
0 
0.
8 
0.
8 
0.
9 
0.
9 
0.
9 
0.
9 
1.
5 
1.
5 
1.
9 
2.
5 
1.
4 
1.
4 
T
2 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
T
ot
al
 
M
W
 
2.
2 
2.
2 
2.
2 
4.
2 
4.
2 
4.
2 
4.
2 
5.
4 
5.
4 
1.
2 
1.
2 
2.
0 
2.
0 
1.
6 
1.
6 
1.
8 
1.
8 
1.
8 
1.
8 
3.
0 
3.
0 
3.
8 
5.
0 
2.
8 
2.
8 
T
ot
al
 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
N
' 
E
li
ya
 
T
l 
M
W
 
6.
0 
5.
9 
5.
7 
5.
6 
5.
6 
5.
6 
5.
8 
6.
3 
7.
1 
8.
0 
9.
2 
9.
1 
8.
2 
7.
7 
8.
3 
9.
1 
10
.0
 
9.
9 
9.
8 
10
.3
 
10
.6
 
10
.0
 
6.
9 
6.
8 
6.
7 
N
' 
E
li
ya
 
T
l 
M
va
r 
1.
2 
1.
2 
1.
2 
1.
1 
1.
0 
2.
0 
2.
1 
2.
5 
2.
8 
3.
5 
3.
0 
3.
4 
3.
2 
3.
7 
3.
0 
• 
3.
0 
3.
6 
3.
8 
3.
9 
4.
0 
4.
2 
4.
0 
2.
9 
2.
8 
2.
7 
T
2 
M
W
 
6.
0 
5.
9 
5.
7 
5.
6 
5.
6 
5.
6 
5.
8 
6.
3 
7.
1 
8.
0 
9.
2 
9.
1 
8.
2 
7.
7 
8.
3 
9.
1 
10
.0
 
9.
9 
9.
8 
10
.3
 
10
.6
 
10
.0
 
6.
9 
6.
8 
6.
7 
T
2 
M
va
r 
1.
2 
1.
2 
1.
2 
1.
1 
1.
0 
2.
0 
2.
1 
2.
5 
2.
8 
3.
5 
3.
0 
3.
4 
3.
2 
3.
7 
3.
0 
3.
0 
3.
6 
3.
8 
3.
9 
4.
0 
4.
2 
4.
0 
2.
9 
2.
8 
2.
7 
T
ot
al
 
M
W
 
12
.0
 
11
.9
 
11
.3
 
11
.2
 
11
.2
 
11
.3
 
11
.6
 
12
.6
 
14
.1
 
16
.0
 
18
.5
 
18
.2
 
16
.3
 
15
.3
 
16
.6
 
18
.3
 
20
.0
 
19
.8
 
19
.5
 
20
.6
 
21
.1
 
20
.0
 
13
.9
 
13
.5
 
13
.3
 
T
ot
al
 
M
va
r 
2.
4 
2.
3 
2.
4 
2.
2 
2.
1 
4.
0 
4.
2 
4.
9 
5.
5 
7.
0 
6.
0 
6.
8 
6.
5 
7.
4 
6.
0 
6.
0 
7.
3 
7.
6 
7.
8 
8.
0 
8.
3 
8.
0 
5.
9 
5.
5 
5.
3 
A
m
pa
ra
 
T
l 
M
W
 
15
.0
 
14
.5
 
14
.5
' 
14
.5
 
14
.5
 
14
.5
 
14
.5
 
14
.5
 
14
.5
 
15
.9
 
17
.9
 
18
.0
 
17
.8
 
20
.0
 
15
.9
 
15
.0
 
13
.5
 
15
.7
 
15
.0
 
12
.5
 
16
.5
 
17
.5
 
17
.9
 
13
.5
 
14
.0
 
A
m
pa
ra
 
T
l 
M
va
r 
2.
5 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
9 
2.
9 
2.
3 
2.
3 
3.
1 
3.
5 
3.
5 
3.
5 
3.
5 
3.
8 
3.
8 
3.
5 
3.
1 
4.
1 
4.
1 
T
2 
M
W
 
15
.0
 
14
.5
 
14
.5
 
14
.5
 
14
.5
 
14
.5
 
• 
14
.5
 
14
.5
 
14
.5
 
15
.9
 
17
.9
 
18
.0
 
17
.8
 
20
.0
 
15
.9
 
15
.0
 
13
.5
 
15
.7
 
15
.0
 
12
.5
 
16
.5
 
17
.5
 
17
.9
 
13
.5
 
14
.0
 
T
2 
M
va
r 
2.
5 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
9 
2.
9 
2.
3 
2.
3 
3.
1 
3.
5 
3.
5 
3.
5 
3.
5 
3.
8 
3.
8 
3.
5 
3.
1 
4.
1 
4.
1 
T
ot
al
 
M
W
 
30
.0
 
29
.0
 
29
.0
 
29
.0
 
29
.0
 
29
.0
 
29
.0
 
29
.0
 
29
.0
 
31
.8
 
35
.8
 
36
.0
 
35
.6
 
40
.0
 
31
.8
 
30
.0
 
27
.0
 
31
.4
 
30
.0
 
25
.0
 
28
.0
 
35
.0
 
35
.8
 
27
.0
 
28
.0
 
T
ot
al
 
M
va
r 
5.
0 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
5.
8 
5.
8 
4.
6 
4.
6 
6.
2 
7.
0 
7.
0 
7.
0 
7.
0 
7.
6 
7.
6 
7.
0 
6.
2 
8.
2 
8.
2 
W
P
S 
T
l 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
4.
0 
4.
0 
5.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
3.
0 
4.
0 
3.
0 
W
P
S 
T
l 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
B
ad
ul
la
 
T
l 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
0 
8.
0 
11
.0
 
12
.0
 
12
.0
 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
10
.0
 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
B
ad
ul
la
 
T
l 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
4.
0 
4.
0 
T
2 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
0 
8.
0 
11
.0
 
12
.0
 
12
.0
 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
10
.0
 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
T
2 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
4.
0 
4.
0 
T
ot
al
 
M
W
 
12
.0
 
12
.0
 
12
.0
 
!2
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
22
.0
 
24
.0
 
24
.0
 
22
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
22
.0
 
20
.0
 
22
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
T
ot
al
 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
8.
0 
8.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
8.
0 
8.
0 
8.
0 
8.
0 
66
 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
R
at
na
pu
ra
 
T
1 
M
W
 
1.
2 
1.
2 
0.
6 
0.
6 
0.
8 
0.
8 
0.
5 
0.
5 
0.
7 
0.
7 
0.
2 
0.
2 
2.
9 
3.
5 
3.
6 
3.
3 
3.
0 
2.
0 
0.
8 
0.
8 
0.
5 
0.
5 
1.
1 
R
at
na
pu
ra
 
T
1 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4
0 
2.
0 
2.
0 
3.
0 
3.
0 
2.
0 
T
2 
M
W
 
1.
2 
1.
2 
0.
6 
0.
6 
0.
8 
0.
8 
0.
5 
0.
5 
0.
7 
0.
7 
0.
2 
0.
2 
2.
9 
3.
5 
3.
6 
3.
3 
3.
0 
2.
0 
0.
8 
0.
8 
0.
5 
0.
5 
1.
1 
T
2 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
2.
0 
2.
0 
3.
0 
3.
0 
2.
0 
T
ot
al
 
M
W
 
2.
4 
2.
4 
1.
2 
1.
2 
1.
6 
1.
6 
1.
0 
1.
0 
1.
4 
1.
4 
0.
4 
0.
4 
5.
8 
7.
0 
7.
2 
6.
6 
6.
0 
4.
0 
1.
6 
1.
6 
1.
0 
1.
0 
2.
2 
T
ot
al
 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
4.
0 
4.
0 
6.
0 
6.
0 
4.
0 
N
'E
li
ya
 T
1 
M
W
 
6.
5 
6.
6 
6.
8 
6.
8 
6.
8 
6.
8 
6.
9 
6.
8 
6.
9 
7.
2 
7.
7 
9.
4 
14
.0
 
13
.4
 
13
.0
 
12
.3
 
11
.4
 
9.
9 
8.
4 
7.
6 
7.
2 
6.
6 
6.
6 
N
'E
li
ya
 T
1 
M
va
r 
2.
7 
2.
8 
2.
9 
2.
9 
2.
9 
2.
9 
2.
8 
2.
7 
2.
6 
2.
6 
2.
8 
3.
4 
4.
0 
3.
8 
3.
6 
3.
3 
2.
8 
2.
3 
1.
8 
1.
6 
1.
4 
1.
2 
1.
2 
T
2 
M
W
 
6.
5 
6.
6 
6.
8 
6.
8 
6.
8 
6.
8 
6.
9 
6.
8 
6.
9 
7.
2 
7.
7 
9.
4 
14
.0
 
13
.4
 
13
.0
 
12
.3
 
11
.4
 
9.
9 
8.
4 
7.
6 
7.
2 
6.
6 
6.
6 
T
2 
M
va
r 
2.
7 
2.
8 
2.
9 
2.
9 
2.
9 
2.
9 
2.
8 
2.
7 
2.
6 
2.
6 
2.
8 
3.
4 
4.
0 
3.
8 
3.
6 
3.
3 
2.
8 
2.
3 
1.
8 
1.
6 
1.
4 
1.
2 
1.
2 
T
ot
al
 
M
W
 
13
.0
 
13
.3
 
13
.6
 
13
.7
 
13
.5
 
13
.7
 
13
.7
 
13
.6
 
13
.8
 
14
.3
 
15
.4
 
18
.8
 
28
.0
 
26
.8
 
26
.0
 
24
.7
 
22
.7
 
19
.9
 
16
.8
 
15
.2
 
14
.3
 
13
.3
 
13
.3
 
T
ot
al
 
M
va
r 
5.
4 
5.
6 
5.
8 
5.
9 
5.
8 
5.
8 
5.
6 
5.
4 
5.
2 
5.
1 
5.
7 
6.
8 
8.
0 
7.
7 
7.
1 
6.
6 
5.
5 
4.
6 
3.
6 
3.
1 
2.
7 
2.
5 
2.
5 
A
m
pa
ra
 
T
1 
M
W
 
14
.5
 
15
.0
 
15
.0
 
16
.0
 
14
.0
 
15
.0
 
15
.5
 
15
.0
 
14
.5
 
17
.0
 
18
.0
 
24
.0
 
29
.0
 
29
.4
 
29
.4
 
29
.0
 
28
.4
 
25
.5
 
22
.0
 
20
.0
 
18
.0
 
17
.0
 
18
.0
 
A
m
pa
ra
 
T
1 
M
va
r 
3.
9 
3.
6 
3.
8 
3.
7 
3.
9 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
9 
4.
2 
4.
7 
4.
5 
4.
5 
4.
5 
4.
5 
4.
0 
4.
0 
3.
5 
3.
2 
3.
0 
3.
1 
T
2 
M
W
 
14
.5
 
15
.0
 
15
.0
 
16
.0
 
14
.0
 
15
.0
 
15
.5
 
15
.0
 
14
.5
 
17
.0
 
18
.0
 
24
.0
 
29
.0
 
29
.4
 
29
.4
 
29
.0
 
28
.4
 
25
.5
 
22
.0
 
20
.0
 
18
.0
 
17
.0
 
18
.0
 
T
2 
M
va
r 
3.
9 
3.
6 
3.
8 
3.
7 
3.
9 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
9 
4.
2 
4.
7 
4.
5 
4.
5 
4.
5 
4.
5 
4.
0 
4.
0 
3.
5 
3.
2 
3.
0 
3.
1 
T
ot
al
 
M
W
 
29
.0
 
30
.0
 
30
.0
 
32
.0
 
28
.0
 
30
.0
 
31
.0
 
30
.0
 
29
.0
 
34
.0
 
36
.0
 
48
.0
 
58
.0
 
58
.8
 
58
.8
 
58
.0
 
56
.8
 
51
.0
 
44
.0
 
40
.0
 
36
.0
 
34
.0
 
36
.0
 
T
ot
al
 
M
va
r 
7.
8 
7.
2 
7.
6 
7.
4 
7.
8 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
8 
8.
4 
9.
4 
9.
0 
9.
0 
9.
0 
9.
0 
8.
0 
8.
0 
7.
0 
6.
4 
6.
0 
6.
2 
W
P
S 
M
W
 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
3.
0 
5.
0 
10
.0
 
12
.0
 
12
.0
 
11
.0
 
11
.0
 
10
.0
 
8.
0 
7.
0 
4.
0 
2.
0 
2.
0 
2.
0 
W
P
S 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
3.
0 
3.
0 
2.
0 
3.
0 
3.
0 
4.
0 
4.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
2.
0 
2.
0 
B
ad
ul
la
 
M
W
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
11
.0
 
11
.0
 
12
.0
 
12
.0
 
15
.0
 
17
.0
 
20
.0
 
22
.0
 
22
.0
 
20
.0
 
18
.0
 
14
.0
 
12
.0
 
10
.0
 
9.
0 
8.
0 
8.
0 
8.
0 
8.
0 
B
ad
ul
la
 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
4.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
3.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
2 
M
W
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
11
.0
 
11
.0
 
12
.0
 
12
.0
 
15
.0
 
17
.0
 
20
.0
 
22
.0
 
22
.0
 
20
.0
 
18
.0
 
14
.0
 
12
.0
 
10
.0
 
9.
0 
8.
0 
8.
0 
8.
0 
8.
0 
T
2 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
4.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
3.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
20
.0
 
20
.0
 
20
.0
 
22
.0
 
22
.0
 
22
.0
 
24
.0
 
24
.0
 
30
.0
 
34
.0
 
40
.0
 
44
.0
 
44
.0
 
40
.0
 
36
.0
 
28
.0
 
24
.0
 
20
.0
 
18
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
T
ot
al
 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
6.
0 
6.
0 
8.
0 
10
.0
 
10
.0
 
10
.0
 
8.
0 
8.
0 
6.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
67
 
1 
im
e 
0
:3
0 
1 
: O
O
 
1 
:3
0 
2
:0
0 
2
:3
0 
3 
O
O
 
3 
JO
 
4
:0
0 
[ 
4 
3
0 
•
-
1 
6
:3
0 
7
.0
0 
1 
7
:3
0 
X
 :
0
0 
9
:0
0 
1 
9:
.l
O
 
1 
1 
-O
O
 
,,
 
3
0 
M
W
 
6.
0 
6.
0 
6 
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
7.
5 
8.
0 
8.
5 
8.
0 
9.
0 
8.
7 
8.
7 
9.
1 
9.
5 
9.
5 
9.
6 
9 
9 
10
.0
 
10
.0
 
a 
T
1 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
6.
0 
6.
0 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
7.
5 
8.
0 
8.
5 
8.
0 
9.
0 
8.
7 
8.
7 
9.
1 
9.
5 
9.
5 
9.
6 
9.
9 
10
.0
 
10
.0
 
T
2 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
6.
0 
6.
0 
T
3 
M
W
 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
7.
5 
8.
0 
8.
5 
8.
0 
9.
0 
8.
7 
8.
7 
9.
1 
9.
5 
9.
5 
9.
6 
9.
9 
10
.0
 
10
.0
 
T
3 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
6.
0 
6.
0 
T
ot
al
 
M
W
 
18
.0
 
18
.0
 
18
.0
 
18
 
18
 
18
 
18
 
18
 
18
 
18
.0
 
21
.0
 
22
.5
 
24
.0
 
25
.5
 
24
.0
 
27
.0
 
26
.1
 
26
.1
 
27
.3
 
28
.5
 
28
.5
 
28
.8
 
29
.7
 
30
.0
 
30
.0
 
T
ot
al
 
M
va
r 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
12
.0
 
12
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
18
.0
 
18
.0
 
U
ku
w
el
a 
T
1 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
1 
6.
4 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
0 
8.
0 
8.
2 
8.
2 
7.
5 
8.
0 
8.
2 
8.
2 
8.
3 
8.
4 
U
ku
w
el
a 
T
1 
M
va
r 
3.
0 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
4.
4 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
6 
6.
0 
6.
0 
8.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
6 
T
2 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
1 
6.
4 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
0 
8.
0 
8.
2 
8.
2 
7.
5 
8.
0 
8.
2 
8.
2 
8.
3 
8.
4 
T
2 
M
va
r 
3.
0 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
4.
4 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
6 
6.
0 
6.
0 
8.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
6 
T
ot
al
 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
10
.2
 
12
.8
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
14
.0
 
16
.0
 
16
.4
 
16
.4
 
15
.0
 
16
.0
 
16
.4
 
16
.4
 
16
.6
 
16
.8
 
T
ot
al
 
M
va
r 
6.
0 
7.
8 
7.
8 
7.
8 
7.
8 
7.
8 
7.
8 
8.
8 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
10
.0
 
10
.0
 
11
.2
 
12
.0
 
12
.0
 
16
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
11
.2
 
K
ir
ib
at
hk
 
ub
ur
a 
T
1 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
9.
0 
9.
0 
10
.0
 
10
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
K
ir
ib
at
hk
 
ub
ur
a 
T
1 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
T
2 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
9.
0 
9.
0 
10
.0
 
10
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
T
2 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
' 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
T
3 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
9.
0 
9.
0 
10
.0
 
10
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
T
3 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
T
ot
al
 
M
W
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
27
.0
 
27
.0
 
30
.0
 
30
.0
 
45
.0
 
45
.0
 
45
.0
 
42
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
T
ot
al
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
ku
ru
na
ga
 
la
 T
1 
M
W
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
10
.0
 
11
.0
 
12
.5
 
14
.0
 
14
.0
 
12
.0
 
11
.0
 
11
.5
 
13
.5
 
13
.5
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
ku
ru
na
ga
 
la
 T
1 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
2 
M
W
 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
10
.0
 
11
.0
 
12
.5
 
14
.0
 
14
.0
 
12
.0
 
11
.0
 
11
.5
 
13
.5
 
13
.5
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
T
2 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
20
.0
 
22
.0
 
25
.0
 
28
.0
 
28
.0
 
24
.0
 
22
.0
 
23
.0
 
27
.0
 
27
.0
 
28
.0
 
28
.0
 
28
.0
 
28
.0
 
28
.0
 
28
.0
 
28
.0
 
T
ot
al
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
68
 
T
im
e 
T
hu
ll
ii
ri
ya
 
U
ku
w
el
a 
M
va
r 
M
va
r 
ku
ru
na
ga
la
 
T
l 
K
ir
ib
at
 
hk
ub
ur
a 
T
l 
M
va
r 
M
va
r 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
11
:0
0 
1 
1:
30
 
12
:0
0 
12
:3
0 
A
nu
ra
dh
ap
ur
a 
T
1 
M
W
 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
4.
8 
5.
5 
6.
0 
6.
2 
6.
9 
7.
2 
6.
6 
6.
3 
6.
3 
6.
3 
6.
3 
6.
3 
6.
6 
6.
6 
6.
6 
6.
6 
6.
6 
6.
6 
A
nu
ra
dh
ap
ur
a 
T
1 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
8 
0.
8 
1.
1 
1.
1 
1.
1 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
T
2 
M
W
 
3.
5 
3.
5 
3.
2 
3.
2 
3.
2 
3.
2 
3.
2 
3.
2 
3.
8 
4.
2 
4.
5 
4.
7 
4.
7 
4.
4 
4.
0 
4.
0 
4.
0 
4.
0 
2.
3 
2.
3 
2.
3 
2.
2 
2.
2 
2.
4 
2.
4 
T
2 
M
va
r 
0.
4 
0.
4 
0.
3 
0.
3 
0.
2 
0.
2 
0.
2 
0.
2 
0.
3 
0.
3 
0.
5 
0.
5 
0.
5 
0.
7 
0.
5 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
5 
0.
5 
0.
7 
0.
7 
T
3 
M
W
 
1.
3 
1.
3 
1.
3 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
8 
2.
2 
2.
4 
2.
5 
2.
6 
2.
4 
2.
1 
2.
0 
2.
0 
2.
0 
2.
2 
2.
2 
2.
1 
2.
5 
2.
5 
2.
5 
2.
5 
T
3 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
T
ot
al
 
M
W
 
9.
6 
9.
6 
9.
3 
9.
2 
9.
2 
9.
2 
9.
2 
9.
2 
11
.1
 
12
.4
 
13
.1
 
14
.1
 
14
.5
 
13
.4
 
12
.4
 
12
.3
 
12
.3
 
12
.3
 
10
.8
 
11
.1
 
11
.0
 
11
.3
 
11
.3
 
11
.5
 
11
.5
 
T
ot
al
 
M
va
r 
2.
2 
2.
2 
2.
1 
2.
1 
2.
0 
2.
0 
2.
0 
2.
0 
2.
1 
2.
1 
2.
3 
2.
3 
2.
3 
3.
3 
3.
1 
3.
5 
3.
5 
3.
5 
3.
9 
3.
9 
3.
9 
3.
8 
3.
8 
4.
0 
4.
0 
N
'A
nu
ra
da
li
ap
ur
a 
T
1 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
5 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
N
'A
nu
ra
da
li
ap
ur
a 
T
1 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
1.
8 
1.
8 
1.
8 
1.
8 
T
2 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
5 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
T
2 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
1.
8 
1.
8 
1.
8 
1.
8 
T
ot
al
 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
10
.0
 
10
.0
 
11
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
11
.6
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
T
ot
al
 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
6 
3.
6 
3.
6 
3.
6 
A
tl
iu
ru
gi
ri
ya
 T
 
M
W
 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
Q
 
2.
0 
2.
0 
2.
5 
2.
6 
2.
9 
3.
0 
3.
0 
3.
0 
3.
2 
3.
5 
3.
6 
3.
5 
3.
5 
4.
1 
4.
1 
4.
0 
4.
2 
4.
2 
4.
1 
A
tl
iu
ru
gi
ri
ya
 T
 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
2 
M
W
 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
5 
2.
6 
2.
9 
3.
0 
3.
0 
3.
0 
3.
2 
3.
5 
3.
6 
3.
5 
3.
5 
4.
1 
4.
1 
4.
0 
4.
2 
4.
2 
4.
1 
T
2 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
• 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
2 
5.
8 
6.
0 
6.
0 
6.
0 
6.
4 
7.
0 
7.
2 
7.
0 
7.
0 
8.
2 
8.
2 
8.
0 
8.
4 
8.
4 
8.
2 
T
ot
al
 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
H
ab
ar
an
a 
T
! 
M
W
 
8.
6 
8.
6 
8.
6 
8.
6 
8.
6 
8.
8 
8.
9 
9.
3 
9.
8 
10
.7
 
12
.2
 
13
.7
 
13
.6
 
12
.8
 
11
.8
 
11
.4
 
13
.4
 
13
.6
 
13
.9
 
13
.6
 
13
.6
 
13
.7
 
14
.3
 
14
.6
 
14
.7
 
H
ab
ar
an
a 
T
! 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
4 
2.
4 
1.
0 
1.
4 
1.
8 
1.
9 
1.
9 
2.
0 
2.
3 
2.
4 
2.
0 
T
2 
M
W
 
8.
6 
8.
6 
8.
6 
8.
6 
8.
6 
8.
8 
8.
9 
9.
3 
9.
8 
10
.7
 
12
.2
 
13
.7
 
13
.6
 
12
.8
 
11
.8
 
11
.4
 
13
.4
 
13
.6
 
13
.9
 
13
.6
 
13
.6
 
13
.7
 
14
.3
 
14
.6
 
14
.7
 
T
2 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
1.
4 
2.
4 
1.
0 
1.
4 
1.
8 
1.
9 
1.
9 
2.
0 
2.
3 
2.
4 
2.
0 
T
ot
al
 
M
W
 
17
.2
 
17
.2
 
17
.2
 
17
.2
 
17
.2
 
17
.6
 
17
.8
 
18
.6
 
19
.6
 
21
.4
 
24
.4
 
27
.4
 
27
.2
 
25
.6
 
23
.6
 
22
.8
 
26
.8
 
27
.2
 
27
.8
 
27
.2
 
27
.2
 
27
.4
 
28
.6
 
29
.2
 
29
.4
 
T
ot
al
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
2.
8 
4.
8 
2.
0 
2.
8 
3.
6 
3.
8 
3.
8 
4.
0 
4.
6 
4.
8 
4.
0 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
A
nu
ra
dh
ap
ur
a 
T
l 
M
W
 
3.
3 
3.
3 
3.
1 
3.
1 
3.
3 
3.
3 
3.
3 
3.
3 
3.
3 
3.
3 
3.
6 
4.
5 
5.
7 
5.
7 
5.
7 
5.
7 
5.
4 
4.
5 
4.
2 
3.
6 
3.
0 
3.
0 
2.
2 
A
nu
ra
dh
ap
ur
a 
T
l 
M
va
r 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
8 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
T
2 
M
W
 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
4 
2.
8 
2.
8 
2.
8 
4.
5 
5.
4 
5.
8 
7.
8 
8.
4 
8.
0 
8.
8 
7.
6 
6.
4 
5.
5 
4.
5 
4.
0 
3.
6 
3.
5 
T
2 
M
va
r 
0.
5 
0.
5 
0.
5 
0.
5 
0.
5 
0.
5 
0.
7 
0.
7 
0.
7 
1.
4 
1.
4 
1.
4 
1.
5 
1.
8 
1.
7 
1.
6 
1.
5 
1.
1 
1
0 
0.
9 
0.
6 
0.
5 
0.
5 
T
3 
M
W
 
2.
1 
2.
1 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
7 
4.
0 
4.
0 
3.
9 
3.
9 
3.
7 
2.
8 
2.
5 
2.
1 
2.
8 
2.
5 
2.
4 
T
3 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
T
ot
al
 
M
W
 
7.
6 
7.
6 
7.
8 
7.
8 
8.
0 
8.
2 
8.
6 
8.
6 
8.
6 
10
.3
 
11
.5
 
13
.0
 
17
.5
 
. 
18
.1
 
17
.6
 
18
.4
 
16
.7
 
13
.7
 
12
.2
 
10
.2
 
9.
8 
9.
1 
8.
1 
T
ot
al
 
M
va
r 
3.
1 
3.
1 
3.
1 
3.
1 
3.
1 
3.
1 
3.
3 
3.
3 
3.
3 
4.
0 
4.
0 
4.
0 
4.
1 
4.
4 
4.
3 
4.
2 
4.
1 
2.
9 
2.
8 
2.
7 
2.
4 
2.
3 
2.
3 
N
A
nu
ra
da
ha
pu
ra
 
T
l 
M
W
 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
6.
5 
7.
0 
9.
0 
14
.0
 
14
.0
 
12
.5
 
12
.0
 
12
.0
 
10
.0
 
8.
0 
8.
0 
6.
0 
6.
0 
6.
0 
N
A
nu
ra
da
ha
pu
ra
 
T
l 
M
va
r 
1.
8 
1.
8 
1.
8 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
5 
1.
5 
2.
0 
2.
0 
2.
0 
T
2 
M
W
 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
6.
5 
7.
0 
9.
0 
14
.0
 
14
.0
 
12
.5
 
12
.0
 
12
.0
 
10
.0
 
8.
0 
8.
0 
6.
0 
6.
0 
6.
0 
T
2 
M
va
r 
1.
8 
1.
8 
1.
8 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
5 
1.
5 
2.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
12
.0
 
12
.0
 
12
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
13
.0
 
14
.0
 
18
.0
 
28
.0
 
28
.0
 
25
.0
 
24
.0
 
24
.0
 
20
.0
 
16
.0
 
16
.0
 
12
.0
 
12
.0
 
12
.0
 
T
ot
al
 
M
va
r 
3.
6 
3.
6 
' 
3.
6 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
0 
3.
0 
4.
0 
4.
0 
4.
0 
A
th
ur
ug
ir
iy
a 
T 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
8 
3.
5 
3.
6 
4.
4 
4.
4 
4.
7 
4.
5 
4.
5 
4.
1 
4.
2 
3.
8 
3.
8 
3.
2 
3.
2 
2.
6 
A
th
ur
ug
ir
iy
a 
T 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
2 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
8 
3.
5 
3.
6 
4.
4 
4.
4 
4.
7 
4.
5 
4.
5 
4.
1 
4.
2 
3.
8 
3.
8 
3.
2 
3.
2 
2.
6 
T
2 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
6 
7.
0 
7.
2 
8.
8 
8.
8 
9.
4 
9.
0 
9.
0 
8.
2 
8.
4 
7.
6 
7.
6 
6.
4 
6.
4 
5.
2 
T
ot
al
 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
H
ab
ar
an
a 
T
l 
M
W
 
13
.2
 
12
.8
 
13
.2
 
13
.6
 
14
.2
 
14
.0
 
14
.2
 
12
.9
 
13
.3
 
12
.7
 
13
.0
 
16
.5
 
23
.5
 
24
.2
 
24
.6
 
23
.0
 
22
.7
 
19
.8
 
15
.4
 
13
.4
 
11
.6
 
10
.1
 
9.
8 
H
ab
ar
an
a 
T
l 
M
va
r 
1.
0 
0.
5 
1.
0 
1.
5 
2.
1 
2.
0 
2.
1 
2.
6 
1.
5 
0.
8 
0.
0 
2.
4 
4.
0 
4.
3 
4.
0 
3.
5 
2.
8 
2.
3 
1.
0 
0.
8 
0.
3 
0.
0 
0.
0 
T
2 
M
W
 
13
.2
 
12
.8
 
13
.2
 
13
.6
 
14
.2
 
14
.0
 
14
.2
 
12
.9
 
13
.3
 
12
.7
 
13
.0
 
16
.5
 
23
.5
 
24
.2
 
24
.6
 
23
.0
 
22
.7
 
19
.8
 
15
.4
 
13
.4
 
11
.6
 
10
.1
 
9.
8 
T
2 
M
va
r 
1.
0 
0.
5 
1.
0 
1.
5 
2.
1 
2.
0 
2.
1 
2.
6 
1.
5 
0.
8 
0.
0 
2.
4 
4.
0 
4.
3 
4.
0 
3.
5 
2.
8 
2.
3 
1.
0 
0.
8 
0.
3 
0.
0 
0.
0 
T
ot
al
 
M
W
 
26
.4
 
25
.6
 
26
.4
 
27
.2
 
28
.4
 
28
.0
 
28
.4
 
25
.8
 
26
.6
 
25
.4
 
26
.0
 
33
.0
 
47
.0
 
48
.4
 
49
.2
 
46
.0
 
45
.4
 
39
.6
 
30
.8
 
26
.8
 
23
.2
 
20
.2
 
19
.6
 
T
ot
al
 
M
va
r 
2.
0 
1.
0 
2.
0 
3.
0 
4.
2 
4.
0 
4.
2 
5.
2 
3.
0 
1.
6 
0.
0 
4.
8 
8.
0 
8.
6 
8.
0 
7.
0 
5.
6 
4.
6 
2.
0 
1.
6 
0.
6 
0.
0 
0.
0 
71
 I
 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
11
:0
0 
11
:3
0 
12
:0
0 
12
:3
0 
V
av
un
ia
 
T
1 
M
W
 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
3.
1 
3.
1 
3.
6 
3.
6 
3.
6 
3.
6 
3.
2 
3.
2 
3.
3 
3.
3 
3.
4 
3.
4 
3.
6 
3.
6 
3.
4 
3.
4 
V
av
un
ia
 
T
1 
M
va
r 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
1 
1.
1 
1.
1 
1 
1 
1.
1 
1.
1 
1.
1 
1.
1 
T
2 
M
W
 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
3.
1 
3.
1 
3.
6 
3.
6 
3.
6 
3.
6 
3.
2 
3.
2 
3.
3 
3.
3 
3.
4 
3.
4 
3.
6 
3.
6 
3.
4 
3.
4 
T
2 
M
va
r 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
0.
6 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
1 
1.
1 
1.
1 
11
 
1.
1 
1.
1 
1.
1 
1.
1 
T
ot
al
 
M
W
 
5.
4 
5.
4 
5.
4 
5.
4 
5.
4 
5.
4 
5.
4 
5.
4 
5.
4 
6.
2 
6.
2 
7.
2 
7.
2 
7.
2 
7.
2 
6.
4 
6.
4 
6.
6 
6.
6 
6.
8 
6.
8 
7.
2 
7.
2 
6.
8 
6.
8 
T
ot
al
 
M
va
r 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
T
ri
nc
o 
T
1 
M
W
 
9.
5 
9.
5 
9.
4 
9.
4 
9.
4 
9.
4 
9.
4 
9.
4 
9.
4 
10
.0
 
10
.5
 
11
.0
 
10
.4
 
9.
5 
8.
7 
8.
6 
8.
1 
8.
5 
8.
7 
oo 
9.
5 
9.
5 
9.
5 
9.
5 
9.
0 
T
ri
nc
o 
T
1 
M
va
r 
2.
0 
2.
0 
2.
0 
1.
9 
1.
9 
1.
9 
1.
9 
1.
9 
2.
0 
2.
0 
2.
2 
2.
0 
2.
0 
2.
0 
2.
1 
2.
1 
2.
0 
2.
1 
2.
5 
2.
4 
2.
4 
2.
4 
2.
4 
2.
4 
2.
2 
T
2 
M
W
 
11
.0
 
10
.8
 
10
.9
 
10
.7
 
10
.0
 
10
.0
 
10
.0
 
9.
2 
9.
0 
9.
0 
9.
0 
9.
0 
9.
5 
9.
0 
9.
0 
9.
1 
8.
8 
8.
4 
8.
4 
8.
8 
10
.0
 
9.
5 
10
.5
 
10
.2
 
9.
0 
T
2 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
5 
1.
5 
1.
5 
1.
7 
1.
5 
1.
7 
1.
7 
1.
5 
1.
5 
1.
5 
1.
5 
1.
5 
1.
9 
2.
4 
2.
4 
2.
1 
T
ot
al
 
M
W
 
20
.5
 
20
.3
 
20
.3
 
20
.1
 
19
.4
 
19
.4
 
19
.4
 
18
.6
 
18
.4
 
19
.0
 
19
.5
 
20
.0
 
19
.9
 
18
.5
 
17
.7
 
17
.7
 
16
.9
 
16
.9
 
17
.1
 
17
.7
 
19
.5
 
19
.0
 
20
.0
 
19
.7
 
18
.0
 
T
ot
al
 
M
va
r 
4.
0 
4.
0 
4.
0 
3.
9 
3.
9 
3.
9 
3.
9 
3.
9 
4.
0 
3.
5 
3.
7 
3.
5 
3.
7 
3.
5 
3.
8 
3.
8 
3.
5 
3.
6 
4.
0 
3.
9 
3.
9 
4.
3 
4.
8 
4.
8 
4.
3 
V
al
ac
hc
he
na
 T
1 
M
W
 
8.
9 
8.
9 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
9 
10
.3
 
10
.5
 
10
.3
 
9.
9 
9.
9 
9.
7 
9.
7 
9.
7 
9.
7 
9.
9 
10
.9
 
10
.9
 
10
.9
 
10
.9
 
10
.9
 
V
al
ac
hc
he
na
 T
1 
M
va
r 
4.
3 
4.
3 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
8 
5.
0 
5.
1 
5.
0 
4.
8 
4.
8 
4.
7 
4.
7 
4.
7 
4.
7 
4 
8 
5.
3 
5.
3 
5.
3 
5.
3 
5.
3 
T
2 
M
W
 
8.
9 
8.
9 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
1 
9.
9 
10
.3
 
10
.5
 
10
.3
 
9.
9 
9.
9 
9.
7 
9.
7 
9.
7 
9.
7 
9.
9 
10
.9
 
10
.9
 
10
.9
 
10
.9
 
10
.9
 
T
2 
M
va
r 
4.
3 
4.
3 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
4 
4.
8 
5.
0 
5.
1 
5.
0 
4.
8 
4.
8 
4.
7 
4.
7 
4.
7 
4.
7 
4.
8 
5.
3 
5.
3 
5.
3 
5.
3 
5.
3 
T
ot
al
 
M
W
 
17
.8
 
17
.8
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
19
.8
 
20
.6
 
21
.1
 
20
.6
 
19
.8
 
19
.8
 
19
.4
 
19
.4
 
19
.4
 
19
.4
 
19
.8
 
21
.9
 
21
.9
 
21
.9
 
21
.9
 
21
.9
 
T
ot
al
 
M
va
r 
8.
6 
8.
6 
8.
8 
8.
8 
8.
8 
8.
8 
8.
8 
8.
8 
8.
8 
9.
6 
10
.0
 
10
.2
 
10
.0
 
9.
6 
9.
6 
9.
4 
9.
4 
9.
4 
9.
4 
9.
6 
10
.6
 
10
.6
 
10
.6
 
10
.6
 
10
.6
 
B
iy
ag
am
a 
T
I 
M
W
 
20
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
22
.0
 
23
.0
 
25
.0
 
24
.0
 
25
.0
 
24
.0
 
26
.0
 
28
.0
 
30
.0
 
30
.0
 
30
.0
 
30
.0
 
31
.0
 
32
.0
 
32
.0
 
31
.0
 
B
iy
ag
am
a 
T
I 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
12
.0
 
13
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
T
2 
M
W
 
20
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
22
.0
 
23
.0
 
25
.0
 
24
.0
 
25
.0
 
24
.0
 
26
.0
 
28
.0
 
30
.0
 
30
.0
 
30
.0
 
30
.0
 
31
.0
 
32
.0
 
32
.0
 
31
.0
 
T
2 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
11
.0
 
12
.0
 
13
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
T
ot
al
 
M
W
 
40
.0
 
42
.0
 
42
.0
 
42
.0
 
42
.0
 
42
.0
 
42
.0
 
42
.0
 
42
.0
 
44
.0
 
46
.0
 
50
.0
 
48
.0
 
50
.0
 
48
.0
 
52
.0
 
56
.0
 
60
.0
 
60
.0
 
60
.0
 
60
.0
 
62
.0
 
64
.0
 
64
.0
 
62
.0
 
T
ot
al
 
M
va
r 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
22
.0
 
24
.0
 
26
.0
 
30
.0
 
30
.0
 
30
.0
 
30
.0
 
34
.0
 
34
.0
 
34
.0
 
32
.0
 
R
an
ta
be
 
T
1 
M
W
 
2.
3 
2.
4 
2.
4 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
6 
1.
6 
3.
0 
3.
0 
2.
5 
2.
5 
3.
2 
3.
2 
3.
3 
3.
3 
3.
5 
3.
5 
3.
5 
3.
5 
3.
3 
3.
3 
R
an
ta
be
 
T
1 
M
va
r 
1.
1 
1.
2 
1.
2 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
0.
8 
0.
8 
1.
5 
1.
5 
1.
2 
1.
2 
1.
5 
1.
5 
1.
6 
1.
6 
1.
7 
1.
7 
1.
7 
1.
7 
1.
6 
1.
6 
T
2 
M
W
 
2.
3 
2.
4 
2.
4 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
1.
6 
1.
6 
3.
0 
3.
0 
2.
5 
2.
5 
3.
2 
3.
2 
3.
3 
3.
3 
3.
5 
3.
5 
3.
5 
3.
5 
3.
3 
3.
3 
T
2 
M
va
r 
1.
1 
1.
2 
1.
2 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
0.
8 
0.
8 
1.
5 
1.
5 
1.
2 
1.
2 
1.
5 
1.
5 
1.
6 
1.
6 
1.
7 
1.
7 
1.
7 
1.
7 
1.
6 
1.
6 
T
ot
al
 
M
W
 
4.
6 
4.
8 
4.
8 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
2 
3.
2 
6.
0 
6.
0 
5.
0 
5.
0 
6.
4 
6.
4 
6.
6 
6.
6 
7.
0 
7.
0 
7.
0 
7.
0 
6.
6 
6.
6 
T
ot
al
 
M
va
r 
2.
2 
2.
3 
2.
3 
1.
9 
1.
9 
1.
9 
1.
9 
1.
9 
1.
9 
1.
5 
1.
5 
2.
9 
2.
9 
2.
4 
2.
4 
3.
1 
3.
1 
3.
2 
3.
2 
3.
4 
3.
4 
3.
4 
3.
4 
3.
2 
3.
2 
72
 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
V
av
un
ia
 
T
l 
M
W
 
3.
2 
3.
2 
3.
2 
3.
2 
3.
1 
3.
1 
3.
3 
3.
3 
3.
3 
3.
3 
3.
6 
4.
3 
6.
6 
6.
8 
6.
8 
6.
4 
6.
0 
5.
1 
4.
5 
4.
2 
4.
7 
3.
3 
3.
2 
V
av
un
ia
 
T
l 
M
va
r 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
4 
1.
4 
1.
4 
1.
2 
1.
1 
1.
0 
0.
9 
0.
8 
0.
8 
0.
7 
0.
6 
T
2 
M
W
 
3.
2 
3.
2 
3.
2 
3.
2 
3.
1 
3.
1 
3.
3 
3.
3 
3.
3 
3.
3 
3.
6 
4.
3 
6.
6 
6.
8 
6.
8 
6.
4 
6.
0 
5.
1 
4.
5 
4.
2 
4.
7 
3.
3 
3.
2 
T
2 
M
va
r 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
1 
1.
4 
1.
4 
1.
4 
1.
2 
1.
1 
1.
0 
0.
9 
0.
8 
0.
8 
0.
7 
0.
6 
T
ot
al
 
M
W
 
6.
4 
6.
4 
6.
4 
6.
4 
6.
2 
6.
2 
6.
6 
6.
6 
6.
6 
6.
6 
7.
2 
8.
6 
13
.2
 
13
.6
 
13
.6
 
12
.8
 
12
.0
 
10
.2
 
9.
0 
8.
4 
9.
4 
6.
6 
6.
4 
T
ot
al
 
M
va
r 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
8 
2.
8 
2.
8 
2.
4 
2.
2 
2.
0 
1.
8 
1.
6 
1.
7 
1.
4 
1.
2 
T
ri
nc
o 
T
l 
M
W
 
9.
0 
9.
0 
9.
0 
8.
8 
9.
1 
9.
2 
9.
2 
9.
2 
9.
2 
8.
8 
9.
9 
15
.0
 
18
.0
 
17
.5
 
17
.5
 
17
.2
 
16
.3
 
14
.9
 
13
.3
 
12
.5
 
11
.2
 
10
.3
 
1,
0.
0 
T
ri
nc
o 
T
l 
M
va
r 
2.
1 
2.
2 
2.
2 
2.
2 
2.
2 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
8 
3.
0 
3.
1 
3.
1 
3.
0 
3.
0 
2.
9 
2.
8 
2.
8 
2.
5 
2.
5 
2.
2 
T
2 
M
W
 
9.
5 
10
.0
 
10
.0
 
8.
5 
9.
8 
8.
0 
8.
0 
8.
0 
8.
0 
8.
4 
9.
8 
10
.8
 
12
.0
 
11
.8
 
11
.0
 
11
.0
 
12
.2
 
12
.0
 
11
.7
 
11
.2
 
11
.4
 
11
.5
 
11
.5
 
T
2 
M
va
r 
2.
5 
2.
5 
2.
5 
2.
1 
2.
5 
2.
0 
2.
0 
2.
0 
2.
1 
2.
2 
2.
2 
2.
8 
2.
8 
' 
2.
4 
2.
8 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
2.
7 
T
ot
al
 
M
W
 
18
.5
 
19
.0
 
19
.0
 
17
.3
 
18
.9
 
17
.2
 
17
.2
 
17
.2
 
17
.2
 
17
.2
 
19
.7
 
25
.8
 
30
.0
 
29
.3
 
28
.5
 
28
.2
 
28
.5
 
26
.9
 
25
.0
 
23
.7
 
22
.6
 
21
.8
 
21
.5
 
T
ot
al
 
M
va
r 
4.
6 
4.
7 
4.
7 
4.
3 
4.
7 
4.
3 
4.
3 
4.
3 
4.
4 
4.
5 
4.
5 
5.
6 
5.
8 
5.
5 
5.
9 
5.
7 
5.
7 
5.
6 
5.
5 
5.
5 
5.
2 
5.
2 
4.
9 
M
W
 
10
.1
 
9.
7 
9.
7 
9.
7 
9.
7 
8.
9 
9.
3 
9.
3 
9.
9 
9.
9 
9.
9 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
10
.3
 
11
.4
 
9.
9 
9.
3 
9.
7 
M
va
r 
4.
9 
4.
7 
4.
7 
4.
7 
4.
7 
4.
3 
4.
5 
4.
5 
4.
8 
4.
8 
4.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
5.
5 
4.
8 
4.
5 
4.
7 
T
2 
M
W
 
10
.1
 
9.
7 
9.
7 
9.
7 
9.
7 
8.
9 
9.
3 
9.
3 
9.
9 
9.
9 
9.
9 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
12
.4
 
10
.3
 
11
.4
 
9.
9 
9.
3 
9.
7 
T
2 
M
va
r 
4.
9 
4.
7 
4.
7 
4.
7 
4.
7 
4.
3 
4.
5 
4.
5 
4.
8 
4.
8 
4.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
5.
5 
4.
8 
4.
5 
4.
7 
T
ot
al
 
M
W
 
20
.2
 
19
.4
 
19
.4
 
19
.4
 
19
.4
 
17
.8
 
18
.6
 
18
.6
 
19
.8
 
19
.8
 
19
.8
 
24
.8
 
24
.8
 
24
.8
 
24
.8
 
24
.8
 
24
.8
 
24
.8
 
20
.6
 
22
.7
 
19
.8
 
18
.6
 
19
.4
 
T
ot
al
 
M
va
r 
9.
8 
9.
4 
9.
4 
9.
4 
9.
4 
8.
6 
9.
0 
9.
0 
9.
6 
9.
6 
9.
6 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
10
.0
 
11
.0
 
9.
6 
9.
0 
9.
4 
B
iy
ag
am
a 
T
l 
M
W
 
32
.0
 
32
.0
 
32
.0
 
31
.0
 
31
.0
 
30
.0
 
32
.0
 
32
.0
 
30
.0
 
30
.0
 
30
.0
 
30
.0
 
34
.0
 
35
.0
 
34
.0
 
34
.0
 
33
.0
 
31
.0
 
30
.0
 
26
.0
 
25
.0
 
22
.5
 
21
.0
 
B
iy
ag
am
a 
T
l 
M
va
r 
16
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
16
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
16
.0
 
14
.0
 
14
.0
 
12
.0
 
12
.0
 
12
.0
 
T
2 
M
W
 
32
.0
 
32
.0
 
32
.0
 
31
.0
 
31
.0
 
30
.0
 
32
.0
 
32
.0
 
30
.0
 
30
.0
 
30
.0
 
30
.0
 
34
.0
 
35
.0
 
34
.0
 
34
.0
 
33
.0
 
31
.0
 
30
.0
 
26
.0
 
25
.0
 
22
.5
 
21
.0
 
T
2 
M
va
r 
16
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
16
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
16
.0
 
14
.0
 
14
.0
 
12
.0
 
12
.0
 
12
.0
 
T
ot
al
 
M
W
 
64
.0
 
64
.0
 
64
.0
 
62
.0
 
62
.0
 
60
.0
 
64
.0
 
64
.0
 
60
.0
 
60
.0
 
60
.0
 
60
.0
 
68
.0
 
70
.0
 
68
.0
 
68
.0
 
66
.0
 
62
.0
 
60
.0
 
52
.0
 
50
.0
 
45
.0
 
42
.0
 
T
ot
al
 
M
va
r 
32
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
32
.0
 
32
.0
 
32
.0
 
30
.0
 
32
.0
 
34
.0
 
34
.0
 
34
.0
 
32
.0
 
32
.0
 
28
.0
 
28
.0
 
24
.0
 
24
.0
 
24
.0
 
R
an
ta
be
 
T
l 
M
W
 
3.
2 
3.
2 
3.
2 
3.
2 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
4.
0 
5.
6 
5.
7 
5.
8 
5.
8 
4.
8 
4.
8 
3.
7 
3.
7 
2.
5 
2.
5 
2.
3 
R
an
ta
be
 
T
l 
M
va
r 
1.
5 
1.
5 
1.
5 
1.
5 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
9 
2.
7 
2.
8 
2.
8 
2.
8 
2.
3 
2.
3 
1.
8 
1.
8 
1.
2 
1.
2 
1.
1 
T
2 
M
W
 
3.
2 
3.
2 
3.
2 
3.
2 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
4.
0 
5.
6 
5.
7 
5.
8 
5.
8 
4.
8 
4.
8 
3.
7 
3.
7 
2.
5 
2.
5 
2.
3 
T
2 
M
va
r 
1.
5 
1.
5 
1.
5 
1.
5 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
9 
2.
7 
2.
8 
2.
8 
2.
8 
2.
3 
2.
3 
1.
8 
1.
8 
1.
2 
1.
2 
1.
1 
T
ot
al
 
M
W
 
6.
4 
6.
4 
6.
4 
6.
4 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
8.
0 
11
.2
 
11
.4
 
11
.6
 
11
.6
 
9.
6 
9.
6 
7.
4 
7.
4 
5.
0 
5.
0 
4.
6 
T
ot
al
 
M
va
r 
3.
1 
3.
1 
3.
1 
3.
1 
3.
4 
3.
4 
3.
4 
3.
4 
3.
4 
3.
4 
3.
4 
3.
9 
5.
4 
5.
5 
5.
6 
5.
6 
4.
6 
4.
6 
3.
6 
3.
6 
2.
4 
2.
4 
2.
2 
73
 

T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
Sa
pu
ga
s.
 T
l 
M
W
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
10
.0
 
10
.0
 
9.
0 
10
.8
 
14
.0
 
14
.0
 
14
.0
 
13
 8
 
13
.0
 
12
.0
 
11
.0
 
17
0 
15
.1
 
14
.9
 
6.
5 
Sa
pu
ga
s.
 T
l 
M
va
r 
10
.5
 
10
.5
 
10
.8
 
11
.0
 
1
1
0 
10
.3
 
10
.2
 
10
.5
 
10
.5
 
10
.2
 
8.
5 
9.
0 
11
.0
 
11
.0
 
11
.0
 
11
0 
10
.0
 
10
.0
 
8.
5 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
T
2 
M
W
 
10
.9
 
10
.9
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
10
.2
 
10
.2
 
9.
1 
11
.0
 
14
.2
 
16
.2
 
14
.5
 
14
.0
 
13
.2
 
12
.0
 
11
.0
 
14
.5
 
16
.2
 
15
.8
 
8.
0 
T
2 
M
va
r 
10
.8
 
11
.0
 
11
.5
 
12
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.5
 
11
.0
 
10
.0
 
9.
5 
9.
8 
11
.8
 
11
.5
 
11
.8
 
12
.0
 
10
.2
 
10
.0
 
8.
5 
10
.8
 
12
.0
 
11
.5
 
11
.0
 
T
3 
M
W
 
10
.4
 
10
.6
 
10
.6
 
10
.6
 
10
.8
 
10
.9
 
10
.9
 
10
.2
 
10
.0
 
10
.0
 
10
.2
 
10
.2
 
14
.0
 
14
.0
 
14
.0
 
13
.0
 
13
.0
 
12
.0
 
10
.0
 
17
.0
 
15
.0
 
14
.7
 
8.
0 
T
3 
M
va
r 
10
.8
 
11
.0
 
11
.3
 
11
.5
 
11
.5
 
11
.7
 
11
.7
 
12
.0
 
11
.0
 
10
.5
 
10
.5
 
10
.5
 
10
.8
 
11
.5
 
11
.8
 
12
.0
 
10
.2
 
10
.5
 
10
.5
 
1 
1.
0 
10
.5
 
10
.5
 
10
.5
 
T
ot
al
 
M
W
 
32
.3
 
32
.5
 
32
.6
 
32
.6
 
32
.8
 
32
.9
 
32
.9
 
32
.2
 
30
.2
 
30
.2
 
28
.3
 
32
.0
 
42
.2
 
44
.2
 
42
.5
 
40
.8
 
39
.2
 
36
.0
 
32
.0
 
48
.5
 
46
.3
 
45
.4
 
22
.5
 
T
ot
al
 
M
va
r 
32
.1
 
32
.5
 
33
.6
 
34
.5
 
33
.5
 
33
.0
 
32
.9
 
34
.0
 
32
.5
 
30
.7
 
28
.5
 
29
.3
 
33
.6
 
34
.0
 
34
.6
 
35
.0
 
30
.4
 
30
.5
 
27
.5
 
32
.8
 
32
.5
 
32
.0
 
31
.5
 
K
el
an
iy
a 
T
l 
M
W
 
12
.2
 
13
.4
 
13
.4
 
13
.5
 
13
.5
 
14
.0
 
14
.0
 
15
.7
 
15
.7
 
13
.5
 
13
.5
 
15
.2
 
15
.2
 
16
.4
 
16
.4
 
15
.8
 
15
.8
 
13
.4
 
13
.4
 
10
.8
 
10
.8
 
10
.8
 
10
.8
 
K
el
an
iy
a 
T
l 
M
va
r 
8.
3 
8.
9 
8.
9 
8.
8 
8.
8 
8.
2 
8.
2 
6.
8 
6.
8 
8.
5 
8.
5 
8.
0 
8.
0 
8.
4 
8.
4 
8.
2 
8.
2 
6.
8 
6.
8 
6.
1 
6.
1 
5.
6 
5.
6 
K
ot
ug
od
a 
T
l 
M
W
 
44
.0
 
45
.0
 
45
.0
 
45
.0
 
55
.0
 
44
.0
 
44
.0
 
40
.0
 
44
.0
 
44
.0
 
43
.0
 
43
.0
 
43
.0
 
43
.0
 
38
.0
 
38
.0
 
35
.0
 
35
.0
 
33
.0
 
33
.0
 
30
.0
 
30
.0
 
28
.0
 
K
ot
ug
od
a 
T
l 
M
va
r 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
8.
0 
8.
0 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
13
.0
 
13
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
T
2 
M
W
 
40
.0
 
55
.0
 
54
.0
 
54
.0
 
46
.0
 
46
.0
 
45
.0
 
30
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
43
.0
 
43
.0
 
45
.0
 
42
.0
 
42
.0
 
42
.0
 
35
.0
 
35
.0
 
35
.0
 
35
.0
 
36
.0
 
T
2 
M
va
r 
6.
0 
11
.0
 
11
.0
 
11
.0
 
13
.0
 
13
.0
 
12
.0
 
12
.0
 
11
.0
 
11
.0
 
20
.0
 
20
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
12
.0
 
12
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
T
ot
al
 
M
W
 
84
.0
 
10
0.
0 
99
.0
 
99
.0
 
10
1.
0 
90
.0
 
89
.0
 
70
.0
 
89
.0
 
89
.0
 
88
.0
 
88
.0
 
86
.0
 
86
.0
 
83
.0
 
80
.0
 
77
.0
 
77
.0
 
68
.0
 
68
.0
 
65
.0
 
65
.0
 
64
.0
 
T
ot
al
 
M
va
r 
17
.0
 
22
.0
 
22
.0
 
22
.0
 
24
.0
 
24
.0
 
20
.0
 
20
.0
 
26
.0
 
26
.0
 
35
.0
 
35
.0
 
32
.0
 
32
.0
 
30
.0
 
30
.0
 
22
.0
 
22
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
B
ol
aw
at
ta
 
T
l 
M
W
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.8
 
14
.8
 
15
.1
 
15
.1
 
13
.7
 
13
.7
 
13
.2
 
13
.2
 
19
.0
 
19
.0
 
18
.5
 
18
.5
 
17
.2
 
17
.2
 
14
.7
 
14
.7
 
11
.7
 
11
.7
 
10
.7
 
B
ol
aw
at
ta
 
T
l 
M
va
r 
8.
2 
8.
2 
9.
0 
9.
0 
8.
5 
8.
5 
8.
5 
8.
5 
8.
0 
8.
0 
7.
5 
7.
5 
9.
5 
9.
5 
9.
5 
9.
5 
8.
0 
8.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
5 
T
2 
M
W
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.8
 
14
.8
 
15
.1
 
15
.1
 
13
.7
 
13
.7
 
13
.2
 
13
.2
 
19
.0
 
19
.0
 
18
.5
 
18
.5
 
17
.2
 
17
.2
 
14
.7
 
14
.7
 
11
.7
 
11
.7
 
10
.7
 
T
2 
M
va
r 
8.
2 
8.
2 
9.
0 
9.
0 
8.
5 
8.
5 
8.
5 
8.
5 
8.
0 
8.
0 
7.
5 
7.
5 
9.
5 
9.
5 
9.
5 
9.
5 
8.
0 
8.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
5 
T
3 
M
W
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.8
 
14
.8
 
15
.1
 
15
.1
 
13
.7
 
13
.7
 
13
.2
 
13
.2
 
19
.0
 
19
.0
 
18
.5
 
18
.5
 
17
.2
 
17
.2
 
14
.7
 
14
.7
 
11
.7
 
11
.7
 
10
.7
 
T
3 
M
va
r 
8.
2 
8.
2 
9.
0 
9.
0 
8.
5 
8.
5 
8.
5 
8.
5 
8.
0 
8.
0 
7.
5 
7.
5 
9.
5 
9.
5 
9.
5 
9.
5 
8.
0 
8.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
5 
T
ot
al
 
M
W
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
44
.4
 
44
.4
 
45
.3
 
45
.3
 
41
.1
 
41
.1
 
39
.6
 
39
.6
 
57
.0
 
57
.0
 
55
.5
 
55
.5
 
51
.6
 
51
.6
 
44
.1
 
44
.1
 
35
.1
 
35
.1
 
32
.1
 
T
ot
al
 
M
va
r 
24
.6
 
24
.6
 
27
.0
 
27
.0
 
25
.5
 
25
.5
 
25
.5
 
25
.5
 
• 
24
.0
 
24
.0
 
22
.5
 
22
.5
 
28
.5
 
28
.5
 
28
.5
 
28
.5
 
24
.0
 
24
.0
 
21
.0
 
21
.0
 
18
.0
 
18
.0
 
16
.5
 
Pu
tt
al
am
 
T
l 
M
W
 
9.
5 
9.
5 
9.
5 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
18
.0
 
15
.0
 
14
.0
 
13
.0
 
17
.0
 
16
.0
 
15
.0
 
14
.0
 
12
.0
 
11
.0
 
10
.0
 
9.
0 
Pu
tt
al
am
 
T
l 
M
va
r 
5.
0 
5.
0 
5.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
0 
6.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
3.
0 
3.
0 
T
2 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
5 
8.
5 
7.
5 
7.
5 
9.
0 
9.
0 
8.
5 
8.
5 
8.
5 
8.
0 
7.
0 
T
2 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
T
ot
al
 
M
W
 
17
.5
 
17
.5
 
17
.5
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
26
.0
 
23
.5
 
22
.5
 
20
.5
 
24
.5
 
25
.0
 
24
.0
 
22
.5
 
20
.5
 
19
.5
 
18
.0
 
16
.0
 
T
ot
al
 
M
va
r 
8.
0 
8.
0 
8.
0 
9.
0 
9.
0 
9.
0 
9.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
9.
0 
8.
0 
9.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
6.
0 
6.
0 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
1 
1:
00
 
11
:3
0 
12
:0
0 
12
:3
0 
M
ad
am
pe
 
T
1 
M
W
 
8.
6 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
8 
10
 1
 
11
.1
 
11
.8
 
11
.8
 
11
.5
 
11
.0
 
11
.0
 
12
.0
 
13
.0
 
13
.0
 
10
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
M
ad
am
pe
 
T
1 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
2.
5 
5.
1 
5.
2 
5.
5 
6.
0 
6.
0 
5.
5 
5.
2 
5.
5 
5.
5 
6.
0 
6.
0 
5.
2 
5.
2 
5.
2 
5.
2 
5.
2 
7.
5 
T
2 
M
W
 
8.
6 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
8 
10
.1
 
11
.1
 
11
.8
 
11
.8
 
11
.5
 
11
.0
 
11
.0
 
12
.0
 
13
.0
 
13
.0
 
10
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
T
2 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
2.
5 
5.
1 
5.
2 
5.
5 
6.
0 
6.
0 
5.
5 
5.
2 
5.
5 
5.
5 
6.
0 
6.
0 
5.
2 
5.
2 
5.
2 
5.
2 
5.
2 
7.
5 
T
ot
al
 
M
W
 
17
.2
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
17
.6
 
20
.2
 
22
.2
 
23
.6
 
23
.6
 
23
.0
 
22
.0
 
22
.0
 
24
.0
 
26
.0
 
26
.0
 
20
.0
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
24
.0
 
T
ot
al
 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
5.
0 
10
.2
 
10
.4
 
11
.0
 
12
.0
 
12
.0
 
11
.0
 
10
.4
 
11
.0
 
11
.0
 
12
.0
 
12
.0
 
10
.4
 
10
.4
 
10
.4
 
10
.4
 
10
.4
 
15
.0
 
V
ey
an
go
da
 T
1 
M
W
 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
9.
0 
10
.2
 
11
.2
 
12
.8
 
13
.5
 
13
.5
 
13
.5
 
13
.5
 
14
.8
 
15
.6
 
14
.2
 
14
.1
 
14
.2
 
14
.2
 
14
.2
 
15
.2
 
15
.2
 
1.
5.
0 
V
ey
an
go
da
 T
1 
M
va
r 
4.
7 
4.
7 
4.
7 
4.
7 
4.
7 
4.
7 
2.
7 
4.
7 
5.
0 
5.
2 
5.
3 
5.
3 
5.
3 
5.
3 
6.
3 
7.
5 
8.
5 
8.
2 
8.
2 
8.
4 
8.
4 
8.
0 
9.
0 
9.
0 
8.
3 
T
2 
M
W
 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
8.
3 
9.
0 
10
.2
 
11
.2
 
12
.8
 
13
.5
 
13
.5
 
13
.5
 
13
.5
 
14
.8
 
15
.6
 
14
.2
 
14
.1
 
14
.2
 
14
.2
 
14
.2
 
15
.2
 
15
.2
 
15
.0
 
T
2 
M
va
r 
4.
7 
4.
7 
4.
7 
4.
7 
4.
7 
4.
7 
2.
7 
4.
7 
5.
0 
5.
2 
5.
3 
5.
3 
5.
3 
5.
3 
6.
3 
7.
5 
8.
5 
8.
2 
8.
2 
8.
4 
8.
4 
8.
0 
9.
0 
9.
0 
8.
3 
T
ot
al
 
M
W
 
16
.6
 
16
.6
 
16
.6
 
16
.6
 
16
.6
 
16
.6
 
16
.6
 
18
.0
 
20
.4
 
22
.4
 
25
.6
 
27
.0
 
27
.0
 
27
.0
 
27
.0
 
29
.6
 
31
.2
 
28
.4
 
28
.2
 
28
.4
 
28
.4
 
28
.4
 
30
.4
 
30
.4
 
30
.0
 
T
ot
al
 
M
va
r 
9.
4 
9.
4 
9.
4 
9.
4 
9.
4 
9.
4 
5.
4 
9.
4 
10
.0
 
10
.4
 
10
.6
 
10
.6
 
10
.6
 
10
.6
 
12
.6
 
15
.0
 
17
.0
 
16
.4
 
16
.4
 
16
.8
 
16
.8
 
16
0 
18
.0
 
18
.0
 
16
.6
 
S
it
ha
w
ak
a 
T
1 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
6.
0 
6.
0 
6.
0 
7.
0 
6.
0 
7.
0 
8.
0 
od ; 
9.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
S
it
ha
w
ak
a 
T
1 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
3.
0 
3.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
T
2 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
6.
0 
6.
0 
6.
0 
7.
0 
6.
0 
7.
0 
8.
0 
8.
5 
9.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
T
2 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
3.
0 
3.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
T
ot
al
 
M
W
 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
10
.0
 
10
.0
 
12
.0
 
12
.0
 
12
.0
 
14
.0
 
12
.0
 
14
.0
 
16
.0
 
17
.0
 
18
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
T
ot
al
 
M
va
r 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
6.
0 
6.
0 
8.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
Pa
nn
ip
it
iy
a 
T
1 
M
W
 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
9.
0 
10
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
12
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
Pa
nn
ip
it
iy
a 
T
1 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
T
2 
M
W
 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
9.
0 
10
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
12
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
T
2 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
7.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
T
ot
al
 
M
W
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
18
.0
 
20
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
24
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
T
ot
al
 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
R
at
m
al
an
a 
T
1 
M
W
 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
7.
0 
7.
0 
7.
0 
7.
0 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
12
.4
 
12
.4
 
11
.6
 
11
.6
 
R
at
m
al
an
a 
T
1 
M
va
r 
2.
3 
2.
0 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
2.
3 
4.
0 
4.
0 
4.
0 
4.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
5 
6.
5 
6.
5 
7.
0 
7.
0 
7.
0 
T
2 
M
W
 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
7.
0 
7.
0 
7.
0 
7.
0 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
11
.7
 
11
.5
 
10
.9
 
10
.9
 
T
2 
M
va
r 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
8.
5 
8.
0 
8.
0 
T
3 
M
W
 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
6.
4 
7.
0 
7.
0 
7.
0 
7.
0 
13
.8
 
13
.8
 
13
.8
 
13
.8
 
12
.0
 
12
.0
 
11
.2
 
11
.2
 
11
.2
 
11
.2
 
T
3 
M
va
r 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
2.
6 
4.
0 
4.
0 
4.
0 
4.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
9.
5 
9.
0 
9.
0 
9.
0 
T
ot
al
 
M
W
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
19
.2
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
41
.4
 
41
.4
 
41
.4
 
41
.4
 
39
.6
 
39
.6
 
35
.3
 
35
.1
 
33
.7
 
33
.7
 
T
ot
al
 
M
va
r 
8.
9 
8.
6 
8.
9 
8.
9 
8.
9 
8.
9 
8.
9 
8.
9 
8.
9 
8.
9 
8.
9 
12
.0
 
12
.0
 
12
.0
 
16
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.5
 
20
.5
 
24
.0
 
24
.5
 
24
.0
 
24
.0
 
76
 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
 3
0 
0:
00
 
M
ad
am
pe
 
T
l 
M
W
 
12
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
11
.0
 
11
.5
 
11
.5
 
11
.5
 
15
.5
 
20
.0
 
18
.0
 
18
.5
 
18
.0
 
18
.0
 
16
.0
 
12
.0
 
12
.0
 
11
.5
 
11
.5
 
M
ad
am
pe
 
T
l 
M
va
r 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
10
.0
 
11
.0
 
10
.5
 
10
.0
 
10
.0
 
10
.0
 
6.
0 
6.
0 
6.
0 
6.
0 
T
2 
M
W
 
12
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
11
.0
 
11
.5
 
11
.5
 
11
.5
 
15
.5
 
20
.0
 
18
.0
 
18
.5
 
18
.0
 
18
.0
 
16
.0
 
12
.0
 
12
.0
 
11
.5
 
11
.5
 
T
2 
M
va
r 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
6.
0 
6.
0 
6.
0 
8.
0 
8.
0 
10
.0
 
11
.0
 
10
.5
 
10
.0
 
10
.0
 
10
.0
 
6.
0 
6.
0 
6.
0 
6.
0 
T
ot
al
 
M
W
 
24
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
22
.0
 
23
.0
 
23
.0
 
23
.0
 
31
.0
 
40
.0
 
36
.0
 
37
.0
 
36
.0
 
36
.0
 
32
.0
 
24
.0
 
24
.0
 
23
.0
 
23
.0
 
T
ot
al
 
M
va
r 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
12
.0
 
12
.0
 
12
.0
 
16
.0
 
16
.0
 
20
.0
 
22
.0
 
21
.0
 
20
.0
 
20
.0
 
20
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
V
ey
an
go
da
 T
1 
M
W
 
14
.3
 
14
.7
 
14
.2
 
15
.4
 
15
.6
 
15
.6
 
16
.0
 
16
.4
 
14
.8
 
14
.8
 
14
.0
 
17
.0
 
21
.0
 
21
.0
 
20
.4
 
20
.1
 
19
.6
 
16
.8
 
15
.4
 
12
.9
 
11
.4
 
10
.3
 
10
.0
 
V
ey
an
go
da
 T
1 
M
va
r 
8.
3 
8.
7 
8.
3 
9.
0 
9.
0 
9.
0 
9.
3 
10
.0
 
9.
0 
8.
5 
7.
0 
8.
0 
8.
5 
8.
5 
8.
8 
7.
8 
7.
8 
7.
2 
6.
5 
5.
8 
5.
5 
5.
2 
10
.0
 
T
2 
M
W
 
14
.3
 
14
.7
 
14
.2
 
15
.4
 
15
.6
 
15
.6
 
16
.0
 
16
.4
 
14
.8
 
14
.8
 
14
.0
 
17
.0
 
21
.0
 
21
.0
 
20
.4
 
20
.1
 
19
.6
 
16
.8
 
15
.4
 
12
.9
 
11
.4
 
10
.3
 
10
.0
 
T
2 
M
va
r 
8.
3 
8.
7 
8.
3 
9.
0 
9.
0 
9.
0 
9.
3 
10
.0
 
9.
0 
8.
5 
7.
0 
8.
0 
8.
5 
8.
5 
8.
8 
7.
8 
7.
8 
7.
2 
6.
5 
5.
8 
5.
5 
5.
2 
10
.0
 
T
ot
al
 
M
W
 
28
.6
 
29
.4
 
28
.4
 
30
.8
 
31
.2
 
31
.2
 
32
.0
 
32
.8
 
29
.6
 
29
.6
 
28
.0
 
34
.0
 
42
.0
 
42
.0
 
40
.8
 
40
.2
 
39
.2
 
33
.6
 
30
.8
 
25
.8
 
22
.8
 
20
.6
 
20
.0
 
T
ot
al
 
M
va
r 
16
.6
 
17
.4
 
16
.6
 
18
.0
 
18
.0
 
18
.0
 
18
.6
 
20
.0
 
18
.0
 
17
.0
 
14
.0
 
16
.0
 
17
.0
 
17
.0
 
17
.6
 
15
.6
 
15
.6
 
14
.4
 
13
.0
 
11
.6
 
11
.0
 
10
.4
 
20
.0
 
Si
th
av
va
ka
 
T
l 
M
W
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
9.
0 
8.
0 
8.
0 
8.
0 
9.
0 
11
.0
 
12
.0
 
12
.0
 
10
.0
 
10
.0
 
9.
0 
7.
0 
6.
0 
6.
0 
5.
0 
Si
th
av
va
ka
 
T
l 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
4.
5 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
5 
3.
5 
3.
0 
3.
0 
3.
0 
1.
5 
1.
5 
2.
5 
T
2 
M
W
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
9.
0 
8.
0 
8.
0 
8.
0 
9.
0 
11
.0
 
12
.0
 
12
.0
 
10
.0
 
10
.0
 
9.
0 
7.
0 
6.
0 
6.
0 
5.
0 
T
2 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
4.
5 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
3.
5 
3.
5 
3.
0 
3.
0 
3.
0 
1.
5 
1.
5 
2.
5 
T
ot
al
 
M
W
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
18
.0
 
18
.0
 
16
.0
 
16
.0
 
16
.0
 
18
.0
 
22
.0
 
24
.0
 
24
.0
 
20
.0
 
20
.0
 
18
.0
 
14
.0
 
12
.0
 
12
.0
 
10
.0
 
T
ot
al
 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
•1
0.
0 
10
.0
 
10
.0
 
9.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
6.
0 
6.
0 
6.
0 
3.
0 
3.
0 
5.
0 
Pa
nn
ip
it
iy
a 
T
l 
M
W
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
11
.0
 
14
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
16
.0
 
15
.0
 
13
.0
 
12
.0
 
12
.0
 
10
.0
 
9.
0 
Pa
nn
ip
it
iy
a 
T
l 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
0 
5.
0 
5.
0 
T
2 
M
W
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
13
.0
 
11
.0
 
14
.0
 
17
.0
 
17
.0
 
17
.0
 
16
.0
 
16
.0
 
15
.0
 
13
.0
 
12
.0
 
12
.0
 
10
.0
 
9.
0 
T
2 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
5.
0 
5.
0 
5.
0 
T
ot
al
 
M
W
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 
26
.0
 .
 
26
.0
 
26
.0
 
26
.0
 
22
.0
 
28
.0
 
34
.0
 
34
.0
 
34
.0
 
32
.0
 
32
.0
 
30
.0
 
26
.0
 
24
.0
 
24
.0
 
20
.0
 
18
.0
 
T
ot
al
 
M
va
r 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
12
.0
 
12
.0
 
10
.0
 
10
.0
 
10
.0
 
R
at
m
al
an
a 
T
l 
M
W
 
11
.6
 
11
.6
 
11
.6
 
10
.7
 
10
.7
 
10
.7
 
10
.7
 
10
.7
 
.1
0.
2 
10
.0
 
10
.0
 
9.
5 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
10
.0
 
9.
6 
9.
0 
8.
5 
8.
2 
7.
0 
7.
0 
R
at
m
al
an
a 
T
l 
M
va
r 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
5.
5 
5.
5 
4.
2 
4.
2 
5.
0 
5.
0 
4.
5 
4.
5 
4.
2 
4.
2 
4.
0 
3.
8 
3.
5 
3.
0 
3.
0 
T
2 
M
W
 
10
.9
 
10
.9
 
10
.9
 
10
.5
 
10
.0
 
10
.0
 
10
.5
 
10
.1
 
9.
6 
9.
6 
8.
6 
9.
0 
10
.5
 
10
.5
 
10
.5
 
10
.5
 
10
.5
 
10
.0
 
8.
8 
8.
0 
7.
6 
7.
0 
6.
8 
T
2 
M
va
r 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
2 
7.
2 
6.
2 
6.
0 
7.
0 
7.
0 
6.
5 
6.
2 
6.
2 
6.
0 
5.
8 
5.
2 
5.
0 
5.
0 
5.
0 
T
3 
M
W
 
11
.2
 
11
.2
 
10
.3
 
10
.3
 
10
.3
 
10
.3
 
10
.3
 
10
.0
 
9.
6 
9.
6 
8.
8 
9.
2 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
5 
8.
2 
8.
0 
7.
6 
7.
0 
6.
3 
T
3 
M
va
r 
9.
0 
9.
0 
9.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
8 
7.
5 
7.
5 
8.
5 
7.
8 
7.
8 
7.
8 
7.
8 
7.
8 
7.
8 
6.
8 
6.
5 
6.
2 
6.
0 
6.
0 
6.
0 
T
ot
al
 
M
W
 
33
.7
 
33
.7
 
32
.8
 
31
.5
 
31
.0
 
31
.0
 
31
.5
 
30
.8
 
29
.4
 
29
.2
 
27
.4
 
27
.7
 
31
.5
 
31
.5
 
31
.5
 
31
.5
 
30
.5
 
29
.1
 
26
.0
 
24
.5
 
23
.4
 
21
.0
 
20
.1
 
T
ot
al
 
M
va
r 
24
.0
 
24
.0
 
24
.0
 
21
.0
 
21
.0
 
21
.0
 
21
.0
 
20
.6
 
20
.2
 
20
.2
 
18
.9
 
18
.0
 
19
.8
 
19
.8
 
18
.8
 
18
.5
 
18
.2
 
17
.0
 
16
.3
 
15
.2
 
14
.5
 
14
.0
 
14
.0
 
77
 
T
im
e 
0:3
0 
4.0
0 
Pa
na
du
ra
 
T
I 
10
:0
0 
10
:30
 
12
:0
0 
12
:30
 
K
os
ga
m
a 
T
l 
H
or
an
a 
M
at
ug
am
a 
T
l 
78
 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
Pa
na
du
ra
 
T
1 
M
W
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
15
.0
 
15
.0
 
18
.0
 
19
.0
 
19
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
20
.0
 
14
.0
 
14
.0
 
11
.0
 
11
.0
 
10
.0
 
10
.0
 
Pa
na
du
ra
 
T
1 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
T
2 
M
W
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
16
.0
 
15
.0
 
15
.0
 
15
.0
 
18
.0
 
19
.0
 
19
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
20
.0
 
14
.0
 
14
.0
 
11
.0
 
11
.0
 
10
.0
 
10
.0
 
T
2 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
4.
0 
4.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
T
ot
al
 
M
W
 
32
.0
 
32
.0
 
32
.0
 
32
.0
 
32
.0
 
32
.0
 
30
.0
 
30
.0
 
30
.0
 
36
.0
 
38
.0
 
38
.0
 
44
.0
 
44
.0
 
44
.0
 
44
.0
 
40
.0
 
28
.0
 
28
.0
 
22
.0
 
22
.0
 
20
.0
 
20
.0
 
T
ot
al
 
M
va
r 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
8.
0 
8.
0 
8.
0 
8.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
4.
0 
K
os
ga
m
a 
T
1 
M
W
 
12
.7
 
15
.8
 
16
.3
 
16
.3
 
17
.3
 
17
.5
 
17
.5
 
17
.5
 
16
.3
 
15
.8
 
16
.2
 
19
.0
 
23
.6
 
23
.8
 
23
.1
 
22
.8
 
21
.6
 
18
.6
 
16
.0
 
14
.3
 
13
.2
 
11
.6
 
11
.1
 
K
os
ga
m
a 
T
1 
M
va
r 
8.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
9.
0 
9.
0 
10
.0
 
' 
10
.0
 
10
.0
 
10
.0
 
9.
0 
7.
0 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
T
2 
M
W
 
12
.7
 
15
.8
 
16
.3
 
16
.3
 
17
.3
 
17
.5
 
17
.5
 
17
.5
 
16
.3
 
15
.8
 
16
.2
 
19
.0
 
23
.6
 
23
.8
 
23
.1
 
22
.8
 
21
.6
 
18
.6
 
16
.0
 
14
.3
 
13
.2
 
11
.6
 
11
.1
 
T
2 
M
va
r 
8.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
9.
0 
9.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
0 
7.
0 
7.
0 
7.
0 
7.
0 
6.
0 
6.
0 
T
ot
al
 
M
W
 
25
.4
 
31
.6
 
32
.6
 
32
.6
 
34
.6
 
35
.0
 
35
.0
 
35
.0
 
32
.6
 
31
.6
 
32
.4
 
38
.0
 
47
.2
 
47
.6
 
46
.2
 
45
.6
 
43
.2
 
37
.2
 
32
.0
 
28
.6
 
26
.4
 
23
.2
 
22
.2
 
T
ot
al
 
M
va
r 
16
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
18
.0
 
18
.0
 
18
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
18
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
12
.0
 
12
.0
 
H
or
an
a 
T
l 
M
W
 
0.
7 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
0.
0 
2.
0 
2.
0 
-2
.0
 
-2
.0
 
-1
.0
 
0.
0 
1.
0 
2.
0 
3.
0 
3.
0 
3.
0 
H
or
an
a 
T
l 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
7.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
T
2 
M
W
 
0.
7 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
0.
0 
2.
0 
2.
0 
-2
.0
 
-2
.0
 
-1
.0
 
0.
0 
1.
0 
2.
0 
3.
0 
3.
0 
3.
0 
T
2 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
7.
0 
8.
0 
8.
0 
8.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
7.
0 
T
ot
al
 
M
W
 
1.
4 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
0.
0 
4.
0 
4.
0 
-4
.0
 
-4
.0
 
-2
.0
 
0.
0 
2.
0 
4.
0 
6.
0 
6.
Q
 
6.
0 
T
ot
al
 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
M
at
ug
am
a 
T
l 
M
W
 
12
.2
 
12
.2
 
12
.0
 
12
.0
 
12
.5
 
12
.5
 
12
.8
 
12
.8
 
12
.0
 
12
.0
 
12
.3
 
13
.2
 
21
.9
 
22
.5
 
21
.1
 
20
.6
 
20
.3
 
18
.4
 
15
.1
 
11
.7
 
11
.7
 
11
.7
 
8.
0 
M
at
ug
am
a 
T
l 
M
va
r 
2.
2 
2.
2 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
0 
3.
6 
3.
9 
3.
5 
3.
4 
3.
0 
2.
5 
1.
8 
0.
6 
0.
6 
0.
6 
0.
4 
0.
2 
T
2 
M
W
 
12
.2
 
12
.2
 
12
.0
 
12
.0
 
12
.5
 
12
.5
 
12
.8
 
12
.8
 
12
.0
 
12
.0
 
12
.3
 
13
.2
 
21
.9
 
22
.5
 
21
.1
 
20
.6
 
20
.3
 
18
.4
 
15
.1
 
11
.7
 
11
.7
 
11
.7
 
8.
0 
T
2 
M
va
r 
2.
2 
2.
2 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
0 
3.
6 
3.
9 
3.
5 
3.
4 
3.
0 
2.
5 
1.
8 
0.
6 
0.
6 
0.
6 
0.
4 
0.
2 
T
3 
M
W
 
12
.2
 
12
.2
 
12
.0
 
12
.0
 
12
.5
 
12
.5
 
12
.8
 
12
.8
 
12
.0
 
12
.0
 
12
.3
 
13
.2
 
21
.9
 
22
.5
 
21
.1
 
20
.6
 
20
.3
 
18
.4
 
15
.1
 
11
.7
 
11
.7
 
11
.7
 
8.
0 
T
3 
M
va
r 
2.
2 
2.
2 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
0 
3.
6 
3.
9 
3.
5 
3.
4 
3.
0 
2.
5 
1.
8 
0.
6 
0.
6 
0.
6 
0.
4 
0.
2 
T
ot
al
 
M
W
 
36
.6
 
36
.6
 
36
.0
 
36
.0
 
37
.5
 
37
.5
 
38
.4
 
38
.4
 
36
.0
 
36
.0
 
36
.9
 
39
.6
 
65
.7
 
67
.5
 
63
.3
 
61
.8
 
60
.9
 
55
.2
 
45
.3
 
35
.1
 
35
.1
 
35
.1
 
24
.0
 
T
ot
al
 
M
va
r 
6.
6 
6.
6 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
7.
5 
6.
0 
10
.8
 
11
.7
 
10
.5
 
10
.2
 
9.
0 
7.
5 
5.
4 
1.
8 
1.
8 
1.
8 
1.
2 
0.
6 
79
 
: 
*
/ 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
11
:0
0 
11
:3
0 
12
:0
0 
12
:3
0 
K
ol
on
na
w
a 
T
l 
M
W
 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
3 
5.
3 
5.
5 
5.
6 
5.
8 
7.
6 
9.
7 
11
.0
 
11
.7
 
12
.3
 
12
.7
 
12
.7
 
12
.8
 
13
.0
 
12
.6
 
12
.7
 
K
ol
on
na
w
a 
T
l 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
7 
1.
8 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
18
 
2.
0 
3.
0 
4.
0 
5.
6 
5.
0 
6.
0 
6.
0 
6.
6 
6.
0 
6.
8 
6.
8 
6.
0 
T
2 
M
W
 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
3 
5.
3 
5.
5 
5.
6 
5.
8 
7.
6 
9.
7 
11
.0
 
11
.7
 
12
.3
 
12
.7
 
12
.7
 
12
.8
 
13
.0
 
12
.6
 
12
.7
 
T
2 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
7 
1.
8 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
8 
2.
0 
3.
0 
4.
0 
5.
6 
5.
0 
6.
0 
6.
0 
6.
6 
6.
0 
6.
8 
6.
8 
6.
0 
T
3 
M
W
 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
3 
5.
3 
5.
5 
5.
6 
5.
8 
7.
6 
9.
7 
11
.0
 
11
.7
 
12
.3
 
12
.7
 
12
.7
 
12
.8
 
13
.0
 
12
.6
 
12
.7
 
T
3 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
7 
1.
8 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
7 
1.
8 
2.
0 
3.
0 
4.
0 
5.
6 
5.
0 
6.
0 
6.
0 
6.
6 
6.
0 
6.
8 
6.
8 
6.
0 
T
ot
al
 
M
W
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.3
 
15
.9
 
15
.9
 
16
.5
 
16
.8
 
17
.4
 
22
.8
 
29
.1
 
33
.0
 
35
.1
 
36
.9
 
38
.1
 
38
.1
 
38
.4
 
39
.0
 
37
.8
 
38
.1
 
T
ot
al
 
M
va
r 
5.
4 
5.
4 
5.
4 
5.
1 
5.
4 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
1 
5.
4 
6.
0 
9.
0 
12
.0
 
16
.8
 
15
.0
 
18
.0
 
18
.0
 
19
.8
 
18
.0
 
20
.4
 
20
.4
 
18
.0
 
T
4 
M
W
 
10
.4
 
10
.4
 
10
.4
 
10
.4
 
10
.4
 
10
.5
 
10
.5
 
10
.7
 
10
.7
 
10
.8
 
11
.0
 
11
.0
 
11
.3
 
11
.7
 
12
.0
 
13
.4
 
15
.4
 
16
.7
 
17
.0
 
17
.5
 
18
.1
 
18
.2
 
18
.1
 
18
.3
 
18
.7
 
T
4 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
7.
2 
9.
0 
9.
7 
10
.0
 
10
.0
 
10
.9
 
10
.0
 
11
.1
 
10
.5
 
10
.0
 
T
5 
M
W
 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
10
.8
 
10
.8
 
10
.4
 
10
.6
 
10
.7
 
11
.5
 
11
.4
 
11
.8
 
11
.9
 
14
.8
 
16
.1
 
16
.4
 
16
.9
 
17
.4
 
17
.4
 
17
.5
 
17
.6
 
17
.2
 
T
5 
M
va
r 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
6.
9 
8.
6 
9.
2 
9.
0 
9.
0 
10
.0
 
10
.4
 
10
.0
 
10
.5
 
10
.1
 
T
ot
al
 
M
W
 
20
.5
 
20
.5
 
20
.5
 
20
.5
 
20
.5
 
20
.6
 
20
.6
 
21
.5
 
21
.5
 
21
.2
 
21
.6
 
21
.7
 
22
.8
 
23
.1
 
23
.8
 
25
.3
 
30
.2
 
32
.8
 
33
.4
 
34
.4
 
35
.5
 
35
.6
 
35
.6
 
35
.9
 
35
.9
 
T
ot
al
 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
14
.1
 
17
.6
 
18
.9
 
19
.0
 
19
.0
 
20
.9
 
20
.4
 
21
.1
 
21
.0
 
20
.1
 
S.
Jp
ur
a 
T
l 
M
W
 
10
.5
 
10
.0
 
9.
6 
9.
4 
9.
5 
10
.2
 
9.
4 
11
.8
 
13
.8
 
18
.3
 
19
.7
 
18
.0
 
18
.4
 
18
.9
 
19
.8
 
20
.1
 
16
.3
 
15
.7
 
15
.7
 
18
.8
 
19
.1
 
18
.2
 
16
.2
 
13
.6
 
10
.0
 
S.
Jp
ur
a 
T
l 
M
va
r 
7.
2 
7.
3 
7.
2 
6.
9 
6.
9 
6.
8 
6.
7 
6.
8 
6.
8 
6.
7 
7.
0 
6.
9 
6.
7 
6.
9 
7.
4 
8.
9 
10
.4
 
11
.7
 
12
.2
 
12
.5
 
12
.8
 
10
.5
 
12
.0
 
12
.0
 
11
.7
 
T
2 
M
W
 
10
.5
 
10
.0
 
9.
6 
9.
4 
9.
5 
10
.2
 
9.
4 
11
.8
 
13
.8
 
18
.3
 
19
.7
 
18
.0
 
18
.4
 
18
.9
 
19
.8
 
20
.1
 
16
.3
 
15
.7
 
15
.7
 
18
.8
 
19
.1
 
18
.2
 
16
.2
 
13
.6
 
10
.0
 
T
2 
M
va
r 
7.
2 
7.
3 
7.
2 
6.
9 
6.
9 
6.
8 
6.
7 
6.
8 
6.
8 
6.
7 
7.
0 
6.
9 
6.
7 
6.
9 
7.
4 
8.
9 
10
.4
 
11
.7
 
12
.2
 
12
.5
 
12
.8
 
10
.5
 
12
.0
 
12
.0
 
11
.7
 
T
ot
al
 
M
W
 
21
.0
 
20
.0
 
19
.2
 
18
.8
 
19
.0
 
20
.4
 
23
.8
 
23
.6
 
27
.6
 
36
.6
 
39
.4
 
36
.0
 
36
.8
 
37
.8
 
39
.6
 
40
.2
 
32
.6
 
31
.4
 
31
.4
 
37
.6
 
38
.2
 
36
.4
 
32
.4
 
27
.2
 
20
.0
 
T
ot
al
 
M
va
r 
14
.4
 
14
.6
 
14
.4
 
13
.8
 
13
.8
 
13
.6
 
13
.4
 
13
.6
 
13
.6
 
13
.4
 
14
.0
 
13
.8
 
13
.4
 
13
.8
 
14
.8
 
17
.8
 
20
.8
 
23
.4
 
24
.4
 
25
.0
 
25
.6
 
21
.0
 
24
.0
 
24
.0
 
23
.4
 
H
av
 T
ow
n-
A
 T
l 
M
W
 
5.
8 
5.
6 
5.
6 
5.
5 
5.
3 
5.
3 
5.
2 
5.
1 
5.
2 
5.
4 
5.
7 
5.
8 
5.
9 
6.
7 
8.
0 
11
.6
 
14
.0
 
16
.2
 
17
.5
 
18
.7
 
18
.7
 
18
.7
 
18
.7
 
18
.7
 
18
.7
 
H
av
 T
ow
n-
A
 T
l 
M
va
r 
2.
8 
1.
7 
1.
7 
1.
7 
1.
5 
1.
5 
1.
4 
1.
4 
1.
4 
1.
5 
1.
6 
1.
5 
1.
5 
1.
9 
2.
7 
4.
5 
5.
5 
6.
5 
7.
0 
7.
4 
7.
3 
7.
2 
7.
4 
7.
8 
7.
7 
T
2 
M
W
 
2.
7 
2.
6 
2.
6 
2.
6 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
6 
2.
7 
2.
8 
2.
8 
3.
1 
3.
8 
4.
8 
5.
8 
6.
4 
6.
8 
7.
2 
7.
1 
7.
2.
 
7.
0 
7.
1 
7.
0 
T
2 
M
va
r 
1.
3 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
8 
2.
3 
2.
8 
3.
0 
3.
4 
3.
6 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
3.
5 
T
ot
al
 
M
W
 
8.
5 
8.
2 
8.
2 
8.
1 
7.
8 
7.
8 
7.
7 
7.
6 
7.
7 
8.
0 
8.
4 
8.
6 
8.
7 
9.
8 
11
.8
 
16
.4
 
19
.8
 
22
.6
 
24
.3
 
25
.9
 
25
.8
 
25
.9
 
25
.7
 
25
.8
 
25
.7
 
T
ot
al
 
M
va
r 
4.
1 
2.
9 
2.
9 
2.
9 
2.
7 
2.
7 
2.
6 
2.
6 
2.
6 
2.
7 
2.
8 
2.
7 
2.
7 
3.
7 
5.
0 
7.
3 
8.
5 
9.
9 
10
.6
 
10
.9
 
10
.8
 
10
.7
 
10
.9
 
11
.3
 
11
.2
 
M
ar
ad
li
an
a-
1 
T
l 
M
W
 
3.
0 
2.
9 
2.
9 
2.
8 
2.
8 
2.
8 
2.
8 
2.
8 
3.
1 
3.
2 
3.
2 
3.
3 
3.
5 
4.
4 
5.
7 
7.
2 
8.
4 
9.
1 
9.
5 
9.
7 
9.
7 
9.
4 
9.
7 
9.
7 
9.
5 
M
ar
ad
li
an
a-
1 
T
l 
M
va
r 
1.
3 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
1.
3 
1.
3 
1.
3 
1.
3 
1.
5 
2.
6 
2.
6 
3.
2 
3.
6 
4.
0 
4.
1 
4.
3 
4.
4 
4.
2 
4.
3 
4.
2 
4.
2 
T
2 
M
W
 
4.
5 
4.
3 
4.
4 
4.
4 
4.
3 
4.
2 
4.
2 
4.
2 
4.
2 
4.
4 
4.
5 
4.
7 
4.
8 
5.
7 
7.
0 
9.
4 
11
.8
 
13
.2
 
13
.3
 
13
.8
 
13
.6
 
13
.4
 
13
.6
 
13
.7
 
13
.7
 
T
2 
M
va
r 
1.
8 
1.
8 
1.
8 
1.
8 
1.
8 
1.
6 
1.
6 
1.
6 
1.
6 
1.
6 
1.
6 
1.
8 
1.
8 
2.
2 
2.
3 
4.
0 
4.
8 
5.
4 
5.
6 
5.
8 
5.
8 
5.
8 
5.
7 
5.
9 
5.
8 
T
ot
al
 
M
W
 
7.
5 
7.
2 
7.
3 
7.
2 
7.
1 
7.
0 
7.
0 
7.
0 
7.
3 
7.
6 
7.
7 
8.
0 
8.
3 
10
.1
 
12
.7
 
16
.6
 
20
.2
 
22
.3
 
22
.8
 
23
.5
 
23
.3
 
22
.8
 
23
.3
 
23
.4
 
23
.2
 
T
ot
al
 
M
va
r 
3.
1 
3.
0 
3.
0 
3.
0 
3.
0 
2.
8 
2.
8 
2.
8 
2.
9 
2.
9 
2.
9 
3.
1 
3.
3 
4.
8 
4.
9 
7.
2 
8.
4 
9.
4 
9.
7 
10
.1
 
10
.2
 
10
.0
 
10
.0
 
10
.1
 
10
.0
 
T
im
e 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
:3
0 
22
:0
0 
22
:3
0 
23
:0
0 
23
:3
0 
0:
00
 
K
ol
on
na
vv
a 
T
l 
M
W
 
12
.5
 
12
.7
 
12
.7
 
12
.8
 
12
.6
 
12
.3
 
11
.6
 
11
.5
 
9.
1 
8.
7 
8.
7 
8.
6 
8.
5 
8.
3 
8.
0 
8.
8 
8.
5 
8.
2 
6.
3 
6.
3 
5.
7 
5.
7 
5.
4 
K
ol
on
na
vv
a 
T
l 
M
va
r 
6.
0 
6.
2 
6.
7 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
4.
7 
4.
6 
4.
4 
4.
3 
4.
2 
4.
1 
3.
9 
3.
8 
3.
5 
3.
1 
2.
4 
2.
4 
2.
1 
2.
1 
2.
1 
T
2 
M
W
 
12
.5
 
12
.7
 
12
.7
 
12
.8
 
12
.6
 
12
.3
 
11
.6
 
11
.5
 
9.
1 
8.
7 
8.
7 
8.
6 
8.
5 
8.
3 
8.
0 
8.
8 
8.
5 
8.
2 
6.
3 
6.
3 
5.
7 
5.
7 
5.
4 
T
2 
M
va
r 
6.
0 
6.
2 
6.
7 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
4.
7 
4.
6 
4.
4 
4.
3 
4.
2 
4.
1 
3.
9 
3.
8 
3.
5 
3.
1 
2.
4 
2.
4 
2.
1 
2.
1 
2.
1 
T
3 
M
W
 
12
.5
 
12
.7
 
12
.7
 
12
.8
 
12
.6
 
12
.3
 
11
.6
 
11
.5
 
9.
1 
8.
7 
8.
7 
8.
6 
8.
5 
8.
3 
8.
0 
8.
8 
8.
5 
8.
2 
6.
3 
6.
3 
5.
7 
5.
7 
5.
4 
T
3 
M
va
r 
6.
0 
6.
2 
6.
7 
6.
0 
6.
0 
6.
0 
6.
0 
5.
0 
4.
7 
4.
6 
4.
4 
4.
3 
4.
2 
4.
1 
3.
9 
3.
8 
3.
5 
3.
1 
2.
4 
2.
4 
2.
1 
2.
1 
2.
1 
T
ot
al
 
M
W
 
37
.5
 
38
.1
 
38
.1
 
38
.4
 
37
.8
 
36
.9
 
34
.8
 
34
.5
 
27
.3
 
26
.1
 
26
.1
 
25
.8
 
25
.5
 
24
.9
 
24
.0
 
26
.4
 
25
.5
 
24
.6
 
18
.9
 
18
.9
 
17
.1
 
17
.1
 
16
.2
 
T
ot
al
 
M
va
r 
18
.0
 
18
.6
 
20
.1
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
15
.0
 
14
.1
 
13
.8
 
13
.2
 
12
.9
 
12
.6
 
12
.3
 
11
.7
 
11
.4
 
10
.5
 
9.
3 
7.
2 
7.
2 
6.
3 
6.
3 
6.
3 
T
4 
M
W
 
18
.3
 
18
.7
 
18
.1
 
18
.1
 
18
.1
 
17
.8
 
17
.8
 
17
.1
 
16
.6
 
15
.4
 
15
.1
 
14
.3
 
18
.9
 
18
.0
 
18
.4
 
17
.1
 
16
.8
 
16
.2
 
15
.4
 
12
.9
 
11
.9
 
11
.8
 
11
.8
 
T
4 
M
va
r 
11
.0
 
11
 2
 
11
.0
 
11
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
2 
9.
3 
10
.5
 
10
.9
 
10
.8
 
10
.4
 
10
.1
 
9.
6 
9.
1 
8.
1 
6.
7 
6.
7 
6.
2 
6.
2 
T
5 
M
W
 
16
.7
 
16
.9
 
16
.2
 
17
.5
 
17
.5
 
17
.5
 
17
.2
 
17
.2
 
16
.5
 
15
.9
 
14
.8
 
14
.7
 
16
.6
 
' 
17
.3
 
17
.3
 
16
.8
 
16
.5
 
16
.1
 
15
.6
 
14
.8
 
12
.5
 
12
.5
 
11
.3
 
T
5 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.7
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
9.
5 
8.
7 
8.
9 
10
.1
 
10
.4
 
10
.3
 
10
.0
 
9.
6 
9.
2 
8.
5 
7.
8 
6.
4 
6.
4 
5.
9 
T
ot
al
 
M
W
 
35
.0
 
35
.6
 
34
.3
 
35
.6
 
35
.6
 
35
.3
 
35
.0
 
34
.3
 
33
.1
 
31
.3
 
29
.9
 
29
.0
 
35
.5
 
35
.3
 
35
.7
 
33
.9
 
33
.3
 
32
.3
 
31
.0
 
27
.7
 
24
.4
 
24
.3
 
23
.1
 
T
ot
al
 
M
va
r 
21
.0
 
21
.2
 
21
.0
 
21
.7
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
18
.7
 
18
.0
 
19
.4
 
21
.0
 
21
.2
 
20
.7
 
20
.1
 
19
.2
 
18
.3
 
16
.6
 
14
.5
 
13
.1
 
12
.6
 
12
.1
 
S.
Jp
ur
a 
T
l 
M
W
 
9.
9 
9.
5 
9.
4 
9.
7 
11
.1
 
12
.1
 
12
.0
 
16
.3
 
18
.9
 
19
.7
 
17
.8
 
18
.0
 
19
.2
 
20
.0
 
19
.8
 
18
.3
 
15
.7
 
18
.8
 
19
.6
 
18
.2
 
17
.1
 
14
.7
 
12
.3
 
S.
Jp
ur
a 
T
l 
M
va
r 
12
.0
 
12
.7
 
13
.1
 
13
.2
 
12
.9
 
10
.6
 
12
.5
 
12
.5
 
10
.8
 
10
.8
 
10
.8
 
11
.6
 
11
.6
 
12
.1
 
11
.6
 
10
.8
 
10
.8
 
10
.1
 
9.
6 
9.
0 
8.
5 
8.
0 
8.
0 
T
2 
M
W
 
9.
9 
9.
5 
9.
4 
9.
7 
11
.1
 
12
.1
 
12
.0
 
16
.3
 
18
.9
 
19
.7
 
17
.8
 
18
.0
 
19
.2
 
20
.0
 
19
.8
 
18
.3
 
15
.7
 
18
.8
 
19
.6
 
18
.2
 
17
.1
 
14
.7
 
12
.3
 
T
2 
M
va
r 
12
.0
 
12
.7
 
13
.1
 
13
.2
 
12
.9
 
10
.6
 
12
.5
 
12
.5
 
10
.8
 
10
.8
 
10
.8
 
11
.6
 
11
.6
 
12
.1
 
11
.6
 
10
.8
 
10
.8
 
10
.1
 
9.
6 
9.
0 
8.
5 
8.
0 
8.
0 
T
ot
al
 
M
W
 
19
.8
 
19
.0
 
18
.8
 
19
.4
 
22
.2
 
" 
24
.2
 
24
.0
 
32
.6
 
37
.8
 
39
.4
 
35
.6
 
36
.0
 
38
.4
 
40
.0
 
39
.6
 
36
.6
 
31
.4
 
37
.6
 
39
.2
 
36
.4
 
34
.2
 
29
.4
 
24
.6
 
T
ot
al
 
M
va
r 
24
.0
 
25
.4
 
26
.2
 
26
.4
 
25
.8
 
21
.2
 
25
.0
 
25
.0
 
21
.6
 
21
.6
 
21
.6
 
23
.2
 
23
.2
 
24
.2
 
23
.2
 
21
.6
 
21
.6
 
20
.2
 
19
.2
 
18
.0
 
17
.0
 
16
.0
 
16
.0
 
H
av
el
oc
k 
T
ow
n-
A
 
T
l 
M
W
 
18
.7
 
18
.7
 
19
.0
 
19
.3
 
18
.8
 
18
.2
 
17
.2
 
15
.8
 
14
.1
 
12
.9
 
12
.9
 
12
.0
 
11
.4
 
10
.3
 
9.
4 
8.
9 
8.
5 
8.
1 
7.
6 
7.
0 
6.
6 
6.
5 
6.
0 
H
av
el
oc
k 
T
ow
n-
A
 
T
l 
M
va
r 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
7.
5 
7.
2 
6.
8 
6.
0 
5.
5 
5.
2 
5.
0 
4.
7 
4.
0 
3.
6 
3.
4 
3.
1 
2.
8 
2.
5 
2.
2 
2.
1 
2.
2 
2.
2 
T
2 
M
W
 
6.
9 
7.
0 
7.
2 
7.
3 
7.
3 
7.
0 
6.
5 
5.
9 
5.
6 
4.
9 
4.
6 
4.
7 
4.
6 
4.
5 
4.
4 
4.
1 
4.
0 
3.
8 
3.
7 
3.
5 
3.
3 
3.
1 
3.
1 
T
2 
M
va
r 
3.
5 
3.
5 
3.
6 
3.
6 
3.
6 
3.
5 
3.
3 
3.
0 
2.
8 
2.
5 
2.
4 
2.
3 
2.
2 
2.
2 
2.
1 
1.
9 
1.
8 
1.
7 
1.
6 
1.
6 
1.
4 
1.
4 
1.
4 
T
ot
al
 
M
W
 
25
.6
 
25
.7
 
26
.2
 
26
.6
 
26
.1
 
25
.2
 
23
.7
 
21
.7
 
19
.7
 
17
.8
 
17
.5
 
16
.7
 
16
.0
 
14
.8
 
13
.8
 
13
.0
 
12
.5
 
11
.9
 
11
.3
 
10
.5
 
9.
9 
9.
6 
9.
1 
T
ot
al
 
M
va
r 
11
.5
 
11
.5
 
11
.6
 
11
.6
 
11
.6
 
11
.0
 
10
.5
 
9.
8 
8.
8 
8.
0 
7.
6 
7.
3 
6.
9 
6.
2 
5.
7 
5.
3 
4.
9 
4.
5 
4.
1 
3.
8 
3.
5 
3.
6 
3.
6 
M
ar
ad
ha
na
-I
 T
l 
M
W
 
9.
6 
9.
7 
9.
8 
9.
5 
9.
5 
9.
5 
9.
3 
9.
0 
8.
3 
7.
2 
6.
7 
6.
2 
5.
7 
5.
4 
5.
1 
4.
8 
4.
4 
4.
3 
4.
2 
3.
0 
3.
7 
3.
4 
3.
2 
M
ar
ad
ha
na
-I
 T
l 
M
va
r 
4.
3 
4.
4 
4.
4 
4.
4 
4.
3 
4.
3 
4.
3 
4.
2 
3.
7 
3.
4 
3.
2 
2.
8 
2.
5 
2.
4 
2.
4 
2.
3 
2.
0 
1.
9 
1.
8 
1.
7 
1.
6 
1.
5 
1.
4 
T
2 
M
W
 
13
.4
 
13
.4
 
13
.7
 
13
.6
 
13
.9
 
13
.8
 
13
.4
 
12
.4
 
11
.2
 
10
.0
 
9.
1 
8.
5 
8.
2 
7.
7 
7.
2 
6.
8 
6.
4 
6.
1 
6.
0 
5.
7 
5.
3 
5.
1 
4.
9 
T
2 
M
va
r 
5.
8 
5.
7 
5.
7 
5.
7 
5.
8 
5.
6 
5.
6 
5.
3 
4.
8 
4.
0 
4.
0 
3.
8 
3.
6 
3.
5 
3.
3 
3.
1 
3.
0 
2.
8 
2.
8 
2.
5 
2.
3 
2.
1 
2.
1 
T
ot
al
 
M
W
 
23
.0
 
23
.1
 
23
.5
 
23
.1
 
23
.4
 
23
.3
 
22
.7
 
21
.4
 
19
.5
 
17
.2
 
15
.8
 
14
.7
 
13
.9
 
13
.1
 
12
.3
 
11
.6
 
10
.8
 
10
.4
 
10
.2
 
8.
7 
9.
0 
8.
5 
8.
1 
T
ot
al
 
M
va
r 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
10
.1
 
9.
9 
9.
9 
9.
5 
8.
5 
7.
4 
7.
2 
6.
6 
6.
1 
5.
9 
5.
7 
5.
4 
5.
0 
4.
7 
4.
6 
4-
2.
 
3.
9 
3.
6 
3.
5 
81
 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
1 
1:
00
 
11
:3
0 
12
:0
0 
12
:3
0 
D
eh
iw
al
a 
T
l 
M
W
 
10
.0
 
10
.0
 
10
.0
 
7.
0 
7.
0 
7.
0 
7.
0 
10
.0
 
10
.0
 
7.
0 
7.
0 
10
.0
 
10
.0
 
7.
0 
7.
0 
11
.0
 
11
.0
 
7.
0 
7.
0 
12
.0
 
12
.0
 
7.
0 
7.
0 
7.
0 
7.
0 
D
eh
iw
al
a 
T
l 
M
va
r 
8.
0 
7.
5 
7.
5 
3.
0 
3.
0 
3.
0 
3.
0 
5.
0 
5.
0 
2.
0 
2.
0 
4.
0 
4.
0 
2.
0 
2.
0 
0.
0 
0.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
T
2 
M
W
 
10
.0
 
10
.0
 
10
.0
 
7.
0 
7.
0 
7.
0 
7.
0 
10
.0
 
10
.0
 
7.
0 
7.
0 
10
.0
 
10
.0
 
7.
0 
7.
0 
11
.0
 
1 
1.
0 
7.
0 
7.
0 
12
.0
 
12
.0
 
7.
0 
7.
0 
7.
0 
7.
0 
T
2 
M
va
r 
8.
0 
7.
5 
7.
5 
3.
0 
3.
0 
3.
0 
3.
0 
5.
0 
5.
0 
2.
0 
2.
0 
4.
0 
4.
0 
2.
0 
2.
0 
0.
0 
0.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
T
ot
al
 
M
W
 
20
.0
 
20
.0
 
20
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
20
.0
 
20
.0
 
14
.0
 
14
.0
 
22
.0
 
22
.0
 
14
.0
 
14
.0
 
24
.0
 
24
.0
 
14
.0
 
14
.0
 
14
.0
 
14
.0
 
T
ot
al
 
M
va
r 
16
.0
 
15
.0
 
15
.0
 
6.
0 
6.
0 
6.
0 
6.
0 
10
.0
 
10
.0
 
4.
0 
4.
0 
8.
0 
8.
0 
4.
0 
4.
0 
0.
0 
0.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
K
ol
lu
pi
ti
ya
-E
 T
l 
M
W
 
4.
2 
4.
0 
4.
0 
3.
9 
3.
9 
3.
9 
3.
9 
4.
0 
4.
3 
4.
3 
4.
6 
4.
6 
5.
5 
6.
0 
6.
8 
9.
6 
11
.0
 
11
.8
 
11
.8
 
11
.8
 
11
.0
 
11
.2
 
11
.2
 
11
.2
 
11
.2
 
K
ol
lu
pi
ti
ya
-E
 T
l 
M
va
r 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
2.
8 
2.
8 
3.
0 
3.
0 
3.
2 
3.
8 
4.
5 
6.
8 
8.
0 
8.
5 
9.
0 
9.
5 
9.
0 
9.
2 
9.
0 
9.
2 
9.
5 
T
2 
M
W
 
6.
0 
6.
0 
6.
0 
5.
8 
5.
8 
5.
8 
5.
6 
5.
6 
5.
6 
5.
6 
5.
6 
6.
0 
6.
6 
8.
0 
8.
8 
13
.0
 
14
.8
 
15
.8
 
16
.2
 
17
.0
 
17
.0
 
17
.2
 
17
.2
 
17
.0
 
16
.8
 
T
2 
M
va
r 
2.
5 
2.
5 
2.
4 
2.
3 
2.
3 
2.
3 
2.
2 
2.
2 
2.
2 
2.
2 
2.
2 
2.
5 
3.
0 
3.
5 
4.
2 
4.
0 
8.
0 
9.
0 
9.
5 
10
.0
 
9.
5 
9.
8 
10
.0
 
10
.0
 
9.
8 
T
3 
M
W
 
6.
0 
6.
0 
6.
0 
5.
8 
5.
8 
5.
5 
5.
5 
5.
4 
5.
4 
5.
5 
5.
5 
5.
8 
6.
3 
7.
0 
8.
0 
12
.0
 
15
.0
 
16
.5
 
17
.6
 
--J 
oo 
18
.0
 
18
.2
 
18
.2
 
18
.0
 
18
.0
 
T
3 
M
va
r 
2.
5 
2.
5 
2.
3 
2.
3 
2.
3 
2.
2 
2.
0 
2.
0 
2.
0 
2.
1 
2.
1 
2.
1 
2.
9 
3.
2 
4.
2 
7.
5 
8.
0 
11
.4
 
11
.8
 
11
.2
 
12
.0
 
12
.4
 
12
.4
 
12
.0
 
12
.0
 
T
ot
al
 
M
W
 
16
.2
 
16
.0
 
16
.0
 
15
.5
 
15
.5
 
15
.2
 
15
.0
 
15
.0
 
15
.3
 
15
.4
 
15
.7
 
16
.4
 
18
.4
 
21
.0
 
23
.6
 
34
.6
 
40
.8
 
44
.1
 
45
.6
 
46
.6
 
46
.0
 
46
.6
 
46
.6
 
46
.2
 
46
.0
 
T
ot
al
 
M
va
r 
7.
5 
7.
5 
7.
2 
7.
1 
7.
1 
7.
0 
6.
7 
6.
7 
7.
0 
7.
1 
7.
3 
7.
6 
9.
1 
10
.5
 
12
.9
 
18
.3
 
24
.0
 
28
.9
 
30
.3
 
30
.7
 
30
.5
 
31
.4
 
31
.4
 
31
.2
 
31
.3
 
Fo
rt
-F
 
T
l 
M
W
 
6.
2 
6.
4 
5.
8 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
0 
5.
5 
6.
0 
6.
4 
7.
8 
9.
0 
10
.5
 
13
.0
 
15
.2
 
16
.2
 
16
.2
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
Fo
rt
-F
 
T
l 
M
va
r 
0.
5 
0.
4 
0.
4 
0.
3 
0.
3 
0.
3 
0.
3 
0.
3 
0.
3 
0.
5 
0.
7 
0.
8 
0.
8 
1.
2 
2.
3 
3.
2 
4.
0 
4.
8 
5.
6 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
T
2 
M
W
 
7.
5 
7.
2 
7.
0 
7.
0 
6.
8 
6.
8 
6.
8 
6.
8 
6.
8 
7.
0 
7.
5 
8.
0 
8.
8 
10
.0
 
12
.2
 
15
.8
 
17
.2
 
18
.4
 
18
.8
 
19
.5
 
19
.5
 
19
.6
 
19
.6
 
19
.6
 
19
.6
 
T
2 
M
va
r 
3.
2 
3.
1 
3.
0 
2.
9 
2.
8 
2.
8 
2.
8 
2.
8 
2.
8 
3.
0 
3.
8 
4.
8 
4.
8 
4.
8 
7.
2 
8.
2 
11
.4
 
13
.8
 
14
.8
 
14
.5
 
14
.5
 
14
.2
 
14
.2
 
14
.2
 
14
.2
 
T
ot
al
 
M
W
 
13
.7
 
13
.6
 
12
.8
 
12
.0
 
11
.8
 
11
.8
 
11
.8
 
11
.8
 
11
.8
 
12
.5
 
13
.5
 
14
.4
 
16
.6
 
19
.0
 
22
.7
 
28
.8
 
32
.4
 
34
.6
 
35
.0
 
37
.3
 
37
.3
 
37
.4
 
37
.4
 
37
.4
 
37
.4
 
T
ot
al
 
M
va
r 
3.
7 
3.
5 
3.
4 
3.
2 
3.
1 
3.
1.
 
3.
1 
3.
1 
3.
1 
3.
5 
4.
5 
5.
6 
5.
6 
6.
0 
9.
5 
11
.4
 
15
.4
 
18
.6
 
20
.4
 
20
.5
 
20
.5
 
20
.2
 
20
.2
 
20
.2
 
20
.2
 
S
U
B
 C
 
T
l 
M
W
 
7.
5 
7.
5 
7.
5 
7.
4 
7.
3 
7.
3 
7.
3 
7.
4 
7.
8 
8.
5 
9.
1 
9.
9 
10
.0
 
9.
8 
10
.0
 
10
.4
 
11
.3
 
11
.0
 
11
.9
 
12
.3
 
12
.3
 
12
.5
 
12
.1
 
12
.5
 
12
.2
 
S
U
B
 C
 
T
l 
M
va
r 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
4.
0 
4.
6 
5.
3 
5.
5 
5.
7 
5.
7 
5.
8 
5.
8 
6.
0 
5.
8 
5.
7 
T
2 
M
W
 
7.
5 
7.
5 
7.
5 
7.
4 
7.
3 
7.
3 
7.
3 
7.
4 
7.
8 
8.
5 
9.
1 
9.
9 
10
.0
 
9.
8 
10
.0
 
10
.4
 
11
.3
 
11
.0
 
11
.9
 
12
.3
 
12
.3
 
12
.5
 
12
.1
 
12
.5
 
12
.2
 
T
2 
M
va
r 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
4.
0 
4.
6 
5.
3 
5.
5 
5.
7 
5.
7 
5.
8 
5.
8 
6.
0 
5.
8 
5.
7 
T
3 
M
W
 
7.
5 
7.
5 
7.
5 
7.
4 
7.
3 
7.
3 
7.
3 
7.
4 
7.
8 
8.
5 
9.
1 
9.
9 
10
.0
 
9.
8 
10
.0
 
10
.4
 
11
.3
 
11
.0
 
11
.9
 
12
.3
 
12
.3
 
12
.5
 
12
.1
 
12
.5
 
12
.2
 
T
3 
M
va
r 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
3.
7 
4.
0 
4.
6 
5.
3 
5.
5 
5.
7 
5.
7 
5.
8 
5.
8 
6.
0 
5.
8 
5.
7 
T
ot
al
 
M
W
 
22
.5
 
22
.6
 
22
.5
 
22
.1
 
22
.0
 
21
.9
 
21
.8
 
22
.2
 
23
.4
 
25
.5
 
27
.4
 
29
.6
 
30
.0
 
29
.3
 
29
.9
 
31
.2
 
33
.9
 
33
.0
 
35
.7
 
36
.9
 
36
.8
 
37
.5
 
36
.4
 
37
.4
 
36
.5
 
T
ot
al
 
M
va
r 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
11
.1
 
12
.0
 
13
.8
 
15
.9
 
16
.5
 
17
.1
 
17
.1
 
17
.4
 
17
.4
 
18
.0
 
17
.4
 
17
.1
 
S
U
B
 H
 
T
l 
M
W
 
8.
0 
8.
0 
8.
2 
7.
7 
7.
7 
7.
7 
7.
1 
7.
1 
7.
1 
7.
8 
7.
7 
8.
4 
7.
1 
7.
2 
7.
6 
8.
4 
8.
6 
8.
9 
9.
4 
9.
8 
10
.0
 
11
.0
 
10
.0
 
9.
0 
9.
3 
S
U
B
 H
 
T
l 
M
va
r 
4.
0 
4.
0 
4.
1 
3.
9 
3.
9 
3.
9 
3.
6 
3.
6 
3.
6 
3.
9 
3.
9 
4.
2 
3.
6 
3.
6 
3.
8 
4.
2 
4.
3 
4.
5 
4.
7 
4.
9 
5.
0 
5.
5 
5.
0 
4.
9 
4.
7 
T
2 
M
W
 
6.
3 
6.
1 
6.
1 
5.
8 
5.
8 
5.
8 
5.
5 
5.
5 
5.
5 
5.
9 
5.
9 
6.
3 
6.
0 
6.
0 
6.
6 
7.
8 
8.
1 
8.
4 
8.
7 
9.
2 
8.
8 
9.
0 
8.
0 
8.
0 
7.
4 
T
2 
M
va
r 
3.
2 
3.
1 
3.
1 
2.
9 
2.
9 
2.
9 
2.
8 
2.
8 
2.
8 
3.
0 
3.
0 
3.
2 
3.
0 
3.
0 
3.
3 
3.
9 
4.
1 
4.
2 
4.
4 
4.
6 
4.
4 
4.
5 
4.
0 
4.
1 
3.
7 
T
ot
al
 
M
W
 
14
.3
 
14
.1
 
14
.3
 
13
.5
 
13
.5
 
13
.5
. 
12
.6
 
12
.6
 
12
.6
 
13
.7
 
13
.6
 
14
.7
 
13
.1
 
13
.2
 
14
.2
 
16
.2
 
16
.7
 
17
.3
 
18
.1
 
19
.0
 
18
.8
 
20
.0
 
18
.0
 
17
.0
 
16
.7
 
T
ot
al
 
M
va
r 
7.
2 
7.
1 
7.
2 
6.
8 
6.
8 
6.
8 
6.
3 
6.
3 
6.
3 
6.
9 
6.
8 
7.
4 
6.
6 
6.
6 
7.
1 
8.
1 
8.
4 
8.
7 
9.
1 
9.
5 
9.
4 
10
.0
 
9.
0 
9.
0 
8.
4 
K
E
L
A
N
I 
(C
+
H
) 
M
W
 
36
.8
 
36
.7
 
36
.8
 
35
.6
 
35
.5
 
35
.4
 
34
.4
 
34
.8
 
36
.0
 
39
.2
 
41
.0
 
44
.3
 
43
.1
 
42
.5
 
44
.1
 
47
.4
 
50
.6
 
50
.3
 
53
.8
 
55
.9
 
55
.6
 
57
.5
 
54
.4
 
54
.4
 
53
.2
 
K
E
L
A
N
I 
(C
+
H
) 
M
va
r 
18
.3
 
18
.2
 
18
.3
 
17
.9
 
17
.9
 
17
.9
 
17
.4
 
17
.4
 
17
.4
 
18
.0
 
17
.9
 
18
.5
 
17
.7
 
17
.7
 
19
.1
 
21
.9
 
24
.3
 
25
.2
 
26
.2
 
26
.6
 
26
.8
 
27
.4
 
27
.0
 
26
.4
 
25
.5
 8
2 
T
im
e 
13
:00
 
13
:30
 
14
:00
 
14
:30
 
15
:00
 
15
:30
 
16
:00
 
16
:30
 
17
:00
 
1 7
:30
 
1 8
:00
 
1 8
:30
 
19
:00
 
19
:30
 
20
:00
 
20
:30
 
21
:00
 
21
 .3
0 
22
 0
0 
22
:30
 
23
:00
 
23
:30
 
0:0
0 
D
eh
iw
al
a 
T
l 
M
W
 
7.
0 
7.
0 
14
.0
 
14
.0
 
9.
0 
9.
0 
12
.0
 
12
.0
 
11
.0 
I 
1.
0 
17
.0
 
17
.0
 
11
.0 
1 
1.
0 
18
.0
 
18
.0
 
18
.0 
18
.0
 
18
.0
 
1 
1.
0 
11
.0 
11
.0 
1 
1.
0 
D
eh
iw
al
a 
T
l 
M
va
r 
2.
0 
2.
0 
4.
0 
4.
0 
0.
0 
0.
0 
1.
0 
1.
0 
7.
0 
7.
0 
3.
0 
3.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
7.
0 
7.
0 
8.
0 
8.
0 
8.
0 
T
2 
M
W
 
7.
0 
7.
0 
14
.0
 
14
.0
 
9.
0 
9.
0 
12
.0
 
12
.0
 
11
.0
 
11
.0
 
17
.0
 
17
.0
 
11
.0
 
11
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
T
2 
M
va
r 
2.
0 
2.
0 
4.
0 
4.
0 
0.
0 
0.
0 
1.
0 
1.
0 
7.
0 
7.
0 
3.
0 
3.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
9.
0 
7.
0 
7.
0 
8.
0 
8.
0 
8.
0 
T
ot
al
 
M
W
 
14
.0
 
14
.0
 
28
.0
 
28
.0
 
18
.0
 
18
.0
 
24
.0
 
24
.0
 
22
.0
 
22
.0
 
34
.0
 
34
.0
 
22
.0
 
22
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
36
.0
 
22
.0
 
22
.0
 
22
.0
 
22
.0
 
T
ot
al
 
M
va
r 
4.
0 
4.
0 
8.
0 
8.
0 
0.
0 
0.
0 
2.
0 
2.
0 
14
.0
 
14
.0
 
6.0
 
6.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
14
.0
 
14
.0
 
16
.0
 
16
.0
 
16
.0
 
K
ol
lu
pi
ti
ya
-E
 T
l 
M
W
 
12
.2
 
12
.0
 
12
.1
 
12
.2
 
12
.2
 
12
.2
 
12
.0
 
12
.8
 
10
.2
 
10
.0
 
8.
0 
8.
0 
8.
0 
8.
9 
7.
0 
7.
0 
6.
8 
6.
5 
6.
0 
6.
0 
6.
0 
6.
0 
5.
2 
K
ol
lu
pi
ti
ya
-E
 T
l 
M
va
r 
9.
0 
9.
0 
9.
2 
9.
0 
9.
0 
9.
2 
9.
0 
8.
8 
7.
5 
7.
0 
5.
8 
5.
3 
5.
6 
5.
5 
4.
9 
4.
8 
4.
5 
4.
2 
4.
0 
4.
0 
4.
0 
4.
0 
3.
2 
T
2 
M
W
 
16
.8
 
16
.8
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
15
.0
 
14
.7
 
12
.0
 
11
.0
 
10
.0
 
10
.0
 
8.
6 
8.
2 
8.
2 
7.
5 
7.
3 
7.
0 
7.
0 
7.
0 
4.
0 
T
2 
M
va
r 
9.
8 
9.
8 
9.
8 
10
.0
 
10
.0
 
9.
8 
9.
8 
9.
5 
8.
5 
8.
8 
6.
0 
5.
3 
5.
0 
4.
3 
4.
0 
4.
0 
3.
8 
3.
5 
3.
0 
3.
0 
3.
0 
2.
8 
2.
8 
T
3 
M
W
 
17
.8
 
17
.8
 
18
.0
 
18
.0
 
18
.0
 
17
.8
 
17
.5
 
15
.0
 
16
.0
 
12
.0
 
11
.8
 
11
.7
 
10
.0 
9.
8 
9.
0 
8.
8 
8.
5 
8.
0 
7.
8 
7.
5 
7.
0 
6.
8 
6.
8 
T
3 
M
va
r 
12
.2
 
12
.2
 
12
.5
 
12
.5
 
12
.5
 
12
.5
 
12
.4
 
12
.2
 
10
.0
 
9.
0 
7.
2 
7.
0 
6.
8 
6.
0 
5.
2 
5.
0 
4.
8 
4.
5 
4.
2 
3.
8 
3.
5 
3.
7 
3.
0 
T
ot
al
 
M
W
 
46
.8
 
46
.6
 
47
.1
 
47
.2
 
47
.2
 
47
.0
 
46
.5
 
44
.8
 
41
.2
 
36
.7
 
31
.8
 
30
.7
 
28
.0
 
28
.7
 
24
.6
 
24
.0
 
23
.5
 
22
.0
 
21
.1
 
20
.5
 
20
.0
 
19
.8
 
16
.0
 
T
ot
al
 
M
va
r 
31
.0
 
31
.0
 
31
.5
 
31
.5
 
31
.5
 
31
.5
 
31
.2
 
30
.5
 
26
.0
 
24
.8
 
19
.0
 
17
.6
 
17
.4
 
15
.8
 
14
.1
 
13
.8
 
13
.1
 
12
.2
 
11
.2
 
10
.8
 
10
.5
 
10
.5
 
9.
0 
Fo
rt
-F
 
T
l 
M
W
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
17
.8
 
17
.0
 
16
.5
 
15
.0
 
14
.0
 
12
.0
 
11
.0
 
10
.0
 
9.
8 
10
.0 
9.
5 
8.
0 
7.
8 
7.
6 
6.
8 
6.
5 
6.
5 
6.
4 
Fo
rt
-F
 
T
l 
M
va
r 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
7.
0 
8.
0 
6.
0 
4.
0 
3.
0 
2.
2 
1.
8 
2.0
 
2.0
 
2.0
 
1.
8 
1.
2 
1.
2 
1.
2 
1.
2 
1.
2 
T
2 
M
W
 
19
.6
 
19
.6
 
19
.6
 
19
.6
 
19
.8
 
19
.0
 
17
.5
 
16
.0
 
15
.0
 
14
.0
 
12
.8
 
11
.8
 
10
.8
 
11
.0 
10
.5
 
9.
5 
9.
0 
8.
2 
8.
0 
8.
0 
7.
8 
7.
8 
7.
8 
T
2 
M
va
r 
14
.2
 
14
.2
 
14
.2
 
14
.2
 
14
.2
 
13
.0
 
12
.0
 
10
.5
 
9.
2 
8.
0 
7.
5 
7.
4 
5.
5 
6.
0 
5.
5 
5.
0 
4.
5 
3.
8 
3.
7 
3.
5 
3.
5 
3.
2 
3.
2 
T
ot
al
 
M
W
 
37
.4
 
37
.4
 
37
.4
 
37
.4
 
37
.6
 
36
.8
 
34
.5
 
32
.5
 
30
.0
 
28
.0
 
24
.8
 
22
.8
 
20
.8
 
20
.8
 
20
.5
 
19
.0
 
17
.0
 
16
.0
 
15
.6
 
14
.8
 
14
.3
 
14
.3
 
14
.2
 
T
ot
al
 
M
va
r 
20
.2
 
20
.2
 
20
.2
 
20
.2
 
20
.2
 
19
.0
 
18
.0
 
17
.5
 
17
.2
 
14
.0
 
11
.5
 
10
.4
 
7.
7 
7.
8 
7.
5 
7.
0 
6.
5 
5.
6 
4.
9 
4.
7 
4.
7 
4.
4 
4.
4 
S
U
B
 C
 
T
l 
M
W
 
11
.9
 
12
.0
 
12
.1
 
12
.0 
12
.5
 
11
.9
 
12
.1
 
11
.9
 
11
.7
 
11
.2 
11
.3
 
12
.8
 
16
.0
 
16
.2
 
15
.8
 
15
.4
 
14
.8
 
13
.0
 
11
.9
 
10
.2 
9.
2 
8.
7 
8.
5 
S
U
B
 C
 
T
l 
M
va
r 
5.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
5.
5 
5.
3 
5.
0 
5.
3 
5.
7 
5.
2 
5.
2 
5.
0 
5.
0 
5.
0 
5.
0 
4.
8 
4.
5 
4.
3 
4.
1 
T
2 
M
W
 
11
.9
 
12
.0
 
12
.1
 
12
.0
 
12
.5
 •
 
11
.9
 
12
.1
 
11
.9
 
11
.7
 
11
.2
 
11
.3
 
12
.8
 
16
.0
 
16
.2
 
15
.8
 
15
.4
 
14
.8
 
13
.0
 
11
.9
 
10
.2
 
9.
2 
8.
7 
8.
5 
T
2 
M
va
r 
5.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
5.
5 
5.
3 
5.
0 
5.
3 
5.
7 
5.
2 
5.
2 
5.
0 
5.
0 
5.
0 
5.
0 
4.
8 
4.
5 
4.
3 
4.
1 
T
3 
M
W
 
11
.9
 
12
.0
 
12
.1
 
12
.0
 
12
.5
 
11
.9
 
12
.1
 
11
.9
 
11
.7
 
11
.2
 
11
.3
 
12
.8
 
16
.0
 
16
.2
 
15
.8
 
15
.4
 
14
.8
 
13
.0
 
11
.9
 
10
.2 
9.
2 
8.
7 
8.
5 
T
3 
M
va
r 
5.
8 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
5.
5 
5.
3 
5.
0 
5.
3 
5.
7 
5.
2 
5.
2 
5.
0 
5.
0 
5.
0 
5.
0 
4.
8 
4.
5 
4.
3 
4.
1 
T
ot
al
 
M
W
 
35
.7
 
36
.0
 
36
.3
 
36
.1
 
37
.5
 
35
.8
 
36
.4
 
35
.6
 
35
.2
 
33
.6
 
33
.9
 
38
.4
 
48
.0
 
48
.5
 
47
.5
 
46
.2
 
44
.3
 
39
.1
 
35
.6
 
30
.7
 
27
.6
 
26
.1
 
25
.5
 
T
ot
al
 
M
va
r 
17
.4
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
18
.0
 
17
.4
 
16
.5
 
15
.9
 
15
.0
 
15
.9
 
17
.1
 
15
.6
 
15
.6
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
14
.4
 
13
.5
 
12
.9
 
12
.3
 
S
U
B
 H
 
T
l 
M
W
 
9.
6 
9.
6 
9.
5 
9.
5 
9.
3 
9.
3 
9.
1 
8.
1 
8.
7 
8.
5 
8.
2 
10
.3
 
9.
8 
10
.2
 
9.
3 
9.
2 
9.
1 
9.
0 
8.
9 
8.
6 
8.
3 
7.
9 
7.
3 
S
U
B
 H
 
T
l 
M
va
r 
4.
8 
4.
8 
4.
8 
4.
8 
4.
7 
4.
7 
4.
6 
4.
1 
4.
4 
4.
3 
4.
1 
5.
2 
4.
9 
5.
1 
4.
7 
4.
6 
4.
6 
4.
5 
4.
5 
4.
3 
4.
2 
4.
0 
3.
7 
T
2 
M
W
 
7.
7 
7.
4 
7.
2 
6.
9 
6.
6 
6.
4 
6.
1 
5.
8 
5.
6 
5.
4 
5.
3 
6.
0 
6.
0 
6.
0 
6.
0 
5.
8 
5.
7 
5.
5 
5.
1 
5.
2 
4.
7 
4.
7 
4.
6 
T
2 
M
va
r 
3.
9 
3.
7 
3.
6 
3.
5 
3.
3 
3.
2 
3.
1 
2.
9 
2.
8 
2.
7 
2.
7 
3.
0 
3.
0 
3.
0 
3.
0 
2.
9 
2.
9 
2.
8 
2.
6 
2.
6 
2.
4 
2.
4 
2.
3 
T
ot
al
 
M
W
 
17
.3
 
17
.0
 
16
.7
 
16
.4
 
15
.9
 
15
.7
 
15
.2
 
13
.9
 
14
.3
 
13
.9
 
13
.5
 
16
.3
 
15
.8
 
16
.2
 
15
.3
 
15
.0
 
14
.8
 
14
.5
 
14
.0
 
13
.8
 
13
.0
 
12
.6
 
11
.9
 
T
ot
al
 
M
va
r 
8.
7 
8.
5 
8.
4 
8.
2 
8.
0 
7.
9 
7.
6 
7.
0 
7.
2 
7.
0 
6.
8 
8.
2 
7.
9 
8.
1 
7.
7 
7.
5 
7.
4 
7.
3 
7.
0 
6.
9 
6.
5 
6.
3 
6.
0 
K
.E
L
A
N
I(
C
+
H
) 
M
W
 
53
.0
 
53
.0
 
53
.0
 
52
.5
 
53
.4
 
51
.5
 
51
.6
 
49
.5
 
49
.5
 
47
.5
 
47
.4
 
54
.7
 
63
.8
 
64
.7
 
62
.8
 
61
.2
 
59
.1
 
53
.6
 
49
.6
 
44
.5
 
40
.6
 
38
.7
 
37
.4
 
K
.E
L
A
N
I(
C
+
H
) 
M
va
r 
26
.1
 
26
.5
 
26
.4
 
26
.2
 
26
.0
 
25
.9
 
25
.6
 
24
.4
 
23
.7
 
22
.9
 
21
.8
 
24
.1
 
25
.0
 
23
.7
 
23
.3
 
22
.5
 
22
.4
 
22
.3
 
22
.0
 
21
.3
 
20
.0
 
19
.2
 
18
.3
 
83
 
, 
V
-/
 
A
ct
iv
e 
p
ow
er
 (
P
) 
an
d 
R
ea
ct
iv
e 
P
ow
er
 (
Q
) 
G
en
er
at
io
n 
An
ne
x 
14
 
T
im
e 
13
/0
8/
08
 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9:
30
 
10
:0
0 
10
:3
0 
11
:0
0 
11
 3
0 
12
00
 
12
 3
0 
V
ic
to
ri
a 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
20
.0
 
50
.0
 
69
.0
 
68
.0
 
68
.0
 
68
.0
 
68
.0
 
68
.0
 
68
 0
 
69
 0
 
69
 0
 
V
ic
to
ri
a 
01
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
4.
0 
10
.0
 
26
.0
 
30
.0
 
31
.0
 
21
.0
 
20
.0
 
21
.0
 
20
.0
 
20
 0
 
21
 0
 
V
ic
to
ri
a 
02
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
40
.0
 
63
.0
 
62
.0
 
62
.0
 
62
.0
 
62
.0
 
62
 0
 
62
 0
 
63
 0
 
V
ic
to
ri
a 
02
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
18
.0
 
25
.0
 
25
.0
 
25
.0
 
23
.0
 
25
.0
 
24
 0
 
23
 0
 
25
 0
 
V
ic
to
ri
a 
03
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
70
.0
 
70
.0
 
69
.0
 
69
.0
 
69
.0
 
70
.0
 
69
 0
 
70
 0
 
70
 0
 
V
ic
to
ri
a 
03
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
30
.0
 
35
.0
 
30
.0
 
22
.0
 
20
.0
 
21
 0
 
20
 0
 
20
 0
 
20
 0
 
R
an
de
. 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
36
 0
 
36
 0
 
R
an
de
. 
01
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
8 
0 
7 
0 
R
an
de
. 
02
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
50
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
 0
 
46
 0
 
46
 0
 
46
 0
 
R
an
de
. 
02
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
7.
0 
11
.0
 
10
.0
 
11
.0
 
11
.0
 
16
.0
 
4.
0 
4.
0 
6.
0 
6.
0 
22
.0
 
20
.0
 
20
 0
 
20
 0
 
20
 0
 
20
 0
 
R
an
te
m
be
 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
0 
0 
R
an
te
m
be
 
01
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
0 
0 
R
an
te
m
be
 
02
 
M
W
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
15
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
 0
 
25
 0
 
25
 0
 
25
 0
 
R
an
te
m
be
 
02
 
M
va
r 
2.
0 
2.
0 
2^
0 
0.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
3.
0 
2.
0 
2.
0 
2.
0 
2.
0 
7.
0 
9.
0 
12
.0
 
12
.0
 
12
.0
 
II
 
0 
12
 0
 
11
 0
 
8 
0 
8 
0 
K
ot
m
al
e 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
40
 0
 
50
 0
 
65
 0
 
K
ot
m
al
e 
01
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
. 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
15
 0
 
45
 0
 
46
 0
 
K
ot
m
al
e 
02
 
M
W
 
45
.0
 
45
.0
 
42
.0
 
44
.0
 
40
.0
 
40
.0
 
42
.0
 
46
.0
 
50
.0
 
52
.0
 
45
.0
 
42
.0
 
40
.0
 
45
.0
 
42
.0
 
42
.0
 
42
.0
 
40
.0
 
36
.0
 
34
.0
 
40
.0
 
40
 0
 
30
 0
 
20
 0
 
20
 0
 
K
ot
m
al
e 
02
 
M
va
r 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
13
.0
 
13
.0
 
15
.0
 
15
.0
 
30
.0
 
30
.0
 
40
.0
 
40
.0
 
45
.0
 
45
.0
 
44
 0
 
40
 0
 
35
 0
 
40
 0
 
K
ot
m
al
e 
03
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
15
.0
 
35
.0
 
35
.0
 
40
.0
 
45
.0
 
45
.0
 
30
.0
 
30
.0
 
40
.0
 
30
.0
 
20
.0
 
30
.0
 
30
.0
 
40
 0
 
10
 0
 
10
 0
 
10
 0
 
K
ot
m
al
e 
03
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
10
.0
 
5.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
15
.0
 
30
.0
 
30
.0
 
40
.0
 
40
.0
 
40
.0
 
40
 0
 
40
 0
 
40
 0
 
36
 0
 
40
 0
 
U
ku
w
el
a 
01
 
M
W
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
 2
 
18
 2
 
18
 2
 
U
ku
w
el
a 
01
 
M
va
r 
2.
0 
2.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
3.
0 
3.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
7.
0 
4.
0 
4.
0 
4.
0 
3 
0 
3 
0 
3 
0 
4 
0 
U
ku
w
el
a 
02
 
M
W
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
 0
 
17
 0
 
17
 0
 
17
 0
 
U
ku
w
el
a 
02
 
M
va
r 
2.
0 
1.
0 
1.
0 
1.
0 
1.
0 
2.
0 
2.
0 
3.
0 
4.
0 
4.
0 
5.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
7.
0 
7.
0 
7.
0 
7 
0 
7 
0 
4 
0 
4 
0 
5 
0 
B
ow
at
en
na
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
B
ow
at
en
na
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
3.
0 
4.
0 
4.
0 
5.
0 
5.
0 
5.
0 
4.
0 
4.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
84
 I
 
T
im
e 
| -1 
13
:0
0 
13
:3
0 
14
:0
0 
14
:3
0 
15
:0
0 
15
:3
0 
16
:0
0 
16
:3
0 
17
:0
0 
17
:3
0 
18
:0
0 
18
:3
0 
19
:0
0 
19
:3
0 
20
:0
0 
20
:3
0 
21
:0
0 
21
 3
0 
22
'0
0 
22
 3
0 
23
 0
0 
V
ic
to
ri
a 
01
 
M
W
 
69
.0
 
60
.0
 
60
.0
 
60
.0
 
70
.0
 
70
.0
 
60
.0
 
40
.0
 
30
.0
 
15
.0
 
15
.0
 
40
.0
 
40
.0
 
60
.0
 
60
.0
 
42
.0
 
35
.0
 
44
.0
 
20
 0
 
30
 0
 
30
 0
 
0 
V
ic
to
ri
a 
01
 
M
va
r 
20
.0
 
20
.0
 
20
.0
 
20
.0
 
21
.0
 
20
.0
 
20
.0
 
19
.0
 
15
.0
 
10
.0
 
6.
0 
9.
0 
20
.0
 
25
.0
 
24
.0
 
20
.0
 
17
.0
 
20
 0
 
15
 0
 
15
 0
 
13
 0
 
V
ic
to
ri
a 
02
 
M
W
 
62
.0
 
55
.0
 
60
.0
 
63
.0
 
69
.0
 
69
.0
 
60
.0
 
45
.0
 
30
.0
 
24
.0
 
23
.0
 
40
.0
 
45
.0
 
59
.0
 
60
.0
 
50
.0
 
32
.0
 
40
.0
 
33
.0
 
63
 0
 
21
 0
 
0 
0 
0 
0 
V
ic
to
ri
a 
02
 
M
va
r 
22
.0
 
20
.0
 
21
.0
 
24
.0
 
25
.0
 
24
.0
 
22
.0
 
20
.0
 
16
.0
 
12
.0
 
9.
0 
10
.0
 
21
.0
 
26
.0
 
25
.0
 
21
.0
 
18
.0
 
20
.0
 
16
 0
 
17
 0
 
15
 0
 
0 
0 
V
ic
to
ri
a 
03
 
M
W
 
70
.0
 
60
.0
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
40
.0
 
60
.0
 
60
.0
 
50
.0
 
30
.0
 
16
0 
16
 0
 
0 
0 
0 
o 
V
ic
to
ri
a 
03
 
M
va
r 
20
.0
 
17
.0
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
17
.0
 
21
.0
 
20
.0
 
17
.0
 
15
.0
 
15
 0
 
11
 0
 
0 
0 
0 0
 
R
an
de
. 
01
 
M
W
 
46
.0
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
 0
 
46
 0
 
46
 0
 
36
 0
 
R
an
de
. 
01
 
M
va
r 
6.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
20
.0
 
10
.0
 
10
.0
 
8.
0 
6
0 
8 
0 
6 
0 
7 
0 
R
an
de
.0
2 
M
W
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
.0
 
46
 0
 
46
 0
 
46
 0
 
36
 0
 
R
an
de
.0
2 
M
va
r 
18
.0
 
18
.0
 
18
.0
 
20
.0
 
20
.0
 
20
.0
 
19
.0
 
18
.0
 
15
.0
 
10
.0
 
9.
0 
12
.0
 
10
.0
 
22
.0
 
21
.0
 
18
.0
 
16
.0
 
16
 0
 
15
 0
 
9 
0 
R
an
te
m
be
 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
25
.0
 
25
.0
 
25
.0
 
15
.0
 
15
.0
 
15
 0
 
15
 0
 
15
 0
 
15
 o
 
R
an
te
m
be
 
01
 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
8.
0 
8.
0 
8.
0 
3.
0 
3.
0 
3 
0 
2 
0 
~>
 0
 
R
an
te
m
be
 
02
 
M
W
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
25
.0
 
15
.0
 
15
.0
 
0.
0 
0 
0 
0 
0 
0 
0 
R
an
te
m
be
 
02
 
M
va
r 
8.
0 
9.
0 
10
.0
 
10
.0
 
11
.0
 
1-
1.
0 
10
.0
 
10
.0
 
9.
0 
7.
0 
10
.0
 
10
.0
 
8.
0 
8.
0 
7.
0 
3.
0 
3.
0 
0 
0 
0 
0 
0 
o 
K
ot
m
al
e 
01
 
M
W
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
65
.0
 
6<
i 
0 
65
 0
 
65
 0
 
K
ot
m
al
e 
01
 
M
va
r 
46
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
45
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
 0
 
40
 0
 
40
 0
 
40
 0
 
K
ot
m
al
e 
02
 
M
W
 
20
.0
 
32
.0
 
44
.0
 
43
.0
 
42
.0
 
26
.0
 
30
.0
 
30
.0
 
35
.0
 
40
.0
 
37
.0
 
35
.0
 
50
.0
 
35
.0
 
35
.0
 
20
.0
 
20
.0
 
0.
0 
0
0 
0 
0 
0 
o 
K
ot
m
al
e 
02
 
M
va
r 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
44
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
0 
0 
0 
0 
0 
0 
K
ot
m
al
e 
03
 
M
W
 
10
.0
 
10
.0
 
30
.0
 
20
.0
 
20
.0
 
10
.0
 
20
.0
 
20
.0
 
10
.0
 
20
.0
 
10
.0
 
20
.0
 
65
.0
 
15
.0
 
20
.0
 
20
.0
 
20
.0
 
0.
0 
0
0 
0 
0 
0 
o 
K
ot
m
al
e 
03
 
M
va
r 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
40
.0
 
0 
0 
0 
0 
0 
0 
U
ku
w
el
a 
01
 
M
W
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.2
 
18
.3
 
18
.3
 
18
 3
 
18
 3
 
18
 3
 
u.
u 
M
va
r 
2.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
2.
0 
2.
0 
5.
0 
8.
0 
8.
0 
7.
0 
5.
0 
6.
0 
3 
0 
1 
0 
1 
0 
7 
0 
U
ku
w
el
a 
02
 
M
W
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.0
 
17
.2
 
17
.2
 
17
 2
 
17
 2
 
17
 2
 
M
va
r 
3.
0 
3.
0 
3.
0 
3.
0 
4.
0 
4.
0 
4.
0 
3.
0 
2.
0 
2.
0 
3.
0 
5.
0 
7.
0 
7.
0 
7.
0 
4.
0 
3 
0 
2 
0 
1 
0 
B
ow
at
en
na
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
.0
 
11
 0
 
11
 0
 
11
 0
 
1.
0 
1.
0 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
| 
0.
0 
0.
0 
0.
0 
7.
0 
6.
0 
8.
0 
12
.0
 
12
.0
 
| 
12
.0
 
11
.0
 
10
.0
 
9.
0 
7.
0 
6.
0 
5.
0 
5.
0 
1 
l.U
 
5.
0 
85
 
T
im
e 
0:
30
 
1:
00
 
1:
30
 
2:
00
 
2:
30
 
3:
00
 
3:
30
 
4:
00
 
4:
30
 
5:
00
 
5:
30
 
6:
00
 
6:
30
 
7:
00
 
7:
30
 
8:
00
 
8:
30
 
9:
00
 
9-
30
 
] 
0
0
0 
10
-3
0 
N
' 
L
ax
. 
01
 
M
W
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
20
.0
 
45
.0
 
50
.0
 
50
.0
 
50
.0
 
50
.0
 
50
.0
 
50
.0
 
50
 0
 
50
 0
 
50
 0
 
12
:0
0 
12
:3
0 
M
va
r 
11
.0
 
10
.0
 
11
.0
 
2.
0 
1.
0 
1.
0 
1.
0 
0.
0 
0.
0 
1.
0 
4.
0 
11
.0
 
13
.0
 
13
.0
 
15
.0
 
20
.0
 
29
.0
 
22
 0
 
23
 0
 
23
 0
 
21
 0
 
30
.0
 
10
.0
 
N
'L
ax
. 
02
 
M
W
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
20
.0
 
45
.0
 
50
.0
 
50
.0
 
50
.0
 
50
.0
 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
20
.0
 
12
.0
 
6.
0 
M
va
r 
12
.0
 
10
.0
 
10
.0
 
6.
0 
3.
0 
3.
0 
3.
0 
3.
0 
3.
0 
4.
0 
2.
0 
11
.0
 
10
.0
 
10
.0
 
21
.0
 
28
.0
 
0.
0 
0 
0 
0 
0 
0 
0 
0 
0 
0.
0 
0.
0 
0.
0 
P
ol
pi
ti
ya
 
01
 
M
W
 
33
.6
 
37
.0
 
36
.0
 
37
.0
 
37
.5
 
37
.5
 
35
.0
 
34
.0
 
35
.0
 
37
.0
 
33
.0
 
33
.4
 
34
.5
 
33
.0
 
36
.2
 
37
 5
 
37
.2
 
38
.1
 
37
 1
 
38
 0
 
i7
 8
 
0.
0 
0.
0 
0.
0 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6
0 
14
.0
 
14
.0
 
14
 0
 
14
 o
 
14
 0
 
38
.1
 
37
.9
 
P
ol
pi
ti
ya
 
02
 
M
W
 
4.
7 
5.
0 
5.
6 
5.
0 
5.
5 
5.
0 
5.
0 
5.
0 
5.
0 
5.
1 
33
.0
 
34
.2
 
34
.7
 
34
.2
 
35
.1
 
37
.1
 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
n 
n 
14
.0
 
14
.0
 
M
va
r 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
4.
0 
6.
0 
6.
0 
6.
0 
6.
0 
6.
0 
0.
0 
0.
0 
0 
0 
0 
0 
0 
0 
o 
n 
0.
0 
0.
0 
O
'L
ax
 
01
 
M
W
 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
2.
0 
2.
0 
2.
0 
2 
0 
2 
0 
1 
n 
0.
0 
0.
0 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
5 
1.
5 
1.
0 
1.
5 
1.
5 
1.
0 
1.
0 
0.
5 
0.
5 
0 
5 
0 
5 
0 
5 
2.
0 
2.
0 
O
'L
ax
 
02
 
M
W
 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
2.
0 
2.
0 
2 
0 
2 
0 
2 
0 
0.
5 
0.
5 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
5 
1.
5 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
0.
5 
0.
5 
0 
5 
0 
5 
0 
5 
2.
0 
2.
0 
O
'L
ax
 
03
 
M
W
 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
2.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
8.
0 
2.
0 
2 
0 
2 
0 
2 
0 
7 
0 
0.
5 
0.
5 
M
va
r 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1.
0*
 
1.
0 
1.
0 
1.
0 
1.
5 
1.
5 
1.
0 
1.
5 
0.
5 
1.
5 
1.
0 
0.
5 
0.
5 
0 
5 
0 
5 
0 
5 
2.
0 
2.
0 
2.
0 
O
'L
ax
 
04
 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
4.
0 
4.
0 
4 
0 
4 
0 
4 
0 
0.
5 
0.
5 
M
va
r 
2.
0 
2.
0 
1.
5 
1.
5 
1.
5 
2.
0 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
1.
5 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
1.
0 
1.
0 
1 
0 
1 
0 
I 
0 
4.
0 
4.
0 
O
'L
ax
 
05
 
M
W
 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
4.
0 
12
.5
 
12
.5
 
12
.0
 
12
.0
 
12
.0
 
12
.0
 
4.
0 
4.
0 
4 
0 
4 
0 
4 
0 
1.
0 
M
va
r 
2.
0 
2.
0 
1.
5 
1.
5 
1.
5 
2.
0 
2.
5 
2.
5 
2.
5 
2.
5 
2.
5 
1.
5 
2.
0 
2.
0 
2.
0 
2.
0 
1.
0 
1.
0 
1.
0 
1 
0 
1 
0 
1 
0 
4.
U
 
4.
0 
4.
0 
C
an
yo
n 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
0 
fi 
1.
0 
1.
0 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0
0 
0 
0 
0 
0 
0.
0 
0.
0 
C
an
yo
n 
02
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
.0
 
10
 0
 
10
 0
 
0.
0 
0.
0 
0.
0 
M
va
r 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
4.
0 
10
.0
 
10
.0
 
9.
0 
8 
0 
8 
0 
10
 0
 
10
.0
 
10
.0
 
29
.0
 
W
P
S 
01
 
M
W
 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
10
.0
 
10
.0
 
8.
0 
M
va
r 
0.
0 
0:
0 
0,
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
u.
u 
0.
0 
0.
0 
0.
0 
W
P
S 
02
 
M
W
 
0.
0 
Q
8 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0 
0 
0 
0 
u.
u 
0.
0 
0.
0 
0.
0 
M
va
r 
0.
0 
0.
0 
' 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
| 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
0.
0 
86
 
Time 
13:00 13:30 14:00 14:30 15:00 15:30 16:00 16:30 17:00 17:30 18:00 18:30 19:00 19:30 20:00 20:30 21:00 2 1 3 0 22 00 22 '30 23 00 
N ' Lax. 01 M W 10.0 10.0 50.0 50.0 50.0 50.0 50.0 50.0 30.0 30.0 30.0 40.0 40.0 50.0 50.0 45.0 45.0 20.0 15.0 1 0 0 10 0 10 0 10 0 
Mvar 7.0 6.0 8.0 8.0 10.0 8.0 9.0 7.0 6.0 5.0 2.0 10.0 20.0 20.0 16.0 13.0 11.0 6.0 10 0 2 0 2 0 2 0 
N ' Lax. 02 M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 30.0 30.0 30.0 40.0 40.0 50.0 50.0 45.0 45.0 20.0 15.0 10.0 1 0 0 1 0 0 10 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.0 15.0 15.0 10.0 15.0 16.0 13.0 12.0 9.0 13.0 11 0 5 0 5 0 5 0 5 0 
Polpitiya 
01 
M W 37.7 37.6 34.6 36.5 36.2 36.6 35.1 34.7 5.2 5.3 5.2 4.4 5.0 5.2 5.0 32.9 32.1 5.1 5.0 5 1 5 0 4 9 4 8 
Mvar 14.0 14.0 14.0 14.0 14.0 14.0 14.0 14.0 14.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 1 0 0 10 0 10 0 8 0 6 0 
Polpitiya 
02 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.4 5.3 5.2 37.5 37.7 37.8 37.8 35.3 34.4 38.1 36 1 34 8 32 8 35 7 36 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.0 5.0 5.0 5.0 10.0 •10.0 10.0 12.0 12.0 12.0 12 0 12 0 10 0 8 0 R 0 
O ' L a x 01 M W 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 4.0 8.0 8.0 8.0 6.0 6.0 4.0 2.0 2 0 2 0 2 0 2 0 
Mvar 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 1.0 1.0 0.5 1.0 1.0 1 0 1 0 1 0 1 0 
O ' L a x 02 M W 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 4.0 8.0 8.0 8.0 6.0 6.0 4.0 2 0 2 0 2 0 2 0 2 0 
Mvar 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 1.0 1.0 0.5 1.0 1.0 1.0 1 0 1 0 1 0 1 0 
O ' L a x 03 M W 2.0 2.0 2.0 2.0 2.0 2 .0 2.0 2.0 2.0 2.0 2.0 4.0 8.0 8.0 8.0 6.0 6.0 4.0 2 0 2 0 2 0 2 0 2 0 
Mvar 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 0.5 1.0 1.0 0.5 1.0 1.0 1 0 1 0 1 0 1 0 
O ' L a x 04 M W 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4 .0 4.0 4.0 4.0 12.0 12.0 12.0 8.0 8.0 4.0 4 0 4 0 4 0 4 0 
Mvar 1.0 1.0 1.0 1.0 1.0 ' l . O 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 0.5 1.0 1.0 1 0 1 0 1 0 1 0 
O ' L a x 05 M W 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 0.0 0.0 0.0 0.0 0.0 6.0 6.0 4.0 4.0 4 0 4 0 4 0 4 0 
Mvar 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 0.0 0.0 0.0 0.0 0.0 1.0 1.0 1.0 I 0 1 0 1 0 
Canyon 01 M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.0 20.0 20.0 24.0 24.0 24.0 24.0 15.0 15 0 0 0 0 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.0 4.0 4.0 2.0 2.0 1.0 1 0 1 0 1 0 
Canyon 02 
M W 10.0 29.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 20.0 20.0 23.0 23.0 23.0 23 0 15 0 15 0 
Mvar 8.0 8.0 8.0 8.0 8.0 8.0 8.0 6.0 4.0 2.0 2.0 2.0 8.0 8.0 8.0 5.0 4.0 2 0 1 0 1 0 
WPS 01 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.0 10.0 20.0 20.0 20.0 25.0 25.0 25 0 25 0 15 0 0 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.0 5.0 5.0 4.0 4.0 6.0 6.0 6 0 6 0 7 0 
W P S 02 
M W 0.0 0.0 0.0 0.0 0.0 0.0 • 0.0 0.0 0 .0 0.0 0.0 0.0 20.0 20.0 20.0 23.0 23.0 23 0 23 0 15 0 15 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.0 5.0 5.0 5.0 5.0 5.0 5.0 6.0 6.0 0.0 0.0 
87 
Time 0:30 1:00 1:30 2 :00 2:30 3:00 3:30 4:00 4:30 5:00 5:30 6:00 6:30 7:00 7:30 8:00 8:30 9:00 9:30 10:00 10:30 11:00 11:30 12:00 12:30 
Samanalawevva 
01 
MW 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 30.0 60.0 30.0 30.0 30.0 30.0 40.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 21.0 18.0 17.0 15.0 17.0 16.0 16.0 
Sam anal awe wa 
02 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.0 30.0 30.0 12.0 30.0 30.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.0 6.0 5.0 7.0 6.0 4.0 
Kukule 01 
MW 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 30.0 30.0 30.0 30.0 30.0 30.0 30.0 30.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.0 6.0 7.0 7.0 7.0 6.0 7.0 3.0 
Kukule 02 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Kps - Gt 04 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 9.0 9.0 9.0 9.0 6.0 9.0 9.0 11.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 
K p s - G t 05 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 o.o 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 9.0 9.0 9.0 9.0 10.0 9.0 9.0 11.0 10.0 9.0 9.0 10.0 10.0 10.0 10.0 
K p s - G t 08 
[JBIC] 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 81.0 109.0 109.0 109.0 109.0 109.0 110.0 108.0 67.0 0.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.0 36.0 60.0 59.0 66.0 64.0 65.0 68.0 67.0 0.0 
KPS JBIC 
( S T E A M ) 
MW 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Sapti 01 
M W 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 
Mvar 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 4.0 5.0 5.0 5.0 5.0 8.0 8.0 8.0 8.0 7.0 8.0 8.0 8.0 8.0 7.0 
Sapu 02 
M W 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 14.5 14.5 14.5 15.0 15.0 15.0 15.0 
Mvar 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 4.0 4.0 4.0 4.0 8.0 9.0 10.0 10.0 10.0 9.0 9.0 10.0 9.0 9.0 8.0 
Sapu 03 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Sapu 04 
M W 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 
Mvar 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 3.0 4.0 4.0 4.0 4.0 8.0 9.0 10.0 10.0 10.0 9.0 9.0 10.0 9.0 8.0 9.0 
Sapu 05 
MW 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Sapu 06 
M W 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.0 8.0 8.0 
Mvar 2.0 2.0 2.0 2.0 2.0 2 .0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 2.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 4.0 4.0 4.0 
Time 13:00 13:30 14:00 14:30 15:00 15:30 16:00 16:30 17:00 17:30 18:00 18:30 19:00 19:30 20:00 20:30 21:00 21:30 2 2 0 0 22 30 23 00 2 3 3 0 
Samanalawewa 
01 
M W 12.0 13.0 30.0 30.0 30.0 30.0 12.0 12.0 12.0 12.0 12.0 30.0 60.0 60.0 40.0 40.0 30.0 12.0 0 0 0 0 0 0 0 0 0 0 
Mvar 13.0 15.0 13.0 13.0 13.0 13.0 16.0 15.0 13.0 10.0 12.0 11.0 16.0 17.0 17.0 15.0 12.0 10.0 0.0 0 0 0 0 0 0 0 0 
Samanalawewa 
02 
M W 30.0 11.0 11.0 11.0 12.0 11.0 12.0 12.0 12.0 12.0 30.0 30.0 60.0 60.0 40.0 40.0 30.0 18.0 0.0 0.0 0 0 0 0 0 0 
Mvar 3.0 3.0 3.0 4.0 2.0 3.0 4.0 4.0 0.0 0.0 7.0 7.0 15.0 15.0 14.0 12.0 8.0 5 0 0 0 0 0 0 0 0 D 
Kukule 01 
M W 30.0 30.0 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37.5 37 5 0 0 0 0 0 0 n o 
Mvar 4.0 4.0 5.0 5.0 6.0 4.0 4.0 2.0 -1.0 -3.0 -3.0 1.0 6.0 7.0 3.0 2.0 0.0 -2.0 -5 0 0 0 0 0 0 0 0 0 
Kukule 02 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Kps - Gt 04 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Mvar 9.0 9.0 9.0 10.0 10.0 9.0 8.0 8.0 7.0 7.0 6.0 8.0 10.0 10.0 10.0 9.0 7.0 7.0 8 0 8 0 8 0 5 0 
Kps - Gt 05 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Mvar 8.0 8.0 8.0 9.0 9.0 9.0 8.0 8.0 6.0 6.0 6.0 8.0 10.0 9.0 8.0 7.0 6.0 6 0 7 0 7 0 7 0 
Kps - Gt 08 
[JBIC] 
M W 20 110 108.0 108 110 108 101 101 108 108 108 107 108 108 108 108 108 107 109 109 109 109 
Mvar 3.0 9.0 52.0 56.0 54.0 55.0 49.0 43.0 34.0 16.0 5.0 18.0 52.0 51.0 48.0 39.0 30.0 24 0 13 0 8 0 13 0 
KPS.IB1C 
( S T E A M ) 
M W 0.0 0.0 0.0 0.0 0.0 0.0 48.0 47.0 52.0 57.0 57.0 57.0 57.0 57.0 57.0 58.0 57.0 57.0 58.0 58 0 58 0 58 0 o 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 -10.0 15.0 12.0 6.0 -7.0 6.0 21.0 21.0 18.0 15.0 11.0 8.0 5.0 -6 0 6 0 2 0 2 0 
Sapu 01 
M W 1.6.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16.0 16 0 16 0 16 0 16 0 
Mvar 7.0 7.0 7.0 7.0 7.0 7.0 6.0 6.0 5.0 5.0 5.0 6.0 6.0 6.0 6.0 4.0 3.0 4 0 5 0 5 0 5 0 
Sapu 02 
M W 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15 0 15 0 15 0 15 0 
Mvar 8.0 8.0 8.0 8.0 8.0 8.0 8.0 7.0 7.0 7.0 7.0 8.0 7.0 6.0 6.0 5.0 4.0 5.0 5 0 5 0 5 0 
Sapu 03 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 
Sapu 04 
M W 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15 0 15 0 15 0 
Mvar 8.0 8.0 8.0 8.0 8.0 8.0 8.0 7.0 6.0 6.0 7.0 8.0 7.0 6.0 5.0 4.0 3.0 4 0 5 0 5 0 
Sapu 05 
M W 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 
Sapu 06 
M W 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.0 8.5 8.5 8.5 9.0 9.0 9 0 9 0 9 0 
Mvar 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 | 4 .0 4.0 4 .0 4.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
89 
9( 
> 7 
12:30 12:00 10:00 
Time 
Mvar 
Mvar 
Asia Power 
Mvar 
Lakdanavi 
Mvar 
Heladhanavi-
Putalam 
A C E -
Embilipitiya Mvar 
A E S - C C Y 
A C E -
Matara 
A C E -
Horana 
T i m e 13:00 13:30 14:00 14:30 15:00 15:30 16:00 16:30 17:00 17:30 18:00 18:30 19:00 19:30 20:00 20:30 21:00 21:30 22:00 22:30 23:00 23:30 0:00 
Sapu 07 
M W 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
Sapu 08 
M W 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
Sapu 09 
M W 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
Sapu 10 
M W 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 . 8.5 
Mvar 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 4.0 
Sapu 11 
M W 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 8.5 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
Sapu 12 
M W 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 9.0 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 
Asia Power 
M W 47.1 47.1 47.2 46.7 47 .0 47 .0 43.0 43.3 47.3 47.3 47.3 47.3 47.8 47.8 47.8 47.9 47.9 47.9 47.9 47.9 47.9 47.9 47.9 
Mvar 19.0 18.0 18.0 20.0 18.0 20.0 20.0 18.0 14.0 14.0 15.0 20.0 22.0 18.0 16.0 16.0 14.0 19.0 18.0 17.0 19.0 19.0 19.0 
Lakdanavi 
M W 22.5 22.5 ' 22 .5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 22.5 0.0 0.0 0.0 
Mvar 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 7.0 0.0 0.0 0.0 
Barge 
M W 60.3 60.5 60.4 60.4 60.6 60.4 60.3 60.4 60.3 60.4 60.6 60.4 60.4 60.2 60.5 60.4 60.4 60.5 60.1 60.4 60.3 60.3 60.2 
Mvar 37 .6 37.5 37.7 39.3 38.3 "39 .5 38.4 38.6 28.0 26.6 22.8 23.4 26.1 38.4 37.8 38.2 29.1 30.9 29.7 23.1 25.3 23.7 23.2 
A E S - C C Y 
M W 162 161 161 162 162 162 162 161 162 162 162 162 163 162 163 163 162 161 105 105 61 61 61 
Mvar 83.0 84.0 82.0 83.0 84.0 89.0 85.0 82.0 83.0 82.0 72.0 76.0 74.0 73.0 69.0 67.0 67.0 70.0 60.0 44.0 0.0 0.0 0.0 
A C E -
Matara 
M W 18.2 18.2 18.2 18.2 18.2 18.2 23.8 24.3 24.2 24.2 24.3 24.2 24.3 24.3 24.3 24.3 24.3 24.2 24.4 24.3 24.3 24.4 24.4 
Mvar 0.6 0.5 0.9 1.3 1.0 1.0 0.3 4.8 0.4 0.6 0.6 1.5 0.8 0.6 0.1 1.0 0.1 0.5 1.4 0.7 0.1 0.1 1.0 
A C E -
Horana 
M W 24.0 23.4 24.1 24.0 24 .0 24.0 23.9 23.9 23.9 24.0 24.1 24.0 24.0 24.0 24.0 24.1 24.1 24.1 24.1 24.1 24.0 24.0 24.0 
Mvar 0.8 2.1 0.9 0.7 1.4 1.7 0.8 0.7 -0.9 -4.2 -5.0 -5.8 -5.1 -3.8 -3.4 -4.1 -4.3 -4.3 -4.2 -5.7 -5.7 -5.8 -5.8 
Heladhanavi-
Putalam 
M W 83.1 83.1 83.2 83.2 83.0 83.0 83.2 83.2 82.9 83.2 83.3 83.2 83.3 83.4 83.4 83.1 83.3 83.1 83.4 83.3 83.4 83.4 68.7 
Mvar 27.9 29.4 27.0 27.0 26 .6 27.0 26.7 26.9 26.9 26.9 19.0 19.1 16.8 18.7 26.6 26.6 26.6 26.6 23.9 16.6 14.4 12.4 13.8 
A C E -
Embilipit iya 
M W 85.3 83.7 84.6 84.2 84.5 84.7 78.5 79.0 78.8 79.2 79.1 80.0 84.7 93.1 92.7 93.4 92.9 95.6 95.7 71.3 70.9 72.1 72.2 
Mvar 6.8 7.2 6.4 6.9 7.1 7.8 7.5 5.6 4.9 5.8 7.8 9.1 10.4 16.6 16.4 15.0 16.0 17.0 16.0 -2.6 -2.4 -2.1 -2.5 
91 
React ive Power Generat ion (Capac i tor Banks) 
Time 
0:30 1:00 1:30 2:00 2:30 3:00 3:30 4:00 4:30 5:00 5:30 6:00 6:30 7:00 7:30 8:00 8:30 9:00 9:30 10:00 10:30 11:00 11:30 12:00 12:30 
Galle 
S V C 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Gal ie-Caps 
Mvar 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 
Anuradhapura 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Habarana 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 
Kotugoda 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 25.0 25.0 25.0 25.0 20.0 
Kir ibatkumbura 
Mvar 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 15.0 15.0 15.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 
Kurunegala 
Mvar 5.0 5.0 5.0 5.0 5.0 5.(3 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 
Ma tugama 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.0 10.0 10.0 10.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 
Panadura 
Mvar 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 
Puttalama 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 
Pannipitiya 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 
T O T A L 
Mvar 45.0 45.0 45.0 45.0 45.0 45.0 45.0 45.0 45.0 45.0 45.0 45.0 65.0 65.0 70.0 85.0 95.0 95.0 95.0 95.0 120.0 120.0 120.0 120.0 115.0 
» •> 
Time 
13:00 13:30 14:00 14:30 15:00 15:30 16:00 16:30 17:00 17:30 18:00 18:30 19:00 19:30 20:00 20:30 21:00 21:30 22:00 22:30 23:00 2 3 3 0 0 0 0 
Galle 
S V C 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 0 0 
Caps 
Mvar 20 .0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20 0 20 0 20 0 20 0 
Anuradhapura 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0 0 0 0 0 0 
Habarana 
Mvar 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 5.0 5.0 5.0 - 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5 0 5 0 
Kotugoda 
Mvar 20 .0 20.0 20.0 20 .0 20.0 25.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 0.0 0.0 0 0 0 0 
Kir ibatkumbura 
Mvar 20 .0 20.0 20.0 20.0 20.0 20 .0 20.0 20.0 20.0 20.0 15.0 15.0 15.0 15.0 5.0 15.0 15.0 15.0 15.0 15.0 15.0 15 0 1 0 0 
Kurunegala 
Mvar 10.0 10.0 10.0 10.0 10.0 • 10.0 10.0 10.0 10.0 10.0 10.0 10.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5.0 5 0 5 0 
M a t u g a m a 
Mvar 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15.0 15 0 15 0 
Panadura 
Mvar 20 .0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 20.0 15.0 15.0 15.0 15.0 15.0 15.0 15 0 15 0 
Puttalama 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
Pannipit iya 
Mvar 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 
T O T A L 
(^Mvar 
M \ 
115.0 115.0 115.0 115.0 115.0 120.0 105.0 105.0 105.0 105.0 95.0 95.0 90.0 90.0 80.0 85.0 85.0 85.0 85.0 75.0 75.0 75.0 70.0 1 
93 
I